Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit369-07-20021119_172100_20021119_220600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/19 |
Start Time | | 2002/11/19 17:21 |
End Time | | 2002/11/19 22:04 |
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 | | 12.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | 4.96 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 164.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit369-07-20021119_172100_20021119_220600-constBx0 |
Minimum Dst Value | | -37 |
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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzoxNzozNSBFU1QgMjAxOOORMZYAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNjktMDctMjAwMjExMTlfMTcyMTAwXzIwMDIxMTE5XzIyMDYwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMTEtMTlUMTc6MjE6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTExLTE5VDIyOjA0OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC40MjEyMjg5OTk1LCAibWF4Ijo2LjMwMjk1MTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1bIhxkAAAABGdBTUEAAK/INwWK6QAAPVpJREFUeJzt3X9YHNW9P3B+JdkAEpKQhESIRBMv9pIUFVNMUElKIl5pxJZaNCRiTRqs5Ja2qKgY0Ual9yEW80SlLbH4FCtqGmmLyu3DLW3pFb3YkJbbrJFaougliopmbbGiyffz8LnfudPdndnZ3fl93q8/8iyT3Zlz5szM+cycM+fEnAIAAAAAXcVYnQAAAAAAt0GABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzdwZYMTHuzBcAgKGMuHg+//zzK1asCLlmIzaNugAs5M6DT+mkwskGAKDCiItkQUHBwYMHLdk0rvk6ws4Mlzv3V7i3Ss8888zFF188a9asxYsXX3vttcePH5f+6/Dhwxs3bkxKSlqyZMn+/ft54cTExNatW+fNm5eWlnbnnXcqbeXkyZM333xzamrq3Llz6+rq6E9p63IpKSlBf/7cc8+tX7/e4/FQqq6//vp33nlHfbVKy5XWI09J4P7Rvlzj3lBfidI+CTfx4e6coFy555USE25mTymcFLrseSMoHWmxsbGLFi0qLy8fHR1V+XkE6R8bG/v617+elZU1Y8YM+lVxcTFdYYImxm8hffjMZz4j3wR9Puecc+RfkP7L6/V+8YtfpNKfOXNmXl7eU089xcvff/99SueKFStmz55NW7/iiit6enpCpjkwMRF/IRCdzh999FH0m46A0TGBSlmToaGhyy67LHkaffjjH/8oT5gfXh5W8YV1DfT7YbQ510zksMydOQ/3GrFu3Tq6waLq6sSJE3fddRfVN7z86NGjmZmZ7e3t77333muvvXb11Vfz8srKSrouH5921VVXPfLII0G30tLSct555/1lGn344Q9/GPid+++/v7a2NujPN2zY8Oyzz/p8vrfeemvHjh2XX365+mqVliutJ+Tu0rhc497QuPJT/7hPwk18uDsnKFfueaXEhJtZpZNClz1vhMAAiz98+umnb7755re//e2CggKVn4eb/jfeeOOMM86g1R45cuRvf/sbBay/+MUvLr300qCJ8VtIHyhU+vnPfy7919NPP01LAgOsV155haLDpqYmKgKKXV544YUvfelL/F+0re3bt9MX/v73v7/99ttPPPHEJZdcop7moImJ+AsR/8RxAZZ6WQ8PDy9YsGDPnj1j0+iyRn/SQvWERVB8Gq+BKj8xFAIsx6BLyTe+8Y1F0+iDdFdERUiHb0ZGBt2V8p/f/e53Fy5cSLd3N954Ix2p0tdO/eOtQ+AmqKZJTEzkz1R57Nu3L/A78+fPp9qIP1PdpnSBvvDCC6nq4s/0Ye3atX5foIQtW7aMztKQGafILykpSX21ITfntx5JlNW8xr2hceUq+0RL4qPZOUG5b88rJeaUtswqnRRR7vmpqak77rhj6dKldOdNcQMvVDnfH374YarbPB5Pfn7+0NAQL6d7/XPPPZcW0n9xvRJ4svvtw/fff3/27Nn0oaqqSh6h7t+/n5aopz9oMX31q1+99dZbg+ZR6SfytD355JPyTVDunnrqqcDEX3PNNbt37w66CcoOZUopAfKNqlwkTynsfPWLZ7g/CbxuBy1WpcNAjuJ+CjEpLykpKVdeeeX4+LiW7KhvlA4AWiF9n3ZUBGW9efNmv+fKu3btqqio8EuYH43FJ6fxGij/fuBJIS+IkDuTbk6+853vZGVlzZ0797rrrvvwww95eeBZHLgtLZX4RRdd9Pjjj0sJpruIxYsXh7tb7MBhARYVXlFR0ei0devW0fHKy6lsrrjiCroflf6kr70xjT40NDRIy/0++KED5b777pNu4ukIoC1S0dKhtnXr1omJCV5OFRvdW/BnquHoYAq6Njo6pUOTvh/4NaoD6OjUkvHOzs7CwkL11YbcnN96JNFX81r2hsaVq+wTLYmPZueE3Kg79rxSYk5py6zSSRHlnqdwgTb95z//+b333qupqeGFKud7aWnpyMgInbB33XWXVIVQqg4cOECXbLoiX3/99dKX5RuSVxJjY2O33HILPyGgCOPiiy9+4okn6HNHRwd9/vjjj9XTH7SYKA1UPwXNo9JP5NclStWKFSv+8z//k/7s7e2lz7Qk8MJFpfDqq68G3cRll1121VVX/e53v/vb3/6mlIxTGi6SKjtfaZ3h/iTwuh20WJVWK7dq1apf/epXlGWqhqurq7dt26Y9O0E3Wl9fT3vyzWkbN26MoKypjOh4li+hP9PT09X3icbik9N4DVT5iV9BhNyZe/bs+fznP/+Xv/yFzlYKGb/1rW/x8qBnsd+2tFTi3d3d55xzDh35/F90Ljc2NmrcG7bisADrzDPP/NOf/sSf6VbjrLPO4s9UNseOHZO+Rn9KX/vv//5v+df8PshxlE23dNJT3Pj4eDp63ppWXl5eWVnJy7ds2UJ3J7ycbiUTEhKCpjYuLo6v0YQ+0Nrk/0tHz9lnn33kyJGQuT506NCyZcukM1lpteqbC1yPPONBt6txuca9oWXlKvtEY+Ij3jlBuXLPKyVGY2aVTooo9/zy5culhwcSlfOdYiP+/Ne//pUfQZHMzMy9e/e+/vrr8pUE1iVydAtOlwj+r+PHj9MeqKuro3+ljpjhHjlUCvKqMfBRQeBP/P73+9///qZNm05Ntxb94Ac/CPwCb2VycjJoAj744AOqwz772c96PB7agbW1tUFv/UNeJFV2vlLew/1J4HU7aLEqrVYJ7YGMjAzt2VHaqNfr5c/0w6BZUC9rOlT8yoi+LJ2kMQGkxGspPjmN10CVn/gVhFzQnZmdnf3yyy/zZzpTzjjjDP4c9Cz225bGSvyCCy547LHHTk23hlMCqGiCJs/mHBZg0TEnHbL0gf7kz1Q28q589KfS1/w++KGD6c4777zooov4T7oVkD8hSEtL48/vvvsu1Wd0aaZ7lHvuuUd+UyI/VdTvJOgu+Qtf+IJ8id/PGd3FLl269MUXX5SWRPaoIHA98u0G3RsalyvtDXVBVx64T5j2xOv4BMuVe14pMWFlNuhJEe7O8Tva5ae2ROV8D7pbfv/735eWls6fP3/FihVSK4nSlzk9t99+u9Tn8tR0Iw59QWqjVEm/EioFlUh6xowZfi1clC+qEeVfoy8sXrz4Jz/5Cf0rtbL5rUflCZaELokUOV177bWBnf9OabhIatz5cuH+JPC67fe/6quVGxgYoHKkc4EPKimqCDc78u9LJUXfD5oF9bKme/UInmBJAosvaAURuKrInmDJCyLkzqQwVB4aSgdw0LPYb1saK/HOzs5/+qd/+uSTT66++mq6awrMgiM4LMDSeIckvzmjD4Ff45bmoCjGkrqhFBQUyPu4SHWJ3IMPPkiVXNBVqbeF5+bm/u53v1NKBqOAY8mSJS+99JKW1apsLuh6JFFW83Iqe0PLSoLuk7ASr1cfLFfueaXEhJVZpZMiyj1PIVFYT7DkX/P7ky7TXV1dUk3md7L7ffnEiRPSQ4vDhw/TvfLBgwdPP/106TF2uEcO1Yh1dXV+C6WNnnPOOS+88IL8v/r7+7Oysvy+dt999yUkJEjNIoEBFpX1vffeq54SNjExcdpppwUuD3mRVNr5KhfPCJ5gaflTyxMsWvjoo4/SLQdVyfRv4B4L91jS8gRLvawpMgjsg7V58+ag21WiVHxBt8i0HLHqJ0XInUmhz8jISOBqg57FftvSWBB0Fq9cufKmm26is0PqIOg4Dguw6HZTar6lELu+vp6XB54kGzdu5O4F9CGwK8CCBQvk7VBbtmyhPz/++OPXX3+9urpaumPYv3+/1ARTXl4u9Q2ihZQAOvQff/zxzMxM6WGpn4cffljpbY5nnnlmzZo16pnds2fP0qVLpZM85GqVliutR767olmucW+EXHnQfRJu4sPdOUG5cs8rJSbczCqdFFHu+XvuuaewsPDVV1+V997Qfr7zB0oPXbvpckwBFoWMvNDvZJf/9p133rnjjjvy8/NPTfe/pAv6b37zG/r885///Nxzz+XWH5X0By2mY8eO0aalN8soO7/4xS+kb1IcTFv59a9//cG03t7enJycf/u3f1NZoXy59OGVV16hCPL++++nPfPRRx+9+OKL0luEl1xyyRNPPEGxL13QKM07duy47LLLgq5T/SKptPP99qecxvJS2oFKfyqtVo72xtNPP027gg4h2hWBeyzcY4m+L/XBuvTSSyMoazof6faDykh6i5D+lJ54Ke0TjcWnst+0nHEqJ8UpDTuzubmZdiatgc61P/7xj1/5yld4edCz2G9b2g8SuvGjha2trSqZtTknpfXU9BPFnTt38gsI9EF60hh4kvALMnPnzr3hhhvk7ynwB6pUUlNTpT+ffPLJVatWzZw5k2opOqApZpdWRdcdOitoPRSESf15qY6h8yoxMXHDhg2HDh1SSi3F4BSAp0675ZZb5M8/CwoKOjs71TMbE8Dn86msVmm50noC/0tp0+rLNe6NkCsPuk/CTXy4O0ecPa+UmHAze0rhpIhyz1N1ctttt2VkZNBqqSrihdrPd/5AgSbdW3s8HgqPfvWrX/FCv5NdntN58+Zt2rSJ23G2bt3KHZ4YpYFjR5X0xyhc61977bWvfvWrVDQJCQnz58+/8sorn3/+eWlv/OhHP8rLy5szjT48+uijIVcYE1DDEaq0aM2UKrpwXXDBBdI4WP/xH/9By2k30n5YtmzZjTfeKL+gydepfpFU2vl++1NOY3kp5VfpT6XVytHtGRX9jBkz6G5h7969gXss3GOJvvC1r32Ndg7torvvvpvWHDQLKmVN/vCHPxQXFydNoyjt8OHD8g0FPak1Fl/QlfBCLWdc4EkR1s789NNPaXl2dvasWbPohkG6bgc9i/22pf0goUN6xYoVU1NTfllW2hs25KS0AgCALpxVUVmL4iSKdaxOhcU++eQTja/R6OULX/jCT37yEzO3qDucYwAAwkGAFVJNTc3Y2NixY8c+//nPf/Ob37Q6ORYbGBiQ3hY02qeffvr9739/5cqV0kgNDoVzDAwR+ADchhd0RyQyXK7MFOgOR0VIzc3NGRkZCxcu3L59u0OHCdBRcnLyQw89ZM626ODMysqikM6czRkH5xgAAACAzhBgAQAAAOgMARYAAACAzhBgAQAAAOgMARYAAACAzhBgAQAAAOhMlAAr6LvrAAAAYDKrIwKTuDmfYpYoAACAbYlTHQuTT2FKFAAAwLbEqY6FyacwJQoAAGBb4lTHbs4nmggBAABsRZzqWJh8ClOiAAAAtiVOdeyAfB4+fHjjxo1JSUlLlizZv39/ZCsRp0QBAABsS5zq2O75PHr0aGZmZnt7+3vvvffaa69dffXV2n+LJkIAAHCQyclJq5NgOHGqY7vnkyKqffv2Rb8ecUoUAACcqL29PTEx8cwzz3R3mCVOdWz3fC5atOiOO+5YvHjxvHnztm7dOjExEdl6xClRAABwlsHBwfLy8ri4OG5vWb58+e7du4eHh61OlyHEqY7tns/4+PiKioq3ptHxV1lZqfJlDB0LAAAO0tXVVVhYyJUU1Xfz5s2bMWOGVG3l5ua6L9ISpzq2ez5TUlLefvtt/kwxVlpaWmTrEadEAQDAfI899tgNN9zw7//+7+Pj4yG/PDk52dbWlpOTw4FUampqbW3t2NgY/1dnZ2dFRUVycrIrIy1xqmO757OgoIDiKv58/PhxBFgAAGA3fX198gaT9PT0kpISipk6OjqGhoampqZOTUdO9DUKvxobG+kL/M2MjIzm5uagvV+CRlpLly5ds2bNyMiI2TnUjzjVsd3zuX///s2bN0tNhNddd530XyELCU2EAABggpaWFq5oVqxYIY+HmMfjyc3N5aAqISFBeijV3t7OsZc6KdJKTEzk365evdqETBlEnOrYAfnctWtXWlra3Llzt2zZIg/zwyokcUoUAADMRAHQ8uXLqZaprq7mJcPDwxQSNTQ0lJaW8n/JFRcX9/T0RLCh8fFxjt5SUlKc+6ahONWxMPkUpkQBAMBMu3fvpiomJydH6XGUz+fr7+//9re/vWbNmqeeeiqabdGqsrOzaXOtra3RrMdC4lTHbs4nmggBAMBQIyMjHo+Hqpi+vj5zttje3s4tjOZsTnfiVMfC5FOYEgUAANOUlpZS/VJRUWHaFqemprg7V2TtjJYTpzoWJp/ClCgAAJiju7ubB1ngERZMw42SJSUlZm5UL+JUx27OJ5oIAQDAIFLf9ubmZpM3PT4+zu2SThwZS5zqWJh8ClOiAABggpB92w1VVVUlf2/RQcSpjoXJpzAlCgAARjO/b7ufoaEhHmEr4il6rSJOdezmfKKJEAAAjGB+3/ZAxcXFlIampiYL0xABcapjYfIpTIkCAIChrOrbHjQZGRkZlrRRRkyc6liYfApTogAAYBwL+7YH4kFHOzo6rE5IGMSpjt2cTzQRAgCAvqzt2+6H50DMz8+3OiFhEKc6FiafwpQoAAAYxPK+7X4mJyfT0tIoPf39/VanRStxqmNh8ilMiQIAgEHs0LfdT11dHSWprKzM6oRoJU51LEw+hSlRAAAwgk36tvuhxCRMGx0dtTotmohTHbs5n/r2wXr++eevvPLKxx57TJe0AQCAg9iqb7ufiooKSlhtba3VCdEEAZbbRFmira2tM2fOpJXExsbS2WWHvo0AAGAaW/Vt9zMwMMCP1nw+n9VpCQ0BlttEXKJer7ewsNDvYVheXp5NejgCAIDR/uu//ishIcE+fdsDFRQUUPL27dtndUJCQ4DlBlE2EdJtCt2y8AsjaWlpHR0dg4ODP/7xjzMyMniFFRUVTmnzBgCAyPh8vnnz5tE1Pz4+3rbz0nR2dlIKly9fbnVCQkOA5Tbhlmh/f39OTg4HUpWVlfKTanJysr6+ngOv5ORkCsJoid7pBQAA69HlnR8OEQqzbHu1n5qaysrKokRSpGV1WkJAgOU2VKIa7zzoZqW6upqfBtPdQG9vb9CvjYyMlJWV8VlHX7P/MQ0AAGGhqIWv8+np6e3t7bZ6eTBQc3MzJbWoqMjqhISAAMsN/JoIZ86c+b3vfY8CJq/XOz4+HvQnXV1d3AJIAVZdXV3Im5Wenh7pQRcd1rRmG/Z/BACACGzbto07j9O13eq0hDYxMUFJpQQPDg5anRY1CLDcJiaYrKysvLy84uLiysrKc889d/bs2bw8Pz9f+wFKEdW+ffv4sI6NjU1OTm5tbVUK4AAAwBFqa2u5H4htO7YHqqmp4W4tVidEDQIsu4iyo7p8PWvWrPnKV75SWFi4fPlyjocCJSQkRDYKA0VUGzdulK8qPT29pKSETtGOjo6hoSFpnfQ54lwAAIAJuLmNaoSuri6r0xKG4eHh+Pj4uLi4PXv2WJ0WRQiw7CLKoEolOKOIZ2RkpL+/n86ftra2vLy8+fPn79+/P+LNTU5OFhUVZWZmnnfeeXTT47d1j8eTm5t7+umn0+ctW7ZEvBUAADBUe3s7X7fp9tjqtISNX3ik0NC2/VUQYNmFXiVhfonSnURnZ2dDQ0NpaSmP/yuhE8DkxAAAgBZ03eaXnGw4YrsW27dv5z7Htn3hEQGWXcRMj0GVmJiYk5PzwAMPfPLJJxGvR9+Ehcvn8/X39+/cuXPGjBmUmKamJmvTAwAAfvr6+rj9oa6uzuq0RC4/P9/OAaLl1bFpnJHPjz76aGBgYO3atTU1NSpfC9qtKvr+W/ri4eDoDklpAAgAADCf1+vl6KqqqsrqtESFa5msrCx7thLapzo2mpPy+dprr6Wmpkb2W1uVaH19PfeCx0DwAACWo0Ckr6+Prsl0ZS4rK7NnXBKW7Oxsykt7e7vVCQnCVtWxoZyUTwpHFi1aFNlvbVWidPYWFRXFTI8H4YIzGQDA0T772c9yQ0dBQYE7rsltbW2UndzcXKsTEoStqmND2T2f5eXlQ0NDf//7348cOUJByc6dO6X/CllI9mwiZOPj4zytgdOfRQMAOF1sbGzM9ICiPp/P6rToY3Jykh/IdXd3W50Wf3arjo1j93w++eSTq1atmjVr1llnnXX77bfLX4sIq5BsWKIDAwM8oSHdalidFgAAQe3bt4+uw1TL9PT0WJ0WPTU1NVG+CgsLrU6IPxtWxwYRJp+2LFF+ikthls1nNgAAcCWpY/uBAwesTovObDtzjj2rYyO4OZ92biKU8FxXWVlZmF0HAMBMU1NTPKKBzeeWiRjP9lNWVmZ1Qv6Bbatj3QmTT7uWKJ3heXl5lLzi4mJ3dK4EAHCE3bt307U3IyNjYmLC6rQYYmxszOPxJCQkDA8PW52W/2Pb6lh3wuTTxiU6OjrKvRHr6+utTgsAgBAGBwd5xHZ3D0lYWVlJeayurrY6If/HztWxvtycT0c0EbKenh4+1Z01sSgAgBNNTk7m5OTYLfIwgtfr5Z6+Y2NjVqflf9m8OtaRMPm0fYnyGx/Jycm2epYLAOA+3DkpOzvbthP26ai0tJQy29DQYHVC/pf9q2O9CJNPJ5RoWVkZpXP+/PkPPPCA1WkBAHCn3t7ehGn9/f1Wp8UMfX19PMqXTaJJR1THunBzPh3URMh8Pt+CBQs4tTYcHQ4AwOnoMsuDPNvniY4JCgoKYmwz/bMjqmNdCJNPh5To/fffzwHWwoULBbm7AgAwDY+Mk5ubK9Rb27aa/tkp1XH0hMmnc0r097//fWFhIXdLtOdUnQAATtTV1cWXVq/Xa3VazGaf6Z8dVB1HSZh8OqpE6SajqqqKH2Vh7AYAgOiNj4/zgDhNTU1Wp8UC9pn+2VnVcTTcnE/H9cHy09LSwmM3lJaWumYKUgAAS/BbRDacm88c9pn+2YnVcWSEyaczS7Snp4cnk6LbjtHRUauTAwDgSO3t7TwOzsjIiNVpsYxNpn92aHUcAWHy6dgS9Xq93HZONx/o9g4AEBa6NT3vvPO4NaCtrc3q5FjJJtM/O7c6Dpeb8+n0JkIJnRVFRUXo9g4AbtLZ2Tlv3rwLL7zQ0FfbmpubuQo4//zzjduKU9hh+mdHV8dhESafDi9RdHsHADcZHBxMSUnha9rPfvYz4zb03e9+lzaRkJBw9OhR47biFHaY/tnp1bF2wuTTFSUqdXun277HHnvM6uQAAETiwIEDycnJdCmLjY01tP/D6OgoN4rRFo1YvxNZPv2zO6pjLdycT9c0Eco99NBDUo7oqlRRUdHW1mafWTwBANQ1NDTwFYxq+vHxcUP7P5SUlFjeImY3PT09tE/i4uL+8Ic/WJIA11THIQmTT7eU6NTU1Oc+97nZs2dLk+qwnJyc2tra7u5unm1qYmLC6pQCAPwDn8/HEw8nJCRI07YY1/+BR35KS0ujME7H1Tqd1Cnty1/+siUJcE11HJIw+XRjiXq9XjpViouL+WE7oxvBM888kz586UtfsjqBAAD/a2RkhO4DY6ZnHe7p6fH7X92H/UPjoJKxsbGzzz6b9syyZcssSYArq+Og3JxPVzYRBjU5Odnb21tXV5eXlyfld8aMGXaYdgoAgC5QaWlpdF3Kzs5W6l6t77B/aBxUQVVDRkYG7R8qF/O37u7qWE6YfApTouPj4xRpxcbGxsfHY9wsALCc9HSKgh71p1N6DfuHxsGQ6uvruRuc+ZsWpzp2Rj7pJMnMzIymVMQpUcYnT05ODh5iAYBVJicnt23bJvWv0nI5in7YPzQOajE8PBwzPbS9+fOwiVMdOyOfX//61++9995wS0WcJsJAdF1bvnw55bqxsdHqtACAiCi04lEYqBYPK1SSd3uvra31er1hbReNgxoVFBTEWDG6vTjVsQPyeeTIkbPOOosiBjzBCktvby/fBVo4oBwACGvGjBncGXRgYCCCn0sNi2Tv3r0af4XGQe14X1GYZfJ2xamOHZDPf/mXf+FBNRFghYsHlCsqKrI6IQAgnPT0dLr+3HvvvRGv4Uc/+hEHWMnJyZ2dnSG/j8bBsPh8Pn4D3eSbcHGqY7vn85e//OXq1atPnjx5SkOpxKgyJb32Qvdw/OaO4FOcAoDJRkZGeESGKLuBUny2ePFivoaXlZWpv12IxsFw8U24ydOviVMd2z2fK1eu7Ovr4894ghWB9vZ2PDAHAJNx81NpaWn0q6IQbd++ffyshSK2lpYWlS3iWhcWql5pp2VkZJj5OpQ41bHd86nXgyhxSjQQv5Jjyeu4ACCm8vJyuuwoBUMRGB0d5QdU3G3Ir+c7Ggcjxq9DdXd3m7ZFcapjJ+XTr1TCbTE0Mmm2NjIy4vF4aA8Ejp4MAGAE7pwQ7guAIVH8xF276JrW0NAgPXdB42DEdu/eTbuOAmLTtihOdeykfIYbYEX8ZfdpbGykPUB3KjxTIQCAcQYHB+mCk5WVZcTKJyYmpLG1srOz+/v70TgYjdHR0YSEBApYTZvBVpzqWJh8ClOiQdF9Xm5uLu2Euro6q9MChjt8+PDNN9+MYBqswnd0hnZL6O3t5THfSXx8PBoHo1FcXEw7cN++feZsTpzq2M35RBOhHN3nJUwbGhqyOi1gILoN5frG/OFtABhX2B0dHYZuhW4h6uvreSxTj8eDWSsiRiVF+zAvL8+czYlTHQuTT2FKVEV1dTXth/z8fFyJXIwHmCVJSUkoaDAfxT3c6dOcBjvufbV69WoTtuVWVGT8ioA5t9/iVMfC5FOYElXh8/l4BnXTHgWD+UpLS6WntkY/QgAIxCF+bm6uaVvs7+9Hg3iU+Pa7trbWhG2JUx27OZ9oIgzU2dnJY8moj9cHDsWj2lD5NjQ0oJUQLFFXV4funo4zMDDALwqY8NhbnOpYmHwKU6IhlZWVxeg0ACDYTWFhIRUuRVfSM//BwUGrEwViycvLM3lcJdBFTk4OFZyWKYmiJE51bF4+uUPiWWed5fF46N9du3Z99NFHpm1dnBINSRqRz4QTCczETTNUuPy6dU1NDf25bds2q9MFAqFjj7uco83OcZqamsy59xanOjYvnzt37ly/fv3Q0BCdePTvunXrvvGNb5i2dXFKVIvvfe97tEPmzJmDYWPchJ8cNDY28p/Dw8Nc1Zk2vA0Av4+GCeadiKoDftN8bGzM0A2JUx2bl89FixbJ+/3QZ1pi6BbRB0tJS0sL7xMzR+8FQ3HvuvT0dPmTA37Bim5MLUwYCKWqqkoe5YOz8CsyRl8xxKmO3RxgyYlTolr09fXxUElpaWl4ku8OPJBsc3OzfGFXVxcPqI3xGsAcdLDRITcwMGB1QiASfJ+Wk5Nj6FbEqY5NbSIsKir605/+RDU6/Uuf0URoIQpw//mf/5l2S2trq9VpgWjxVCFBp0LimVwp0rIkYSAUbpVOTU21OiEQIboT46keDQ2RxamOTe3kfvvtt5955pkej4f+veOOO4zu5I4mQnXt7e0mD1cDRqBrIkdRFGYF/m9zczP9V3FxsfkJA9Fw3wN0PHC02tpaKsSqqirjNiFOdSxMPoUpUe2km5Wenh6r0wKRkx5fBW0HnJiY4GG1vV6v+WkDofAQMBRmWZ0QiNzQ0BA/hjSu94g41bEw+RSmRMOye/du2jMlJSVWJwQiRBdBjpJVZrrlfsfV1dVmJgwExOO/jIyMWJ0QiAq/j2zcPBDiVMfm5ZPi4rVr186ePdu0Zjs0EYY0Pj7OjzeGh4etTgtEglsA1dt5pVtSn89nWsJANP39/fwk1eqEQLS4qde4fgXiVMfm5TM/P/+uu+7661//atoW5cQp0XDh8YZzUcDEj69CjhnLI7xjDkowTmNjo9F9d8AcExMTCQkJSt06oydOdWxePj0ez4cffmja5vyIU6Lh4scbGI7SiXjCQQqeQn7zwIED9M3s7GwTUgVi4iBepakaHISbfTIyMgxauRGrtSHz8nnGGWeY3DaPJkKNiouLMRyl41BAzF1eent7Q355amqKrpV4oQEM4vP5uLMB7tPcYdOmTVSaM2bMMKLWFqc6Ni+fDz30UGlpqdFj8CsRp0Qj0N3dzTcrGI7SQerr6zU+vmLcgoNJvsEIfA3Jz8+3OiGgm8rKSirTiooK3dcsTnVsajfzQIZu3S8lpm3LibKzsw19bQT0RTcq/MBgcHAwrJ8kJCTgJS/QHQ+eREG/1QkB3dCFItyLjEbiVMduzieaCLXj10ZwA+oUNTU1ETyOoptR+lVdXZ1BqQJh8UxNWlqrwUHoWhHWY3KNxKmOzctnbGysadsKJE6JRmZycjItLY32Un9/v9VpgRD4zjIhISHcO8uBgYEYTEAJehsbG6PjKjk5GceVy0gdPfWda0uc6ti8fJ5++un/8z//E+6vnnnmmYsvvnjWrFmLFy++9tprjx8/HtnWxSnRiPHNSllZmdUJgRC4bwT9G8FveQhBTEAJOuJJtzAdkyvxSHs5OTk69tAVpzo2L5/333//F7/4xWPHjp08eVL7r9atW3fw4EGKo0+cOHHXXXetX79e+2/RRBgWug1NmDY6Omp1WkBRX19fbGxsXFzcyy+/HMHPuS6kMEv3hIGwOOLHa8iuJE11quNdmTjVsandzKPs5O7z+RITEyPeemQ/FAr30amtrbU6IaDo3HPP5XMnsgEXpKl10BYMeuERQIaGhqxOCBiio6ODypeuG3o1AYtTHTsmnx9++OF99913+eWXR/ZzcUo0GtxHB3Oq2Nb4+PjMmTOpjBYsWECfI1sJtwWXl5frmzYQk9fr5drX6oSAgfLz86mUGxoadFmbONWxM/LJt+wLFy5UnzLPJkNCOFpBQUEM5lSxKx7Lqri4OJr+EKOjo/Hx8bSe7du365g2EBNdK2KMGS0J7KO3t5ffY9BlJEtxqmPH5PODDz648847L7roosh+Lk6JRqmzszMGM7baEgVVWVlZVDrd3d1RrorfGCV47QuiVFJSEmPYpHVgH6WlpTE6zTUpTnXspHxSjJWUlBTZb8Up0ShJtXjI+YPBZBz76jKfII8Cf9ppp2HsfogGHT/Jycl0LOHNGNcbHh7mt6C8Xm+UqxKnOrZ7Prds2XLkyJGPP/749ddfr66ulvfBCllIaCKMDL+XW1RUZHVC4B9QiVC5UOnosjYeux9T80I0+vr69Ar6wf6qqqpi9JhuS5zq2O75fPLJJ1etWjVz5szMzMwdO3a8++670n+FVUjilGj0pMHldJ8hASLGXYmTk5P1mkyXu84gjIZoNDQ00FFEt75WJwTMMDY2xg8soxyyX5zqWJh8ClOiuuCZWCIbyhKMQHWYvjUZBWo80Vj0D/xBWPxOjL7DfIOdcUgd5UB64lTHbs4nmggjNjw8HBcXFx8fH31/aogeBUN846jvUEP8wJ+CaR3XCeLw+XzcKQejuohDGkivo6Mj4pWIUx0Lk09hSlQvsbGxtNOWLVtmdULAqOa8wcFBHvYM7xJCuOiYWbt2LR0/q1evtjotYKrW1lZ+01z9ujEyMlJfX79t27bACe7EqY6FyacwJaqXlStX0k6j21M6T6xOi+i4Q7oR73Xy+IEtLS26rxnc7YknnuCWgY0bN1qdFjDV1NRUTk6O3ws3VE10dXU1NTVVVlbm5eXxE3dGn+kKI39hWZzqWJh8ClOiOvryl7+MIQQt193dTaWQkZFhxJAKmJoQIrN582Y6cuLj43/7299anRYwG8VSVPqzZs265JJL/MIpiTTYHqOYTJrdS5zq2M35RB+sKNFNCfeDxuuEFuKBHBsbG41Y+eTkJF8HMTUhaMeNRHRxeOGFF6xOC1hj0aJF8uo1PT29uLi4pqampaWFLib8svPQ0BAFVQcOHODpogldzX7961+LUx0Lk09hSlRfPG9dYWGh1QkRFMW4CQkJVJNFPPNgSFzEeE4JGlH1ScdkDEZvF9t3vvMdOgZSUlJ+85vfhBw7hm7k6BaRR/8R6nmHMPkUpkT1JY2JhTexLVFbW2v0eBkUw/HTCONiOHCNsbExfokMY1/B0NBQWC+Q0sHD43qIUx27OZ9oItQFD+yek5ODaVVMRrd9HN0ODAwYuiFuhWxqajJ0K+B0dAXgtyIKCwtxNYAIUEC2fft2capjYfIpTInqjq6k3ILe2tpqdVrEwj1dqEozekPcZTUrK8voDYGjbdu2jd+3GBsbszot4GDiVMfC5FOYEjVCR0cHd2PEgElmys3NjYluQD/teIZvNASDEqlju9HPU8H1xKmO3ZxPNBHqiJsGGhoarE6IKHgaXdOC2qamJn7Hx4RtgeOgYzvoSJzqWJh8ClOiBunt7Y2ZHjIOrQPmKC8vpx1eX19vzubGx8c9Hg/GlYVA6NgO+hKnOhYmn8KUqHFKS0tpN1ZVVVmdEPejKo1neTMznK2oqKDyraurM22LYH/o2A66E6c6dnM+0USor+HhYa71vV6v1Wlxufr6ejpiy8rKzNxof39/zPT4y+hpBxJ0bAfdiVMdC5NPYUrUUFVVVbQnS0tLrU6Im01NTXGLTF9fn8mbzsvLM61bPViFDrANGzYkJiZSHK8++Bk6toMRxKmOhcmnMCVqKLqL5ZGZent7rU6La/E7m7m5ueZvuqWlxZyBIcBkFFT19/c3NjYWFxcnJSX5TXJSUlJSW1tLB97Q0JDUDvizn/0MHdvBCOJUx27OJ5oIjdDQ0BCD6YGNxF1eKNYxf9PS0KaYfdLRBgYGvF6vPKjym4530aJF8+bNO+eccwKn6fV4PBTcX3DBBfwnOraD7sSpjoXJpzAlajSqg7kBy7SGpLBmY3C6gwcPxkzP8GVVR6iamhq8yuBoDzzwAMdGiYmJ8siJwiYq3M7OTr+Z44aHh2kh3TiVlpZKk/Ky2NhYdL0C3YlTHQuTT2FK1ARtbW20P+labEIQ0N7eTrfUmZmZIoRZg4ODM2fO5J7mVqXB6/XyeBwhJ3AFWxkfH29ubuZedCGDKhV0ovX399fV1Z1//vm0QkPTDGISpzp2cz7RRGiQqampnJwc2qWGXn8p2igvL4+Li+Pioyqf7rBpi25tvTpw4IDUXmNtL6iioiJKw759+yxMA2hENzkdHR0lJSXcX4rMmTOHjp9//dd/RYgM9iROdSxMPoUpUXN0d3fTLp01a9YPfvAD3Vfe1dVVWFjItUV8fPyiRYu4Y5CE/nRZsMU928g111zz05/+1NqqkUI9Skl2draFaQAVAwMDdJPT29u7bds2KSinAItOCio7jLIBNidOdWz3fD733HPr16/3eDyLFy++/vrr33nnncjWI06JmobiHu6lQQGBLiukiqGtrY2fjXEUVVtbK3UBoQ90p15VVUUVv1+wtWbNmiuuuOLYsWO6JMNkPp+PR3ClCtImLTJUeWdkZMTgXVH74REW+N5GOgXy8/P37dunPuACgH2IUx3bPZ90NXn22WepEnrrrbd27Nhx+eWXa/8tmggNdeutt0r7trq6Opo+UhMTE42Njdx3PmZ6VEMKNVSe4gQNtijSctwDrZGREQ4oKfE9PT1WJ+f/8BM1k0c6BSV0nLS0tFBxyB/lZmVl1dfXDw8PW506gPCIUx07KZ8nTpxISkqK7LfilKiZDh8+TIGRx+Phy30EDzzo5wsWLOA1xEz3yW1vbw9rRo6jR4/OmDFDaiWxyUMgLWh3paWlcWOc3arJ0dHR+Gn0weq0CIruWDo7O+kuwu/NvszMzM985jN79+61OoEAERKnOnZSPulyU1hYGNlvxSlR83m9Xh66KaxHWdyHXao2iouLI36EQ0HAs88+y+ML8Krs31zS0tLCvZJLSkps+IJkV1cX78x169ZZnRax/PSnP920adOaNWukTuv8gLOsrIyOGUzFDS4gTnXsmHweOnRo2bJlR48eVflOjCrTkiqgqamppqYmjY+y5H3Y4+Li4uPj9Rp1idbMz4TS09Nt1eImGRsbe+mll3h+N1JfX2/PCXSpBKUTh/aq1ckRwuTk5E033STtdgqwCgoKGhoa+vv77XmQAERGnOrYGfmky/3SpUtffPHFiNcgTolaSP1RllIfdn0rj9HRUR5lgNTV1ZlZMz3++OMU3q1atapBwbe+9S35qBPt7e2mpS0CVK/feOONHK3a/4mg01EUK28KvO6662z4XBNAF+JUxw7IZ0dHx5IlS+i+P5qViFOi1gr6KCvcPuzRp4E2xy0seXl5JrSqcHNnbGys+jNUyZw5c5wyey4/a0Rvd+PQbUlxcTEfGNnZ2a2trZ2dnXhkBS4mTnVs93zu2bNn6dKldA0K/K+QhYQmQqvIH2WtXLlSGqongj7sEevv76cIj58V/fjHP+7q6jIipPMbsmv27Nk5OTlKT7BISUlJUVGReku3rVB4ysVn8+dtTkQHZG1tLd8JpKam0l0H4ioQgTjVsd3zGXj3Lz05D6uQxClRm6CqYufOnVKpRdOHPWJUgcn70S9ZskSvidXUh+xyGZ4ZifKINwp11Nrays90KcDatm0bGmFBHOJUx8LkU5gStY+hoSGOP+6++24Lk0E1WXx8vBRmUaCQn59fVVXV3Nzc3d0dblRkcnOnTZSUlFBmi4qKrE6IG/T390szBhYUFDilsRhAL+JUx8LkU5gStRWqPCiIsToVp3p6elavXn3++efzO4Z+KOSi//3c5z5HAUR9fb1S6151dXVhYWFSUpL5zZ2WGx8f512HCQojRofKwYMHly1bJoXmaHUFMYlTHbs5n+iDBYEoVujt7aVAgQOmoCGXOkuaOy3HExQmJycH7RAJSoIOwr5jxw68JAjCEqc6FiafwpQohItCrgcffDBmelCur33ta0pPsLiv96WXXmp1ei1TWVkZMz3znSDP7SKmNAh7eno6HWP0L+ZjBpGJUx0Lk09hShQiMzJN5QvDw8NtbW2u726lgvLOk0Dv3r3b6rTY0Q033JCYmEhBlcog7LoP/AbgOOJUx27OJ5oIAfTFI7xTAOG4ebUNRaFnfX29dKnBIOwAKsSpjoXJpzAlCmCo6upqOptycnLQznVquut6c3Oz1JMvKSnpm9/8JvpXAagQpzoWJp/ClCiAoSiuys7OphOqtrbW6rRYrKOjQ+plVVhY2N/fb3WKABxAnOrYzflEEyGAESiSSJimPqu3i1HGpbGsKNzs7Oy0OkUAjiFOdSxMPoUpUQATNDQ0cIvYL3/5S6vTYpKpaUNDQzzsKr8V2Nrail5WAGERpzoWJp/ClCiACSiqiIuLo9MqJSVFhGleRkdHMzMzZ8+ezbMCpKamUoiJXmgAERCnOnZzPtFECGCcNWvWSG1kbp2HUfLoo49yZimsrK6udn1+AYwjTnUsTD6FKVEA0xw6dIhnvE5PT3f3CO+33XYbZXPWrFnPP/+81WkBcDZxqmNh8ilMiQKYyefzFRQU0PmVlpbW19dndXIM0dPTw536BZwiCUB34lTHbs4nmggBTDA5OVlWVhYzPVNhV1eX1cnR2djYWHp6OuWuoaHB6rQAuIE41bEw+RSmRAHMNzU1VVVVxYOYt7e3W50c3VC+ioqKKF/0L94WBNCFONWxMPkUpkQBrCJNF9Pc3Gx1WvTBo1Gkp6ejVzuAXsSpjt2cTzQRApiMQiue6rimpsbqtEQLXa8AjCBOdSxMPoUpUQBrHThwgGOsiooK5zaroesVgEHEqY6FyacwJQpgud7e3uTkZDrp5syZs3nzZquTEzZ0vQIwjjjVsZvziSZCAKsMDAzMnj2bT72nn37a6uSEB12vAIwjTnUsTD6FKVEAm3jkkUd4Ypnk5OS2tjark6MVul4BGEqc6tgB+dTlEZQ4JQpgHz6fr7Kyks9f+kB/Wp2iEND1CsBo4lTHjslnBEWCJkIAO2hra+MuWTk5OUNDQ1YnRxG6XgGYQJzq2DH5xBMsAOeiuIpnLbRzcyG6XgGYQJzq2DH5RIAF4Gg2by5E1ysAc4hTHTsmn1qKJEaVCYkEAHX2bC48duzYnDlz0PUKwATiVMeOySeeYAG4g92aCwcHB0877TRKz8yZM+32XA3AfcSpjh2TTwRYAK4hby686KKLRkZGrErJgQMH+IkaSUlJmZyctColAIIQpzp2TD4DiySsQhKnRAGc4r777pNa8AsLC1tbW01+gMS92kl5efnevXsHBwfN3DqAmMSpjh2QT6WuVCELCX2wAOzM6/XyuclzFxKPx0OxTldXl9GjJFAkV1payptubm42dFsAICdOdSxMPoUpUQAH6evra29vHx8fb2tr4zGoWFpaWk1NzcDAgBEbHRkZ4U5gqampeGcQwGTiVMfC5FOYEgVwrtHR0cbGRo5+2IoVK66++urf/va3em2it7eXojdac3Z29vDwsF6rBQCNxKmO3ZxPNBECONTg4GBNTQ3PWsPoc0VFRVtbWzSjgLa0tHBzZElJCV4YBLCEONWxMPkUpkQBXGNqaurss8+Wd9JiOTk5tbW13d3d/NLfwMBAyPcQaVXbtm3jn9fX12MmHACriFMdC5NPYUoUwE0ocmpqahoeHvZ6vc3NzcXFxdKoCtwpfuXKlfy5urq6QcGmTZsWLlwYMz3yVnt7u9V5AhCaONWxm/OJJkIA95mcnOzt7a2rq8vLy4sJR2JiokG95gFAO3GqY2HyKUyJAoiDXz/cuHFjaWmp0uOrXbt2zZs3j64Ad999t9XpBQCBqmNh8ilMiQKAn6mpKQsHiwcAOXGqYzfnE02EAAAAtiJOdSxMPoUpUQAAANsSpzoWJp/ClCgAAIBtiVMduzmfaCIEAACwFXGqY2HyKUyJAgAA2JY41bEw+RSmRAEAAGxLnOrYzfkMaxBCAAAAMIHV0YFJRMlnlMw5ILAV224IW8FW3LEV0zaErWArgL2giZsOSjdtxbQNYSvYiju2YtqGsBVsBbAXNHHTQemmrZi2IWwFW3HHVkzbELaCrQD2giZuOijdtBXTNoStYCvu2IppG8JWsBXAXhAODn3bQtHYE8rFtlA09oRyYdgLwsGhb1soGntCudgWisaeUC4Me0E4OPRtC0VjTygX20LR2BPKhWEvCAeHvm2haOwJ5WJbKBp7Qrkw7AXh4NC3LRSNPaFcbAtFY08oF4a9AAAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFgAAAAAOkOABQAAAKAzBFiOF/P/yRe++uqrJSUlqdPoA/0Z+MOTJ0/efPPN9IW5c+fW1dXRn+rLIVxBi2ZiYmLr1q3z5s1LS0u78847g/4QRWOc5557bv369R6PZ/Hixddff/0777zDy7XsW5SLoZSK5pTCqSSHojGOUrmolJdE8HJBgOUSfpeeCy+88Pbbb5+Yduutt9KfgT9paWk577zz/jKNPvzwhz9UXw6R8SuaysrK8vLy49OuuuqqRx55JPAnKBrjbNiw4dlnn/X5fG+99daOHTsuv/xyXq5l36JcDKVUNBKVAAtFYxylcglZXqeELxcEWC7hd+lJTEw8ceIEf/7ggw/oz8BvUtRFpwd/pg9r165VXw6R8Sua+fPn0/WIP1OMVVBQEPhNFI056BxJSkrizyr7FuViPnnRSAIDLBSNyYKWS+BylAtDgOUSfpeesrKyXbt2vf/++xMTE/X19fRn4DdTUlLGx8f589tvv52amqq+HCITGGDRXuXPFGnJdy+KxmSdnZ2FhYX8WWXfolzMJy8aiUqAhaIxR9ByCVyOcmEIsFzC79LzxhtvnHHGGdxrgT68+eabgT+Ji4v7+OOP+TN9iI+PV18OkfErmi1btmzevPmtaddcc01CQkLgT1A0Jjh06NCyZcuOHj3Kf2rZtygXc/gVjUSliRBFYwKlclFafkr4ckGA5RJ+l56ioqJbb71V6oNFfwb+RPB7C9P4Fc27775LcdXcuXMXLVp0zz33pKenB/4ERWO03t7epUuXvvjii9ISLfsW5WKCwKKRqARYKBqjKZWLSnmdEr5cEGC5hN+lZ/bs2Up9sCSCt46bRqVWePDBBynYClyOojFUR0fHkiVLXnrpJflCLfsW5WK0oEUjUTmVUDSGUioX9fI6JXy5IMByicC3COvr6/kJ1m233Ra0x+7DDz8c9D0OpeUQGb+i2bx58+joKJXL448/npmZ+fLLLwd+E0VjnD179tANt9fr9Vuusm9RLuZQKhqJSh8sFI1xlMpFpbxQLgwBluPF/CNe+MorrxQXF8+Zdtlll/35z3+Wf58/nDx58qabbuKxsm655Rb5CCVBl0O4ghbN/v376Z4vMTFxw4YNhw4d8vs+f0DRGCcmgM/nO6W6b1Eu5lAqmsD/kv+EP6BojKNULurlxR8ELxcEWAAAAAA6Q4AFAAAAoDMEWAAAAAA6Q4AFAAAAoDMEWM4W7sy1Ssu1TNvJAvuZqi/X8jUt8x8DAAA4CAIsZwt35lql5Vqm7ZRTCqRCBlhBv6Zl/mMAAAAHQYDlHlpmrtUyvJvSdJ5y+gZYKvMfAwAAOBECLPfQMnOtlgkKlKbzlNM9wFKa/xgAAMCJEGC5hMaZa0NOsakybaecvgGWlvmPAQAAHAQBlhton7lW/QlW4HpUurQHTYnfco0/1zL/MQAAgIMgwHK8sGauVemDFXLaTjl9n2DJKc1/DAAA4CAIsJwt3JlrlZaHnGbVj74Blsr8xwAAAE6EAMvZlKbbDHeKTZVpO9W3GHK5lp+rzH8MAADgRAiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZwiwAAAAAHSGAAsAAABAZ/8PpVPqxM2njdkAAAAASUVORK5CYII=)
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