Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit287-07-20020508_141500_20020508_190000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/08 |
Start Time | | 2002/05/08 14:15 |
End Time | | 2002/05/08 18:58 |
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 | | -28.35 |
Dipole Tilt, in Y-Z GSE plane, deg | | -20.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 190.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit287-07-20020508_141500_20020508_190000-constBx0 |
Minimum Dst Value | | -29 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAxNzoyMzoyMyBFU1QgMjAxOMBOVpgAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyODctMDctMjAwMjA1MDhfMTQxNTAwXzIwMDIwNTA4XzE5MDAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTA1LTA4VDE0OjE1OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wNS0wOFQxODo1ODowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjAuNTY1NjkyNDk5NSwgIm1heCI6Mi40Njk5NTc1MDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19Lj4iuwAAAARnQU1BAACvyDcFiukAADHzSURBVHic7d1/fBT1nfhxSAKEmIsbjBIQMAj0ohdo5FIbIGdTjIoaNaU5LrWosdKCFdtoI8QSkfbQcj3koqWSHnDi47gaNQ+bayNiH9H0HnimXjxjL4WcogYuekFjG3VtF1mE7/sy953H3u7OZHcz2dns+/X8g8dkmR+f97x39/3e2dmZcacBAADgqHFuDwAAACDZ0GABAAA4jAYLAADAYTRYAAAADqPBAgAAcBgNFgAAgMNosAAAABxGgwUAAOAwGiwAAACH0WABAAA4jAYLAADAYTRYAAAADqPBAgAAcBgNFgAAgMNosAAAABxGgwUAAOAwGiwAAACH0WABAAA4jAYLAADAYTRYAAAADqPBAgAAcBgNFgAAgMNosAAAABxGgwUAAOAwGiwAAACH0WABAAA4jAYLAADAYTRYAAAADqPBAgAAcBgNFgAAgMNUN1jjxqkOHwBiMxpvni+++OK8efOGXfNobDqhakFCDQYjoTqRVs9jnt8AYGM03iRLSkqeeuopVzadUO/58R9MQoWfTFTv1mg/Kj3zzDNLly5NT0+fNm3aLbfc8v777xuPv/nmm+Xl5Z4hMiF/mosHysrKCruVU6dOrVu3TpbNzs6uq6uTP6Na3GpUVqu1ejza9QQNb9hwrPaSzc4PWrNpYGBg5syZQf8Vdv5oB2n1eFiq9vzg4OCNN944ZcqUnJyce++9N+Y96cieHw1Wz5zx48dPnTq1qqqqr6/PZvEYxt/f3//Nb34zLy9vwoQJstSyZcuefvrpsIMJelAmLrzwwsBNyPQFF1wQOIP5Xz09PcuXL5fETZw4saio6MknnzQe/+CDD2Sc8+bNmzx5smz9uuuua2trG3bMoYOJeYZQ8hZ3/PjxkW86BqPaYZjPJXkiyYvIfIGPxmDi2SrRlg1L9Q6K9j3isssu27dvn9frfffdd1evXn311Vcbjy9atGjDhg2DQ+6++275M3RV27Ztq62tDbuVxsbGhQsXvjVEJnbu3BnV4lajslqt1ePRrsdq71nNH8leChV2K1KW7r//fvsiFNsgI8mFSdWer66ulibj2JAVK1b8wz/8Q2zBOrLnR4PVM+fTTz995513vvOd75SUlNgsHu3433777fPOO09We+jQoT/+8Y9SdH/xi19cccUVYQcT9KBMSKv085//3Pyvn/3sZ/JIaIP1+uuvS1HfunXr0aNHpXf59a9//eUvf9n4L9nW17/+dZnhk08+ee+99x5//PEvfOEL9mMOO5iYZ4h5kbHYYBkTkvS//Mu/vP7660dvMDRYCSU5d5C8lXz729+eOkQmzE9F8oSQTmXGjBnyqdT482/+5m/OOecc+Xh32223yRuNOdvp/3ucIHQTH3300RlnnGFMZ2RkyJ/G9Icffih/Bs0sa549e7a8usKOVgqe1FdjWiaWLFkS1eJWo7Ja7bCbi3A9Vq8uq/mH3UthhW5FCtKcOXN8Pt9IGqyR7Jywkn7Pn3XWWdL/GdPSY5ndRrTBjnDP+/3+e+65Z9asWR6PR/oG40Gb1/uOHTukj0lPTy8uLu7u7jYeb2tru+iii+RB+S+jEwp9sQeF/8EHH0yePFkm1qxZYzaXYvfu3fKI/fjD5utrX/uaNLthY7RaJHBsTzzxROAmJLonn3wydPBSyzdv3hx2ExKOBGU1gMCN2rxJnrbY+fZvntEuEvq+HTatVk+DQK+99pq0mBJLVlbWl770pYGBgUjCsd+oPAFkhTK/7Khh35TkRSQvpWG3NexoA3dI4IZCn8aBcw4bvnyc+Ou//uu8vLzs7Oybb775448/Nh4Pfd2FbiuSsvsXf/EXjz32mDlg6funTZsWyfNwjErOBkueCmVlZX1DvvjFL27cuNF4XDJ93XXXyedR80+Z7e0hMrFp0ybz8aCJUC0tLaWlpcZ0ZWWlbEKeJYODg/X19fJn0MzyJi5PVqtVyXPdfKLLR0l5Bke1uNWorFY77OYiXI/snJycHKnWBQUFDz744MmTJ+3nH3YvhRWagquuuuqf/umfwv5X6IPRDjKSnRNW0u95qQqyTmNaisSwQTn1eBBpF2T/vPHGG7///e9ramqMB21e7xUVFb29vVInvve975kdibynNzc3SwGQ9/dbbrklbLyBJae/v3/9+vXGAR7pMC655JLHH39cppuammT6xIkT9uMP+0SVMUi1Cxuj1SKB70syqnnz5v3rv/6r/Nne3i7T8kjoG5eUOqtvhK+88soVK1a88MILf/zjH62GcTqCN0mbnW+1zmgXCX3fDptWq9UGWrBgwfPPPy8hy8th7dq1q1atijycsBuVF5TsyXeGXH755VE1WMPuB5vRBu4Qq22Fzjls+A888MCll1761ltvyetr5cqVd955p/F42Ndd0LYiKbv79++/4IIL5Llq/Je8+rZs2RIaRdJIzgbr/PPPP3jwoDEtHzXmzJljTEumjxw5Ys4mf5qz/fa3vw2cLWgiyCuvvDJ79mzz/dE42m/08jIR9LyXJ9NnPvOZQ4cOWY02JSXFeI8WMpGamhrV4lajslqt/eYiX49BqlRnZ6e83ZivOqv57feSlaAU/PKXv7z44ouNs08iabCiHeSwOycsDXv+hhtu+OpXv/rukOuvvz4tLS22YEe45+fOnWsePDDZvN6lNzKm//CHPxiHoMTMmTMfeuih//qv/7KJd9z/JR/o5S3C+K9jx45Jmurq6uRfmY5q/CbZgYGdTeiBh9BFgv73Jz/5ybXXXnt66Mu+v//7vw+dwdiKz+cLO4APP/xQKuJnP/vZ9PR02YG1tbVhDyQM+yZps/OtYo92kdD37bBptVqtFdkDM2bMiDwcq4329PQY07KgfeLkpVc1JIb9EDTawB0SdlvDzhk2/Pz8/P/8z/80puW5LW8XxnTY113QtiIsu5/73OeMT8ivv/66DEB2ZtjhJYfkbLDkLcN8W5EJ+dOYlkwHnhkqf1rNFjQRSD4vzpo166WXXjIfkbb97rvvNs9xkT8D55ePuddcc03gI0Fvpvaf3Ydd3GpUsR0qiHw9gY4ePTrs+u33kpWgMOfPn3/gwIGw/2XzYOSDjOEIlpI9/7vf/U76Kukzpk6det999+Xm5sYWbLSPBz3bA1/aJpvXe9iI/v3f/72iouKss86aN2+e+b2e1czGeDZs2LB06VLzEfl0LjOY31HajN+K7MDQI1jmRidMmBD0DZfEJT1c4Gwyw7Rp037605/Kv+a3bEHrsTmCZZK3ROmcbrrpJvPkv6Ah2e/bCHd+oGgXCX3fDvpf+9UGks8kkkd5GhtPKrMPjjacwPnNTNmct2A455xz5FOKeSR42G3ZjNbqVxSh4wycc9jwpXEM/FxhPuXCvu6CthVh2W1pafnTP/3TkydPfuUrX5HPOWGjSBrJ2WBF+Mkg8MOZTITOFvQN9+mhdmf69Okvv/xy4IPypLQ5x6WwsPCFF16wGa392SfDLm41qhhOdolqPYH6+vrkrdx+fvu9ZCU0ZUHs5492kNGeg6Vnzwf68Y9/bJ6oG+dzsKQliuoIlk1E8qbf2tpqdoqhp7ME/ik70Dxo8eqrr8on76eeeurcc889fPhwVOM3SUNTV1cX9KC50QsuuODXv/514H91dHTk5eUFzfaDH/wgLS3N/JIltMGSNN1///32IzFI8/0nf/InoY8P+yZptfND3zxNMRzBiuTPSI5gyYOPPvqofFqQAi//hu6xaJ9LUR3BCjLstoYdbSj7p/GwK5TWp7e3N3S1YV93QduKcNfJ604+J991113yfDZP6UtWydlgycdN88tgadjr6+uNx0NfJJdffrlxeoFMhH4FfvbZZwd+N/fAAw/MmjXLfDmZ5L1VNmEcIfjud78b+N769NNPL1682H60O3bssPr9USSLW43KarVWj0e7nqqqKnkVyStEdpHs7dtvv91+fpu9ZMPmrSSS97JoB2mTi1Cq9rx88pZXk6zhsccemzlzpvk9QrTBjnDP33fffaWlpW+++WbguSCRv97NHSiVQHagNFjS1xoPBr3YA5d9//3377nnnuLiYpn++OOPpTz8y7/8i0z//Oc/v+iii4xv+mzGH/aJeuTIEdm0+StCCecXv/iFOae0sLKVX/3qVx8OaW9vLygo+OEPf2izwtPhGqzXX39dOsht27bJnjl+/PhLL71k/orwC1/4wuOPP37s2LETJ07ImFevXn3llVeGXaf9m6TVzg/an4EizJfVDrT602q1gWRv/OxnP5NdIU8h2RWheyza55LMb56DdcUVV0TVYA27rWFHG8rmaRzJChsaGmRIsgZ5dfzHf/zHX/3VXxmPh33dBW0r8rTK50l5cNeuXZHspTEtCUM6PXR8UqqO8XMGmTCPW4a+SIwfyGRnZ996662hP+KQyufxeAKfhUG8Xu/poXexZcuWnTlEXmxvvPGGuYmSkpKWlhb70UpHL+28cZmi9evXBx5NjWRxq1FZrdbq8WjX88QTTyxYsGDSpEnySUVeWuZOtprfZi9FElfYGYadP9pB2uRC+Z7fvXu3NAQZGRmXXXbZK6+8Ys4cbbAj3PPSDUiPOGPGDHnNSt9gPBj5692YkB5RPqmnp6dLe/T8888bD9q82KdMmXLttdca++3GG280TngyyBiMH6DYjD/ss/f00Ne7X/va12SvpqWlnXXWWV/60pdefPFFc2888sgjRUVFRtZk4tFHHx12hePCFWApgbJmGdXEiRM/97nPmdfBeu655+Rx2Y2yH2bPnn3bbbf97ne/C7tO+zdJq50ftD8DRZgvq3it/rRabSD5yCqpnzBhgnykeeihh0L3WLTPJZnhG9/4huwc2UXf//73Zc3Djj/y/TDsaEOFPo2jCv/TTz+Vx/Pz8+XtRVp8s/qEfd0FbSvytMqTcN68eX6/P5K9NKYlYUgAAEckZdkbJb/5zW+kVXV7FFE7efKk+ZuV+Ljmmmt++tOfxnOLbuHFAwAIjwZrWDU1Nf39/UeOHLn00kvvuOMOt4cTtc7OTvPXgqPt008//clPfjJ//nzzSg3JjRcP3BT67VgCvqGPiUFGKymDguN4VgyroaFhxowZ55xzzte//vWxeNGBzMzMhx9+OD7bkqdTXl6etHTx2ZzrePEAAAA4jAYLAADAYTRYAAAADqPBAgAAcBgNFgAAgMNosAAAABympcEK+6N0AAAQZ253BHGiJk41GQUAIGHpKcdq4lSTUQAAEpaecqwmTjUZBQAgYekpx2riVJNRAAASlp5yrCZONRkFACBh6SnHauJUk1EAABKWnnKsJk41GQUAIGHpKcfJHKfOC28AAGDF7/c/8sgj69evlwlXBqCnHKuJU01GAQCwUltbaxx0uPbaa10ZgJ5yrCZONRkFACDUwMBAZWVl4Bc7Bw4ciP8w9JRjNXGqySgAAEGam5tzcnKkFHo8nu985zvV1dUynZ+f7/P54jwSPeVYTZxqMgoAgCnwwFV5eXlfX9/poTOxpLuSR+rq6uI8Hj3lWE2cajIKAIAh8MDVnj17Av+ro6MjbUhXV1c8h6SnHKuJU01GAQAIe+AqSE1NjfxvYWFhPH9RqKccq4lTTUYBAMrZHLgK5PV68/LyZLatW7fGbWx6yrGaONVkFACglrRKEyZMsD9wFaitrU3mTE9P7+npic8I9ZRjNXGqySgAQK0zzzxT6t348eN3794d4SLGLwpLS0tHdWAmPeU4mePkSu4AAD327t0rxS4lJWXdunWRLzU4OJibmysLbt++ffTGZtJTjtXEqSajAACFBgYGjPOubE66stLc3GycsDXsV4ojp6ccq4lTTUYBAApVVVVJpSsrK4ttceMnh+Xl5c6OKpSecqwmTjUZBQBo09raKmUuMzOzt7c3tjX09fV5PB5ZSVNTk6NDC6anHKuJU01GAQCqDA4OzpgxQ8pcQ0PDSNazZ88eWUlOTs7AwIBTYwulpxyriVNNRgEAqqxdu1ZqXHFx8civF1paWiqrWrlypSMDC0tPOVYTp5qMAgD0aG9vlwKXlpbmyIWsent7MzMzZYWtra0jX1tYesqxmjjVZBQAoITP5zPu2bxp0yan1rl161ajY2tubnZqnYH0lGM1carJKABAidraWqluBQUFDt5MUFZlXDwyLy/PqXUG0lOO1cSpJqMAAA26urrShnR0dDi75vLycimaZ555ps/nc3bNpzWV42SOkyu5AwCSkt/vLywslNJWW1s7Gus3Vr5r1y7H16ynHKuJU01GAQBJb8uWLca3eF6vdzTWb9x1R9osx9espxyriVNNRgEAya2npyc9PV3qWnt7+yhtwu/3GzcobGtrc3bNesqxmjjVZBQAkNxKSkqkqFVXV4/qVjZv3jwaN8/RU47VxKkmowCAJLZ9+3apaDNmzBgcHBzVDQ0MDBjHyQ4fPuzgavWUYzVxqskoACBZXXrppePHj5eKNkoXqQqyZs0a2dbatWsdXKeecqwmTjUZBQAkn9bW1ksuuWRUr1AVqru7WzaXnp7u4NEyPeVYTZxqMgoASBoDAwNbt26VjsporVJTU7Oysn75y1/GbQDLli2T7coYnFqhnnKsJk41GQUAJIHOzs7q6mrjLCjjqJV0OdJvxXkY+/fvN075cupi8XrKsZo41WQUADB2+Xy+PXv2FBUVmVfJLi8vH71bL0fCuN1hU1OTI2vTU47VxKkmowCAMcfv97/wwgvLly/Pzs42+qqcnJza2tre3l63h3a6sbFRxlNcXOzI2vSU42SOk1vlAAASmfRP0r5UVlZ6PB6zWs2fP3/Pnj2jcR/A2MhIpNuTgTly00M95VhNnGoyCgBIZF6vt6WlZc2aNXPnzg08CnDWWWcZEz09PW6PMVhdXZ0MTBrBka9KTzlWE6eajAIAEtC//du/XXXVVRdffHFaWprZVHk8HulaGhsbe3t7fT7frl27HL81jSP6+/vThvT19Y1wVXrKsZo41WQUAJBopHNKTU01mippU0pKSjZt2tTR0eHUT/PiYOXKlTL42traEa5HTzlWE6eajAIAEkdPT09paal5yKqgoMDr9bo9qFh0dnYah9xGOH495VhNnGoyCgBIBH6/f/PmzcaFrHJychobG/fu3Rv/C1k5yLjJ9Pbt20eyEj3lOFHifOaZZ5YuXSpPxGnTpt1yyy3vv/9+6DynTp1at26dtM/Z2dl1dXXyZ+Tr15NRAIDrOjo6CgoKjKNW1dXVo31j5vhoaWmRcObOnTuSlegpx4kS52WXXbZv3z6v1/vuu++uXr366quvDp1H2v+FCxe+NUQmdu7cGfn69WQUAOAiKWRr1641zmSXXqS9vd3tETnG7/cbN+2RTivmlegpx4kY50cffXTGGWeEPr5o0SJpwoxpmViyZEnk69STUQBA/PX19XV3d7e2ts6YMcM4k72uri5xrmXllIaGBomurKws5jXoKceJGKe0xqWlpaGPZ2Vlmd9ev/feex6PJ/J16skoACDOenp6Ai++UFxc3NXV5fagRsXg4KBxTdSYA9RTjhMuzldeeWX27NmvvfZa6H+lpKScOHHCmJaJ1NTUoBnG2Rr1oQMAVNq7d69RaCZNmtTQ0DCGLr4Qg5qaGol0+fLlsR2f01OOEyvO9vb2WbNmvfTSS2H/lyNYAIBE09PTk5ubK1Vm+vTpBw8edHs4o+7w4cMpKSkS78yZM2NoJfWU4wSKs6mpSZ6dL7/8stUMnIMFAEgoBw4cML4yKykpGaMXuIqBtFbGEbsY7kWtpxwnSpwPPPDArFmzwt6AyUzGjh07+BUhACBBtLa2ZmZmGjfpS77z2W386le/mjx5shF4tAex9JTjRIkz9JQp86OAmYxTp07dddddniHr16/nOlgAALc0NTUZJ7avWrUquU+6Cqurq8toLmtqaqJaUE85VhOnmowCAEabcbUCR+7NN3YdOHDA6LHq6+sjX0pPOVYTp5qMAgBGVV1dndFdSZvl9lhc1tzcbBzGi3xX6CnHauJUk1EAwCjx+/1r1qwxriO6d+9et4eTEMxLVDQ1NUUyv55yrCZONRkFAIwG6a4qKyulmmRmZo7kXjHJx/jCVJrOSHaLnnKsJk41GQUAOM7r9ZaUlBjd1YEDB9weTsIxvjaNZOfoKcfJHCdXcgcAjFx7e3t2drbUkdzc3LCXE4JYu3at0WN1d3fbzKanHKuJU01GAQDOmj59uvFB/cUXX3R7LInL/ArVvg3VU47VxKkmowAAB7W0tBjd1Z/92Z8pvN5VVGT/lJWVyb6aO3duf39/2Hn0lGM1carJKADAKT6fLy8vTyrI/fffT3cVCfNktfz8/GPHjoXOoKccq4lTTUYBAE4xzt0uKiqiu4rcwMDAvHnzZL9NnDjx+eefD/pfPeVYTZxqMgoAcERPT0/akI6ODrfHMsY89thj5veqQf+lpxyriVNNRgEAjigtLZXasWbNGrcHMvb4fL6rrroqNTU19CLvesqxmjjVZBQAMHLGBcpzcnIGBwfdHstY1dzcbFyANPDiWHrKsZo41WQUADBC0lTl5uZK4eB+OCNUW1trXLjB/FGhnnKsJk41GQUAjJBxw8GSkhK3BzLm+f1+45tW+df4oYCecpzMcXIldwBAtDo6Ooxz27louyP6+/uNw4G1tbWnabCSj56MAgBi5vf7i4qKpGTU1dW5PZbkceDAAWlYZa8aZ2W5PZw4UROnmowCAGK2fft2qRd5eXler9ftsSSVhoYG406FesqxmjjVZBQAEJv+/n6PxyP1oqWlxe2xJKFrrrlG1Rk7auJUk1EAQGxWrlwpxaK8vNztgSSn++67jwYrCenJKAAgBm1tbVIp0tPTe3t73R5Lcurp6Zk7d66ecqwmTjUZBQBEy+/35+fnS6XYvHmz22NJcnrKsZo41WQUABAt6aukTEiPxU2dR5uecqwmTjUZBQBEZffu3cZd89ra2tweS/LTU47VxKkmowCAqBjd1cyZM90eiAp6yrGaONVkFAAQub6+vvHjx0uNuPXWW90eiwp6ynEyx8mtcgAA9mpqaqRAXHHFFW4PRAs95VhNnGoyCgCI0ODgoHFl0a6uLrfHooWecqwmTjUZBQBEaMuWLVIdysrK3B6IInrKsZo41WQUABAJn8+Xm5sr1WH//v1uj0URPeVYTZxqMgoAiMSePXukNBQWFro9EF30lGM1carJKAAgEsal2/fu3ev2QHTRU47VxKkmowCAYbW0tEhdyMvL49LtcaanHKuJU01GAQDDKi0tlbrQ0NDg9kDU0VOO1cSpJqMAAHsdHR1SFDwej9frdXss6ugpx2riVJNRAIC9iooKKQr19fVuD0QjPeXY+Th9Pp88a+fMmZOeni7/bty48fjx445vJRJcyR0AEOTw4cNpaWlSofr7+90ei0Z6yrHzcd5+++1Lly7t7u6WTkv+/eIXv/jtb3/b8a1ES09GAQA21qxZIxVh1apVbg9EKT3l2Pk4p06d2tfXZ/4p0/KI41uJlp6MAgCs9Pf3p6enS0U4fPiw22NRSk85psECAGixadMmKQcVFRVuD0QvPeV4VL4iLCsrO3jwoM/nk39lmq8IAQCuk6pk3Nr5wIEDbo9FLz3leFROct+wYcP555+fnp4u/95zzz1uneQeSE9GAQBhNTQ0SC0oKSlxeyCq6SnHCRTnsD/3G8mvAvVkFAAQyu/3z507V2pBS0uL22NRTU85Trg47Rus0VgtACDpNTU1SSGQHsvtgWinpxw7H2d3d/eSJUsmT54c29EmGiwAgOMKCwulEOzatcvtgWinpxw7H2dxcfH3vve9P/zhD7Etbt9g5eTkZGRkFBQUPPjggydPnnRktQCA5Nbe3i5VIDc31+fzuT0W7fSUY+fjTE9P//jjj2NefNhdf/z48c7OziVLltTU1IQuayPmIQEAxrRly5ZJFdi8ebPbAwEN1gicd955vb29MS8e4a4/evSox+NxfLUAgGTi9/vvvfdeKQGZmZmDg4NuDweKyrHzcT788MMVFRUx3+Mpwl0f7fVL9WQUACC6urrq6+tzc3ONLzEqKyvdHhH+h55y7Eyc9t/NjfAkd/ORqqqq7u7uTz755NChQ2VlZbfffvtIVgsASD5GX2VckSHQ888/7/bQ8D/0lOMEitOqJzOnn3jiiQULFkyaNGnOnDkbNmyI6lxFPRkFAIVC+6qcnJxVq1a1tbX98z//c3t7u9sDxP/SU46dj3P8+PGOr3Pk9GQUAJJef39/d3e3tE033XRTRkZGdnZ2aF/l9/vdHibC0FOOnY/z3HPP/e///m/HVztCejIKAGOaNEa9vb2dnZ3PPvvs/PnzzzzzzJUrV1ZXV5eVlRUWFs6YMSPsiSj0VWOFnnLsfJzbtm1bvnz5kSNHTp065fjKY6YnowAwJrz66qtVVVU333yzNE/l5eUlJSV5eXmZmZnDntRrtFP5+fmlpaVLlizxeDzSWtFXjRV6yrHzcY7wJPdRkghjAAAMDAw0NDQUFRXZ9E/SaRUWFkr/NHv27LPPPvvWW2/ds2fP/v37Ozs7R3IZICQCPeVYTZxqMgoACcjn8zU1NZWXl6elpRldlHFHtZSUlG3btrW0tLS3t0vzxKWqkp6ecqwmTjUZBYCEIp3TqlWrzO/+pMGqqKhobm6WXmrv3r0dHR1uDxBxpaccJ3OcifY1JQDo8cMf/nDOnDk5OTnmm3BxcfH27dsHBgbcHhrcpKccq4lTTUYBwEWhp1jl5eXV19cfPnzY7aEhIegpx2riVJNRAIi/0FOsJk6cKP/edNNNbg8NiUVPOVYTp5qMAkA8WZ1iJS2X1+t1e3RIOHrKsZo41WQUAEZbf3//+eef7/F4zFspc4oVIqSnHKuJU01GAWA0+P3+jo6OLVu2LFu2LD09nVOsEBs95VhNnGoyCgBOCWyqgq6xnpWVNX369KeeesrtMWKM0VOO1cSpJqMAMBLSVD355JOf//znL7rooqCmqrCwsKampqWlhcuBImZ6yrGaONVkFABi0Nvb29jYWFlZ6fF4aKowevSUYzVxqskoAETI6/VK57RmzZq5c+cGNlVTpkyRf6dNm8YZ63CcnnKczHFyJXcACPXII48UFxcXFRWZ16wSHo+nsrKysbHRuJtyV1eXz+dze6RIQnrKsZo41WQUAKz09/evXr3abKqkwSopKdm0aVNHR4ff73d7dFBBTzlWE6eajAJAKGmtampqjMsrjB8/Xv5dsWIFFwJF/Okpx2riVJNRAAgU2FqlpaVVV1f/9re/7erqcntcUEpPOVYTp5qMAoAhtLXicqBwnZ5yrCZONRkFAForJCw95VhNnGoyCkCzI0eOlJSUTJgwgdYKiUlPOVYTp5qMAlCrra0tKyvL+IXgFVdcQWuFBKSnHKuJU01GASjk9/vr6urM6y+kpqb29PS4PSggDD3lWE2cajIKQJve3t6ioiLjO8EtW7a8+uqrfX19bg8KCE9POU7mOLmSO4Ck19TUZNySOS8vr6Ojw+3hAMPQU47VxKkmowCU8Hq91dXVxgfIqqoqbsaMMUFPOVYTp5qMAtCgq6vLuENzZmbmrl273B4OECk95VhNnGoyCiC5eb3ehoYG4z7NhYWFnMyOsUVPOVYTp5qMAkhid955p3leaU1Njc/nc3tEQHT0lGM1carJKIBk1dbWZhy4SklJaW1tdXs4QCz0lGM1carJKIDkE3iZq+zs7IceesjtEQEx0lOO1cSpJqMAkkzQZa6k2XJ7REDs9JRjNXGqySiAZMJlrpBk9JRjNXGqySiA5MBlrpCU9JRjNXGqySiAJMBlrpCs9JTjZI6TW+UAGFv6+/s7Ozu5zBWSmJ5yrCZONRkFMEZJdzVp0iQuc4Xkpqccq4lTTUYBjEXSXd1www1Ga5WRkcFlrpCs9JRjNXGqySiAsUVaq5qamvT0dHmbSk1NLSwsPHjwoNuDAkaLnnKsJk41GQUwVgS2VmlpadXV1YcPH3Z7UMDo0lOO1cSpJqMAEh+tFdTSU44TKM5hf+536tSpdevWeTye7Ozsuro6+TOqlTsxRgAYEVorKKenHCdcnDa7vrGxceHChW8NkYmdO3c6sloAiIODBw9efPHFEyZMoLWCZnrKccLFabPrFy1atG/fPmNaJpYsWeLIagFgVA0ODtbX1xuXthLLly+ntYJaespxwsVps+uzsrIGBgaM6ffee8/j8TiyWgAYJX6/v6GhIScnxzwFIiMjg5veQDM95Tjh4rTZ9SkpKSdOnDCmZSI1NTV0WRujOGgACNHU1GTc7kaUlpZ2DOnv73d7XICb9JTjhIuTI1gAxrr29vaioiKjtcrPz29paXF7RECi0FOOEy5OzsECMHZ1d3eXl5cbrVVubu6uXbv8fr/bgwISiJ5ynHBxhu5685EdO3bwK0IAiekHP/jB9OnTU1NT5d3G4/Fs2rSJOwkCofSU4wSK0+qUKXP61KlTd911l2fI+vXruQ4WANcNDAw0NDSYXwiOHz9+7dq1nGgFWNFTjtXEqSajAOLA5/M1NTWVl5ebF1+YOHFiSkrKt771LbeHBiQ0PeVYTZxqMgpgNPT19fX29p4eOoF91apVmZmZRl8lDVZFRUVzc7O0XF6v1+1hAolOTzlWE6eajAJw3LPPPmucXHX22WebpzEUFxdv377d/GkzgEjoKcdq4lSTUQAj1Nvb29raunXr1urq6qKiIvNglSEvL6++vp5LsQOx0VOO1cSpJqMAovXss89+/vOfX7p0aWg7ZV5wIT8/f/Hixc8995zbgwXGNj3lOJnj5EruAGwE/QAwsJ1atmxZTU1NY2NjR0cHd7YBHKSnHKuJU01GAdgL/QFgenq60VfRTgGjTU85VhOnmowCsGLzA8Du7m6uCwrEgZ5yrCZONRkFEOTFF1+srKw899xz+QEg4Do95VhNnGoyCsDU399/22238QNAIHHoKcdq4lSTUQCnh1qrmpoa4+QqQ0VFhduDAqCoHKuJU01GAeUCW6u0tLTq6uqnnnpq+/btnL0OJAI95VhNnGoyCqgV2lrxbSCQaPSUYzVxqskooBCtFTBW6CnHauJUk1FAld/85jezZ882bhRIawUkPj3lOJnjTNYruXd2dn7/+98/duyY2wMBXNbW1mZe1KqsrIzWCkh8yVSO7amJM1ky2t/fb3xYz8rKamlpcXs4gDv8fn9dXZ15vdDc3FwuagWMCUlTjoelJs5kyag0WOb9PURlZWVfX5/bgwLiqre317iBoLwWtmzZ4vV6pd9ye1AAIpI05XhYauJMoox2dnbu3r377/7u74wvRzweT2Njo9uDAuKkqanJeObn5eV1dHS4PRwA0UmmcmxPTZzJmNG+vr7y8nLjUFZJSUlPT4/bIwJGkdfrra6uNp7wVVVVXNcKGIuSshyHpSbO5M1oc3Nzbm6uBJienr5p0ya+K0FS6urqmjt3rjzPMzMzd+3a5fZwAMQoictxEDVxJnVG5aP8qlWrjE/2+fn5fG+CpOHz+VpbW//2b//WOPWwsLCQI7XAmJbc5TiQmjgVZLS9vV26K6PNys3Nvf/++90eERCj/v7+7u5ueUrPnz/f/ElHTU2N9FtuDw3AiGgoxwY1cerIqJSf+vr68ePHGwXps5/97ObNm7k4kEIj/6bYP8SRwYSuube3t7Ozs62t7Y477vjyl7985513VldXl5WVFRYWzpgxY1yI1NTU1tbW0RgMgDhTUo5P02AlpW9+85vSYwVezUHqFp1WcgvsWvLz8ydPnlxVVbXJQkVFRUZGxsUXX2w1Q01NTeaQtWvXWs2zYsWKgoKCb3zjG1YzrFq1avr06X/+538uzVN5eXlJSUleXp55XVB7OTk5EkVpaaksWFxcLEG5vYMBOENPOVYTp5qMGrxer8/na2lpWblyZWBJo9Ma0/r7+//xH/9x0aJFl1xySQxdS+KQMctTUTqnlJQU+fO6667bs2fP/v37pUGUNtHt3QxgFI1TU46TOc6g93S3h+OasJ1Wbm7u5Zdf/uyzz3L960RjdhiSuK6uLuk8ampqysrKcnJyIulaSktLL7zwwmnTpq1atcrm4JPH45HmzGqGurq6C4esW7fOap5Zs2aNG7o+iNUM8pTLyMg4//zzJQR5Bra3t0toQddW6O7u5ugUoIqecqwmTjUZtWF2WpMmTQoszNJslZeX19bWNjU1ScFLhAs9mOc4/+hHP7r66qtvuOEGmZZuY6wf3rDqJ8x4Fy9eLBmZPXt2QUFB4Je8BumKFixYkJKSkp6e/uCDD1p1LXHDoVAA0dJTjtXEqSajkXjuuedSU1OlTku1Dv12SYp3YWHhddddt2LFCinhMR/iksJ/7733Xn/99Rs3brQ6yHHttddKeyfbsj/HObTPyMvLKy0traiokAWlF5kyZYpM2BxKkdUuW7bMagYZoaxK2rhHH31UWpaenp7IozZ7o4cfflj2mM05Sd/61reM8V955ZURxiuhVVZWbtmypbW11bwnkmyRH9MBGKP0lGM1carJaISk+5E6bUwfPnxYGqlNQ+c+G9dyDGJ1iKujo8M8diIrlCZg69at0joUFRWN8Kwg8xznSy65ZNzQLecWL14s3UYk7ZeDpI2TWKQzk6Bk51x44YU333xzVL1ghMx4ly5dOmfOnDvuuKOzs5MuCkDyGaemHKuJU01GR87r9UrnZHRIZ599ttUhLmFML1y4MGw7ZZ4ztHz5cquDOtI2SfMkXYXNOc7S/wV9BTYwMCAPtre3Nzc379q1S/oej8djcwRLOiTZyoIFC2wOcRlDlZFIlyNdpqww2t5IhjFuqBesq6uz2tCKFSukVd24cSPndAPQSU85VhOnmow6RToYaQKk2TodwSGucUNHuaSPqampaWxsNI9sGVcNsN9QfE75GvZoUMeQwEeMCx/Ig62trbIrjONV0khZ9Uayib1793KdcQCwoaccq4lTTUbjwDjEtXnz5pKSkttuuy3wi8LkxtEmABghPeVYTZxqMgoAQMLSU47VxKkmowAAJCw95VhNnGoyCgBAwtJTjpM5zqCzsN0eDgAA2ukpx2riVJNRAAASlp5yrCZONRkFACBh6SnHauJUk1EAABKWnnKsJk4AAJAA3O4I4kRLnKfj1TWzFbaSHFuJ24bYCltJmg2xFQRStAeT6UnJVthK0myIrbCVpNkQW0EgRXswmZ6UbIWtJM2G2ApbSZoNsRUEUrQHk+lJyVbYStJsiK2wlaTZEFtBIPYgLPECS0zkJWGRmoRFahB/POdgibekxEReEhapSVikBvHHcw6WeEtKTOQlYZGahEVqEH8852CJt6TERF4SFqlJWKQG8cdzDpZ4S0pM5CVhkZqERWoQfzznAAAAHEaDBQAA4DAaLAAAAIfRYAEAADiMBgsAAMBhNFgAAAAOo8ECAABwGA2WIuP+v7APhv6X6dSpU+vWrfN4PNnZ2XV1dfKn/eOIitXOf/XVVy+//PIzzjhj+vTpu3fvDl2QvIy2SF4yWVlZoQuSmtEWNjVvvvlmeXm5Z4hMyJ+hC5IaxA0Nljqh1WLYRRobGxcuXPjWEJnYuXOn/eOIQVAiXnvttZkzZ+7du/f3v//90aNHv/KVr4QuQl7iw+Y1sm3bttra2tDHSU18BKVm0aJFGzZsGBxy9913y5+hi5AaxA0NljqRN1jmf8n71L59+4xpmViyZIn944hBUCKko9q+fbv9nOQlPqxeI5988sns2bPffvvt0DlJTXwEpSYjI+Ojjz4ypj/88EP5M3ROUoO4ocFSJ7TBysnJkXeigoKCBx988OTJk6FzZmVlDQwMGNPvvfeex+OxfxwxCMrL1KlT77nnnmnTpk2ZMuXGG2+UT+Shc5KX+LBqsHbu3HnzzTeHnZPUxEdQaiorKzdu3PjBBx/I66W+vl7+DJ2T1CBuaLDUCVstjh8/3tnZKR/aampqQv83JSXlxIkTxrRMpKam2j+OGATlRXbmypUr3x1SVVVVXV0dugh5iY+wL5lPP/30M5/5zKFDh8IuQmriIyg1b7/99nnnnWecmyUT77zzTugipAZxQ4Oljs13gkePHg37uY3PfHEQlBfZt7JLjWnpsXJyckIXIS/xEfYl09TUdM0111gtQmriIyg1ZWVld999t3kOlvwZugipQdzQYKlj02D19fVNnTo19HHOWoiDoLyUlJRIX2VMHzt2LGyDRV7iI+xLprCw8IUXXrBahNTER1BqJk+ebHUOlonUIG5osNQJekuqqqrq7u7+5JNPDh06JB/4br/99tA5d+zYEfb3NVaPIwZBedm9e/dXv/pV8yvCwHN9yEuchTZYTz/99OLFi23mJDXxEforwvr6euMI1ne/+93AJonUIP5osBQJe8mrJ554YsGCBZMmTZozZ86GDRt8Pl/g/MbEqVOn7rrrLuPqMuvXrw+8ckzYxxEVq0uRbdy4MScnJzs7+4Ybbgh7kjt5GW1WqSkpKWlpaQk7vzFBakZb2NS8/vrry5YtO3PIlVde+cYbbwTOb0yQGsQNDRYAAIDDaLAAAAAcRoMFAADgMBosAAAAh9FgafHMM88sXbo0PT192rRpt9xyy/vvv288Hu2tT63WE8RqcauzhiNcPJKbuQIA4DoaLC0uu+yyffv2eb3ed999d/Xq1VdffbXxeLS3PrVaTxCrxSO5t7TN4pHczBUAANfRYGn00UcfnXHGGcb0SC67F7ieIFaLR9hgWS1uczNXAAASBw2WRi0tLaWlpcb0SG4cEbieIFaL29xbOpLFbW7mCgBA4qDBUueVV16ZPXv2a6+9ZvwZ861Pg9YTxH5x+3tL2yweyc1cAQBwHQ2WLu3t7bNmzXrppZfMR2I7ghW6nqDz1iM5ABZ4b+kIF4/kZq4AALiOBkuRpqam6dOnv/zyy4EPxnAOVtj1BInkFC6re0vbLB7JzVwBAHAdDZYWDzzwwKxZs3p6eoIej/bWp1briXC1NveWjmRxm5u5AgCQOGiwtBgXwuv1no7+1qdW6wlitbjNvaUjWdzmZq4AACQOGiwAAACH0WABAAA4jAYLAADAYTRYAAAADqPBAgAAcBgNFgAAgMNosAAAABxGgwUAAOAwGiwAAACH0WABAAA4jAYLAADAYTRYAAAADqPBAgAAcNj/AywXluoo1X3NAAAAAElFTkSuQmCC)
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