Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit289-10-20020513_223100_20020514_031500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/13 |
Start Time | | 2002/05/13 22:31 |
End Time | | 2002/05/14 03:13 |
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 | | -14.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -23.88 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit289-10-20020513_223100_20020514_031500-constBx0 |
Minimum Dst Value | | -33 |
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-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjo1NTo0MCBFU1QgMjAxOPsbRJAAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyODktMTAtMjAwMjA1MTNfMjIzMTAwXzIwMDIwNTE0XzAzMTUwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNS0xM1QyMjozMTowMC4wMDBaIiwgIm1heCI6IjIwMDItMDUtMTRUMDM6MTM6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjowLjIxMDI3NDk5OTUsICJtYXgiOjQ4LjEzMTIyNTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2sXaTXAAAABGdBTUEAAK/INwWK6QAAOSxJREFUeJzt3X9UXOWd+HECJCEJxYmJCbEkJSausSURI7pJQYuRWKqsonJaaqNSxcTVeEpdQqiiJjYa2iYe6kkNbmhLz8aKylqOxZj1sLJ7sitNY6UuNVSxouIuMehSxXZsUPL9fHnO3jOdmXvnB3fm3pnn/fqDc+dyf3ye55l7n8/9MfemnAQAAICtUpwOAAAAINmQYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzZIzwUpJSc5yAUBMxWLn+cILL5x55pkhlxyLVTvVF9AH4aRuCRZfegCwEIudZFFR0VNPPeXIqkmwbJSUhYqp5KyvSA+Vnn322XXr1mVkZCxatOimm25677331Pg//OEPZWVlnkkyIB/V+NHR0euvv/7UU0+dP3/+vffea70ixXfkxMREXV2dLHPu3Ln19fXyMei8ZlGZzW42PtLlpPy1kMV55plnLrroopkzZ8ryb7jhhmPHjllUiFkwZuMtFh5R3YZZ54lV88rIyMjixYtDfufNVhppDZsFaUvNx4JZ/NOmTVu4cGFlZeXQ0JDF7FHEPzw8fOutt+bm5k6fPl3mKi0tlUoOGozfSBn4/Oc/77sKGT777LN9JzD+1d/ff/XVV8teaMaMGQUFBU8++aQa/8c//lHiPPPMM2fNmiVrv/LKK7u6ukLGHBhM1BMEysrK+vjjj6e+6ijEOicwa4Xo1mtLtGa7HdtXFCad07LkLHmk+4j169cfOHBgbGzs3Xff3bRp0+WXX67Gr1279q677hqd9J3vfEc+qvFVVVWyXz426atf/epPfvKTiFbX3Ny8evXqNybJwL59+4LOZRaV2exm4yNdTqS1d/HFF8vhqVTRhx9+uH37dtm2LeY1C8ZsfMiFh1m3Yda5dTBuq3lF+vIHHngg5LxmK420hs1WZEvNx4JZ/J9++ul///d//8M//ENRUZHF7JHG/84773zuc5+TxR49evTPf/6zdG+//OUvv/zlLwcNxm+kDEgn/fTTTxv/+sUvfiFjAhOs1157TbLDXbt2vfXWW5K7/OpXv7rmmmvUv2RdN998s0zwl7/85fjx448//viXvvQl65iDBhP1BFHPknAJlkUrOJhgme12bF9RmEiwEoZ8ib/1rW8tnCQDxlGRNOGDDz6Yk5MjR6Xq4/e+970FCxbIgcVtt90mOxpjspN/fQgeuArpZubMmaOGZ8+eLR/V8AcffCAf1fC8efPku6uGJcey3kGfDPiGSaImG4AaloHCwsKQBfeNymz2cBYbznKmsoeVrdqopZB8gwlnfNCFh1m3UdR5YDAurHnpxZctW+b1ekPOG06Q4dSw2YqmWPPj4+N33333kiVLPB6P9FhqpMX2vnfvXslj5DB9zZo1fX19anxXV9e5554rI+VfKhMK3Nj94v/jH/84a9YsGbjlllt8j5R+/OMfyxjr+INWxY033igHY0HLaDaLb2xPPPGE7yqkdE8++WRg8Ndee+2OHTuCrkKKI4UyC8B3pRY7yZMmlW+984x0lsD9dtBmNfsa+Hr11VcluZGyZGVlXXXVVSMjI+EUx3ql8gWQBcr0UlFBy2vRCmbfN+NjON9VOQb47ne/m5ubO3fu3G9+85sfffRR0HqzEHRfGnSj8F1gyMo0CyxwKw5cVzid+IUXXvjYY48ZAUv+umjRonC+1W6TYAmWNF5JScnQJDnyvueee9R4aZsrr7xSjkeNjzLZO5NkYNu2bcZ4v4FAHR0dxcXFariiokJWIe0qx/cNDQ3yUY2XBEsODdWwZFryZbIO22918q01vrKynJCz+0VlNns4iw1nORLt/PnzpaPNy8v74Q9/+Mknn1gXxyCb2c6dO4MeMIUsVMjxZgsPs26jqPPAYFxY85dddtmjjz4a9F9+QgYZZg2bBTnFmpeOSurn9ddf/9///d+amho10mJ7Ly8vHxwclJi3b99uZCSyF25vb5ddtuyRb7rpJrP41YB0EsPDw1u3blUneCTDuOiiix5//HEZbmtrk+ETJ05Yxx+0ziUG6Z+CltFsFt/9kkR15pln/ud//qd87O7ulmEZE7jjks7JuGPBz1e+8pWvfvWr//Ef//HnP//ZLIyTYewkLSrfbJmRzhK43w7arGaL9bVq1arnn39eiiy7682bN1dXV4dfnKArlR2+1OR/T7r00kuDFsGiFUImWOF8V3fv3n3JJZe88cYbslFs2LDhjjvuCFpvFsz2sYFR+S4wZGWaBRZ0K/ZbVzid+MGDB88++2z55qt/Sf00NjaGLKwLJViCdcYZZ7zyyitqWA415NhdDUvbvPnmm8Zk8tGY7He/+53vZH4Dfl566aWlS5ca+0d1tl9l3zJgfP+uu+66b3zjG+9OkoOY9PR067D9Vpeamqr23UIG0tLSrGf3i8ps9pCLDXM5imz5R44ckd2NsZ2YFccYKeSAeGBgwLo4QYOxHm+x8DDrNtI6DxqM22r+ueeeu+CCC9QtOyETLOuVhl/DZkFOseaXL19unDwwWGzvkhup4T/96U/qFJRYvHjxQw899Pbbb1vEn/LX5BBcdhHqX8eOHZNmqq+vl7/GvWiRfnNkb+Cb2QSeKgicxe+/jzzyyBVXXHFy8mLfP/7jPwZOoNbi9XqDBvDBBx9IH3bOOedkZGRIBdbW1gY99A+5k7SofLOyRzpL4H47aLOaLdaM1EBOTk74xTFbaX9/vxqWGYMWwaIVQiZY4XxXV6xY8fvf/14NyxdS+iBjMt96M2O2jw0aldkCg1amWWBBt2K/dYXZiZ9//vnq0PG1116TAKRpLMvqUgmWYMkuw/hCy4B8VMPSNr53hspHs8n8BnzJ8eKSJUsOHz5sjJFE+zvf+Y5xD5Z8VOPff/99yatk1yxHMPfff392draxWN+dqW88vh8tTmAEzh4YVXSnCsJfji85ugocb7a7lE3x3nvvvfDCC4P+1zoY6/EWC4/dGSz31/zKlSsPHToU9F+BQq40zBo2CzLSyvH7tvtu2gaL7T1ohL/5zW/Ky8vnzZt35plnGtf1zCZW8dx1112+t53J8bRMYFyjtIjfjOwNArs0Y6XTp0/3u8Il5ZIczncymWDRokU///nP5a9xlc1vORbnTgyyS5TM6YYbbjC7C8e6bsOsfF+RzhK43/b7r/VifUm6L+0o+2T1pTLy4EiL4zu90VJml+CncgYrnO+qZHu+BwO+3xO/egun4wgaRtAFhqxMs8CCbsV+6wqzE+/o6DjrrLM++eSTr3/965KJBi2F+yVYghXmEZLvwZkMBE4WeOm6ra3t9NNPf/HFF31Hytco6D1Yvn70ox9JsmUdtl944d8PFDSqKG52iWg5voaGhmQnYl0cX1JLQW+fClkoi/HWCw+zbiO9Byshaj4lgEWJwllpODVsFuQUa166mYjOYFlEKLvpzs5O47DHb2P3m1g2cOOkxW9/+1s5Vn7qqac++9nPGmfyIv3mSEJTX1/vN9JY6dlnn/2rX/3K9189PT25ubl+k+3cuTM9Pd24LBLYW8s+54EHHrCORJGDw8985jOB40PuJM0q3+K+nyjOYIXzMZwzWDLyZz/7mRz6SpcsfwNrLNLvUjhnsCxawTdRM86+DA8PR/RdlQxjcHDQYuFmQu5LrTeKkJVpFljQrdhvXWE2hNSMHEBu2bJFtg7jBsGEk2AJlhxuGpdvJcVuaGhQ4wM3kksvvVTdXiADgbcCnHbaaUePHjWm3717tyT7xuZkkH2rrEKdwbrzzjuNfes3vvENCUBGPvbYY4sXLzZOlprxC2/v3r3h/C7JLCqz2c3GR7qcyspK+d7Ld1qqSGr79ttvty7OddddJ1OeOHHi7bff3rx5s/U9WGbBmI0PufAw6zbMOrcOxm01H+a/rFcaaQ2bBTnFmr///vuLi4v/8Ic/+N69Ef72bsQm+26JTTot6WDUSL+N3Xfe99577+67716zZs3JyVvQZIf+7//+7zL89NNPn3vuuepKn0X8Qev8zTfflFUbvyKU4vzyl780ppTjMVnLv/3bv30wqbu7Oy8v7/vf/77FAk8GS7Bee+016ZUffPBBqZmPP/748OHDxu/XvvSlLz3++OPHjh2TNpWYN23a9JWvfCXoMq13kmaV71efvsJsL7MKNPtotlhfUhu/+MUvpCrkKyRVEVhjkX6XZHrjHqwvf/nLQYtg0QrG9NJrbN++Xb5d0hZXXHFFRN/VpqYmiVnGyGT/9V//9bWvfc26PhWz3Y4vi43iZBiVaRZY0K3Yb13hf0kkTZSRLS0tviND7uhcJZFiPTl5RlF26OoHCDJgnGkM3EjUD2Tmzp3793//976/U1AD8hX0eDy+3xs/Y2NjJye3n9LS0lMmycb2+uuvq+l//OMfyyYxe/bs9evXv/TSSxYBBz3BILm5JObq8Vpbt241e7KOWVRms5uNj3Q5TzzxxKpVq2bOnCnHFrIx+J7yDVocNf2MGTMk15S9uRzxhF8hRjBm4y0WHlHdhlnniVXzfjFblCjkSsOvYbMgp1jzkg3IMUxOTo5ss9JjqZHhb+9qQA545Ng6IyND0qPnn39ejbTY2E899VTp89R2ff3116sbnhSJ4Zvf/KZ1/GZ1/tZbb914442yi0hPT583b95VV131wgsvGLXx05/+tKCgQO1VZOBnP/tZyAWmBPRwJyd/QCpLlqik7c4//3zjCUz/+q//KuOlGqUeli5dettttwXdJFNC7STNKt+vPn2F2V5m5TX7aLZYX88884w0/fTp0yW3eOihhwJrLNLvkkywceNGqRypovvuu0+WHLQIZq1gLEeORiSDV78WfPjhhyP6rn766adSlhUrVsjmJnl5R0eHdX0a/w262/EVuFFEVJlmgQXdiv3WFf6XRCrzzDPPHB8f9yudRdndJpFiBQDYIrE6Kme9/PLLkqo6HYXDPvnkk5A/57LX3/3d3/385z+P5xptxzYGANohwQqppqZmeHj4zTffvOSSS7797W87HY7Djhw5YvxaMNY+/fTTRx55ZOXKlcaTGhIU2xhiIvA0tQt36AkRZKSSslCwHd+KkJqamnJychYsWHDzzTcn6GMCbJSZmfnwww/HZ13y5czNzZWULj6rix22MQAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzXRJsIL+dh0AAMSZ0xlBnCRzOfVsUQAAXEuf7libcmrTogAAuJY+3bE25dSmRQEAcC19umNtyqlNiwIA4Fr6dMfJXE7uwQIAwFX06Y61Kac2LQoAgGvp0x1rU05tWhSxMz4+7vV6nY4CABKYPt2xNuXUpkURI8PDwwsXLjzllFPa2tqcjgUAEpU+3XEyl5N7sGCL3t7ehoaG7Oxs47skwxs2bGhtbZWsy+noACCR6NMda1NObVoUdlF51fLly428aubMmZJaLVq0yDdxz8vLq62tPXjwoLp6ODQ05HTgAOBe+nTH2pRTmxZFdCQ96ujoGB4eDsyr5s+fX11d3dXVNT4+ribu7+9vamoqLS3NzMw0JsvIyFi4cKEM3HDDDY4WBQDcS5/uOJnLySVCKJIYXXHFFbm5uRs3btxmYtWqVfIlSU9Pt8irAkla1t3dXV9fX1BQYMw4Y8YMydLiWUAASBT6dMfalFObFoUiWVFPT09jY2Npaens2bNTwjZv3ryQeVVQIyMjtbW1p5xyikrUmpqaYlQ0AEhc+nTH2pRTmxbVmW9S5XvxTsjHWbNmXX/99WZnsCQ3uvTSSx955JFI8yo/Xq+3pqZGrVTCkKzLrtIBQBLQpzvWppzatKhuhoeH29vbL7/88oKCAr+kKj8/X3Kdjo6O0dHROEfV2dk5f/78lMnfG3Z1dcV57QDgWvp0x8lcTu7BSg6SHhkX7Lxeb29vb2trq2ROJSUlKolxSVLlZ2hoSCJUUdXX10/xxBgAJAd9umNtyqlNiyafJUuWSPMtW7YsLy/P9yZ0xePxyL/UreWvv/6608H+FUmqGhsbVcwFBQWDg4NORwQADtOnO9amnNq0aNIYGRlpamry/XWeImlWRUWFJC6dnZ3GQ6cOHjzo2vSlp6cnNzdX3QfW1tbW29vLs7Lib3R01A3nNQHo0x1rU05tWjTReb1eyULKysqMk1WSl5x77rmSUR05ciRBXwUo/XplZaWRI0rRXJsOJqtzzjlHav788893OhBAd/p0x8lcTu7BSgiSNvX398tAd3d3dXW1caO6ZCHl5eXt7e0JmlQFamlpmTFjhirdc88953Q4blFXV3feeee98MILsVh44HnQ4uJiaYixsbFYrA5ASPp0x9qUU5sWTSwHDx5U3d6CBQuMLnDNmjV79uxJygccHD58WGWQRUVF9PEnJ5+Jrxp9zpw5HR0ddi028DxoVlbW5z//+ZkzZ6qPGRkZlZWVnZ2d/PgAiDN9umNtyqlNiyaW1tZWI6/Kzc1taGgYGBhwOqjYkpRCvTeaHEu8+OKLvqeZKyoqpniDmvV5UKlw+coZv+5MmXxef01NzZEjR2wqEIAQ9OmOtSmnNi2aWB577DFpmtmzZ2v1sChyLINkP1IPN9988549e1RW5PF4mpubI1rI6OjoWWedJTOqWg3nPKikcY2NjXl5ecb0y5YtO+OMM6655pqkuSQNuJM+3XEyl5N7sFxO+kXVI7a0tDgdS7yRY4lDhw6pjGp4ePjkZNJTVlamtlapFnVnnjX1Zm7fvCrS86CyhJqaGt8l2HilEkAgfbpjbcqpTYsmkFtuuUV1pU4H4gxyrOLiYin+tm3bfEe2t7erasnIyJB/Bb1HSuVVy5cvN7KiGTNmLFiw4Mknn4wuEvXEMnVJMSlv/gPcQ5/uWJtyatOiiUKdvZBONJwTFckquhzrlVde2bRpU4x+dhc33d3d6vRV4LOpZEx1dbXKnFasWNHT06OeahGYV82fPz+6N3MHpR7l0NbWNvVFATCjT3esTTm1adGEIN2hdJyBZy80FFGOJRlGZWVlamqqTD9t2rT6+vrEfXKmenRCY2Oj2QSSgakviSK5eIzyKkNLS4u6ecvGZQLwo0937K5yjoyMLF682Lf2JyYm6urq5DB37ty50p3Ix/CXxj1YriV5lTo5wQ3FJ8PLsTo7O9UFNaESLEU2DanMhEuzOjo6UibfhG39BZD/NjQ0SCqpCjtv3rxY5FW+q1Nvt+RHhUDs6NMdu6uct9566wMPPOBb+83NzatXr35jkgzs27cvuiXr06LuJ/mEOhtx6NAhp2NxC7McS7r81tZW48dukk7V1ta+/vrrMvLJJ59UP8FLxDQrPz9fwm5qagpnYinpqlWr5EArDs+skqM4CWzDhg2xXhGgLX26YxeV8+jRo8uWLZMexbf2165de+DAATUsA4WFhdEtXJ8WdT91Jqa6utrpQNzFL8eSbKmxsdH4dVtOTo6kI4EpVG9vb8KlWerhZ8uXL3fh+cuhoaH09HQ5AFA/bARgO326YxeV87LLLnv00UdP/nXtZ2VlGT/qOX78uHQh0S1cnxZ1OXWbi+QN7s8D4s/IsVQfr9Km/Pz8/fv3W5+8SaA0Swqi7lKXNMvpWIKrqKiQ8Hbs2OF0IEBy0qc7dks5n3vuuQsuuEDdYuVb+6mpqSdOnFDDMpCWlmaxkBRLMY0f4ZBcWbr/FH6oZe6FF14wvrGlpaURPX/VN83KzMyUROHYsWOxCzU6xukr176jRv2+VTJd10YIJDR9umO3lHPlypXGHTmcwUpWlZWV0hBlZWVOB+JqVVVVp5122iOPPBLd7JJmXXLJJSrNmjVr1q5du9xzJU4iUafo2tvbnY7FirpFjMMAIBb06Y7dUk6zE07cg5U01HudMzMz1TONEDvGG5SV3Nxcl1yPa2pqUhc9nQ4kBJ7XAMSOPt2xG8vpW/t79+41+xVhyEbiEqF7jI2NSTcvrbBr1y6nY9FCT09PW1vb008/rU7GqLTG2Rc+yndAnb5y/7toeF4DEDv6dMduLGfKXz8Ha8uWLZ5JW7du9X0OVkSNpE+LulNtba00QUFBAfe1xJlUeGtra05OjkqzSkpKent7HYlEPfysuLjYkbVHiuc1ADGiT3esTTm1aVEXkh49fRLnA5zi9XobGxvVLwxEVVVVnC/Ujo6OqrV3d3fHc71R43kNQIzo0x1rU05tWtRtxsfH1UtRamtrnY5Fd5Ll1NTUqAdATJ8+/dRTT/3e974Xn1U3NDQk0OkrRf0kk+c1APbSpztO5nJyD5YbqPuac3Nzw3+ZMWJqYGBgw4YNaqNITU3t6+uL9RqHh4dVVufU1cnodHV18bwGwHb6dMfalFObFnWV7du3qxfJdXZ2Oh0L/sqWLVvUOw0zMzNj/RvDmpoaWVF5eXlM1xIL6iVFPK8BsJE+3bE25dSmRd2jt7d3+vTpUvMzZsxwOhYEMTY2VlVVZdyVFaNTjIODgxkZGenp6Yl1+kppbm7meQ2AvfTpjrUppzYt6hLt7e2ZmZkqu7r77rudDgemWltbVUvl5eXF4nKherqsJHC2LzkOvF6vujef32cAdtGnO07mcnIPllPUD/JVt8r9K+4neZW6Fmb75cJdu3bJYqdNm/a73/3OxsXGk3rCCM9rAOyiT3esTTm1aVFnjY2Nqd9epaenNzU1OR0OwmXv5cKRkRFpffXrUSVxzwANDg7yvAbARvp0x9qUU5sWdZB0RepEiMfjcfah4YjOFC8Xer3etra2srIyyUhUXpWVlbV8+fK6urpYRBs3PK8BsJE+3bE25dSmRZ3S3d2t3i6yYsWKgYEBp8NBlHwvF+7cuTPM55FK61dXV6vkTJ2/lKSkvb3dPe+Zngqe1wDYSJ/uOJnLyT1YcdPc3KxOWpSVlfG8q0Tne7lQbNy4cZuJoqKiz3zmM6eeeqox8Zo1a/bs2TMyMuJ0IWzG8xoAu+jTHWtTTm1aNM7kmL66ulp1rg0NDRziJw2jWcORm5srrZ/EZy55XgNgF326Y23KqU2LxtMDDzywdOlSdTlp//79TocDO3m93rq6utLS0nvuucfiDFZWVpYOj+HgeQ2AXfTpjrUppzYtGgfj4+OdnZ1yNK/OXpxyyin0Okh6PK8BsIU+3XEyl5N7sGw3MjLS2NiYm5vrW7HNzc1OxwXE3ODgYFpaWnp6+q9//WunYwESmD7dsTbl1KZFY6Snp0eO3dUre8Xy5ct37dr18ssvc+4K+pAES7785513ntOBAAlMn+5Ym3Jq06J2UdcBX3/99ZaWFuOJkXL4XlZWdvDgQaejAxyQlZUlW8FZZ53ldCBAAtOnO07mcnKJcCpuu+22lMmXnKjamz9/fn19fZhPRQKS0vPPPy/bwjnnnON0IEAC06c71qac2rSoLcbGxoyHGxUUFOzfvz85nhgJTIVsBeo8LpsDEDV9umNtyqlNi06ddB5FRUVSY6eddtpPfvITp8MBXEQ9cZRbD4Go6dMda1NObVp0isbHxysqKlImXwzCBUHAz4YNG2TraGlpcToQIFHp0x0nczkjvQeLfOLk/z2/2+Px9Pf3Ox0L4Dq7du2SDWTz5s1OBwIkKhKsZGPWosPDw319fd3d3cuWLZNp7rzzzjgH5irqUYqZmZmHDh1yOhbAjdSLn3lnDhA1EqxkkzL5HuK6urqqqqqSkpL8/PycnJzAV6rNnj27t7fX6WCn6p133qmsrPzBD34Q0VxNTU3qBt7Ozs4YBQYkupGREXUQ4nQgQKIiwUo2gbmU8fSBFStWFBcXf/GLXzzllFNUhiGphtPxRm94eFgKpUp34403jo6OhjPX/v371SxtbW2xjhBIaOrYjGvoQHRIsJKBXy41ffr0b3/7262trQcPHjxy5EjgHVder7empkZNXFpaKoeqTkQ9JZJdSb7oW2qPx7Nt2zbrNKujo0PSSpk4oTNLID7Ky8tlY2lvb3c6ECAhkWAlG2nRMM/ldHZ2qjNA2dnZXV1dsQ7MRkZ2JX9feOGF7u5u1RNYp1mHDh3KzMyUaerr6+MfM5BwGhoaZHupra11OhAgIZFgJZuIWnRoaKikpESlJpJ2jI+Pxy4wu/hmVzJsjO/t7bVIs/r7+1V2dcsttzgRNZB4Ojo61D2dTgcCJCQSrGQTaYtKUtXY2KgunBUUFLj8CQ5m2ZUhMM168803n3zyyezsbBlTUVGREEkk4AayN1C3bzodCJCQSLDi7Zlnnrnoootmzpy5aNGiG2644dixY2r8xMREXV2d5ARz586tr6+Xj+Ev0+8erCii6unpyc3NVT8acu3d3yGzK4NvmmW8ZLCoqIjsCoiI7JFk27He3AAERYIVbxdffPFTTz01Ojr64Ycfbt++fd26dWp8c3Pz6tWr35gkA/v27Ytu+VG3qIRUWVmpcpHFixdLthfdcmIk/OzKIGnWZZddpko0b968sbGxWAcJJBl1CwEPNAGiQILlJOnyZ8+erYbXrl174MABNSwDhYWF0S1zii3a0tIyffp0lZS45+fZUWRXhoceeujyyy9/+eWXYxQbkMTUz40bGxudDgRIPCRYjvnoo4927twpfb/6mJWVZTwu4fjx4x6PJ7rFTr1F1SsyhEt+WjiV7ArAVKjnxlVUVDgdCJB4SLCcoTKYBQsWDAwMqDGpqaknTpxQwzKQlpYWcnYzUw/vu9/9riwnNzfX8ctqZFeAg3p7e2XrW758udOBAImHBMsxH3zwwb333nvhhReqj+45g3Vy8qeFa9asSXH6Va/33XffjBkzyK4Ap8iuICMjQ7ZBx4+1gIRDguUkybHmzJmjhl1yD5ahv79f7Vi7u7ttWWAU0tLSJADJsciuAKcUFBTIZshr0YFIkWDF23XXXXf06NETJ068/fbbmzdvNu7B2rt3r9mvCCNqJBtbVN2M5dSFwj179qiHLNx3333xXzsApbq6OoW3SwGRI8GKtyeeeGLVqlUzZsxYvHjxpk2b3n//fTV+YmJiy5Ytnklbt271fQ5WyEay/R4sxcELhcaD13kPGuAsdagjaZbTgQAJhgQr2djboo5cKDQSu6qqqritFEBQPT09sjHm5+c7HQiQYEiwko3tLRr/C4U7duyQNebk5IT51moAsSMbvmyPcqDFixCAiJBgJYMYXSJU4nyhsLe3V70Y0cGb6wH4Uo9KkW3T6UCAREKClWxi0aJxu1Do9Xrz8vIcfzwEAF8VFRWyVba2tjodCJBISLCSTYxaND4XCmtra9VTryTTit1aAEREbf41NTVOBwIkEhKsZBOjFo3DhcLu7u70ST09PTFaBYAodHZ2yrZfVFTkdCBAIiHBSgYxvQfLENMLhWNjY7m5ubLwbdu22b5wAFMxMjIi22bUr5cA9ESClWxi2qKxu1CoHmaYn5/PL5UAF8rOzpYt1Hh3KoCQSLCi5/V6Gxoali1blpGRIX/vueeejz/+2Pa1RCqmLRqjC4XqAoRUY39/v42LBWCXsrIy2Ug7OjqcDgRIGCRY0bv99tvXrVvX19cnmZb8vfjii7/1rW/ZvpZIxbpFbb9QODIyog6Od+3aZcsCAdiuvr5eNlI5pHQ6ECBhkGBFb+HChUNDQ8ZHGZYxtq8lHPG5B8ugLhR6PJ533nln6ktTvwAvLi6e+qIAxEh7e7tsp2VlZU4HAiQMEqzouSfB8hWHFv3973+vMrmVK1dOcVH79++X5WRmZg4ODtoRGoCYGBgYUO9XcDoQIGGQYEXv9ttvLykpeeWVV7xer/yVYR0uEZ6cvKg3c+ZMlWNJhhTdQqTS7rjjDnW1kQcYAu6n3r8um7/TgQCJgQQrepIi3HXXXWeccYZkCfL37rvvTvqb3A3Dw8NSXnXyKbofFqlzV7acBgMQB0VFRbLBHjx40OlAgMRAgpUM4nwPlqGysjK6ZyuMjY2tXr1a5p02bdqzzz4bo/AA2KimpoYfowDhI8FKNvFsUcmTli9fHuk7NCQbUze2L1iw4Ne//nXswgNgo5aWFtlsZeN1OhAgMZBgRa+vr6+wsHDWrFmOnD0yE+cYjhw5kp6eLivt7OwMc5YNGzbI9NnZ2Tz1Ckggvb29suXm5eU5HQiQGNyQEsSH/eVcs2bN9u3b//SnP9m+5KmIf4s2NTXJSufPn+/7m0oz6ipDZmbmoUOH4hAbALt4vV51NBXTN74DSYMEK3oZGRkfffSR7YuNglP3YBlKS0vVs6ysb8ZqbGyUyWQfHYu3GQKItfz8fNmEjxw54nQgQAIgwYre5z73ORc+vcmRFh0ZGcnJybF+VfOePXtUdtXe3h7P2ADYpaqqSrZi2ZadDgRIACRY0Xv44YfLy8uHh4dtX/JUONWiXV1d6ZOCXvuTpEpdXGhubo5/bABsoe4HuOWWW5wOBEgAJFgRLiUUW9YyxagciUE0NDSkTD7r2e9RhCr34gfeQKKTwyfZkAsKCpwOBEgAJFjJxsEWHR8fV48iLC8vN0bKHlk9ADqiRzkAcKHR0VHZljMyMiJ99B2gIRKs6E2bNs32ZU6dsy06NDTk8XgkhqamJvnY398/f/58+VhVVeVgVADsoh5919fX53QggNuRYEXvs5/97P/8z//YvtgpcrxFOzo61DGuDGRnZ6snE3K8CySH8vLylCm8hBTQh+PdcdzYX84HH3zw6quvfvPNNycmJmxfeERccg+WYfPmzUYwRUVFXq/X6YgA2GPHjh2yXdfW1jodCOB2buiO48P+crrnJne/qJwO4f8/kHDOnDkpk68a9LvhHUBC6+zslE27pKTE6UAAt3NDdxwf2pTTHS163333TZ8+vbKy0ulAANhpaGhIdjIej8fpQAC3c0l3HAfalNM1Lcp9V0BSUr9cCefVWIDO3NMdx5pbyvnss8+uW7cuIyNj0aJFN91003vvvafGT0xM1NXVyXHh3Llz6+vrI7qvy22XKQEkMfVqrI6ODqcDAVxNn+7YLeVcv379gQMHxsbG3n333U2bNl1++eVqfHNz8+rVq9+YJAP79u2Lbvn6tCgAR9TW1qZYvhcLwEmdumM3lvPDDz+cM2eOGl67dq0kXmpYBgoLC6Nbpj4tCsARbW1tfs8TBhBIn+7YjeXs6OgoLi5Ww1lZWcYP7o4fPx71PaT6tCgAR/T19cl+Jjc31+lAAFfTpzt2XTlfeumlpUuXvvrqq+pjamrqiRMn1LAMpKWlWcxr8iJE7sECEA/q/VfHjh1zOhDAvfTpjt1Vzu7u7iVLlhw+fNgYwxksAIlCdl+yq8nOzuYxwoAZfbpjF5Wzra3t9NNPf/HFF31Hcg8WgERx9tlnq/PlPKwBMKNPd+yWcu7evVsO/vr7+/3G79271+xXhBE1kj4tCsApzzzzjOxqpk+fPjg46HQsgEvp0x27pZyBt0yNjY2dnHwO1pYtWzyTtm7d6vscrJCNxD1YAOJsw4YNsrepqqpyOhDApfTpjrUppzYtCsBBAwMDGRkZssPp7e11OhbAjfTpjrUppzYtCsBZNTU1vPgZMKNPd6xNObVpUQDOGh0d9Xg8ss/p6upyOhbAdfTpjpO5nNyDBcARjY2Nss/Jz893OhDAdfTpjrUppzYtCsBxXq83JydHdjutra1OxwK4iz7dsTbl1KZFAbiBpFbqzTk8dBTwpU93nMzl5BIhAKeMj4/n5+fLnmfXrl1OxwK4iD7dsTbl1KZFAbjEwYMHZc/j8XhGR0edjgVwC326Y23KqU2LAnCP4uJi2fnU1tY6HQjgFvp0x9qUU5sWBeAevb29svPJyMjg5TmAok93nMzl5B4sAI7j5TmAL326Y23KqU2LAnAVXp4D+NKnO9amnNq0KAC34eU5gEGf7libcmrTogDchpfnAAZ9uuNkLif3YAFwCV6eAyj6dMfalFObFgXgQrw8B1D06Y61Kac2LQrAnXh5DnBSp+5Ym3Jq06IA3ImX5wAndeqOk7mc3IMFwFWefvpp2RelpqY+++yzTscCOEOf7libcmrTogBc69ChQ+p4LzMzs6Ojw+lwAAfo0x1rU05tWhSAa42Pj5eVlc2ZM0elWRUVFUNDQ04HBcSVPt2xNuXUpkUBuJykWXv27MnMzJT9ksfjaW5udjoiIH706Y6TuZzcgwXAtYaGhsrKytTeqaioqL+/3+mIgHjQpzvWppzatCiABNLe3p6dnS07qIyMjG3bto2PjzsdERBb+nTH2pRTmxYFkFhGR0erq6vVqawVK1b09PTIGKeDAmJFn+44mcvJJUIAiaK7u1uyK2N/9bd/+7cypre3d3BwMHBi76S4xwjYQJ/uWJtyatOiABKU5EwNDQ3Tpk1LCeDxeHJzc4uLi8vLy6+66qqMjIzZs2f/9re/dTpkIGL6dMfalFObFgWQ0Jqbm5csWVJYWCjpVF5ennqDYVAXXnih08ECEdOnO9amnNq0KIDkMzIyMjAw0N3d3d7e/tBDD5177rlpaWmyW+vs7HQ6NCAy+nTHLipn0JulJiYm6urqPB7P3Llz6+vr5WMUC+QeLABJZteuXbJby87OltzL6ViACOjTHbuunH5V39zcvHr16jcmycC+fftsWSwAJLri4mL1OHinAwEioE937Lpy+lX92rVrDxw4oIZloLCw0JbFAkCiGxwcVI+D379/v9OxAOHSpzt2XTn9qj4rK8s4AX78+HGPx2PLYgEgCbS2tqrfGPJOQyQKfbpj15XTr+pTU1NPnDihhmUgLS3Nel4LMQwaAByi3rdTUlJi72LHx8d/9KMf3XrrrTz1FPbSpzt2XTk5gwUA4ZM95Pz582UXt2fPnikuSpKqnp6exsbG0tLSOXPmqEPTc845x5Y4AUWf7th15eQeLACISHt7u+ziMjMzI3pjdHd39+DgoG9Spe7oMqSmpqq/R44ciV3w0I0+3bHryulX9Xv37jX7FWFEjaRPiwLQUFVVlezl1qxZE+bror///e/L9NOmTTPOVCn5+fk1NTUdHR2jo6OSfl199dVqsbGOH/rQpzt2UTmD3jI1MTGxZcsWz6StW7f6PgcrZCNxDxYATUg+pJ75vmPHjpBTNjQ0pKenB02q/CYeGxtTi21ubo5Z7NCLPt2xNuXUpkUB6Km7u1t2dJI59fb2Bp1gfHy8qalJ3bAlvvCFL9TW1oa8h11df5RDXJ5oClvo0x1rU05tWhSAtjZv3iz7ury8PK/X6/evtra25cuXq9SquLi4p6cn/MWWlpbKXFVVVbYGC03p0x1rU05tWhSAtiSvWrFihezuamtrjZHd3d0FBQUqtZL/dnR0RLrYgYGBjIwMmf3QoUO2xgsd6dMdJ3M5uQcLgG56enrSJ3V1dfX19amnZKVMvrWwpaUlzFvgA+3YsUOdG4t6CYCiT3esTTm1aVEAmtu2bZvvcxY8Ho+MCbxoGBGZXV1hbGxstCtO6Emf7libcmrTogA0Nz4+rlKradOmbd68eXh42JbFdnV1qadtDQ4O2rJA6Emf7libcmrTogDwgx/84G/+5m/27t1r72IrKytlX1peXm7vYqEVfbrjZC4n92ABgI2GhoY8Ho/sTjs7O52OBYlKn+5Ym3Jq06IAEDtNTU2yO83NzZ3iTV3Qlj7dsTbl1KZFASB2xsfH8/PzZY/a0NDgdCxISPp0x8lcTi4RAoDtenp61CPjQ75bemxsbP369V/4whcieq4pkps+3bE25dSmRQEg1qqrq2WnWlJSEviv8fFxSacaGxtLS0vV40mNx8e3tLRIyhX/aOEq+nTH2pRTmxYFgFgbHR1V7zS8//77vV6vb1KVmZnpe+kgY9KMGTOMj5WVlZ2dnTywVFv6dMfalFObFgWAOGhpaVE506xZs/ySqvz8/Jqamo6ODvUmacmlxsbGWltbS0pKjGkkP5Npjhw5IvlZV1cXt8zrQ5/uOJnLyT1YABA78+bNM0uqzAwNDTU2Nubl5RkzzpkzR/6uXr16ZGQkbpHDQfp0x9qUU5sWBYD4+M1vfnPxxRc3NDRYJ1VB9fb2SkKWnZ3texgsH8vKympra9va2vr6+riMmJT06Y61Kac2LQoAiUJSqObm5vPOO2/lypV+1xnVDVv5+flVVVXXXnvtjTfeuM3cxo0br7zyypdfftnpAiE0fbpjbcqpTYsCQIIaGBjo6OiQhKm8vFy9WzpS/FbR/fTpjpO5nNyDBQCJS/Kknp6e6667Tu3Dq6urzc5gqbNfaWlpxqkv23+rODw8/E//9E/XXnvtzp07u7u7e3t7eel1dPTpjrUppzYtCgDJRJKktrY267cfSvYjE4yMjJj9VjHSlXq9XkmhZGkyuyxQPZMiKI/Hk5ubW1xcXF5efv3111dUVEgS9i//8i/cs29Gn+5Ym3Jq06IAoLnA3youXrx41qxZZ5xxxj333GN2Gmzz5s2SG33ta1+TGdPT0wMTqdNOO00GMjMzJZ2SaXJycqyvVzp1z7462XbNNdfU19e78GSbPt2xNuXUpkUBAErQ3yqGSVKoiooKSdQ6OzslYzs5ecmyvb1d0hffVYyMjAwMDEgeI//aunWrmnfFihVm9+xfcMEFCxculGROZunv75/6ia7oTrZVVVVddNFFhYWF//zP/zyVGEJmjbJwqUDjOWcyvT7dcTKX0++75XQ4AAAHSKfe1NR0+umnFxQUmJ2+kuxE9RRXXHGFevxpdOuSeY0XL4Z/z77kPRJbaWmp5D133nmnJHYWN5yJW2+9VZYpk5mdbFu8eLEMzJw5U7Io20+2yX8HBwelpD/96U8ln5N8UWY0C1WCSZl8TJoKOysrS5/uWJtyatOiAIAodHV1NTc3x+4XiOqe/UsuuWT69OmrV68uLi6WrEvlH1MUeLJNciApjsXJtt27d2dkZKSmplqcbJOET5b89a9/XdI+Sb+KiookEQycOAoxqmG30aac2rQoACCBqBNCkntJetTa2ippjcpCNm/eHPScUH19vXq347p166Zysk1mNDKwSB+QIZmWZGBf/OIXs7Ozly5dKiGZncHauHGjpJJ33HGHDMtftXD7Ks/VtCmnNi0KAEhckvfs37//0KFDFtP09fVJKhbrk21r1qxJmbyfTNYl6Vd3d7ckglE8td+PPt1xMpdTz3OSAADYYmBgwPZl6tMda1NObVoUAADX0qc71qac2rQoAACupU937PZyTkxM1NXVeTyeuXPn1tfXy8fw5+USIQAArqJPd+z2cjY3N69evfqNSTKwb9++6JajT4sCAOBa+nTHbi/n2rVrDxw4oIZloLCwMLrl6NOiAAC4lj7dsdvLmZWVZTzF//jx4x6PJ7rl6NOiAAC4lj7dsdvLmZqaeuLECTUsA2lpaRYTR/E8WQAAEE9xSR+c5/Zy2nUGK9bi9o2Jz4pYi2tXlExriduKWItrV8RaXLsifdKg2HF7Ddp1D1assWlpvpa4rSiZ1hK3FbEW166Itbh2RSRYU+f2Gty7d6/Zrwhd1fxsWpqvJW4rSqa1xG1FrMW1K2Itrl2Rq3rYBOX2GpyYmNiyZYtn0tatW32fg+Wq5mfT0nwtcVtRMq0lbitiLa5dEWtx7Ypc1cMmKGowwfCldy2axrVoGteiaVyLppk6ajDB8KV3LZrGtWga16JpXIummTpqMMHwpXctmsa1aBrXomlci6aZOmowwfCldy2axrVoGteiaVyLppk6ajDB8KV3LZrGtWga16JpXIummTpqEAAAwGYkWAAAADYjwQIAALAZCRYAAIDNSLAAAABsRoIFAABgMxIsAAAAm5FgOenZZ59dt25dRkbGokWLbrrppvfee0+Nf+aZZy666KKZM2fK+BtuuOHYsWOB805MTNTV1Xk8nrlz59bX1xuvwTYbj4hMpXppmpiyqMaU/xPpvDSNLcyq0WxHF868NI0tzKqRviamSLCctH79+gMHDoyNjb377rubNm26/PLL1fiLL774qaeeGh0d/fDDD7dv3y77psB5m5ubV69e/cYkGdi3b5/1eERkKtVL08RUyGq0SLBompgyq0azHV0489I0tjCrRvqamCLBcgv5fs+ZMydwvOyVZs+ebXw0Oo+1a9fKPksNy0BhYaH1eEQkiuqlaeIjZDUGJlg0TXyEU41+OzqaJj7CqUb6GtuRYLlFR0dHcXGx38iPPvpo586dvgd8xpc+KytrZGREDR8/ftzj8ViPR0SiqF6aJj5CVqNFgkXTxFQ41ei3o6Np4iNkNdLXxAIJliu89NJLS5cuffXVV31HqrtJFixYMDAwEDhLamrqiRMn1LAMpKWlWY9HRKZSvTRNTIWsRotLhDRNTIWsxqA7Out5aRpbWFcjfU2MkGA5r7u7e8mSJYcPHw781wcffHDvvfdeeOGFgf/iqCKmplK9NE1MRXEGK+S8NI0trKvRYkdnMS9NY4uQ1UhfEwskWA5ra2s7/fTTX3zxRbMJ5Hsf9N4srovH1FSql6aJqSjuwQo5L01jC4tqDLmjo2liKpxqpK+xHQmWk3bv3i2HdP39/X7jr7vuuqNHj544ceLtt9/evHlz0Ovie/fuDfoLDrPxiEgU1UvTxEfIarS4B4umiSmzajTb0Z2kaeLFrBrpa2KKBMtJKQHGxsZk/BNPPLFq1aoZM2YsXrx406ZN77//vu8samBiYmLLli2eSVu3bvV9NknQ8YhIFNVL08SHdRP48h1vPS9NYwuzajTb0Z2kaeLFrBrpa2KKBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwgCDMXk8b6XtPw3nNrcXsZndtB7KYZmRkZPHixdazAwDsxT4XCMLs9bSRvvc0nNfcWsweaVYUdPpbb731gQceIMECgHhinwuE4Pt62qk8c8/sfd4Ws089wTp69OiyZcu8Xi8JFgDEE/tcIATf19NO5a0RQd/nbT27ZEXz58+fPXt2Xl7eD3/4w08++cQ61MAs6rLLLnv00UeD/gsAEDvscwErfq+njfq9pxavuQ05+8cff3zkyJHCwsKamhrraP2yqOeee+6CCy5Qd3SRYAFAPLHPBUwFvp42ujNYgcvxuyc9nBNgb731lu+ZraC3tPuNWbly5aFDh4L+CwAQU+xzgeCCvp42inuwQr7m1np2w9DQ0MKFC61j9suiAl9RYj07AMAu7HCBIMxeTxvpe08tXnMbzmIrKyv7+vr+8pe/HD16tKSk5Pbbb7dejkUKRXYFAPHEPhcIwuz1tJG+99TiNbe+rF/FOnPmzGXLlt11111erzfMgINOMMU6AQCEj30uAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbEaCBQAAYDMSLAAAAJuRYAEAANiMBAsAAMBmJFgAAAA2I8ECAACwGQkWAACAzUiwAAAAbPb/ANR0Gf8OiNlZAAAAAElFTkSuQmCC)
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