Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit299-05-20020605_172900_20020605_221300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/05 |
Start Time | | 2002/06/05 17:29 |
End Time | | 2002/06/05 22:11 |
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 | | -29.97 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.40 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 163.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit299-05-20020605_172900_20020605_221300-constBx0 |
Minimum Dst Value | | -22 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMzoxNDoxOCBFU1QgMjAxOPPJbykAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyOTktMDUtMjAwMjA2MDVfMTcyOTAwXzIwMDIwNjA1XzIyMTMwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDYtMDVUMTc6Mjk6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA2LTA1VDIyOjExOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4zMjc0OTA0OTk1LCAibWF4IjoxLjI5MzcxOTUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX0MSRJkAAAABGdBTUEAAK/INwWK6QAAN7hJREFUeJzt3XFYHPWdP3ACJNlAJAtZDUkgIYZcUUmkHPEhBhWVIFGi6FGPGEgxpg1nY0o9QoghMdao3D2Jh3mo0AtUfB5sMOFRziLmuYcrd0+8UA8v5EoVIypJ0SMGK5ptuzar8Psc39/NbWd3htlldmd2P+/XH3mGyezM9zufme/ns7Ozs2ETAAAAAKCrMKMbAAAAABBqUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6Cw0C6ywsNDsFwCAX/lj8Dx16tSKFSumXLM/No1cAAYKzYNP6aTCyQYAoMIfg2RWVtYrr7xiyKYx5usIO9Nbobm/vH2r9MYbb9x2220Wi2XhwoUPPfTQZ599JuaPjY1t3rw5Li7OZrM9/vjj0vJK82XGx8crKyutVmtsbGxVVRX9KW3dldLLlVqltFql+d6uh5w5cyY3Nzc6OnrRokVNTU26dEficUnZSmJiYtQbrxQCb3cOnz2v1Bil+UqRev3112+++ebZs2fT8t/97ncvXLig4573B6UjbcaMGQsWLCgqKhoeHlZ5uQ/tHxkZefjhh5OSkmbOnEmvysvLo53msTGymTRx7bXXum6Cpq+55hrXBaT/GhgYuO++++gUmDVrVkZGxvHjx8X8L774gtq5YsWKOXPm0Nbvueeerq6uKdvs3hifF3BHp/NXX301/U37wN81gUqsSX9///r16+dOoolf//rXrg3zeP56FT6PZ6iWIzaQpRLnsiw0e+7tGLFu3brOzk673f7pp59u27btrrvuEvNLS0tp/L0w6f777//Zz36mPl+moaEhPT39o0k0ceTIEY3NU2+V0mqV5nu7nrNnzyYmJra0tHz++efnz5/fuHGjLt2RUXnVs88+W1FRod54pRB4u3M8Csk9r9QYpfkS2VZuvfXWV155hQrcS5cuPfHEE1Sc6bjn/cG9wBIT33zzzSeffPK3f/u3WVlZKi/3tv0ff/zx0qVLabXvvvvuH//4RypYf/GLX9xxxx0eGyObSRNUKr322mvSf7366qs0x73Aev/996k6PHjwIB0nVLv86le/+qu/+ivxX7St733ve7TAn/70p4sXL7788su33HKLeps9NsbnBXx+SdAVWOqxHhwcvPLKKw8dOjQyiYY1+pNmqjfMh/DJVqXliEWBFRhB1nMaSn74wx8umEQT0rsiCiEdvgkJCfSuVPz5d3/3d1dddRW9vfvBD35AR6q02MSfv3Vw3wSljejoaDE9f/58yjpimhK5NBArzZdZs2YNpS4xTRNr1651bYZXXFultFql+d6uh/J6XV2dX7uj8ioK1rJly2jkUm+8Ugims3M8Cr09L2vMlPNVtkJlWVRUlHojNe55p9O5d+/eJUuW0DtvqhvETJXzvb6+nnKbxWLJzMzs7+8X8+m9/re//W2aSf8l8or7yS7rzhdffDFnzhyaKCsrc32n1NTURHPU2+9xz2zZsmX37t1Ke2zKAuvYsWOum6DeHT9+3L3xDzzwwIEDBzxugrpDnVJqgOtGVQbJCYWdrz54evsS93HbY1iVDgNX9OaESkzqS0xMzL333js6OqqlO+obpQOAVkjL047yIdabNm2Sfb6xb9++4uJiWcNkNIbPlWxVU55xHk8K10BMuTPpzcmTTz6ZlJQUGxv74IMP/v73vxfz3c9i921pSeI33XTT0aNHpQbTu4iFCxd6u1vMIMgKLApeTk7O8CR6J03Hq5hPsbnnnnvo/aj0Jy328SSa2L9/vzRfNuGuvb09OztbTFMWp/cQYprSOR006vNl6OiUDk1aXlqMtm6z2SgzpaamPvfcc19//fWUHXdtldJqleZ7ux467mk/0wFNJ9jmzZvHxsZ0786EcggoL9IZO+VOUArBdHbOlBsNjT0va8yU85UiRaPqM888I13xmuaep3KBNv3BBx98/vnn5eXlYqbK+V5QUDA0NERteOKJJ6QUQruura2NhmwakR966CGP7XdNEiMjI7t27RJXCKjCuPnmm19++WWabm1tpenLly+rt9/jnqE2UH7y2Eell7iOS9SqFStW/Pu//zv92d3dTdM0x33gokPlww8/9LiJ9evX33///W+++eYf//hHpWZMaBgkVXa+0jq9fYn7uO0xrEqrdbVq1apf/vKX1GVKw9u3b9+6dav27njcaHV1Ne3JTybl5ub6EGuKER3PrnPoz/j4ePV9ojF8rmSr0nLGuZ8UroGYcmceOnTo9ttv/+ijj+hspZLx0UcfFfM9nsWybWlJ4idOnLjmmmvoyBf/RedyTU2Nxr1hKkFWYF199dXvvPOOmKa3GsuXLxfTFJtz585Ji9Gf0mK/+c1vXBeTTcicPn162bJl0jlTUlJC70I+nURvGSMjI9Xny4SHh4sxmtBERESE6/9SGujt7aXzWToQlchapbRa9c1pXw9N0DkjeldUVFRaWqpvdwSPIaAz6i/+4i/efffdKXeCUgh83jkeheSelzVmyvlKNQG56qqrpI88prnnk5OTpYsHEpXznWojMf2HP/xBXIIiiYmJhw8f/u1vf6vS/rA/R2/BaYgQ/3XhwgXaA1VVVfSvdG+Zt0cOHYquqVH9+plsppj46U9/evfdd09Mflr0j//4j+4LiK04HA6PDfjyyy8ph11//fUWi4V2YEVFhce3/lMOkio7X6nv3r7Efdz2GFal1SqhPZCQkKC9O0obHRgYENP0Qo9dUI81HSqyGNHC0kgV5kZqvJbwuZK1TcsR635SuAbClcedmZKS8t5774lpOlOWLl0qpj2exbJtaUziq1evfumllyYmPw2nBlBoPDbP5IKswKJjTjpkaYL+FNMUG9db+ehPpcVkE67o/eKSJUveeustac7vfvc7St40BNN7kaeeekp686E0X3aqaHknQW+1XS9IuL5cqVW+XSrwaj2uF4dsNptv3VHnMQStra0bNmxwn689NDpewQrJPe/eGPX5E8rZkUbexx9//KabbpqyU0qX31yPdtdTW6Jyvnts4X/+538WFBTMnz9/xYoV0qckSguL9uzZs0e6jWxi8kMcWkD6jFKl/UroUFQpUmfOnCn7hIv6RRnRdTFaYOHChT//+c/pX+lTNtl6VK5gSWhIpMrpu9/9rvt9dRMaBkmNO9+Vty9xH7dl/6u+Wlf0HoPiSAOCOKikqsLb7rguL0WKlvfYBfVY09sPH65gSdzD5zFBuK/KtytYroGYcmdSGepaGkoHsMezWLYtjUm8vb39W9/61tdff71x40Z61+TehaAQZAWWxndIrm/OaMJ9MfFJsytK7YsWLXr77beVNv2Tn/yEMrr2+RPa7j4ZHh6msVJpox5b5cPNLl6tJysry/X2JinNT787rjyOL2lpaW+++aZspleh0eserJDc80p7Un0Pq2QCqrF0uUGNUEnk1RUslRbSMN3R0SFlMtnJLlv40qVL0kWLM2fO0HvlV155ZfHixdKVOW+PHMqIVVVVspnSRq+55ppf/epXrv/V09OTlJQkW+yZZ56JjIyUPhZxL7DogH/66afVWyKMjY1dccUV7vOnHCSVdr774Cnx4QqWlj+1XMGimS+++CK976KUTP+67zFvjyUtV7DUY02Vgfs9WJs2bfK4XSVK4fO4RUHLEat+Uky5M6n0GRoacl+tx7NYti2NgaCzeOXKlTt37qSzQ7pBMOgEWYFFbzelj2+pxK6urhbz3U+S3NxccXsBTbjfCnDllVe6fg516NAhevsunU4SOhloQ3SIHz16NDExUbooqjRfpr6+3uO3OYqKiujAooOG2kDdeeSRRzy+XKlVSqtVmu/tepqamqRP36ip0h1R0+yOjPv48vrrr994440ad4JSCLzdOR6F5J5XaozSfIksUiUlJbS5y5cv//a3v92+fbv09nqae/6pp57Kzs7+8MMPXe/e0H6+SzuExm7aIVRgUckoZspOdtfXfvbZZ3v37s3MzJyYvKWMBvR/+7d/o+nXXnvt29/+tvj0R6X9HnPkuXPnaNPSN8uoO7/4xS+kJenNAG3lX//1X7+c1N3dnZqa+vd///cqK5zwVGC9//77VEE+++yztGe++uqrt956S/oW4S233PLyyy9TgU4xojZv27Zt/fr1HtepPkgq7XzZ/nSlMV5KO1DpT6XVuqK98eqrr9KuoEOIdoX7HvP2WKLlpXuw7rjjDh9iTYMSvUeiGEnfIqQ/pSteSvtEY/hU9puWM07lpJjQsDNra2tpZ9Ia6Fz79a9//dd//ddivsezWLYt7QcJvfGjmY2NjSqdNblgauvE5BVFyiLiCwg0IV1pdD9JxBdkYmNj/+Zv/sb1ewpigpKK1Wp1PW5k7Hb7xGTCo/MnKipq3bp1p0+fltavNF+GanAqwK2Tdu3aJV3/PHbs2KpVq2bPnk3FOx1tSvdSKLVKabVK871dz8TkOy0aC2jvUTaVbrWeZneU+iXNz8rKam9v17gTlELg7c7hs+eVGqM0XylSYqOzZs2iupZGf3qDq8uep3Ty2GOPJSQkUN8pFYmZ2s93MUHVNr23tlgsVB798pe/FDNVTva4uLi7775bfI6zefNmccOTQG0QBa5K+8MUxvrz589v2bKFjs/IyMj58+ffe++9p06dkvbGCy+8kJGRMW8STbz44otTrjDMLcMRSlq0ZmoVxWL16tXSc7D+5V/+hebTbqT9sGzZsh/84AdSjGTrVB8klXa+bH+60hgvpf4q/am0Wlf09oxCP3PmTHq3cPjwYfc95u2xRAt8//vfp51Du+jHP/4xrdljF1RiTf7rv/4rLy8vehJVaWfOnHHdkMfzS2P4PK5EzNRyxrmfFF7tzG+++Ybmp6Sk0OBDbxikcdvjWSzblvaDhA7pFStWOJ1OWZeV9oYJBVNbAQBAF8GVqIxFdRLVOka3wmBff/210te5/GTDhg0///nPA7lF3eEcAwBgBwXWlMrLy0dGRs6dO3f77bf/6Ec/Mro5Buvt7ZW+Lehv33zzzU9/+tOVK1dKT2oIUjjHwC/cL4CbcEAPikZ6KyQ7BbrDUTGl2trahISEq6666nvf+16QPiZAR3Pnzn3++ecDsy06OJOSkqikC8zm/AfnGAAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6AwFFgAAAIDOUGABAAAA6IxLgeXxu+sAAAAQYEZXBAHCpp9sIgoAAGBafNIxm36yiSgAAIBp8UnHbPrJJqIAAACmxScds+knm4gCAACYFp90zKafbCIKAABgWnzSMZt+sokoAACAafFJx2z6ySaiAAAApsUnHbPpJ5uIAgAEkf/4j/8oKSmhf41uCAQIn3TMpp9sIgoAEBT6+vqKiopmzJhB43N4eHhZWdng4KDRjQK/45OO2fSTTUQBAEyuo6MjOztbPNRbFFiSgoKCkydPGt1A8CM+6ZhNP9lEFADAnBwOR3Nzc2pqqqilrFZrRUXFO++8QzNPnTpVVlZmsVjEf2VmZra3tzudTqObDPrjk47Z9JNNRAEAzGZsbKympiY+Pl7UTwkJCbW1tTRTttjIyMj+/fttNptYLDk5ua6ujsoymu++MAQpPumYTT/ZRBQAwCTsdntGRkZcXFxUVJSomdLS0lpaWtQvTVFFRXUVVVfiJfPmzQsPD6c1DA0NBarh4Ed80jGbfrKJKACASRw+fFi6uSovL6+rq0v7a6kIa29vz8zMlNYQHR1dUFBQW1vb19fnvzaDv/FJx2z6ySaiAABm0NHRMXfuXFEYvfrqqz6v54033khNTZ0/f77rvfBWqxXFVpDik45N1E/pzFFagE6z2267zWKxLFy48KGHHvrss8+8WrkebQQAgKnV1NRERkbSwFtcXOxwOHRZ58jISGtra1lZWUpKiqzYuuOOO0pKSl544YXu7u6BgYHR0VFdtgj+wCcdm66fKrt+3bp1nZ2ddrv9008/3bZt21133aXLagEAQC9Op7O0tFSUPgcOHPDTVpSKLVdJSUkZGRl5eXnUHiq/qA5bvXo1VWB9fX24nctAfNKx6fqpcddfunQpOjpa99UCAIDPqO7Jysqi8Xbu3Lnt7e0B2+gVV1xBG12yZEl2dnZycjLVUkpVl+zSFxVh9JKCggIqwqjlq1atOnXqVGCazRafdGy6fmrc9XTq0lmh+2oBAMA3/f39VK+ETT6FIcC3RtHm6urqXD8ZdDqdQ0NDPT09HR0dzc3NVD/NmzdPlFOpqanUQqWqKzIyEs+U9ys+6dh0/dSy60+fPr1s2bKzZ8+6v1aFf9oLAAD/d0t7ZmbmyMiI0c3RhAoyKqS6u7vb2trq6+vj4uIiIiKklIFnyvsJn3Rsun5OuevpZFiyZMlbb72l72oBAMA3/rilPfCcTufY2BiVXHimvP/09PTwScem66f6rm9tbV20aNHbb7+t72oBAMAHgbmlPfCUnilvkvLxhRdeyM3N/Yd/+AfTfmuSdmB/fz81b8eOHTfccAPVrLQ/i4qKWH2gZLp+uu96ac6hQ4eWLFlCB5MuqwUAgOk4ceKEeDxVIG9pDyTZM+Wjo6MjIyM3b95sbKsaGxs93gbj+q3JRx99dMOGDcePH/drS2j/7N27l3ZIVVUVbTQnJyctLU3l/jZud+yYqJ9KAZCm3YNkt9u1r1z/FgMAcOV0OqULPN3d3UY3x49kz5SfMWNGfX29IR8ajo6OFhYWShnw+uuvn/JbkytXrjxw4ICO9+xTx3t6empqaqiSkz5IdUfHRkpKCjVPlOBZWVn79+/ft2/fnXfeyScds+knm4gCAAQApW2RSv/yL//S6LYEyDPPPCOeB0EyMjICfAt8W1ubqGipnDpy5Ijse5qyb02KcpBqQaniSUtL87nSci2qxFcZZLZt20YbPXHiRG9vr+wZY/Ra2edOfNIxm36yiSgAgL9RbRE56dixY0a3JdBaW1ulT8GKi4uHh4f9vUXXC1f5+flatiiuun3wwQf0LzXStSqastKSbp+qqqq67rrrqICWFVW0hvLyclrz2NgYLUa1l1fd4ZOO2fSTTUQBAPyK0qqoMCgBG90WYzgcjurqavEBGRUfVK/47+Z31wtXzc3Nvq2EmudeaS1fvnzDhg2VlZVabp9yLaqm2SM+6ZhNP9lEFADArwoKCsRdNcwfXjA0NCRdWEpOTtb9Nn8fLlxNSaq0oqKilGop6fYpcXf/TTfdNP2iyhWfdMymn2wiCgDgP3V1deJqCn7OT+jq6kpNTRWlSU5Ojm/fc5eh0uro0aPTv3Cl4u233xZtvueee5RunyL++ACUTzpm0082EQUA8JO+vj7xuVhIPpTBZ06nk+pO8VW+8PDwa6+91v2HRrRramqSHiiv14Urj3p6etra2gJ/GZJPOmbTTzYRBQDwB7vdnpKSQmNpWVmZ0W0xo9HR0dtvv10URjNnzvThBw2pfi0qKqISTawkVG9x45OO2fSTTUQBAPxBPLE9LS3NJE8zNyGqqKxWK1VX0v1MGn/QsKOjIzs7W7wkMjJy+fLlO3bsCECDDcEnHbPpJ5uIAgDorrW1VXxjrr+/3+i2mJr4OR2NP2hISzY3N0u3cFFxVlFRESw/le0zPumYTT/ZRBQAQF9ULoiv9zc2NhrdlmCi9IOG4lela2pq4uPjxX8lJCTU1tbq+2U90+KTjtn0k01EAQB0RNVARkYGDaFFRUVGtyUoyX7Q0GKxzJgxY9asWdLzpVpaWlg98IJPOmbTTzYRBQDQUXl5edjkDwlr/+1XcCf7QUOSl5fX1dVldLsMwCcds+knm4gCAOiCaoKWlhZx23Vvb6/RzQkRFRUVixcvPnjwoNENMQyfdMymn2wiCgAwfVRdJSUliWstnKsB0B2fdMymn2wiCgAwfUNDQ6K6WrRokdFtgZDCJx2Hcj9lv69kdHMAAIJGc3MzDZuzZ88+deqU0W2BkMInHbPpJ5uIAgBM0/DwsPjhl7a2NqPbAqGGTzpm0082EQUAmKb8/HwaMwsLC41uCIQgPumYTT/ZRBQAYDrEh4M2m210dNTotkAI4pOO2fSTTUQBAHyGDwfB3/ikYzb9ZBNRAACf4cNB8Dc+6ZhNP9lEFADAN/hwEAKATzpm0082EQUA8AE+HITA4JOO2fSTTUQBAHyADwchMPikYzb9ZBNRAABv4cNBCBg+6ZhNP9lEFADAK/hwEAKJTzpm0082EQUA8Ao+HIRA4pOO2fSTTUQBALTDh4MQYHzSMZt+sokoAIBG+HAQAo9POmbTTzYRBQDQCB8OQuDxScds+skmogAAWuDDQTAEn3Rson6G/S+lBcbHxysrK61Wa2xsbFVVFf3p1cr1aCMAQCj4p3/6p/DwcBoYjx49anRbgBc+6dh0/VTZ9Q0NDenp6R9NookjR47osloAAG5WrVol3tCePHnS6LYAL3zSsen6qbLr16xZ09nZKaZpYu3atbqsFgCAFYfDERUVRaPiHXfc4XQ6jW4O8MInHZuunyq7PiYmRrpX4OLFi1arVZfVAgCwIu6+yszMNLohwBGfdGy6fqrs+vDw8MuXL4tpmoiIiHB/rQo/NhoAIHhkZ2fTkNjY2Gh0Q4AjPunYdP3EFSwAAP8ZGhqi8dBisdjtdqPbAhzxScem6yfuwQIA8J/9+/fTeFhcXGx0Q4ApPunYdP103/XSnPr6enyLEABgOhISEmg87O7uNrohwBSfdGyifirdMiVNj4+P79y50zpp165deA4WAIBXurq6aDBMSkoyuiHAF590zKafbCIKAKCkuLiYBsP9+/cb3RDgi086ZtNPNhEFAPBobGzMYrHQYDg8PGx0W4AvPumYTT/ZRBQAwKOGhgYaCXNycoxuCLDGJx2z6SebiAIAeJSZmUkjYUtLi9ENAdb4pGM2/WQTUQAAdwMDAzQMWq1Wh8NhdFuANT7pmE0/2UQUAMBdRUUFDYNlZWVGNwS445OO2fSTTUQBAGScTmd8fDwNgz09PUa3Bbjjk47Z9JNNRAEAZDo6OmgMTElJMbohAIzSMZt+sokoAIBMYWEhjYEHDx40uiEAjNIxm36yiSgAgKvR0dHISSMjI0a3BYBROmbTTzYRBQBwVVtbSwNgfn6+0Q0B+B980jGbfrKJKACAq7S0NBoA29rajG4IwP/gk47Z9JNNRAEAJL29vTT62Ww2p9NpdFsA/gefdMymn2wiCgAg2b59O41+5eXlRjcE4P/jk47Z9JNNRAEABIfDYbPZaPTr6+szui0A/x+fdBzK/Qz7c0Y3BwAgoNra2mjoy8jIMLohAP+HTzpm0082EQUAEPLy8mjoq6urM7ohAP+HTzpm0082EQUAIMPDw5GRkRaLZXR01Oi2APwfPumYTT/ZRBQAgNTU1NC4V1hYaHRDAP4Mn3TMpp9sIgoAQFasWEHj3okTJ4xuCMCf4ZOO2fSTTUQBAHJzc2nQi4mJweOvwGz4pGM2/WQTUQCAmTNn0qAXHx9vdEMA5PikYzb9ZBNRAIC4uDga9A4fPmx0QwDk+KRjNv1kE1EAYE78PE5CQoLRDQHwgE86ZtNPNhEFAOaqq6tpxCsrKzO6IQAe8EnH+vfT4XDQ6b18+XKLxUL/7tu376uvvtJ9K97iE1EAYC4tLY1GvK6uLqMbAuABn3Ssfz8feeSR2267rb+/nyot+vfWW2/94Q9/qPtWvMUnogDA2fDwMA13c+fOpRHY6LYAeMAnHevfzwULFtAZLv1J0zRH9614i09EAYCzuro6Gu6KioqMbgiAZ3zSMQosAIDQkZOTQ8NdS0uL0Q0B8IxPOvbLR4R0hr/zzjsOh4P+pWl8RAgAEAB2uz1yEn5/EEyLTzr2y03ue/bsufrqqy0WC/27d+9e3OQOABAAra2tNNZlZ2cb3RAARXzSMZt+sokoALBVXFxMY11tba3RDQFQxCcdm6Wf4+PjlZWVVqs1Nja2qqqK/nRf5sMPP8zPz7dOogn6U/v6+UQUAHhyOp00NtJYNzg4aHRbABTxScf697O/v3/t2rVz5swJczHlqxoaGtLT0z+aRBNHjhxxX2bNmjV79uwZm7R79276U3ur+EQUAHjq6uqigS4lJcXohgCo4ZOO9e9nZmbmE0888Yc//MGrV1G11NnZKaZpgko092WioqIuXbokpr/88kv6U/v6+UQUAHgqLy+nga66utrohgCo4ZOO9e+nxWL5/e9/7+2rYmJipK+9XLx40Wq1ui9TWFi4b9++L774YmxsjAYR+lP7+vlEFAB4Sk5OpoHu5MmTRjcEQA2fdKx/P5cuXTo0NOTtq8LDwy9fviymaSIiIsJ9mY8//phWLj5zpIlPPvlEtkCYKu+7AgAQHPr7+2mUi4+PN7ohAFPgk4717+fzzz9fUFAwMjLi1au0XMHKycnZvXu3dA8W/al9/XwiCgAMHThwgEa5rVu3Gt0QgCnwScf69FP90pGWvanlHqw5c+bgHiwAAHeZmZk0yrW3txvdEIAp8EnHZulnfX290rcIpWBQEVZdXS2uYD322GMeizAlfCIKANyMjIzQEGexWPADz2B+fNKx/v2cMWOGD68aHx/fuXOneMbVrl27XJ+DJQXj/fffz8vLmzdp/fr1H3zwgfb184koAHDT2NhIQ1xBQYHRDQGYGp90rH8/Fy9e/N///d+6r3aa+EQUALjJz8+nIY7KLKMbAjA1PulY/34+++yz991337lz5zw+jd0ofCIKAKzY7XaLxUJDnLdfLQIwBJ90rH8/zfmIBDO0AQBAd+3t7TS+ZWVlGd0QAE34pGM2/WQTUQBgZevWrTS+HThwwOiGAGjCJx2z6SebiAIAKzabjca3gYEBoxsCoAmfdMymn2wiCgB8nDx5kga35ORkoxsCoBWfdMymn2wiCgB8VFVV0eBWXl5udEMAtOKTjtn0k01EAYAP8QPP3d3dRjcEQCs+6ZhNP9lEFACYGBwcpJHNZrM5nU6j2wKgFZ90zKafbCIKAEwcPHiQRrbi4mKjGwLgBT7pmE0/2UQUAJjIysqika21tdXohgB4gU86ZtNPNhEFAA5GR0cjIyMtFovdbje6LQBe4JOO2fSTTUQBgIPm5mYa1nJycoxuCIB3+KRjNv1kE1EA4KCwsJCGtYaGBqMbAuAdPumYTT/ZRBQAQp7D4Zg7dy4Na8PDw0a3BcA7fNJxKPfTbD84DQAwfSMjIytXrqQx7brrrjO6LQBe45OO2fSTTUQBIIQ5HI57771XvGnMz883ujkAXuOTjtn0k01EASBUdXR0iEe3k5iYmPfee8/oFgF4jU86ZtNPNhEFgNAzMDCQl5cnSquUlJSuri6jWwTgIz7pmE0/2UQUAELJ2NhYRUVFZGQkDWJWq7W2thY/jANBjU86ZtNPNhEFgJDR2NgYHx9PwxcVWFu3bh0dHTW6RQDTxScds+knm4gCQAjo6enJyMgQnwlmZWX19vYa3SIAffBJx2z6ySaiABDUmpqarrrqKlFaJSQktLS0GN0iAD3xScds+skmogAQpPr6+oqKimbMmCGqq+rqavzOIIQePumYTT/ZRBQAgk5HR0d2draoq8In3XfffUY3CsAv+KRjNv1kE1EACBYOh6O5uTk1NVWUVlartaKiYmRkBBeuIITxScds+skmogBgfmNjYzU1NeIbguJeq9raWpppdLsA/I5POmbTTzYRBQDTcjgcGRkZ0dHRc+bMEaVVWlpaS0sLHm0FfPBJx2z6ySaiAGBaL730kvTz83l5eXggOzDEJx2z6SebiAKAOXV0dMydO5fGIvr3+PHjRjcHwBh80jGbfrKJKACYUE1Njfi5m+LiYofDYXRzAAzDJx2bpZ/j4+OVlZVWqzU2Nraqqor+9LjYmTNncnNzo6OjFy1a1NTUpH39fCIKAKbidDpLS0vFx4IHDhwwujkABuOTjs3Sz4aGhvT09I8m0cSRI0fclzl79mxiYmJLS8vnn39+/vz5jRs3al8/n4gCgHmMjIxkZWWJjwXb29uNbg6A8fikY7P0c82aNZ2dnWKaJtauXeu+DFVUdXV1vq2fT0QBwCT6+/uTkpLEUxj6+vqMbg6AKfBJx2bpZ0xMjPRD8RcvXrRare7LLFiwYO/evQsXLoyLi9u8ebNXz4zhE1EAMAPplvbMzMyRkRGjmwNgFnzSsVn6GR4efvnyZTFNExEREe7L0Mzi4uJPJxUVFZWWlsoWCFPl9z4AAEzCLe0ASvikY7P0U8sVLFqG/ktMU41ls9m0r59PRAHAKE6n8/XXX//Od76DW9oBlPBJx2bpp5Z7sLKysqiuEtMXLlxAgQUAplJeXi5Kq+joaNzSDuARn3Rsln7W19crfYtQCkZTU9OmTZukjwgffPBB7evnE1EAMEpiYqIosPCIdgAlfNKxWfo5Pj6+c+dO66Rdu3a5PgfLNRj79u2z2WyxsbElJSW4yR0AzKOurk5cuzp27JjRbQEwLz7pmE0/2UQUAAJvYGBAfGewra3N6LYAmBqfdMymn2wiCgAB5nQ6MzMzaZBx/2ozAMjwScds+skmogAQYAcOHBBPE/XqvgUAnvikYzb9ZBNRAAikvr4+8cir7u5uo9sCEAT4pGM2/WQTUQAIGIfDkZqaSsPL9u3bjW4LQHDgk47Z9JNNRAEgYCoqKmhsSUlJwePaATTik47Z9DOEIrplyxaLxfLkk08a3RAA1rq7uyMn9fT0GN0WgKARSulYHZt+Bn9ER0dHa2trMzIyxJMMaVjHo6IBjGK325OSkuhM3L9/v9FtAQgmIZCONWLTz6CNqMPhaG1tzc/PFzfSkjlz5lgsFjFdWFg4PDxsdBsB2Nm6dSudgGlpaU6n0+i2AAST4E3H3mLTzyCMaHd3Nw3i4umF4pJVQUFBW1sblVw0ptfV1Yn/slqtDQ0NRjcWgJGOjg469eh9zsDAgNFtAQgywZiOfcOmn0ESUaqcampqcnJyFi9eHPa/MjMzqZwaHR2VLTw8PJyfny+WycrKwlgPEAB0JsbHx9NJd/DgQaPbAhB8giUdTx+bfgZJRH/84x9LdVVSUlJ1dfXg4KD6S9ra2sRwT++n9+/fjw8sAPyqsLCQTrfs7GyjGwIQlIIlHU8fm36aPqJUGFF5FBERIaqrw4cPa3/t2NiYuCNEfGO8p6dnZGQE3xsH0F1LSwudZXPnzh0aGjK6LQBByfzpWC9s+hkWtmXLlhdffLG7u3tgYMD94zZjUT2Uk5MjbrQqLy//zW9+48NKqGtUXYkyKzw8fN68eWbrJkBQ+853vjNjxgw6v5qbm41uC0CwQoEVasI8SUpKysjIyMvLKy0t3bFjR0lJSWdnZ+CLkq6uLvEZH/1L09NZlcPhqK6upupKdPDYsWN6NRKAuba2NnFaXXnllUa3BSCIocAKNeLi0J133pmdnZ2cnGy1Wj2WXAIVOvn5+RUVFa2trf39/f67q0l8LCiev5CTkzMyMqLLaqlKmzdvnugIHoEIME30pkvcdyU+HMT7FoDpQIEVCmRlk+zSFBU3Q0NDVH90dHQ0NzdHRUXRMnFxcdJjESQWiyUtLe3uu+9OSkoqKirSq3muHwvqfnP62NiYWDk1vqWlRcc1A7DS1tZms9nCJp+Hgk8GAaYPBVaomTKifX190qMQBgcH29vbqegpKChITk6W1VtXXHEFza+traWX+NweHT8WVEIVW1lZmWhzdXW1PzYBEMJcL1zl5+fjib4AukCBFWqmE1G73d7T00PFyuzZs+fMmeNabNGbWtdia2RkpLe3V31tfvpYUElDQ4PYFrWTOuLXbQGEDFy4AvATFFihRpeIik/xqCRqbW2lekv6yp4wb9488ZCFO++8c7+CHTt2LF261E8fCyrp6uoS95ylpaXhXTiAOly4AvArFFihxk8RVSq21IWHh3d2dvqjPUoGBgZEC3HbO4ASu93+8ssv48IVgF+hwAo1AYgoFVs/+tGPsrOzq6qqlK5gpaenU0uSk5P93Rh3uO0ddLdly5Yrrrhi69atKo+Xo6olKH5doKOjY+bMmbhwBeBvKLBCjUkiSpmmq6vLqHuhcNs76IIKqdra2oyMDI8XaF0fL7dx40aqWhITE838uwL03oNOB3GrIqG3SUa3CCCUmSQdBwCbfrKJ6JSk296tVusrr7zi121RSXfy5En35CqekdHb29ve3p6bm7thw4Zz5875tSUwfRTH1tbW/Px8qRaxWCxz58698cYbp3y8nC7fvdUdHYfUJPGZIElISCgpKQmK620AwYtPOmbTTzYR1eLo0aNS5qPU2NjY6I+LapSobr75ZtpEYmJiaWkpJeasrKykpCT3J42RWbNmlZWVTfnL1mCI7u7urVu3SoGjAouqpba2NqXSWXq83I4dO5YtWzZ//nzXWMu+e2sUKhalh7DQWYB7EwECg086ZtNPNhHV6NZbb6U0Kd10YrFYioqKKClO/+075deGhobCwkL1x+VTpZWWlpaenh4RESH9tk/Y5OMkTp48qUsfQQUFmkoK9YuLdJCsXr168eLFUnQyMzOlx8V5RenrIHSQ3HTTTXS00OYC9itVVC9Kn29Se2jTgdkuAExwSsds+skmotpRKrXb7c3NzeLmd8Fms5WXl4uneXV1dWnMebQeylKUPmXPZV2yZMn111///e9/n7ZCC1Bio+Q9Njbm+lraBM0ZHBykl1OdJyVyWh4f1viGdvKuXbs2bNjw2GOPKX3fIjU1lfYzFU9TXlwU1XB1dbVe1xdVvnur9CtVNK1+Fxf9r+y48ojWQ+uXttXY2IhjDCDA+KRjNv1kE1HfDA8P19TUiKQrxMXF0b9RUVGUWT1maJp/9dVXz58/Pz09XbopR1yTKCwsbGhooDTvbTMo9dKapXtiqFyrq6sz8/3RZkD7uaOj4+DBg1QqZWRkKBVJ2omLi7SqmTNnzp4926/fOT179qy4jEqlntKvVInDko4KpWLx0UcfpSXpINy6davSMpWVlWvXrpXuPqQ5OK4ADMEnHbPpJ5uITlNfX195ebn4GR/tKG9lZWVR0urp6Zn+JQHKfFRXSRfDKHdSnffcc8/p0sEQ0NXVRTXH6tWrlcqpK6+8csaMGTRx9913KxUcDz/88I033rhlyxaVi4t2uz0AVcjAwID02bT6r1RNH+2W7du3+/vnEwBARRibdMymn2wiqgvKdkePHr355puLi4uVMnR1dXVSUpLNZjt8+LCf7pGnXJuZmSlSY3h4OO6CJ42NjbNmzXItGqgazsvLo7K4oaGBClxRJFG1FAK3solfqXr88cdvuOGGBx54QOlQ3LdvHxWL6enplZWVSsuI9wwrV640uk8A3PFJx2z6ySaioYeKvKioKKmeYHsX/MDAQHZ2tnQlZunSpW+++aaWG49gYrLirK2t9eFjawDQF590zKafbCIaqjjfBU/dPHDggOi7zWZrbW1FXQUAQYpPOjZLP8fHxysrK61Wa2xsbFVVFf2ptOTo6GhiYqK3EeIT0dDG8C74np4e6csHpaWlKK0AIKjxScdm6WdDQ0N6evpHk2jiyJEjSks+/PDDTz/9NAoszmR3wc+bNy8mJmblypVdXV19fX0h8zGQ3W7fvn27+OIbdba7u9voFgEATBefdGyWfq5Zs6azs1NM08TatWs9Lvbuu+8uX76c8isKLJDdBS9jtVqTkpKys7MLCgpKS0tpgiqw1157zehWa0JHeEdHR0JCQtjkNzSrqqpC+yodAPDBJx2bpZ8xMTHSMy0vXrxI2dHjYnfeeedLL7004X2E+ESUoSNHjsyfP1+UU6mpqaIuURIfH19cXNzc3Gza7+rfcsstERER0q1mpvrxPgCAaeKTjs3Sz/Dw8MuXL4tpmqAE477MP//zP99www3i9iyPEVJJq3wiCgLV64ODg93d3W1tbfX19TabjQ4q2Y/iUTVWUVFx4sQJcX3I8NubOjo6cnNzRdsiIyNra2uZ3MUPAHzwScdm6aeWK1grV66Uvp+PK1jgLVE/DQwMUOGSl5fn+ohOi8Ui7ui67rrrqCYL8I1cdOQfPHgwKSlJKq3i4+OPHz8esAYAAAQMn3Rsln5quQdrOhel+EQUNHI4HFRLVVVVSb/76871Rq5NmzZde+2111xzTVdXl15t6O3tLS0tlZ49QduiSitgv3kMABB4fNKxWfpZX1+v9C1CpU8DvVo/n4iCD6imefLJJ6m+yczMDMCNXFTb0WtdC7v8/PyOjg7d+wUAYDZ80rFZ+jk+Pr5z507rpF27drk+BwsFFhjF9UauQ4cOxcXFRUdHy36o0fVGLnLy5En3G6eoDuvv76f1PP/881TD0UrEa202G702ZJ4rAQAwJT7pmE0/2UQU/EoUT0o3csXGxoZNPrOqtLQ0JycnLS1N6UrYt771rebmZjx8AQC44ZOO2fSTTUQhkLTcyCWuVKWkpGRnZ99yyy3056xZs4aHh41uOwCAAfikYzb9ZBNRMMro6OjTTz+dmZn5yCOPNDc3nzhxore31/3jv8HBQdzGDgBs8UnHbPrJJqIAAACmxScds+knm4gCAACYFp90zKafbCIKAABgWnzSMZt+sokoAACAafFJx2z6ySaiAAAApsUnHbPpJ5uIAgAAmBafdMymn2wiCgAAYFp80jGbfgIAAIAJGF0RBAiXfkoCE9pQ2krANoStmHZD2IppN4StmHZD2Aqw22uhdDhiPGK+lYBtCFsx7YawFdNuCFsBdnstlA5HjEfMtxKwDWErpt0QtmLaDWErwG6vhdLhiPGI+VYCtiFsxbQbwlZMuyFsBbDXghgOetNCaEwLoTEthMa0EBrfYK8FMRz0poXQmBZCY1oIjWkhNL7BXgtiOOhNC6ExLYTGtBAa00JofIO9FsRw0JsWQmNaCI1pITSmhdD4BnstiOGgNy2ExrQQGtNCaEwLofEN9hoAAACAzlBgAQAAAOgMBRYAAACAzlBgAQAAAOgMBRYAAACAzlBgAQAAAOgMBRYAAACAzlBgmUjY/3Kd+eGHH+bn51sn0QT96f7C8fHxyspKWiA2Nraqqor+VJ8P3vIYmrGxsc2bN8fFxdlstscff9zjCxEav3rjjTduu+02i8WycOHChx566LPPPhPztexehMavlEIzoXA2uUJo/EopNCohkyA0XkGBZTqycWfNmjV79uwZm7R792760/0lDQ0N6enpH02iiSNHjqjPB9/IQlNaWlpUVHRh0v333/+zn/3M/SUIjV+tW7eus7PTbrd/+umn27Ztu+uuu8R8LbsXofErpdBIVAoshMavlEIzZcgmEBovocAyHdm4ExUVdenSJTH95Zdf0p/uS1LVRSeGmKaJtWvXqs8H38hCM3/+fBqJxDTVWFlZWe5LIjQBQ6dJdHS0mFbZvQhN4LmGRuJeYCE0gecxNO7zERrfoMAyHdm4U1hYuG/fvi+++GJsbKy6upr+dF8yJiZmdHRUTF+8eNFqtarPB9+4F1i0V8U0VVquuxehCbz29vbs7GwxrbJ7EZrAcw2NRKXAQmgCxmNo3OcjNL5BgWU6snHn448/Xrp0qbhlgSY++eQT95eEh4dfvnxZTNNERESE+nzwjSw0JSUlmzZt+nTSAw88EBkZ6f4ShCYwTp8+vWzZsrNnz4o/texehCYwZKGRqHxEiNAEhlJolOZPIDReQoFlOrJxJycnZ/fu3dI9WPSn+0vwriIwZKH53e9+R3VVbGzsggULnnrqqfj4ePeXIDQB0N3dvWTJkrfeekuao2X3IjQB4B4aiUqBhdAEgFJoVEI2gdB4CQWW6cjGnTlz5ijdgyXB5+KBoZISfvKTn1Cx5T4fofG31tbWRYsWvf32264ztexehMbfPIZGonI2ITT+phQa9ZBNIDReQoFlOu7fIqyurhZXsB577DGPt+vW19d7/AaH0nzwjSw0mzZtGh4eprgcPXo0MTHxvffec18SofGrQ4cO0bvtgYEB2XyV3YvQBIZSaCQq92AhNH6lFBqVkCE0vkGBZSJhf07MfP/99/Py8uZNWr9+/QcffOC6vJgYHx/fuXOneFbWrl27XJ9N4nE+eMtjaJqamujdXlRU1Lp1606fPi1bXkwgNH4V5sZut0+o7l6EJjCUQuP+X64vERMIjV8phUY9ZGICofEKCiwAAAAAnaHAAgAAANAZCiwAAAAAnaHAAgAAANAZCiyz8PZna5Xma/nBTpWXkzNnzuTm5kZHRy9atKipqcmrlyvdvgoAAMAKUqBZePuztUrztfxgp8rLz549m5iY2NLS8vnnn58/f37jxo1evRxFFQAAwAQKLHPS8rO1Wh7spvRDniovp4qqrq5uyhYqvRwFFgAAwAQKLHPS8rO1Wn6aQOmHPFVevmDBgr179y5cuDAuLm7z5s1jY2NevZwKLJvNFhUVlZqa+txzz3399dfe9BsAACBEoMAyHY0/Wzvlj2uq/GCnystpori4WPyAcVFRUWlpqVcvF7766qve3t61a9eWl5dr7jcAAEDoQIFlLtp/tlb9Cpb7emQ3nquslv4U01Rj2Ww2r17u6vz58/jJTwAA4AkFlol49bO1KvdgTfmDnSovz8rKorpKTF+4cEEqsDS+3NXw8PCCBQtU2gAAABCqUGCZhbc/W6s0f8rfWFV/eVNT06ZNm6SPCB988EGvXk4v6e/v/9Of/vTuu+/m5OQ88sgjvu0NAACAoIYCyyy8/dlapfkqP9jpSuW3Offt22ez2WJjY0tKSpRucld6+bFjx1atWjV79uzly5fv2bPH4XDouIsAAACCBQosAAAAAJ2hwAIAAADQGQosAAAAAJ2hwAIAAADQGQosAAAAAJ2hwAIAAADQGQosAAAAAJ2hwAIAAADQGQosAAAAAJ2hwAIAAADQGQosAAAAAJ2hwAIAAADQGQosAAAAAJ39P94RA2G2E/ApAAAAAElFTkSuQmCC)
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