Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit250-06-20020209_091500_20020209_140000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/09 |
Start Time | | 2002/02/09 09:15 |
End Time | | 2002/02/09 13:58 |
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 | | 13.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | -7.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 194.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit250-06-20020209_091500_20020209_140000-constBx0 |
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 GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IERlYyAxNiAwMjoyNToyMyBFU1QgMjAxNx39ElAAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNTAtMDYtMjAwMjAyMDlfMDkxNTAwXzIwMDIwMjA5XzE0MDAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDItMDlUMDk6MTU6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTAyLTA5VDEzOjU4OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4xNDMyMzU5OTk1LCAibWF4IjoxLjg5NDA4NDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3ir5imAAAABGdBTUEAAK/INwWK6QAANAFJREFUeJzt3X98VPWV+H9IAoQQMZEIAQNGCNtgI4s02lhSjTRY3KLELrVRfpgqFraijbsIWYgFd1HTLrDBYolrqOk+2BIxa6ONlO4j62yX1pSmS7SxDDWtwcZu1GjTOrZBBvFzPrnf7/2M8yszkztzZ+a8nn/kcTNz5973+5577zn3zp17x3wIAAAAS42xuwEAAADJhgILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMUosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMUosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMUosAAAACxGgQUAAGAxCiwAAACLUWABAABYjAILAADAYhRYAAAAFqPAAgAAsBgFFgAAgMUosAAAACyWnAXWmDHJ2S8AiKpo7DxfeOGFuXPnjjjlaMyaXAAbJefKF2ijYmMDgCCisZMsLS19+umnbZk1+3wLsTDDlZzLK9xDpR/84AeLFy9OT0+fPn36HXfc8fbbb5ujeTLHP3fu3KZNm7KysrKzs2tqauRfv3MJMtqLL7543XXXTZo0acaMGfv37/f78UCtCjTZQK+HO51wxx8cHFyzZs0FF1yQk5Ozbdu24Es+gon4Lv8Pww9NiCFL4iUfaEkaBgYGZs6cOZolacmSj4ZAa87YsWOnTZtWWVnZ19cX5OMRtL+/v/8rX/lKfn7+uHHj5FNLly597rnn/DbG60UZuPTSSz1nIcPz5s3zHMF8y+l0fv7zn5fojx8/vri4+KmnnjJe/8Mf/iDtnDt37sSJE2Xuy5cvb29vH7HNvo2JeARfkydPPn369OhnHYFo1wRBYi26u7uvv/76zGEy8Itf/MKzYX53YmGFz+8WHcoaG8tSSXNZlpw9D3cfsWTJksOHD7tcrjfffHPdunWf+9zngk+noaFh4cKFrw6Tgccffzys0X71q19JMjtw4MDvf//711577ZZbbvH78UCtCjTZQK+HO51wx6+qqpIs9cawm2+++dvf/naQJR/xRHzTZFjTDzFkSbzkgy86SRIPPfSQ51vhdtaSJR8NgdacDz744He/+93f/d3flZaWBvl4uO1//fXXL774YpnsiRMn/vznP0uV/P3vf/+zn/2s38Z4vSgDUio9++yz5lvf+9735BXfAuuVV16R6nDnzp2yA5Ha5ac//elf//VfG2/JvO68804Z4f3333/rrbeefPLJa665Jnib/TYm4hEi/kjCFVjBY93T03PhhRfu2rWrf9ju3bvlX3kxeMMiCJ/XpEJZYymwYiPBei67kq9+9avThsmAeVQkIZTVNy8vT45KjX+//vWvT506VQ7v7rrrLllTzdE+/Oihg+8s3n333UmTJnmO7+uqq66SRGgMy8CiRYvCGk0qqr1794bVcc9WBZpsKK0KZTrhjj9lyhQpCIxhyfTB01XEEwmxwBrNwvEraZa8yXfRSXqYM2fO0NCQ51vhdnaUS97tdt9///2zZs2SI2+pG4wXg2zv+/btk9yWnp5eUlLS3d1tvC7H+pdffrm8KG8ZecV3Y/fq/h/+8IeJEyfKwPr16z0r1P3798srwdvvdyW8/fbb//7v/95vHwN9xLNthw4d8pyF9O6pp57ybfytt966Y8cOv7OQ7kinAjXAc6ZBdpIfBlj4wXee4X7Ed7/tN6yBVgNPctQqJab0ZfLkyTfddNPAwEAo3Qk+U1kBZIIyviyoCGK9cuVKr/PKX/va11atWuXVMC8hhs+T16RG3OL8bhSegRhxYcrByT/+4z/m5+dnZ2d/6Utfeu+994zXfbdi33mFksQ//elPHzx40GywHEVMnz493MUSDxKswJLglZeX9w279tprZX01XpfYLF++XI5HzX9ltNeHycD27dvN170GfLW2tpaVlZmj5eTkZGRkFBUV7dmz5+zZs8brstqZ65wcZMjK5HdSgUaTFUs6ImuMrMFr1qwZHBwcseOerQo02VBaFcp0wh1f0rz8awxLvg+0NEY5Ed8CK6zQhBgyX0mz5E2+K/9f/dVf/du//ZvXW+F2dpRLXsoF6e+vf/3r3//+99XV1caLQbb3ioqK3t5e2bM/8MADZgqRbaqlpUV22bJHvuOOO/z21zNJ9Pf3b9682ThDIBXG1Vdf/eSTT8pwc3OzDJ85cyZ4+/3uRqQNkp/89jHQRzz3S9KquXPn/uQnP5F/HQ6HDMsrvjsu2Yf85je/8TuL66+//uabb/7xj3/85z//OVAzPgxhJxlk4QeaZrgf8d1v+w1roMl6mj9//vPPPy9dljS8YcOGtWvXht4dvzOtra2VJfm7Ydddd10EsZYYyfrs+Yr8m5ubG3yZhBg+T16TCmWL890oPAMx4sLctWvXZz7zmVdffVW2VikZ//Zv/9Z43e9W7DWvUJL4kSNH5s2bJ2u+8ZZsy3V1dSEujbiSYAXW7Nmzf/nLXxrDcqghh93GsMTm1KlT5mjyrznayy+/7Dma14CX48ePX3LJJV7bjOyvOzs7ZcMz15iUlBRj5ytkIDU11e/UAo0mA7JSvjmssrKyqqoqeK+9WhVosiO2KsTphDv+6tWr5VjN6I4cWKelpQXpS8QTCXTEHGJoQgxZZEsgIZa8yWtJ/sd//MeVV15pXKjh+Va4nR3lki8oKDBPHpiCbO9SGxnDf/rTn4xTUGLmzJmPPPLIb3/72yD9HfNRcgguuwjjrTfeeEMWe01NjfyV4bDab5IoeKbG4OfPvF40Bh577LEbb7zxw+Fvi/7lX/7FdwRjLkNDQ34b8Mc//lFy2F/+5V+mp6fLAty4caPfQ/8Rd5JBFn6gvof7Ed/9tt+wBppsILIE8vLyQu9OoJk6nU5jWD7otwvBYy2rileMZGRzIx3jw2x8KOHz5NW2UNZY343CMxCe/C7MwsLCkydPGsOypVx88cXGsN+t2GteISbxK664wjjqe+WVV6QBEhq/zYtzCVZgyTpnrrIyIP8awxIbz0v55N9Ao3kNeJLjxVmzZh07dszvrOWYeMSDcq9NJcgxveeJh5ycHL8fD9SqyE4VhD6dcMd/5513JLtLopIjtgcffNA8RPMr4okE2a2HEpoIzmAl2ZI3eS3Jyy677OjRo75vRfsMltfa7rlpm4Js73579D//8z8VFRVTpkyZO3eu+S1JoJGN9mzdunXx4sXmK3I8LSOY31EGaX8gEgXfsxrmTMeNG+f1DZf0SzKi52gywvTp07/73e/KX/NbNq/pBDmDZZJdolROt912m3kxn1eTgi/bEBe+p3A/4rvf9no3+GQ9yYGWxFG2BWOlMquKcLvjOb4ZKa9vz03BYz116tQIzmCZfMPnN0H4TiqyM1iegRhxYUoZ6lkamiuw363Ya14hJvHW1taPfexjZ8+eveWWW+SoybcLCSHBCqwQj5A8D85kwHc045tmT83NzTNmzPj5z38eaNZ9fX2yUzOGR3kNVmlpqeelM2aB5ctvqyK42CWs6UQwvunRRx+VlB+oO6OZSJD9USihCfcarORb8ibfjcXvkXSMr8GSkiisM1hBeiS76ba2NjOTeW3sXiO/++675kmLF198UY6Vn3766Ysuusi8GDncNUcyYk1NjdeL5kznzZv305/+1POtjo6O/Px8r9EefvjhtLQ082sR3wJLYv3QQw8Fb4lhcHDwvPPO8319xJ1koIXvu/M0RXAGK5R/QzmDJS9+5zvfkUMOScny13eJhbsuhXIGK3ispTLwvQZr5cqVfucbSKDw+Z2jIZQ1NvhGMeLClNKnt7fXd7J+t2KveYUYCNmK5djvvvvuk63DvEAw4SRYgSWHm+bXt1Ji19bWGq/7biTXXXedcXmBDPheCnDhhReeOHHCHH/Xrl2zZs0yNydTZWWlrAESXRlZ5nv33Xcbr+/bty+UHxYFGm3//v3mNzsyiy996Ut+Px6oVYEmG+j1cKcT7vjSFwmH7AgOHjw4c+ZM89RxWMtkxIl4hTjc0IQYssiWQEIseVOQPbvnW+F2dpRL/sEHHywrK/vNb37jefVG6Nu7MSBrhey7Za2QAkvqVONFr43d87Nvv/32/fffX1JSIsPvvfee7NB/9KMfyfCzzz57+eWXG9/+BGm/3yV56tQpmbX5yzLpzve//31zTKmDZS7/9V//9cdhDoejqKjoG9/4RpAJfuivwHrllVekgty9e7csmdOnTx87dsz8FeE111zz5JNPypHbmTNnpM3r1q27/vrr/U4z+E4y0ML3Wp6eQoxXoAUY6N9Ak/UkS+N73/ueLApZhWRR+C6xcNclGd+8Buuzn/1sBLGW7VEOniVG5q8I5V/zjFegZRJi+IIst1C2uCAbxYchLMz6+npZmDIF2dZ+8YtffPGLXzRe97sVe80r9JVEjjblxcbGxiCdjXOJ1NYPh88oSio1foAgA+aZRt+NxPiBTHZ29t/8zd94/k7BGJBMlpWV5bneeHG5XPL6oUOH5s+fP2HCBKmyZbUwZyfFtVTWWcM2b94c5D5YgUaT3ZlsbNK81atXB7rIPVCrAk020OvhTifc8aVelL1MRkbGkiVLjh8/HjyCEUzEqzHGi+GGJsSQJfGSD7QkvUYYMVJWve5F0smWLVvy8vJko5BUZLwY+vZuDEihKcfW6enpUh49//zzxotBNvYLLrjgxhtvNL7HWbNmjXHBk0HaYBz5BGm/32X44fB31rfffruEJi0tbcqUKTfddNMLL7xgLo0nnniiuLj4/GEy8J3vfGfECY7xyXAfDv/2U6YsrRo/fvwVV1xh3gfrP//zP+V1WYyyHC655JK77rrrnXfe8TvN4DvJQAvfa3l6CjFegfob6N9Ak/X03HPPSejHjRsnhyiPPPKI7xILd12SEb785S/LwpFF9A//8A8yZb9dCBJr8dJLLy1dunTSMKnSXnzxRc8Z+d0eQwyf34kYL4ayxfluFGEtzA8++EBeLywslD2wHDC0trYar/vdir3mFfpKIqv03Llz3W63V5cDLY04lEhtBQBYIrESlb2kTpJax+5W2Ozs2bMh/ozGKjfccMN3v/vdWM7RcmxjAKAOBdaIqqur+/v7T5069ZnPfObee++1uzk26+zsNH8tGG0ffPDBY489dtlll5l3akhQbGOICt8T4HG4Q0+IRoYrKTsFy7FWjKi+vj4vL2/q1Kl33nlngt4mwEKZmZnf+ta3YjMvWTnz8/OlpIvN7KKHbQwAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEtBZbf364DAIAYs7siiBE1/VQTUQAA4paedKymn2oiCgBA3NKTjtX0U01EAQCIW3rSsZp+qokoAABxS086VtNPNREFACBu6UnHavqpJqIAAMQtPelYTT/VRBQAgCDcw+yau550rKafaiIKAEAg7e3t2dnZU6ZMOXnypC0N0JOO1fRTTUQBADD09va2tbXt3LmzqqqquLg4MzPTvNvnX/zFX7hcrtg3SU86TuZ+6rx1LABArX//93+fO3duaWmpVzllmjp16rRp09LT02VYRot9jaUnHavpp5qIAgB0amxsTEtL8yyncnNzly5dWl1d3dDQ0NHRMTg4aIzpdDrlLVtqLD3pWE0/1UQUAKCNFExlZWVmXbVw4ULPcirQR2ypsfSkYzX9VBNRAIAebrd7x44dxld+OTk5zc3NwesqT7bUWHrSsZp+qokoAECJjo6OoqIi46xVVVVV6KWVKfY1lp50rKafaiIKAEh6Ugxt2LDBuOKqoKDA4XBEPKkY11h60rGafqqJKAAgubW1teXl5UlekwKrpqZmaGholBOMZY2lJx2r6aeaiAIAktUzzzyzcOFC4zvBkpKSrq4uq6YcsxpLTzpW0081EQUAJJ/+/v61a9capdX48ePr6+stf9xNbGosPelYTT/VRBQAkEyktKqurjZ+J2iQf6M0L7PGKigoOHXqVDRmoScdq+mnmogCAJKDZ2mVlpZWVVX1wx/+sKWlJaqPapYaKyUlxThPtnPnztFf4OVFTzpO5n7yqBwAQCLyLa16enpiNvcLL7zQTJ35+flNTU0WTlxPOlbTTzURBQAkLntLK4PMUYqqlpaWBQsWGGWWDLS3t1sycT3pWE0/1UQUAJCI+vr6li9fPmHCBBtLKy9ut1sqLeOWEKK8vHz0v1vUk47V9FNNRAEAiWVwcLC2tnbcuHFGHbNixQrbSytPQ0NDdXV1WVlZ5i3jf/3rX7e3t/f390cwNT3pWE0/1UQUAJAo3G53fX19Tk6O5xXDTqfT7nb5IVWg53eX8vf888+P4BJ4PelYTT/VRBQAkBCam5sLCgqMoqqsrOxHP/pRY2OjVZc6RUlPT8+qVavMWnDjxo3hPgBRTzpW0081EQUAxDmHw1FcXGzUKIWFha2trXa3KDzS/nnz5hntz8rK2r59e+hllp50rKafaiIKAIhDbre7o6PjxRdfXLZsmVGa5ObmNjY2RvWmVlHV1dVVUVERbpmlJx2r6aeaiAIA4tCiRYskE40dO9YsRyy/h6ctwi2z9KRjNf1UE1EAQLxpb29PTU01CqwNGzZE9vu7eBZ6maUnHSdzP7mTOwDAXm63u6amxkhDs2bNevbZZ+1uURR5lllpaWlTp049duyY1zh60rGafqqJKAAgTvT29hoXs0u1UVdXl7iXW4VFyqySkhKjzLrgggs6Ozs939WTjtX0U01EAQDxoLm5OTMz03icX0dHh93NiamhoaHLL7/cvGmWZ3GpJx2r6aeaiAIA7OVyuaqqqoxTOJWVleHeKSppSFG1ceNG80ZffX19H2pKx2r6qSaiAAAbdXV1GbcPzczMbGxstLs59mtvbzeeZpiVlfXYY4/pScdq+qkmogAAu9TX1xuPkVmwYEF8PvHGFgMDA+bF73rSsZp+qokoACDGXC5XSUmJccWVqK6uTo57XFmrsrKSAsseI9a2o7ntgp6IAgBirLW11UhMkyZNamtrs7s5cUrK0DvvvFNPOo67fgYvsKIxWQAARuMnP/mJcRPROH9UczzQk47jrp8UWACAxGJcYFRdXW13QxKAnnQcd/0MXmDl5ORkZGQUFRXt2bPn7NmzlkwWAICIHT161PiJXPI9ACca9KTjuOvniIv+9OnTnZ2dixYt8j1WGBNU1JoMANCrrKxMUsz27dvtbkhi0JOO466fIS761157TQ4XLJ8sAAChczgcxukrtXcTDZeedBx3/Qxx0ff19U2bNs3yyQIAEDrjUYN1dXV2NyRh6EnHcddP30VvvlJZWdnd3f3++++fOHGivLz87rvvHs1kAQAYDePuDLm5udz1KnR60nEc9TPQJVPm8KFDh+bPnz9hwoQ5c+Zs3bo1rBVaT0QBALGxYMECSS719fV2NySR6EnHavqpJqIAgBhoamqSzFJQUMDpq7DoScdq+qkmogCAaHO73cYTnaXMsrstCUZPOlbTTzURBQBEW2Njo3H6Siotu9uSYPSkYzX9VBNRAEBUDQ0N5ebmSlppaWmxuy2JR086VtNPNREFAERVfX295JQFCxbY3ZCEpCcdJ3M/uZM7AMBag4ODxumrtrY2u9uSkPSkYzX9VBNRAED0bN++XRJKWVmZ3Q1JVHrSsZp+qokoACBKBgcHs7KyJKE4HA6725Ko9KRjNf1UE1EAQJTU1NRINikvL7e7IQlMTzpW0081EQUAREN/f396erpkk66uLrvbksD0pGM1/VQTUQBANFRXV0sqqaiosLshiU1POlbTTzURBQBYrqenJz09PS0trbu72+62JDY96VhNP9VEFABguaqqKskj8tfuhiQ8PelYTT/VRBQAYK2f/exnKSkpqampPT09drcl4elJx2r6qSaiAAALuVyuKVOmSBKRAmtwcNDu5iQ8PelYTT/VRBQAYJWhoaHS0lLjcSDnn3++/Gt3ixKennSczP3kUTkAgIi53e4VK1ZI+sjNzd2/f39fX5/dLUoGetKxmn6qiSgAwBJr166V3JGVleV0Ou1uS/LQk47V9FNNRAEAo7dx40ZJHJmZmUePHrW7LUlFTzpW0081EQUAjFJ9fb1kjbS0tLa2Nrvbkmz0pGM1/VQTUQDAaBw4cMC4cre5udnutiQhPelYTT/VRBQAELHW1ta0tDRJGfX19Xa3JTnpScdq+qkmogCAyBw9ejQzM1PyRU1Njd1tSVp60rGafqqJKAAgAk6n06iu1q9fb3dbkpmedKymn2oiCgAI10svvZSbmyuZYsWKFW632+7mJDM96VhNP9VEFAAQlk996lNjx46VNFFaWkp1FW160nEy95M7uQMAguvt7TWqq8mTJ7tcLrubk/z0pGM1/VQTUQBAiJxOp/HNoFRX3PIqNvSkYzX9VBNRAEAozN8MlpWVce4qZvSkYzX9VBNRAMCIWlpajOqKq9pjTE86VtNPNREFAATX2Nho3E20urqa6irG9KRjNf1UE1EAQBB1dXXGL5927Nhhd1s00pOO1fRTTUQBAIFUV1cbT3FuaGiwuy1K6UnHavqpJqIAAF9ut3vFihWSC9LT01taWuxujl560rGafqqJKADAU29v78mTJ8vLyyURZGZmHj161O4WqaYnHavpp5qIAgBM7e3tsv83biWam5vb3d1td4u005OOre/n0NBQbW3tnDlz0tPT5e/Xvva106dPWz6XUHAndyAybrf7oYceWr169RNPPOFwOJxO58DAgN2NAiKxZ88eIwXk5eX19PTY3RxQYI3C3XffvXjxYjlKkEpL/l577bVf/epXLZ9LuPREFBil/v7+ZcuWjfEnPz+/uLh46dKlVVVV69atu+mmm9rb2+1uLxCMrKWy6ubk5PT19dndFvxfetKx9f2cNm2a53osw/KK5XMJl56IAhGT0qq6ujo9Pd2sqORgqaysrKCgICsry2/JZXztsmrVqqamJvm43T0APqKmpkZWUVl7nU6n3W3B/0dPOqbAAvCR0iotLa2qquq5557zulrF7Xb39vZ2dHS0tbVJOWWUXBMnTvQstoqKijZu3HjkyJGhoSH5SGdnJ98twi6NjY3G+uxwOOxuC/4fPek4Kl8RlpeX//KXv5Q9rPyVYb4iBOKWb2kV4nUq8sHm5maXy+V0Ouvr65cuXWo8eMQgE5w7d67xDF2e8obYa29vN+7VLgcDdrcFH6EnHUflIvetW7fOnj1b9rDy9/7777frIndPeiIKhCji0ioQ2fYdDkdNTU1xcbHnaa0bbriBH8YjlqToN8r92tpau9sCb3rSsZp+qokoMKLdu3dL+jGO7y0prXwNDAw0NDQUFhampqaa3x7KK5zNQrTJkUN+fr6scpWVlXa3BX7oScdx1M8R76dw7ty5TZs2ZWVlZWdny1Gy/BvWxK1oI5DApOipr6/3PL20evXqaP9wva+vr7a2Njc315ijbL8bNmzgimNEiVTwJSUlsqaVlpYaFwIi3uhJx9b3s7u7e9GiRV6XvobRoMAjy+HvwoULXx0mA48//rglkwWSm6SZ5ubmZcuWGaesxKRJk84777x169bFrA1ut1vaIDnP3CeUl5e3tLTI65zTgoWMh+EUFBTwm9a4pScdW99POXp44IEH/vSnP0X28SCL/qqrrjp8+LAxLANSxlkyWSBZORyOtWvXmteeS4FVUVEhZY2NR/ZyALZ+/XrPJqWnpz/22GN2tQfJhJsyJAQ96dj6fsru8r333ov440EW/eTJk82ffL/11luyFVkyWSDJfPOb37zyyivNb+WEHPbs3bs3fu6YMDg4KO2ZNWsWN9OCVbgpQ6LQk46t7+fFF1/c29sb8ceDLPqUlJQzZ84YwzKQmprq+9kgIm4SkECOHz9urvP5+fm1tbVx+3gQt9t9ww03XHTRRZ614Bifm2kBI+KmDAlETzq2vp/f+ta3KioqIj4M5QwWEDHZ7j72sY8ZZco999xjd3PCEOhmWp/4xCfmz5/f0tJidwMRv5566iluypBA9KRja/oZ/NRRWEuTa7CAyEh1VVhYKKu61FiJe98pvzfTSklJ2blzJye04OsLX/iCsZJwU4ZEoScdx10/fRe9+cq+ffv4FSHgl1ldyd+kuYxpYGDgmmuu8fzGky+AYBocHKytrZXiW9aNcePG8XPURKEnHVvfz7Fjx0b2wUAnvczhc+fO3XfffVnDNm/ezH2wAENSVlemnp6eI0eOLFiwwNgzyEB7e7vdjYKd3G53fX19Tk6OsUrMnj370KFDdjcKodKTjq3v50UXXfS///u/lk92lPREFNokd3Vlkpza1NSUl5dn5NTy8vKuri67GwUbNDc3FxQUGKtBWVlZR0eH3S1CePSkY+v7uXv37s9//vOnTp0K6wxTtOmJKFRRUl2ZhoaG6urqsrKyjPxaVVU1mt8sI7E4HA7zyjxZ4VtbW+1uESKhJx1b389RXuQeJfHQBsBa2qor0+DgoPmY6gkTJsycObOiooJL4JNYd3f3smXLjGySm5vb2NjodrvtbhQipCcdq+mnmohCCbXVlamnp2fVqlXmUdzDDz9sd4tgvRdeeGHx4sXGPa6ysrK2b99OJZ3o9KRjNf1UE1FoQHVlam5uHj9+vFFjbdiwgZ+SJROHwzF27FjjPh0SXOWretLQk46TuZ/x9jUlYImf/exnc+fOpboyud3unTt3Gt8Y5ufn86SU5NDW1paRkWHsvb/yla/Y3RxYRk86VtNPNRFFcnviiSeMY/qCggKqK09Op7OkpIRTWcmhrq7O+FpwyZIl3/zmN4lmMtGTjtX0U01EkdzMJ+E888wzdrcl7nAqKwlIEKuqqoyVfMeOHXY3B9bTk47V9FNNRJHEDhw4YPxubuvWrXa3JX5xKitx9ff3l5aWSuAyMzO5C0Oy0pOO1fRTTUSRrAYGBoxbV/O4mBH5nsqizIp/3d3dEiwJWV5eHneRTWJ60rGafqqJKJJVZWWlcQdzuxuSMDxPZaWmpj7yyCN2twgBtbW1ZWZmSqQkZFxcmNz0pGM1/VQTUSQlST/G9ybcuDwsbrd7y5Yt5k+Jy8rKGhsbOZsVb8xL2letWsVtrpKennSspp9qIorkMzg4aDyDr76+3u62JKQNGzZMmzbNvF1Wenp6ZWWl1KzcDdx2XNKukJ50rKafaiKK5CP1gfHVCQXBaLhcrqampvLycvOEVk5OTnV1dWdnp91NU6q3t/fSSy/lknZt9KRjNf1UE1EkGYfDIWtvWlqa0+m0uy1Joq+vr66urqioyKy0Zg6799577W6aFoODg7W1tcbXgqK9vd3uFiF29KRjNf1UE1Ekk6GhIeORONu3b7e7LUmoq6ururo6NzfXrLQuu+yyHTt29PT02N20pOV2u+vr643fw5pY4KroScfJ3M8xH2V3c4Cwbdy4UVbdoqIivhyMHlm29957b2pqqnlCRSxYsCCsSqu/v3/58uXp6em33367w+FwOp0DAwOhN6C3t7ezs7O9vV1mKo1J1p8yNDc3FxQUmD84eP755xsaGjh9pY2edKymn2oiiqTR1dWVNqyjo8PutiQ/qXKGhoZaW1tXrVpl3C8gSKUlY0p0mpqaqqury8vLvc7HeMrPzy8uLl66dGlVVdWWLVtuvvnmdevWyfCyZctKS0vlXc95eUqyHzxK0SnLwehaYWEhV1xppicdq+mnmogiOUi+l9Qu6+3GjRvtbos6fiutjIyMCy+88IYbbigqKvI812XIysqaPXv2+eefv2jRIqmNCgoK5JVAVZffOkzCfeWVVxr/mtNPgh88dnd3SzVpdCc3N1eqxsTtCyyhJx2r6aeaiCI51NXVGXk3ac5hJCKz0jJuCu9JyqwVK1ZImKT66evr8/tx47u/jo4OGaepqenqq6+WD6akpOzevVsm63A45N3BwUHPj7S3tzc0NAwMDAT6waNMUyaYEDeLOnr0qHTZKBal3Ny+fXtCNBvRpicdq+mnmogiCTidTiOj87jiOPH666/PmzdvxowZ//RP/yRVTmSFgnxKiicpO0L/iO8PHidPnix/r7jiiggaEBtSHdbX15tfCI4dO3bDhg3cnB0mPelYTT/VRBRJwHjebVVVld0NQbzw/cFjvF2kJeVjc3PzsmXLzO83U1JS5O8nP/lJu5uG+KInHavpp5qIItH98z//85jh5916fXkEuN3uRx99tLCwMB7uSi8VlVHeORyOtWvXmterSYFVUVHR0tLy8ssv7927l3NX8KInHavpp5qIIqGtW7fOyFKSn+xuC+JX8LvSS+kT7Xqrr69vypQpUt5NnTrVbENJSYlUVKHfnwI66UnHavqpJqJIXJIUJ0yYIOvqxIkT7W4LEoPvRVr5+fkZGRlSb7300kvRmGNXV1dtbe306dM95yivcLNQhEhPOlbTTzURReLasWOHrKjjxo3bt2+f3W1BgvG9SMv47V5JScn69evr6+uPHDkymm/rjLrKvE2o8e3knDlz2traLOwFNNCTjpO5n14/q7a7OUAwR48eNW4ryo2tETG3233w4EEpg6TSmjJlyhgfRsm1cuXK22677Yknnghy03l53bifqlddlZOTs3btWllLuZ0VIqMnHavpp5qIIhENDg7m5eXJWlpTU2N3W5A8pHKSEmrv3r0bNmwoKysLcsf5MR+96bxxyy7zUnrqKlhITzpW0081EUUiqqiokFW0tLSU7IWokpLr8OHDxqV+c+bMGfGm81OmTKGugrX0pGM1/VQTUSScvXv3Gt/dJOsjfhFvurq6ZK3zvA+I103n77nnnuLi4m3btlFXwXJ60rGafqqJKBKLpDrjpu08/haABnrSsZp+qokoEojL5SosLJSVc/369Xa3BQBiQU86VtNPNRFFAqmqqpI1c8GCBTwEF4ASetKxmn6qiSgSRXNzs6yWmZmZ3d3ddrcFAGJETzpW0081EUVC6OnpMZ7d1tjYaHdbACB29KRjNf1UE1HEP7fbXVxcLOtkZWWl3W0BgJjSk47V9FNNRBH/qqurjfs6ulwuu9sCADGlJx0ncz95VA7i0JEjR2RtTEtL6+zstLstABBretKxmn6qiSji2TPPPHPeeefJ2rhz50672wIANtCTjtX0U01EEbeOHTtmnEz9+Mc/bndbAMAeetKxmn6qiSji1nXXXWcUWHV1dXa3BQDsoScdq+mnmogiPtXU1Bh3vdq9ezfPdwOglp50rKafaiKKONTY2Ghc2O5wOOxuCwDYSU86jpd+njt3btOmTVlZWdnZ2XKsL//6jjOaXwXqiSjiTXt7u5RWsgY2NTXZ3RYAsJmedBwv/WxoaFi4cOGrw2Tg8ccf9x1nNFHRE1HEFafTadyxvba21u62AID99KTjeOnnVVdddfjwYWNYBhYtWuQ7DgUWEkt/f39+fj53bAcAk550HC/9nDx58sDAgDH81ltvZWVl+Y4jUcnJycnIyCgqKtqzZ8/Zs2dDn76eiCJOuFyukpISWfFKS0uHhobsbg4AxAU96The+pmSknLmzBljWAZSU1MDjXn69OnOzs5FixZVV1d7vTUmqCi2HvCxYsUKWesKCgr6+/vtbgsAxAs96The+hnKGSxPr7322ojjeNITUcQD46YMsoo6nU672wIAcURPOo6XfoZyDZanvr6+adOmhT59PRGF7bgpAwAEoicdx0s/9+3bF+hXhGYwKisru7u733///RMnTpSXl999992hT19PRGEvbsoAAEHoScfx0s9z587dd999WcM2b97seR8sMxiHDh2aP3/+hAkT5syZs3Xr1rAuHNYTUdiImzIAQHB60rGafqqJKOxy8ODB1NRUbsoAAEHoScdq+qkmorBFV1fXpEmTjN+rvvzyy3Y3BwDilJ50rKafaiKK2GtpaTG+GczIyPjiF79od3MAIH7pScdq+qkmooix7du3Gyeuqqqq3G633c0BgLimJx2r6aeaiCJmXC5XRUWFcUeG+vp6u5sDAAlATzpW0081EUVs9Pb2FhUVGXcTbW9vt7s5AJAY9KTjZO4nj8pBlDgcjpycHFmpCgsLe3p67G4OACQMPelYTT/VRBTR1tDQYNxKdNmyZS6Xy+7mAEAi0ZOO1fRTTUQRPW63e+3atcYJ0draWi5pB4Bw6UnHavqpJqKIknvuuScjI0NWpMzMzAMHDtjdHABISHrSsZp+qokoLNfV1VVZWWmcuJowYUJnZ6fdLQKARKUnHavpp5qIwkJtbW1lZWVGaZWSkjJ+/Pg9e/bY3SgASGB60rGafqqJKEZvaGioqanJuAuDcSOGjRs39vf3290uAEh4etKxmn6qiSgiY1yxPjg4WFdXl5uba5RWeXl59fX18qLdrQOAJKEnHavpp5qIWqivr8/uJsTIyZMnp06dOnnyZOMydrFgwYIDBw7wO0EAsJaedKymnwEi2t/f393d7XA41q1bd80113zjG9+QYafTOTAw4DXm0NBQa2urb80hObi3t7ezs/OHP/zhF77whfLy8i1btmwPYOPGjatXr5bp+E4/xjo6Orq6unxfNxfInDlzZKHdddddsW9bbEjgZCHU1dUtXbp0woQJ5g1p5V/uzA4AUUKBlQy87uReXFws9U1VVZXUQAsWLMjLyxszkvz8fPmUZFz51BVXXCGvZGRkSIW0bNmy0tJSeTczM3PEiQSSm5sr05EmNTc3S00Ty5Ml+/fvN9qwZs2aEReItHPVqlVNTU1JcBGSZ1HlFbvJkydLTfnf//3fdrcRAJLZGAqsJBOoysnJySksLCwrK5P8Kv/Onz9fhgsKCrKyskIvlaTSkgLlk5/8ZGpqqlG1BDqDZTxf5bzzzvOtzNLT02UiUr3ddttt27ZtczgcXV1dvb29o++7TKStrW3nzp1SS0m9GLwoNBfIpz71qVmzZk2bNs3z3aKiIqkIjxw5MjQ0NPqGxYYUVf/6r/96+eWXL1y40KvvssCrq6tbW1u5ygoAYoMCK9lIRLOzs2tqapqamqQ+6Ozs9KpdJA17PVTO+O6vo6NDqhP51KZNm5YuXfrlL39ZhiUlSwEk73ol5v7+/uAlkcyivr7eOBUkwzIdqboqKiqkpAtS9Ei1JzWcFD0yZtWwZcuWBfkictWqVbNnz7766qsDlVO5ubkf//jHpTs7duwItEBMTqdT2ux1ykfKwUWLFkkRtmvXrkjiEX3SnYaGhhUrVnjVyhRVAGAjCqxkIxGN8wuWXS6XFHPLly836oCSkpKioqJQvscckZRTUh5JVSEFh8wi4sJiaGhIykopUqVu85y+1GpSqMXDM49lGUrltH79eq+C1aix5s2bR1EFAPaiwEo2iRJR4w5MUgZ5vjgwMCDlixQ3LS0tu3btMp40XF5eHugMlnFvTCmDRlNOBSdNuvXWW2UuY8eO9Tw5FPtKq7e39xOf+ERGRobUecaSMYuqFStWSE1pnJlzOp1xXmEDgAaJko5HT00/kyiiUiu0tbUFLxdic6qmu7tbZtTa2rpq1SrPLxCtrbQ8r/cKfj2ZFFilpaVSYkplSTkFAHEomdJxcGr6qSaidjFuY+FVaU2bNu3KK6/ct29foJtfBGLeLWLLli2TJk3Kzs72vUTd/AL0oosukhl9/etfd7lcUe0jAGCU9KRjNf1UE1HbmZXWxIkT/V4T5nnzi1tuueXSSy+99dZbQ7x9hlXXkwEAbKEnHavpp5qIxo9Tp05NmjQpJSXl2muvDffmF+bdIm688UYpuUpLS3/84x9TTgFAotOTjtX0U01E44rL5fK6PanXzS8uvfRS45qtEe8WAQBIAnrSsZp+qolowomH+zsAAGJDTzpO5n56fetkd3MAANBOTzpW0081EQUAIG7pScdq+qkmogAAxC096VhNP9VEFACAuKUnHavpp5qIAgAQt/SkYzX9VBNRAADilp50rKafAAAgDthdEcSIln5+GKuqmbkwl+SYS8xmxFyYS9LMiLnAk6IlmEwrJXNhLkkzI+bCXJJmRswFnhQtwWRaKZkLc0maGTEX5pI0M2Iu8KRoCSbTSslcmEvSzIi5MJekmRFzgSeWIAJiA4tPxCVuEZq4RWgQe6xzCIhdUnwiLnGL0MQtQoPYY51DQOyS4hNxiVuEJm4RGsQe6xwCYpcUn4hL3CI0cYvQIPZY5xAQu6T4RFziFqGJW4QGscc6BwAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwFBnz//N88dy5c5s2bcrKysrOzq6pqZF/fT8YaJxQPosR+Y1LkNdNxCXa/IbgBz/4weLFi9PT06dPn37HHXe8/fbbvh8kNNHmNzTPPffc1VdfPWHCBAnNbbfd9sYbb/h+kNAgZiiw1PHaJTU0NCxcuPDVYTLw+OOP+34k0DihfBYhClRIBSmwiEtseIVgyZIlhw8fdrlcb7755rp16z73uc/5foTQxIZXaK699tqnn356cHDw3XfffeCBB6QO9v0IoUHMUGCp47VLuuqqqyRbGMMysGjRIt8xA40T5LMIV+gFFnGJsSA1riTySZMm+Y5JaGIjSGikAs7IyPAdk9AgZiiw1PHaJU2ePHlgYMAYfuutt7KysnzHDDROkM8iXBEUWMQlNoJk8dbW1rKyMt8xCU1sBArNe++99/DDD3ueXCQ0iD0KLHW8dkkpKSlnzpwxhmUgNTXV9yOBxgnlswhRBF8REpfYCBSC48ePX3LJJb/61a983yI0seE3NMa1WVOnTu3p6fF9l9AgZiiw1An9DNaI43DMZ6EICiziEht+Q+BwOGbNmnXs2DG/HyE0sRFo6/jjH/+4bdu2T3/6075vERrEDAWWOqFfgzXiOFy1YKEICiziEhu+IWhubp4xY8bPf/7zQB8hNLERZOuQGsvz8jgToUHMUGCp47VL2rdvX6DfzphjBhonyGcRrgiuwSIuseEVgl27ds2aNcvpdAYZk9DEhldoVq9efeLEiTNnzvz2t7/dsGGD32uwCA1ihgJLkTEfZbx47ty5++67L2vY5s2bPe/+MuI4QT6L0PmNS/DXjQHiEm1+QzDGh8vlMt8yBghNtPkNzaFDh+bPnz9+/PiZM2euW7funXfe8RzfGCA0iBkKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8DSItATasN99GkoT7qN3scHBwfXrFlzwQUX5OTkbNu2zaJlAwCAxSiwtAj0hNpwH30aypNuo/fxqqqqysrKN4bdfPPN3/72t61aPgAAWIgCSyPPJ9SO5rZ7Xk+69RSlj0+ZMkUqM2NYaqzS0tJg/QQAwCYUWBp5PqF2NA+O8HrSracofVwKLPnXGJZKi8dZAADiEwWWOl5PqI340adBnnQbvY+vXr165cqVbw679dZb09LSQus0AAAxRYGli+8TaiM7g+U7Ha9bKkfp4++8847UVdnZ2dOmTXvwwQdzc3MjXhQAAEQPBZYifp9QG8E1WCM+6TaqHzc9+uijUmwFmQgAAHahwNIi0BNqw330aZAn3YYy2VF+fOXKlX19fYODgwcPHpw5c+bJkyfDWggAAMQGBZYWgZ5QG+6jT4M86dZTlD6+f//+GTNmZGRkLFmy5Pjx45YvJQAALEGBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAIv9Hwoxq4ANAf9NAAAAAElFTkSuQmCC)
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