Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit348-02-20020929_181800_20020929_230300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/29 |
Start Time | | 2002/09/29 18:18 |
End Time | | 2002/09/29 23:01 |
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 | | -2.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.11 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit348-02-20020929_181800_20020929_230300-constBx0 |
Minimum Dst Value | | 6 |
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.
Satellite data B plot for Polar for time period of this run.
![](data: 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y0ksvUWbatGk7duyQy7dv304l5qy31qlNiSjt5Euc/gEAABbK2FCVFx6uUanoUWuMpTyDlZ+fv2DBAgcHB3paUVHRvXv3X375hfK+vr6Uv3fvXq3rNWdqU9IU2llUVPTmm28qj1llZeX8+fOtrKysra29vLzoqenyuhKnfwAAgIUyNlTlarUswCo6darWGpRo6ExKSmKTrl692rFjRxpJKaW8Oes1Z2pT0hTaOX369FWrVimPmbe3d5cuXbIklPHx8TFdXlfi9A8AALBQxoaqygcPKMbKCw+vUw2FhYWLFi1ycnKSS5YuXUozfPXVV2au15ypTYnFtzM5Ofmtt966c+eO8pjZ2dkFBASwPGXUarXp8roSp38AAICF4niTO1NaWsruwSIJCQnt2rU7ePDg3/72t4yMDPPXK84AavHt7Nu37549ex49ecxatWpVVFTE8hR0W1lZmS6vK3H6BwAAWCi+AVZxcfGSJUtsbW0pf+vWrc6dO0dGRlL+8OHD7777bnl5uZnrFWcAtex2BgcHq1QqdiuV8pg1b95cvuGOMi1atDBdblAzk55JewAAADjh+DtYpHXr1u7u7pmZmVQ+duzYbdu2ybOtX79+/PjxZq5XnAHUsttJEfTRo0dZHmewAAAAZPgl94Zl2e00dmIJ92ABAIDgEGA1rKbTTuUx27p1q8FvCxorf1THQy5O/wAAAAuFAKthNZ12VvsdLE9PTyvJggULlL+DZbD8EQIsAABoWhBgNSxR2smXOP0DAAAsFAKshiVKO/kSp38AAICFQoDVsERpJ1/i9A8AALBQCLAalijt5Euc/gEAABYKAVbDEqWdfInTPwAAwEJx/KHRF1544fXXX/fw8MjNzX3K9YozgIrSTr7E6R8AAGChOP5VzsOHD69cuTJ37lx7e/unXK84A6go7eRLnP4BAAAWysRQVVwcV1KSXNcaSkpK2J89d+vWbe/evXJ5Tk5O27ZtaWqt6611alMiSjv5Eqd/AACAhTI2VOXlhWs0KnrUGmMpz2Dl5+cvWLDAwcGBngYGBv7jH/+gQjZ14sSJa9asqXW95kxtSkRpJ1/i9A8AALBQxoaq3FwtC7CKik7VWoOStbV1UlISm/R///d/e/bsoUx6enq7du1u375d63rNmdqUiNJOvsTpHwAAYKGMDVWVlQ8oxsrLC69TDYWFhYsWLXJycmJPDx069Pbbbz948GDEiBGbNm0yZ73mTG1KRGknX+L0DwAAsFAcb3JnSktL2T1Yj6S/nuvcubOnp2eHDh0qKirMX684A6go7eRLnP4BAAAWim+AVVxcvGTJEltbW7nE19eXZvj+++/rtF5xBlBR2smXOP0DAAAsFMffwSKtW7d2d3fPzMyUp+7fv79Tp07379+v03rFGUBFaefTq3avX0NvDgAAgCnPeqjq37//zz//XNf1ijOAitJOvsTpHwAAYKGe3VD18OHD7777rnPnzvIvNZi/XnEGUFHayZc4/QMAACzUsxuqqOYOHTrExsbWY73iDKCitJMvcfoHAABYKPzZc8MSpZ18idM/AADAQiHAaliitJMvcfoHAABYKARYDUuUdvIlTv8AAAALhQCrYYnSTr7E6R8AAGChEGA1LFHayZc4/QMAACwUxx8afeGFF15//XUPD4/c3NynXK84A6go7eRLnP4BAAAWiuNf5Tx8+PDKlStz5861t7d/yvWKM4CK0k6+xOkfAABgoUwMVXHFccklyXWtoaSkRP6zZxP/boIAixGlnXyJ0z8AAMBCGRuqwvPCVRoVPWqNsZRnsPLz8xcsWODg4FBtnm3btvXr18+c9ZoztSkRpZ18idM/AADAQhkbqrS5WhZgnSo6VWsNStbW1klJScoZQkJC3n333dLSUnPWa87UpkSUdvIlTv8AAAALZWyoelD5gGKs8LzwOtVQWFi4aNEiJycnueT8+fOdOnW6ePGimes1Z2pTYtnt1Ol0dLBbtmzZtm3biRMnFhcXs/LKysr58+dbWVlRuO3l5UVPTZfXlTj9AwAALBTHm9yZ0tJS+R6sgoKCt99++9ixY3VdrzgDqGW309nZOSAgoKysjI701KlT3dzcWLm3t3eXLl2yJJTx8fExXV5X4vQPAACwUHwDrOLi4iVLltja2rKnlPnhhx/qsV5xBtCm006KrF9++WWWt7Ozo8CL5SmjVqtNl9eVOP0DAAAsFMffwSKtW7d2d3fPzMysOQnfIjSo6bTz0KFDjo6OLN+qVauioiKWLywstLKyMl1eV+L0DwAAsFD4JfeG1UTaGR8f37Fjx7S0NPa0efPm9+7dY3nKtGjRwnS5Qc1MemZNAQAA4AABVsNqCu2MiIho3759TEyMXIIzWAAAIDgEWA3L4tvp6+v7xhtvnD59WlmIe7AAAEBwCLAalmW3c926de3bt09JSalWvnXrVoPfFjRW/qiOh1yc/gEAABaqQYaqoqKi//iP/zAxgzgDqGW3s+atUWVlZY+k37vy9PS0kixYsED5O1gGyx8hwAIAgKaFAp2aJyCetdmzZw8dOtTEDOIMoKK0ky9x+gcAAFio999/f/To0ey8w3Nw48aNTz/9tE2bNomJiSZmE2cAFaWdfInTPwAAwEIVFRU5Ojqa/kY8Ry+++KK9vf2ZM2dMb5U4A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7Xx61f7VsqE3BwAAwPKIM4CK0k6+xOkfAAAAHIkzgIrSTr7E6R8AAAAciTOAitJOvsTpHwAAAByJM4CK0k6+xOkfAAAAHIkzgIrSTr7E6R8AAAAciTOAitJOvsTpHwAAAByJM4CK0k6+xOkfAAAAHIkzgIrSTr7E6R8AAAAciTOAitJOvszsHxUVN4qKTt24kZSV5XvnTmFZWXa1Ge7dK6VHcXFcUVFsaqr37dt59NRgVcbKAQAALAgCLDCF+kd09PTgYNfjxycFBbmcPPnhkSMj4uIWRkWNi49fHBk5mkpCQvrpdD00GpW/f1dKAwOdKD16dHxY2IDY2Pnh4YMjI0dqtXa0uDSPPaXBwb2pJDNz18OHFZWVD0pLM5OTN9JaoqLG0tTExC8vXPjpzp0CittoG+7fL6/39rNwraQkmdbCagMAADDH7by8XK22JDU1x8+v4kadRxAEWM9ylZa/c6kJFPGY8bCVgyet1rbGVBupXB9+6XTd5XmCglxpkZCQ/oqlfp8zOLgvpVFRoymNiZkdETE8Ofmbs2dX5uUFp6fvKCw8kZrqfflyIEVjWVn74uIWpaZ+Fx097ezZ1RT2nT69kMK1Eyem07JhYYOldACl0dFTqB6q5OTJj9LSfOLjl+Xm+lNtxcWnL148eOtW7s2baRSKKfcAhWhUUlR06u7d4vz8SAr7iovjqLCsLFsO2qotAgAAFuRhRcX1xETKVD7Qv5nfKy09t2ZNkItLYM+eGpXKv1s3Sk/NmZMXHk5z3ikoMLPaJhADmAkBVn1IZ7BmhIcPPnXqYwpcKIIJCnKJihobGNjz6NHxlJ48OYtClgsX9lC8cvNmKoUgV64EUwQTH78kJKQfhTg0Pz09cWJmdvaBlJTNN29mUIBCeaqKBVVarR2loaHuFANRtEShD+WlcM1OmmqjSO2kcnWNtKtifjs5XFMuxYI2lmfhIEsf16kPDQMCHCilxtKWnzo1m9LjxydTCWWk0NBRnocaLoWArpRGRAzV6RxOnJgRG+uZmfljTo5faWkmxWoPH1ZwPxwUz92+nUc7uagoNjNz1/Xr53JztRUVJRQXsqmPHkd7LGXbwE4BPovtaZJo1xUUHLt5M51ibgqsaYdj1wE0VXeLiwtPnAgfPJhCqIjhw/3t7Y94eGjt7OipPrRSq+UAS9e9O6XBrq6Uxs6bR/HWtYQEVsn9+wbeIjJLM5tADGAmBFj1YawJXM7ZZGX5RkWNS0//niIwCkrkcgoU8vLCKVKhYCs5+RsKxU6f9qIghiI5KbhxkS9EBgf3lgIgNykw0k89dmwSzRkTow+PEhL0gV1Gxk7pmuMeqi0h4TOKjY4fnyLNP1Q6i+YiBU89FGfgfg/s2IOFa4/DuN+Ducch2u9zsjNwAQFqFn6xdVHgSNtDLaVWHDs24fTpRZRSAErtSkj4lGK4uDh9SVzcQsrTptJDmu0TWuTUqXlSXKu/ShsWNoi2LSCge7VYk0V+oaH9qDAychS1gu2EqKgxlGfXZykmZuWU0sbQJp05s5xWRyEvxYUZGbtoG7Ky9p07t+byZX8qpAAuO3t/aWkGBXAULFJIR2EcRRv375dRSnkKQe7eLabDVFZ2kea5ceM8HU2alJ6+4+rVqKSk9Zcu+cXHL6OI89SpOamp3tTY5OSN1C5KKU+roMORmrpVmrpVPtCJiV/QVtFmUNvPnVst5VdL5V/JKSs/e1afJiV9KdWwhdZ14cJP0no1FHoWFkZToF9Wln3tWgJ1J8pQkHTnTgH1Wxb7Ukh6714pbXB5eV5h4YmyshwKp2ibaW+zk6aPo3D9rqY9TOs6c2ZFVtYvUnR7iiosKUmmCqke2g/snkIKZKu9LlgJzcCm1iNQo0XYgy3OLqlXS+Wp1FJKaXVyys6/Ps1FdnjWavYKHC/u5PNSlN4vL2cphVb5kZHBffpQwKS1tWURlf5hY0Np2MCBYQMGZPn6Zu/fX5KamqvVsjn9pTnZ/Ac8+q6d22vW1r62fqq1v34YkrC/4mHFg8oHF66nbzmy0lXbqwnEAGZqmADLmGe96srKyvnz51tZWVlbW3t5edHT+tXzfPpH3u08c2Zjd2vRmEGDHI30NMY/eFDO7q+6LdVg/g3y7C2MjbtUGy1++bKOBk4K9VJSvqHgLDZ2nhSFfCrFH7vT0nyuXo2kIZyiBwoOcnIOJSSsoNCNpp4/v4HihpiYj2kkZue02NkyFmzV7/GblO5XpL9VvxrbTY72lFdXa16ZNZEelJb9RYoh9kibvVujOqztup3yAfbf6dPulPrrnCgNCHTy0ac9faQTeDulGHevPpp03C+d2PtN2ioptfeTgj8/qWa/32PW39PHsaky/f1UpfGHTa0tfVyPrRyAspBUp+spxdPO8gnIgIBu1U581qzZ0PXumlPZ9qt1uu5Uf2ho/4iIYWFhAyMi3qOSwEBnqpy2RMr3ok5FnxNOnpx56tTchITPKWQ8f359cvIm6fEtxdYUXFKnoqiRZgsPHxYU1JuWog8A1ArabNrntIqgoF6UsjylVE6VUxQoraUqleJCJ8oHB/ehGcLChlDnPHp0PFUbHT2V4siYmI+kOH4BxazUz2mNFN1SnE1bQtHq+fMbKZ+YuI42hsppKsW19HGFPhLQ/PTxQFrWi92LSemZM8uohEXt1ASakyJmWiolZQvVkJq6TbqIX5XSgixNT9enFBBTOb24pIh8N0uphKX00pNq+E6KwjdKkfo3VD+9DKn+tLTvpRp+lOb/UYqz90g175CW0kf2589/Te2lD1dHjoxISFhOKW0nlVCMLkX830j1+EifMfbS6zon5yA14dKlwxSv5+WFUlU3biTRuwTFrPT+I98YwN5tzD89XCHNc0Nalt7xCm6c3350QtjpT74L6BZ6bHxkxs6svPCTCSsSzn1BryA69LTD09K2U4voiFDbKb6n7aQ3KGodHR1qGoX7lF68+Ct9NqAPCcXFcfThgd4PaTtZ9E9va7SpLPi+c7+MbQMN/+X3yylTeq+U0uSS5AulF4KvBEfmRyZeT8wszaQtZJMePP60QBl6UAlbih65t3Kzy7IppfmptlJpV8jz02xUSPVQM1leXmn549iRldCj4E4Bq1ZZA1sFbY/usk65lIFB4cEDipNKMzMv63QpmzefmDkzdt68yNGjz2/YEL9sGZXEenoemzhR5+AQNniw1s4u4r332DkqSnWOjvqAqWtXSk/MmJG0fn3iunVR48ZRSvXIZ6dkN9PSLvz0U46f32kvr+OTJu3vruq9Wx+R2fjpU/VvNpS67lVTsOXwqy3l7X9VIcB6lqtsuJ3r7e3dpUuXLAllfHx86lfP0zeBvWbYK4S9ubCX6KmiU18kfuES5DIkfAj1xUnHJ/UL6bc5ZfPKsyt3Ze7yjPXccH7DuKhxX5//+qOTH+3M2LksftnerL2L4hbtSN9BU2ker9Nevlm+VL4vax8tpbmkWZ+0PupqFE06c+0MTcq4mRGeF154p5DeOwrLCymffzuflZwoPFF2r4xSKtfmaumV7JPm43/Zn2r7Pu37adHTaO203m+Tv6V1bUnZQuvakbFjRcKKg9kHNyZvDMkLofpPF5/2y/FLupF08OJBWu+XZ1fvzvhh8hGPJTEfuekcJ4UNdtDavRfUq4fWdmSgUx+tzTid0yCt3WQpnaDrMVBjO17nSC/6iboeVDJO59hfazclqNeQAAd6xbto1fQRqbe/mvJ9A7p11dgMC3Zx9O86+ciI/kEu807O8ggbPO/EzEHBfadHju4d4DAxfLCLf7fxIf17aruOC3Gj9P2QvpRODHV38VdPZOXBfWmTRgY5U520FqrfzV9NO7+Ptiulzlr9m0Ivjf5twkmrT3tI+Z5PpCppHn3aRyrpL6WDtLZUJ7WF0qFSOjxALaX2ao1qVIAjpWN1TvR+Nk5KxwT0kFKH7pTqHJyoPNDRRauaquvVT2MzPcjF/XE6LVBfUpXqnKhkRqDzQCkdqrWZpevpobH5KNBxpEY1V+cwRqOa46+mdK7WdhzlNTZyOkujonk+0Kg8NKqpUjqRdoI+taF0gpSfrLGZ4t99adigTbHzD6Zs3Zaw8lDatk+jxnx1dOIMf7WXzvFDjeoTrY2nRrVUo/LSqD7TqBZqVCufTJc8Ll/+OE+Z1RrV5xrVFxrVKill+TUa1TqNaoNGtUmj+lZ6eEsPCmEpot3++OEjPdikTdJjvbQgW3zVk+nXUjlLN0jpN1K65XH6pVTPOkWqLKd0m5T6SOl2aZ7t0hq3SyVbpI3fLDVqvdTAr6TGfintkA1SnqW04AKNaq3G5mP9TrCh/b9MY/OBtMhk/SSb8RrVPOnQzNXY0CGjvUr5TzT6AzdfKvfUSuVam1H6yvV5L2mpRVp9ukRrO1m/GbYf6DfJlupfq7WhA7ROa7NA32pbWtE2rR3t/x+0ttTGvVpb2uBftbbUhENau+2/f66w2y+lBx9/HmAx9+PIm92EYP+bdJ6bdotfsBvtgT0h7iu1tr4hg/Rp+LBV/l19j4xZF+yiOfnx1uipwec3bImerju/8avjk/YmrpsdPW1JrKdaazsoqLf0ou5GL5nu0suNnTbpKqVq6Sm9uOil4U6zPe6rc+k1InXdIdIuGqhRjaZXnJS+p1G9L+VH0LuEPmPT+3HqLs05TGvTV2PT39/WUWPTi1KtXS99QGHjoNG/YNk2VHt01dqq/e16BnTv6e/QN7Cne1Dv3roezgGOjv7dHALsu+pf3XbK+R0CHNT+Xd1CXPsEugwOG+gW7Noz0KmbP83Z1U5r20PnSFOdA52767r3DOxpr7UfFj60f2i/PkF9nAKdHHWOtlrbnjone3/1wFD33oHOYyM8Bga7OgZ0l+vv4afu6mcz68CQKftcV/06ec7+wRt+mrFg+6BFX/efuNF+9sruo7+1mbLSZoi3asIq1SBvlec81azFqg0jVJ9NUe1yVa0fpTrQTeXjrvKzVe110ld5UP+ep3/qb2dH6ckPP4z7YUtpUT6NAhTMUchIYxaFj5SnEjZUURRIMWh+eT4NJbFFsTQEzDo5i2pxPGxP6YB9TkN/6O64T/9OaHNY2oeH9OnIH+wQYD3LVTbczrWzswsICGB5yqjV6vrVQ00YEzmGwiDqT4PDB38U8xGl82Pnj44c/emZTycfn0xBEgUiLATZmrKVwpGlZ5YOjxhO89NSk49Ntve3Hx012k5rNzx8OPW54UeGU54m6fuiNDbbSi9ylqdJv5dofy9haVcpDlCWVKX++lQtxQq0Okq7SW9hjgGO+lhB5ySnPQJ76FOdPqWXt1zSLUA/f1f/rtXWXpWy7dTYylNZnq2RpWzbbA29YTWeB2tIzZRttnInP07t5NTuibxttVS5W2wVJcrD9MQ8GlvD26PY7Xg8t4eNkdTW7NRYDU+Van9Pbateg9J7goFUP4+dNGdXqUQtpfZS2k3qeA5SJ3SU3iucpXeJPtIrt7/0XjHQ354aMkS648ZDq6a4f6R/V4r7x0jpe9Lnh75Sbd01bC0qaS2/p11rpHZV22xqz9fce3hweVQFOqwDHJY+NB7WH/o+fnZdD6sGUNB2WDVU06PrYRv3QGfqVz11DjS1lzRM9AnqTSmFg6rHwwQFgpRSjKh6PMSw9ysaB3/NPlBYnl9UdCrm2C+f/jDk0319Bx5WrTps+6U+jrdHgPUsV9lwO7dVq1ZFRUUsX1hYaGVlVb96qAlm9WbFGGl6KkvZ+D04bDCFYpvOb1oUt2hx/GLXYFd2Nmtg2EB9340aTV15bNRYNielA8IGyFPZnKykf2h/6VXRR35VsNeDg/SaYcGWfYD976n0ClEGZN2lD0y9AntR6h7qTgHBiMgRlA6LGEYlg8IGyWuhj2KqxyEaC8tYPawG5yBnqvC9iPf6hfSbdWIWvfwo7hxxZMTsmNnUuinHptDmUc2UjowcSVHmmKgxlB8VOYqmvh/1Pi0159Scb1O+nXliJkWutOyXiV9SzLrq7Kpp0dNoL1GFM07MoNkotKUFpx2fxmJfKqEwly1O+2T+6fn6OPj0fMrPjZlLKVWiL4+dTzucImCqZ/XZ1VTJ5pTNtMiO9B20rl0Zu2gVe7P2rjy78mDOwTXn1vhd8qMN0FzSsDylVE5T92XvWxa/jJ1K/CblG9q2dUnrJhybQDNTzTQDpZ8lfMZSav7yhOW03iXxSyilVdCWfHL6E9rChXELKaVV67c8Zg615cOTH7J20W6cGj2VjiBLP4j+QM6zqH3c0XGUjogYwXY4HSzqJJQOCB1Aaf+Q/pS6BbtRSpWzlOYcGDqQ0iFhQ6ge6kIspTXShlHKamBdSBkxs05Cn9TlLqQMIpvMw9ZI/K1Mn/jAI30gYTunZspeHVUfcqRRil4dlPaWRi+3EDf5NaV81dPh0+dDB8qvO/YarHolhg+S56FDTCkdVrlO9rFNOS6yQ8Zem1XvA4rXvrEPbAY+AygifvaJQi3NqZbyXVmJhn0Ckd7fNCo5pSCPoihX6UTpjIBu4/zVi0PcpwXYfxU5yjdzd0R+BL0GD2TtW3Xyo53nv553ctaac6vGRY2jV5ZbsOuYqNEq6d3G3l9N+4oaNSx8GA3/IyNH9A5y9jgy3Enn6B7S3zXIeUTE0IHBfcaGDxkc1HtM2GApHeQa2GNISJ8BOqcxwX3HBrpMoZReRIG9Pghynh3cd0aQy+xg1yX+9qsCun8T4OCjc/rMX/1ZgHqGxma6RjVWf9rMZrh0ksxDOvs7SaOaIp1Io6mL9eca9ScjvaSSqRrVqMdzDpXOUE6UTrzNlmaeJM3wvpSfKM0zSDpnPEaa4YPH5ePofV56OEvls6RToaukzGjp3Dntz25Vu1SfOkjhKSt3lcLcvlL4272qM7Ohp3pq7GEsvrerOqAslSJ1qfOMDOxBTd4ZPlT6IrybfOMBO/EZFOQiPXAPVhPVvHnze/fusTxlWrRoYWJmE/eKERqnaaSkEY6CABpKKaWhlN7FPI540LvV0IihlLI3O3qLpHcoNnVu7FwatGgYpjcLihVoQQqkaCzfeH4j5WkU9071rnnr1YPKB2nSF+KK7xY/enx5kV1YzJZ+vJSlBXf035LNvZUrl9BSFQ8r4orjaMHI/EiapLusS72Z6pvlG1sUS6HAqaJTP134iWbYlbnrZOFJnzQf9tZ2ovDEwYsHs0qzKMMu/D+SLmLKKVs7WyM7e5xwLaGkoiQ8L/xC2QW/HL/0m+nBV4KpLcklyaZvFzDoAX7ioe7YTlNefVYeLGVK/YFmk69Ny/OzG2JYqqyN5mcdiY44dQnqXeyuFDq+tCB1D6qESmi2xOuJVCin7JYRmp+l1BlYl6A81Ub9k3ogPaWUZqASSql+6pzUkaKuRlEXCr0SGng5kB4Hsg+wxy/Zv7D08KXD1EtpBurVxwuO0yK04LGCY6wSOaWSs9fOUv+XU5ozvjieKmcpLaXN1cYUxVDK8tVS6s/VUlpvTGGMnJ65dobmpD5P9eeU5dAa88rzaO2UsjxLaSrtQGos7Tp6vdAuZa9Q+foLpezlz17pLGWvMlbO8ixVzsOmslc9q41qZq/K8gfltEb2DpB/O5+2M6ssi7aZJtH7AG0ke9WvT1pPTaOPAXsu7KHgflvaNvpwsjF5o/4TwjnpE0LCSnrv+iTuE4re6DMJpZSn97EtKVto2aArQfuz95+9fpZqTrqRpMxTSvm9aT5J1xMPZuxMvXFed2Hvxetnj59dlZ8fWVqaWY9vObDbmKjXsRuhqk2teOrvt5ZdvXi3pPhmVnr51bzbxfnlRflJPusSN68N9ugb8p7biU9nxq71TN7/TeqBLQmbl5/ZuOTYyglRy8ceWT4ibOnggJndtDO6aj5UaeaoNDOkxyyV5iMp/VilmabSzJQK56i0m+y022wCfuru/4tau66r5msb3XeOAdu7BX/bV7epZ/DSvgGLHSM+Hxqyul/kotEhXv1jN8w9tn5i1um9ySe+uZp/7ELK3vy84wkJPhcyD0WdXJmYslV7/MPzKd9ExM5LT//hZMKKpKT10admnzw5UxfSL/zo+N2BPQ8em7Q+pN8PxyYsD3bdGD7844Buy0MHTNaq54f1f89fPSvYdbDWbobOabDW5uMA/a0Fy3UOH2pUKzRdp+oDR5vJ0hXtD6WL/nP119xtluivztss1Kj2aO2+1d+rWv13hdgdn2Fhg44cGXHlSjDt25s30xBgPXOJiYlqtfqll156nje5czyDZWIqe3mzEUv5JggAAI3Nw4oKitMKT5woiolJWLHi9MKFWjs7rXSXt8bW1l+t9re3f/qToQHdu1M90dOnn/zww/jFi2M9Pcvz89l399g23C1u+GGCfeGXffGWIiGWXr+emJ6+IyfncELCigsXfqb09On5/v728fFLo6OnxcV9EhzsGho6kAKpkydny99wysj4MSVlc15eGKXV/sUEAdYzZ2tru3z58tu3bz/PlXK8B4vfRgEAQAO4nph4JSwssGfPwF69TIdHWltbirqip007OXNmkLOzzsmpqlytpkdI377BffuGDx0aMWxY/NKlZz///OKBAxcPHrwaFZUXHk7pleDge2Vl9fjRc0tBkRn73UFziDOANlg7W7ZseevWree80q1btxr7FmGdDrk4/QMA4Lkpy86OW7QodevWWE/PNB8f9hNNSneLi8suXqR5Ej7/PNjV9djEiZGjRsXOm5e0fn3m7t0pmzdnHziQHxl5My3tfnl55YMHt3Jz7xQW5mq1+RER59asoTop7rkSGkoRD63FQCClVgc6O1PlVFXa99+nb9+e+MUXyRs33r58WT7DJP0yQwWtgh4UM9FDulCJuxrMJc4A2mDt/Pvf/56dnf2cV1pZWenp6WklWbBggfJ3sBBgAQA0rPhly5Thjr9aTfFTrr//9bNnc/z80rdt09rZsR9qqvWEEy3Lfl686mKf8Uf0Bx+cW7360qFDFJlRSEfBU0PvhiZOnAG0wdq5ZcuWgQMH5ufnN9QGPA1x+gcAwHNz8eBBiniCXVwokFJetqv6kxYbGzl+Cu3Xj2KvEzNmUBR1xMOD3eSkT9VqE1EXm0d+JG/ceFmna+hGC0ecAbTB2tkgv+TOiwVtKgBA41eSnBw9bVrK5s13CgoqHzy4V1p6My0t1tPz+JQpcoClVatjvbwu/PQTTa12Se5Wbu798vKy7Oy7xcU5fn6Xg4Np2bMrV+ovGv7yS154ONVPkx5WVBSdOnUzPZ1Kav4oOTwf4gygorSTL3H6B0ATQIMxu2+GhtiKGzdu5+XR43piYmlmJg23NPQWHDt27ezZK8HBN5KS9HfwpKdTCaWUL0lJYSkNyayE5rms0xXFxurvYj56NHv//vwjR7J8fQuioylPKeWpJH3HjitBQane3jm//Zb45ZcZu3fHL1uWuXs3jfo0G5Vc0mho+KeVpvn4FJ44QXHDtTNnaNLNjIxcrfbW5cu0Ltpg2pJ7ZWW0nQ/KyykmoJQ2mNrCUlZCU2keqqSipERO70tLySkrYWlxXBxLWZ20f6g2SimmkfNySmuhfcXWwlK2XpZSPdQEior021laym5UqsdVttNeXuysEh0aZTlVRXvj+tmztM9p87j1CWg44gygorSTL3H6BzQZ7BM/G/nYvcPs5lwaz9gdu/SURt+ynJwcPz+KEjJ37aKQgmKFwuhoGuEo/qDxniKSsuxsWpzdQVzzxl5WTsMtZWhULrt4kSopjo+nMbjg+HGq52pUFKVXQkMpOrkcEEBRBYUUlNKKKPigNGPnTnokb9hwfuPGc2vWnPvii/Pr1yetW0cRydnVq/WPVasoRqFUP3Xt2qQvv1SmVJ7w2Wdxn3xyctasYxMmRLz3Xmj//sF9+gQ6OekcHf3VanZHzhP/YlvzwaaaTtnlqhqpVvGvt8bmUdbjL52bkX4s/XHarZt8wUvn4EBpoPSdNXbJLMjFRX8RrXdvOQ10dtanPfX/2KRjKZtfyj+RSstWpdJSQawe6f962R1LwW5u+rRvX/1UqYTNw9bL6mdbwlK2rgBpO4OkqeHDhvnb2x+bPDlswIC4hQtPzJyZvHHjyY8+Or9hw/HJk5M3baLDR0GnvoMdOUKH9cLPP1N0RYW0FM3w/F8a8JyJM4CK0k6+xOkf8NywYIX9Ls6t3Fx6ei0hoaKkRP/BPTWVRqP8iIik9esvHjiQsGLFhT17aExK/vbb6GnTEr/4ImrcuDPLlkUMHx63aFH44MGn58+nlIa0kH79TsyaRUMj+2NXmo3GsAhp/AsdMEBrZ8fGTjb6snG96lqMTfVfeNYqoocAe3uqgSoPcnYOHzo0xM3tiIcHDdLhQ4ZQVZShSgJ4/HRQI3rUDKTYjqqRsn/JZb+cVBUk9eihDz5YQMNSFqYoQpOq+4eklC1blSoDLxYaKtInpirSAEVaVW6sTkWqrVm/kbRqnhrtrXanlOG9p+hOT4SqKlW5Zd6SC3UlzgAqSjv5Eqd/NCosBGFnX1jKwhF2VoalrIT93gy7WsFSViKnyjM3VFXRqVPsWgylhSdOsOsmbCrNWZadTWlpZqZ8xYRdW6E5af78yMg7BQVXgoNvZmRk+fpSVSmbN+f6+59bs4bCIP23zbdtow/x57/+mj6dJ65dGzl6dMLy5UdGjKCQSB8MeXkFu7rGzJ5NAdDR8eNpmAkfPpzSEOkUAhubq8ZdxSho4KQIrwc7AcPGTkXcoDF9yofrg30FzOCDdkhAt24spYfW3l6fqtUsZeeo2M8UhQ0eHDZgAAWgxydNil+6NHbePP05sJUr03189Pfl7NtHMevlkBB2mS9Xqy2KjdWnMTGUFkZHUzlLqTzHz09OqeT62bM0D7uPh0Jh6gYsLbt4kToD5akjUZdg3YO6CnUY1nloEuVZyjqePoaWThyyS2xlOTkUT984fz57//5r8fG0hVSY5uNzJSws1dv7cmBg8saNlw4fpoZQB6OUSijmzgsLoxZR/E3zXI2KktM8aSmWsqnynJRSnmrLCw6mGi5pNPpLln5+1GlZmnPwoJzSumge2jBaSk6phMr1NYSG6i+PHj9O20m7iDr8+Q0bjk2YELdkCXXs49OmUf+hyFufSpE9HRc5uNSxAFQKN+njAX7pQBDiDKCitJMvcfrHs8MiJBpgbufn03BVfPp0+o4dbNhI/+GHuEWLzq9bRxFJ/OLF9GZNEQmNlIE9e4YNGsTOvlBK0Yl8PuaIh4c+P3So/sxK//70bh7Srx+9a4cNHEh5Wkr//j54MMvrwxdpatX5GymIYd/9Vl5bYddfWKDD0mDFFRPl9RHlVZIA6TxQ1cd65ekNxZWjJ0oU+argRnGCRHn6gW0hOwVS1TqpRZEjR+qvyEyYEOTiEj19Om3kiRkzaIaYDz+kCOPUvHkUzJ1euDBq3Lj4JUtol5797LOTH32U+NVXFNulbttGMUfGrl00aub89tuFn36iqIKCRXZzUnleHo39pVlZ+kuEZ85QbEGjKY2padu30ziasGIF1UaZY+PHn5w1i+KYmLlzT338MR2sxC++oJqpNooAqLbCkycp8riemEi1sZTiVHYLFMUZFHBQhuJdSilPD8pT2EE9pOaDAmh6UIDCMqyEZmYplbPbn/FN+8ZDvh796PHnH/rEQp9PWBhKHYDdG4foShziDKCitJOvptE/5H9pMIG9LbITORQM0fug/lP+qVP6n/X78UcKes6tXUvjN43cLKVRnMZd/RWrTz+lkrhPPqGwJmb2bBrpabynUZ8iAApfosaMociA3e3BLmRoFbEFn4ex219q3C7jb+Rqi/I6iIGrJ+wqDLvmwm6akQIsds6J3dQS6u6ueXxGKnL0aKrq+MSJ+r/LmDZN5+BwUrp4FzNnjv5WlaVLaXedW7PmxMyZqd7eFF9m799POzk/IiLL15fdW007n4ISdgqE3eckH0QMTgBgKZrGAGoOUdrJ17PuH+zzNxtBWYij/BTIrljRWHtfukpVnp9/Wacry8qilD76669YXbvGxmP9BYvLly8ePHjtzJn0HTvYTTwZP/6oP/Ewf75+vJ8yJdjVNeHzz2lEZ7f1pGzZoj/JsXIlBUPsC9LslA87ncOihyfut3j660HKEzaPT9XoT0H17UtRSNjgwfoTMxTJrV6tP5X12WcUglAgcmrOnLOrVlE5ldAGJ6xcqd/s1aupJPmbb2I9PdmPQads3qxPt2yh+VlK4Qs1M2Pnzvhlyy4eOMCus7CrKmk+PuzayhXp6smlw4fZVRLaGzSn/s7cx1dM9FdGHl9toR1bFBurD4NSUyn6vFNYSAeFXQOig8W+EsUOHzusCIYAQGQIsMAU0/2DnVRgXwjXfwk8JSXHz+9GUhKlZRcvshPj7Mve+i91nzihv3fht98SVqw4v25d1Lhx0dOnU3gRIZ32YPcrHHnvPf09ClIaOmCAfK2KfQ+o6jYd6fpR1beNFCkrZ6dYqm5xrXl9qkZadYJH+a0oxQ2t7JYgCrnY9anAnj2jP/hAn06dyq5VsduJqOTYlCn6+6ylK1YnZ83Sn8eaPTty9Oj4JUv0Nyd5e1OMcvXIEf0dLWlpxXFx+v/ByM6WLxngQg8AQBODAAtMof5xJThY/2dV0umQuMWLKWigICPIxYUCI/1NQu7u+r90UJzvqbqipPyuEAt62O8Om/5StzLcUVyxqqpT8aXuqhuAaqTs9h1221DYwIGUnvzww+OTJ59ZvpxCn6Pvvy+HbrT9tIpjEydSDEdTT82Zk7Fzp/4Uzq+/Jm/cmB8RQUEhxUDsWlXNfwpjp2dwkgYAAAxCgAWmUP8w66tb7BYf5deklXcuKwIjdt905KhRNNvphQsp9GHXttJ8fPRXu7777sTMmVRC4U7mjz/GL1uWLV3bygsOTvX2LoqNpaCHIp4sX192KZB9o6fg2LHMXbvYvcnsRwvvlZWxHxWsefdVmfS/kMrbegAAALhDgAWmUP9gAVOwq6vWzi5q9OggFxeKfiJHjz6zYkX0tGnnN2487eWVc+gQBUAU4rCvXuf4+RXGxOhv2YmJufDTTyWpqVTOvp7N7lx+VK9fQAYAALAUCLCgump/m3i3uJj9lQS78RwAAABqhQALTBGnfwAAAHAkzgAqSjv5Eqd/AAAAcCTOACpKO/kSp38AAABwJM4AKko7+RKnfwAAAHAkzgAqSjv5Eqd/AAAAcCTOACpKO/kSp38AAABwJM4AKko7+RKnfwAAAHAkzgAqSjv5Eqd/AAAAcCTOACpKO/kSp38AAABwJM4AKko7+RKnfwAAAHAkzgAqSjv5Eqd/AAAAcCTOACpKO/kSp38AAABwJM4AKko7+RKnfwAAAHAkzgAqSjv5Eqd/AAAAcCTOAGrZ7dTpdE5OTi1btmzbtu3EiROLi4tZeWVl5fz5862srKytrb28vOip6fK6Eqd/AAAAcCTOAGrZ7XR2dg4ICCgrKysoKJg6daqbmxsr9/b27tKlS5aEMj4+PqbL60qc/gEAAMCROANo02lnaWnpyy+/zPJ2dnYUeLE8ZdRqtenyuhKnfwAAAHAkzgDadNp56NAhR0dHlm/VqlVRURHLFxYWWllZmS6vK3H6BwAAAEfiDKBNpJ3x8fEdO3ZMS0tjT5s3b37v3j2Wp0yLFi1MlxvUzKRn1hQAAIAmS5wB1MLaaTC+iYiIaN++fUxMjFyCM1gAAACNkDgDqMW309fX94033jh9+rSyEPdgAQAANELiDKCW3c5169a1b98+JSWlWvnWrVsNflvQWPmjOh5ycfoHAAAAR+IMoJbdzpq3RpWVlT2Sfu/K09PTSrJgwQLl72AZLH+EAAsAAODZE2cAFaWdfInTPwAAADgSZwAVpZ18idM/AAAAOBJnABWlnXyJ0z8AAAA4EmcAFaWdfInTPwAAADgSZwAVpZ18idM/AAAAOBJnABWlnXyJ0z8AAAA4EmcAFaWdfInTPwAAADgSZwAVpZ18idM/AAAAOBJnABWlnXyJ0z8AAAA4EmcAFaWdfInTPwAAADgSZwAVpZ18idM/AAAAOBJnABWlnXyJ0z8AAAA4EmcAFaWdfInTPwAAADgSZwAVpZ1Pr9mTGnpzAAAALI84A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7eRLnP4BAADAkTgDqCjt5Euc/gEAAMCROAOoKO3kS5z+AQAAwJE4A6go7eRLnP4BAADAkTgDaFNoZ1FR0Ztvvqk8ZpWVlfPnz7eysrK2tvby8qKnpsvrSpz+AQAAwJE4A2hTaOf06dNXrVqlPGbe3t5dunTJklDGx8fHdHldidM/AAAAOBJnALX4diYnJ7/11lt37txRHjM7O7uAgACWp4xarTZdXlfi9A8AAACOxBlALb6dffv23bNnz6Mnj1mrVq2KiopYvrCw0MrKynR5XYnTPwAAADgSZwC17HYGBwerVCp2K5XymDVv3vzevXssT5kWLVqYLjeomUnPpD0AAABNmjgDqIW1s1p807lz56NHj8qT5NlwBgsAAKAREmcAtex2GjuxhHuwAAAAGiFxBtCm007lMdu6davBbwsaK39Ux0MuTv8AAADgSJwBtOm0s9rvYHl6elpJFixYoPwdLIPljxBgAQAAPHviDKCitJMvcfoHAAAAR+IMoKK0ky9x+gcAAABH4gygorSTL3H6BwAAAEfiDKCitJMvcfoHAAAAR+IMoKK0ky9x+gcAAABH4gygorSTL3H6BwAAAEfiDKCitJMvcfoHAAAAR+IMoKK0ky9x+gcAAABH4gygorSTL3H6BwAAAEfiDKCitJMvcfoHAAAAR+IMoKK0ky9x+gcAAABH4gygorSTL3H6BwAAAEfiDKCitJMvcfoHAAAAR+IMoKK08+k1e1JDbw4AAIDlEWcAFaWdfDUDAACAemnoMfw5EaWdjdaz7mrPoStjFY2hfqyikdSPVTSS+rGKRlL/81lF4yRosxsPvHgEWUUTaELTWEUTaELTWEUTaELTWEUTaEKjJWizGw+8eARZRRNoQtNYRRNoQtNYRRNoQtNYRRNoQqMlaLMbD7x4BFlFE2hC01hFE2hC01hFE2hC01hFE2hCoyVos8GyCPv6bGxwIBoJHIhGAgcCTEDnAAuAd7FGAgeikcCBaCRwIMAEdA6wAHgXayRwIBoJHIhGAgcCTEDnAAuAd7FGAgeikcCBaCRwIMAEdA6wAHgXayRwIBoJHIhGAgcCTEDnAAAAAOAMARYAAAAAZwiwAAAAADhDgAUAAADAGQIsAAAAAM4QYAEAAABwhgALAAAAgDMEWPC8VVZWzp8/38rKytra2svLi56aLue1LFRjYqc1e6yuy+JA1IOxnabT6ZycnFq2bNm2bduJEycWFxebvywORD0Y22n+/v7du3f/05/+RAdi3LhxV69eNX9ZHAiRIcCC583b27tLly5ZEsr4+PiYLue1LFRT604zEWDhQHBkbKc5OzsHBASUlZUVFBRMnTrVzc3N/GVxIOrB2E7r0aPHwYMHb9y4UVpaunz5cop6zV8WB0JkCLDgebOzs6Nhg+Upo1arTZc/Uoz09VgWjKl1p9UMsHAgngVzdhoN7S+//LL8FAfiWTBnp1G8++c//1l+igMBJiDAguetVatWRUVFLF9YWGhlZWW6/JHiXawey4Ixte40EwEWDgRH5uy0Q4cOOTo6yk9xIJ6FWnfarVu3Vq9erTyViAMBJiDAguetefPm9+7dY3nKtGjRwnQ5r2Whmlp3molLhDgQHNW60+Lj4zt27JiWlmb+sjgQ9WB6p7G7El977bWMjAzzl8WBEBkCLHjenuajHj4mclSPM1i1LosDUQ+md1pERET79u1jYmLqtCwORD3UutNu3ry5bNmybt26mb8sDoTIEGDB8/Y0NyvgRgeO6nEPVq3L4kDUg4md5uvr+8Ybb5w+fbquy+JA1IM5O41iLOXNcLUuiwMhMgRY8Lxt3brV4NdqjJU/Uoz09VgWjKl1p5m4BwsHgiNjO23dunXt27dPSUmpuQgOxLNgbKeNGTMmOTn53r17ly5dmjlzpsF7sHAgoCYEWPC8VVZWenp6WkkWLFig/MEYg+WPFO9i9VgWjDG9w5WU5aaXxYGoB2M7rVkNZWVl8iTTy+JA1IOxnbZv375//etff/zjH998882pU6deu3ZNXgQHAkxAgAUAAADAGQIsAAAAAM4QYAEAAABwhgALAAAAgDMEWPC8GfsL27r+W6o5f4VrYvEbN26MHTu2devWbdq0WbZsmbGtNfY/r/gPVwAAMAEBFjxvxv7Ctq7/lmrOX+GaWPz999/38PC4Khk+fPiOHTsMLm7sf17xH64AAGACAixoSMq/sH2aX+qr9le4SsYWf+WVVygyY3mKsezt7WvdWuX/vOL3AwEAwAQEWNCQlH9h+zT/NVHtr3CVjC1OARY9ZXmKtGr9C4tq//OKf8AAAAATEGBBg6n2F7b1/rdUE3+Fa2LxMWPGjBo1qkAycuTIF1980cSm1vyfV/yHKwAAmIAACxpGzb+wrd8ZrJr1VPv9cWOLX7t2jeIqa2vr119/feXKlX/9618NLi6r9j+vOIMFAAAmIMCCBmDwL2zrcQ9WrX+Fa3px2ebNmynYqnWzlf/zinuwAADABARY8LwZ+wvbuv5bqom/wjWn2lGjRuXm5t64cWPv3r1vvvlmamqqwcWN/c8r/sMVAABMQIAFz5uxv7Ct67+lmvgrXCVji2/fvv2NN97485//7OzsHB8fb2xrjf3PK/7DFQAATECABQAAAMAZAiwAAAAAzhBgAQAAAHCGAAsAAACAMwRYAAAAAJwhwAIAAADgDAEWAAAAAGcIsAAAAAA4Q4AFAAAAwBkCLAAAAADOEGABAAAAcIYACwAAAIAzBFgAAAAAnCHAAgAAAOAMARYAAAAAZwiwAAAAADhDgAUAAADAGQIsAAAAAM4QYAEAAABwhgALAAAAgDMEWAAAAACcIcACAAAA4AwBFgAAAABnCLAAAAAAOEOABQAAAMAZAiwAAAAAzv4f36afsb9tEQgAAAAASUVORK5CYII=)
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