Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-10-20020914_163200_20020914_211600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/09/14 |
Start Time | | 2002/09/14 16:32 |
End Time | | 2002/09/14 21:14 |
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 | | -11.96 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-10-20020914_163200_20020914_211600-constBx0 |
Minimum Dst Value | | -44 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjo1NzozMyBFU1QgMjAxOFlLX1sAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNDEtMTAtMjAwMjA5MTRfMTYzMjAwXzIwMDIwOTE0XzIxMTYwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTAgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDktMTRUMTY6MzI6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA5LTE0VDIxOjE0OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC40MTE5OTc5OTk1LCAibWF4IjoxLjA0Njk2MjAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyNDgsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX2qs/EaAAAABGdBTUEAAK/INwWK6QAAOqZJREFUeJzt3X9cFPedP3AF1BWRLoiKFhUjRmzRUEt8YKAJGrSYmoakNEf8FTT25FK80J7iGlFJT1PSh/GIh2VbMCV3piEJTfdh0XA9rtw9yIWmpGpKI/5KNF1zJG6STbJtN3Ejft/f/dxNpzs7wyw7uzM7n9fzDx6zw+zM5zPvnX2/58fOjLoOAAAAAJoapXcDAAAAAMwGBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxlBgAQAAAGgMBRYAAACAxsxZYI0aZc5+AQBEVCS+PF9++eW5c+cOO+dILBq5AHRkzg+f3EaFjQ0AQEEkviQLCwtfeOEFXRaN73wNYWWGypzrK9RdpWPHjt16663jxo2bNm3a/fff/84774j/63K5ZsyYEfCWUf9n2AVJJxsaGqqpqbFarSkpKTabjV4Gfe+LL764bNkyi8VCrXrggQfee+895bfLjQ91Pm63e/369ampqWlpaXv27FHZ66BrSf06IadOnVqxYsWECROmT59++PBhNlIuNFqtnKBMueblGqMw85AipcmajwS5LXf06NFTp04tLy93Op0Kbx9B+wcHBx988MHMzMwxY8bQu0pKSuhjHLQxASNp4Atf+IJ4ETQ8f/588QTCvwYGBu655x76tIwdOzYvL+/5559n4z/88ENq59y5c8ePH09Lv+uuu7q6uoZts7QxI55AKjk5+ZNPPgl/0SMQ6ZpAIdakv79/5cqVSX408Lvf/U7csABsfEjhG3F+iWapxHNZZs6eh/odsXTpUtrBovT28ccfP/LII5SHxP+l7efRRx9V/mYMaXF2u33RokVv+tFAc3Nz0HctX778+PHjHo/n3Xff3bx589e+9jXlt8uND3U+FRUVlHXe8bv33nuffPJJNb1WWEtq1snZs2epSjhy5MgHH3zw1ltv3XfffWy8XGi0WjlBmXLNyzVGeebS8XKR0mTNR4K0wGID165de/vtt//hH/6hsLBQ4e2htv/y5cuzZs2i2Z4+ffrPf/4zFbK/+MUvvvrVrwZtTMBIGqBS6ejRo8K/fv7zn9MYaYF17tw5qg73799PIaDa5de//vU3vvEN9i9a1re+9S2a4NNPP71y5cqzzz572223Kbc5aGNGPMGI3xJzBZZyrM+fPz958uTHH3980O/AgQP0kkYqN2wE4RtBfkGBFR0x1nP6KnnooYem+tGAsFdEIaSPb0ZGBu2VspePPfbYlClTaPfu29/+Nn1Shcmu//Wug3QRlIESExOFl7TlzJkzx+v1alhgLVmyhFIdG6aBgoKCYedA5cWECROU365mtmrmM2nSJMrBbJgyvTT9SHutvJaCCpiS8nRjY6PyWwJCI9Bq5QRlvjUf0BiFmQcdLxepMNe8z+fbtWvXzJkzac+b6gY2UmF7b2pqotxmsVjy8/P7+/vZeNrX/9KXvkQj6V8sr0g39oDufPjhh+PHj6eByspKcUV7+PBhGqPc/qBrbOPGjTt27AjaR7m3iNv23HPPiRdBvXv++eeljV+9evXevXuDLoK6Q52Sa4B4oQpfktdlVr7yl2eob5F+bwcNq9zHQIzqfioxqS/Jycl33323y+VS0x3lhdIHgGZI09OKGkGs16xZE3Acevfu3WvXrg1oWACV4RMLNb8E3SjEgRh2ZdLOyT/+4z9mZmampKRs2LDhj3/8Ixsv3Yqly1KTxL/yla8888wzQoNpL2LatGmhrhYjiLECi4JXXFzs9Fu6dCl9Xtl4is1dd91F+6PCS5rssh8N1NXVCeMDBgLQB+X73/++eOf+jjvuePrpp+XeMrICiz61wkeW9lHoszjsHBwOR1FRkfLb1cxWzXwozdNLNkz5Xjofaa+V11JQAVPSxkbBpa2Itur169e73e6A6aWhCalTI1jn2s7cOGs+oDEKMw86Xi5SYa55KheoSRcuXPjggw+qq6vZSIXtvbS09OLFi/SpeOSRR4QUQq1qb2+nr2z6Rn7ggQeCtl+cJAYHB7dv386OEFCFceuttz777LM03NbWRsNXr15Vbn/QNUZtoPwUtI9ybxF/L1Gr5s6d+9///d/0sru7m4ZpjPSLi6LwxhtvBF3EypUr77333pdeeunPf/6zXDOuq/iSVFj5cvMM9S3S7+2gYZWbrdjChQt/9atfUZcpDVdVVW3atEl9d4IutLa2ltbk234rVqwYQawpRvR5Fo+hl+np6crrRGX4xEaQX6QbhTgQw67Mxx9//Pbbb3/zzTdpa6WS8bvf/S4bH3QrDliWmiTe2dk5f/58+uSzf9G2XF9fr3JtGEqMFVg33HDD66+/zoZpV4P23dkwxebSpUvCZPRSmOz3v/+9eLKAATFWZdMunXAU95e//OXixYvZOWwNC6y4uDj23U1oID4+XvntJ06cmD17trAly7192NmqnM+6deto3+tdP9pRTkhIUO7OsGspqIApaem0obKFlpeXV1RUBEwcEJpQOxXqOtd25oZa8wGNkZu53Hi5SIW55rOysoSDBwKF7Z1qIzb8pz/9iR2CIjNmzDh48OAf/vAHhfaP+mu0C05fEexf77zzDq0Zm81Gf4Wr/UL95FDUxKlReqhA+paA//7oRz/6+te/ft1/tujHP/6xdAK2FK/XG7QBH330EeWwm266yWKx0ArcunVr0F3/Yb8kFVa+XN9DfYv0eztoWOVmK4fWQEZGhvruyC10YGCADdMbg3ZBOdb0UQmIEU0sbNSjJITGqwmf2Ajyi3SjEAdCLOjKzM7OPnPmDBumLWXWrFlsOOhWHLAslUn85ptvZruO586dowZQaII2z+BirMCiz5zwkaUBesmGKTbiS/nopdxkAQMB6MO0Z8+er3zlK+zlggULenp6FN4i992tPJncHkbQt9Ne7MyZM1955ZVh366846J+Pu+//z5ld0o8tAe2b98+YZdLrjvDrqWgpOtEfPAmLS0tYPqA0ITaqREcwTLlmpc2Rm7mcuPlIhXqygn4tIs3bYHC9h60hb/97W9LS0snTZo0d+5c4SyJ3MSsPTt37hRfc0n70zSBcI5Sof1yKGoKxeuYMWMCznBRvygjiiejCaZNm/bTn/6U/gpn2QLmo3AES0BfiVQ53X///UGP+w77Jaly5YuF+hbp93bAf5VnK9bX10dxpG2HfaiEqiLU7oinFyIldwpeOda0QziCI1gCafjCzC8KbwkIxLArk8pQcWkofICDbsUBy1KZxB0Ox7x58z777LP77ruP9pqkXYgJMVZgqdxDEu+c0YB0MnamOShK5MLlKXI7GeIFqWl2wGTqrwdqa2ubPn36q6++qubtCrMNaT5ihw4dopSv3J1h11JQAZMVFhaKLz+SFljX/zo0oXYq1GuwTLnmgzZGbuZy4+UiFeaap5IopCNYCi2kr+mOjg4hkwVs7AETf/zxx8JBi1OnTtG+8gsvvPD5z39eOFYa6ieHMqLNZgsYKSx0/vz5v/71r8X/6u3tzczMDJjs+9//fkJCgnBaRFpg0Wfj0UcfVW4J43a7J06cKB0/7Jek3MpX+PIcwREsNS/VHMGikU899RTtolBKpr/SNRbqZ0nNESzlWFNlIL0Ga82aNUGXK0cufEGXyKj5xCpvFMOuTCp9Ll68KJ1t0K04YFkqA0FbMe1Abtu2jbYO4QLBmBNjBRbtbgqnb6nErq2tZeOlG8mKFSvY5QU0IL0UYPLkyadPnxamX7duHb28evXqH/7wh6qqKrkdPpUjh52sqalJze+SHn/88ZkzZwob+bBvlxsf6nzoK4BWL23YzzzzzIwZM4RDwWp6rXKFSKc8fPiwcHasvLx8w4YNbLxcaLRaOUGZcs3LNWbYOaiMVJhrft++fUVFRW+88Yb46g312zsboPbQdzd9HVOBRaUkGxmwsYvf+9577+3atSs/P/+6/yI/+kL/r//6Lxo+evTol770JXb2R6H9QdfYpUuXaNHCL8uoO7/4xS+EKalupqX853/+50d+3d3dOTk5P/jBDxRmKB4vDJw7d44qyAMHDtCa+eSTT1555RXhV4S33Xbbs88+S7UvbTXU5s2bN69cuTLoPJW/JOVWfsD6FFMZL7kVKPdSbrZitDZ+/vOf06qgjxCtCukaC/WzRNML12B99atfHUGsaful3Q+KkfArQnopHPGSWycqw6ew3tRscQobxXUVK7OhoYFWJs2BtrXf/e53f/M3f8PGB92KA5al/kNCO4Q0sqWlRaGzBhdLbb3uP6K4ZcsW9gMEGhCONEo3EvYDmZSUlL/7u78T/06BDVCysVqtwsvnnntu4cKFY8eOpaxGH2iq2aWLVj54INfgoJNRbU6FudVv+/btcnfWkR6f8Hg8Cm+XGx/qfCiD0rdGYmLi8uXLT5w4EVKv1Xz65WZCX/H0BUQho6JKuHRaLjRarRx+1rxcYxRmHlKkwlzzlE4efvjhjIwMmi2lIjZS/fbOBqgwpX1ri8VC5dGvfvUrNjJgYxf3KDU19etf/zo7j7N+/Xp2wRNDbWC1o0L75db5W2+9tXHjRgplQkLCpEmT7r777pdffllYGz/5yU/y8vI+50cDTz311LAzHCXJcNf9PyClOVOraOu4+eabhftg/cd//AeNp9VI62H27Nnf/va35b7QlL8k5VZ+wPoUUxkvuf7KvZSbrdixY8co9GPGjKG9iIMHD0rXWKifJZrgb//2b2nl0Cr63ve+R3MO2gWFWJPXXnutpKRkgh9VaadOnRIvKOj2pTJ8QWfCRqrZ4qQbRUgr89q1azQ+Ozt73LhxtMPgcDjY+KBbccCy1H9I6CM9d+5cn88X0GW5tWFAsdRWAADQRGwlKn1RnUS1jt6t0Nlnn30m/dlNRN15550//elPo7lEzWEbAwDgDgqsYVVXVw8ODl66dOn222//zne+o3dzdNbX1yf8WjDSrl279qMf/WjBggXCnRpiFLYxiAjpAXADfqHHRCNDZcpOgebwqRhWQ0NDRkbGlClTvvWtb8XobQI0lJSU9MMf/jA6y6IPZ2ZmJpV00Vlc5GAbAwAAANAYCiwAAAAAjaHAAgAAANAYCiwAAAAAjaHAAgAAANAYCiwAAAAAjfFSYAX97ToAAABEmd4VQZRw009uIgoAAGBY/KRjbvrJTUQBAAAMi590bOZ+8nlMEgAAwLD4Scfc9JObiAIAABgWP+mYm35yE1EAAADD4icdm7mfOEUIAABgKPykY276yU1EAQAADIufdMxNP4eL6NGjR++///6zZ89Gpz0AAAAcQoFlBmpOEbpcroaGhry8PDZNfHx8ZWXl+fPno9xUAAAAHqDAMpuAiHq93ra2tlWrViUkJLDSKi4uTlyNlZaW9vT06NVaAAAAU0KBpYNhr0YfGhqqqamxWq0pKSk2m41ehjRzNtDd3b1p06akpCS2LCqwqJZqb28/c+ZMa2vra6+9VllZabFY2H/z8/MdDofP5wu3bwAAAIACS0cKq95uty9atOhNPxpobm4edlZiGRkZ06dPF15S8dTY2OhyuaRvHBwcrKurS0tLY1NmZWXRlF6vN9y+AQAA8A0Flm4UVv2SJUuOHz/OhmmgoKAgpNkymZmZtbW1aq6yooqK6iqqrtgbU1JSvvCFL3zve99Tv1AAAAAQQ4GlG4VVn5ycLBxwunLlitVqDWm28+bNe/HFF0Ntj8/nczgc+fn5QonW3d0d6kwAAADgOgosHSms+ri4uKtXr7JhGoiPj5e+V0GYDdu5c+fo0aNpPlOnTu3t7Q1zbgAAABxCgaWbyB3BCrdl169funTp9ttvp1lZLJYjR46EP0MAAACuoMDSTeSuwQq3ZX4+n6+yspIdEqutrdVkngAAAJxAgaUb6aoXxjQ1NYXzK0ING2m329kNtEpLSz0ej4ZzBgAAMDEUWDqQq4eE4aGhoW3btln9tm/fPrL7YGmlq6uLmkGzzc3NdTqd2s4cAADAlFBgmU0kIjowMJCdnU1zTk9Px2XvAAAAw0KBZQaRO0UocLvdxcXFuOwdAABADRRYZhO5iOKydwAAAJVQYJlNpCMqXPY+c+bMM2fORHRZAAAAMQoFlhlE4RShWEtLC1vQvHnzIr0sAACAWIQCy2yiEFGPx5OSksJqrP3790d6cQAAADEHBZbZRCeiXq/3xz/+MS0rISEBjywEAAAIgALLDKJ8ilBQW1vL7t2A+2MBAACIocAym2hG1OfzsXs35Ofn03DUlgsAAGBwKLDMJsoRdblcmZmZtNDKyspoLhcAAMDIUGCZgV6nCJm+vj6LxULLbW1tjfKiAQAAjAkFltnoElEqrdhN3k+ePBn9pQMAABgNCiyz0SuimzZtokVnZma6XC5dGgAAAGAcKLDMRq+I+ny+vLw8WnpJSQkueAcAAM6hwDIDfa/BEjidzvT0dDypEAAAAAWW2egb0a6uLvakwo6ODh2bAQAAoC8UWGaje0T3799PbUhKSjp69CjOFQIAAJ90T8dRY+Z+GuQUoaCsrIy1ZOHChXq3BQAAQAdGSMfRwU0/DRBRj8eTmJhILYmPj79w4YLezQEAAIg2I6Tj6OCmn8aI6NGjR61WK3tSYW9vr97NAQAAiCqDpOMoMHM/jXaKkHG73exJhRaL5ciRI3o3BwAAIHqMk44jjZt+GimiPp+vsrKSlX24dwMAAPDDUOk4oozSz6GhoZqaGqvVmpKSYrPZ6KV0GrfbvX79+tTU1LS0tD179oQ0fwNG1G63s3s3lJaWejwevZsDAAAQcQZMxxFilH5StbFo0aI3/WigublZOk1FRUV5efk7fvfee++TTz6pPE9jniIU6+rqYpdk5ebmOp1OvZsDAAAQWcZMx5FglH4uWbLk+PHjbJgGCgoKpNNMmjTp3XffZcNUYxUWFqqfv2EjOjAwkJ2djcveAQCAB4ZNx5ozSj+Tk5OFxyFfuXLFarVKp6ECi/7FhqnSCjqNHCNHFJe9AwAAJ4ycjrVllH7GxcVdvXqVDdNAfHy8dJp169atWbPmXb/Vq1cnJCQETDBKUcT7EAZc9g4AADwweDrWkFH6qeYI1vvvv091VUpKytSpU/ft25eenq5+/jERUeGy95tvvtntduvdHAAAAI3FRDrWhFH6qeYaLLFDhw5RsaV+/rES0fr6enYc66abbsIjCwEAwGRiJR2Hzyj9bGpqkvsVoRCMNWvWOJ1Ot9v9zDPPzJgx48yZM8rzjKFThILu7m6hwWVlZXo3BwAAQEuxko7DZ5R+Dg0Nbdu2zeq3fft28X2whGAcPnx4+vTpiYmJy5cvP3HiREjzj6GI9vT0HDx4MCkpidpcXV2td3MAAAA0E0PpOEzc9DPWIkplFrsea+/evXq3BQAAQBsxl45HzMz9jMVThGLt7e2sxmpsbNS7LQAAABqIxXQ8Mtz0MzYjarfbqeVUZlGxpXdbAAAAwhWj6XgEuOlnzEaU/a6Qaqzu7m692wIAABCW2E3HoTJzP2P9FKGgurqa2p+UlIRn6QAAQEyL6XQcEm76GeMRLS8vZ88rHBgY0LstAAAAIxTr6Vg9bvoZ4xH1+XyrVq2iXmRkZAwODurdHAAAgJGI9XSsnpn7aZpThIzH4yksLKSOZGdnC48VAgAAiCEmSMcqcdNPU0TU7XZTdUV9SUxMbG1t1bs5AAAAoTFHOlaDm36aJaKDg4NxcXHUnYkTJ+JhhQAAEFtMk46HZeZ+muwUoWDjxo2jR4+mHtlsNr3bAgAAEAIzpWNl3PTTXBHt6upiN3lvaWnRuy0Qmu7ubvwUFAC4ZbJ0rICbfpouolRa4QakMeef/umf2PFU1FgAwCfzpWM5Zu6nWU8RCmw2G/XLarUiWxvfyZMny8vL2fVzZPny5T09PXo3CgAg2kyZjoPipp9mjKjP5ystLcWNGwyuo6OjqKiI1VUJCQk33HBDfHw8e5mTk2O32z0ej95tBACIElOm46C46adJI0q5OTc3l3pHKRw/KjQUr9fb2tpKJRSrpaxW69atW9lNYp1OZ21tbXp6uvCvqqoqHIYEAB6YNR1Lmbmfpj9FyFDOZqm6oqJC77bA/+d2u+vr64X6KSMjo6GhgUYGTEYFcVtbG7t5LFNcXNze3o5CGQBMzMTpOAA3/TR1RPv6+pKSkqiPlNf1bgvXuru7b7nllsTERFYw5ebmHjlyZNiCqb+/v7KykkWQ3UU2OTn5Zz/7WXTaDAAQTeZOx2Lc9NPsEXU4HCw904DebeGR2+2ura1l9ycjJSUlXV1doc6hsbFx7ty5bA5ZWVkRaioAgI5Mn44F3PSTg4jW19dTN5OSkvr6+vRuC0d8Pl9DQ0NaWppwpu+WW24JZ4ZUnFGhFh8fj6uyAMB8eEjHjJn7yck1WGIVFRXU0/T09M7OTqfTqXdzzK+trS0rK4t9wIqKiv793//d4XB4vd4wZ1tZWckOg2nSSAAA4+AkHV83d4ElxklEfT6f+I4AqLEip7u7Oy8vj63q7Oxsbc/Mulwuq9VKc6ZCWcPZAgDojpN0fN04BdbQ0FBNTQ0llZSUFJvNRi+l07zxxhurVq2y+tEAvVQ/f34iSrl58uTJLPEfOnRI7+aYDZWw/f399PFjazg9Pb2lpSUSv/traGhgV2LhR4UAYCb8pGOj9NNuty9atOhNPxpobm6WTrNkyZKdO3e6/Xbs2EEvlefJ4SlC5re//W1GRgbrdVVVFe5jqQmn0zlt2rTx48ez24RSlV9XVxf+2UA5VFdlZ2fTgvbv3x+hRQAARB8/6dgo/aRq6fjx42yYBgoKCqTTJCYmfvzxx2z4o48+opfq589PRBlKz5SYLRYLdTwzMxPPKxwZWo29vb319fUlJSVsZZK4uDgqW9ktQyOqs7OTVXJRWBYAQHTwk46N0s/k5GThYS9XrlyhpCKdpqysbPfu3R9++CH7STy9VD9/fiIqNjAwkJ+fj0NZIREXVcK9qRj6WM6ZM+fll1+OWmPYuchNmzZFbYkAABHFTzo2Sj/j4uKuXr3KhmkgPj5eOs3ly5dnzZrFUh0NvP322wETjFIU8T4YEg5lqfSTn/xk8uTJVD8FFFW5ubnV1dUOh0N6K/YoOH/+fIIfbr0BAObATzo2Sj/VHMEqLi7esWOHcA0WvVQ/f34iGhQOZSlraWmhIsYgRVUAm81GTSosLNS7IQAAGuAnHRuln2quwRo/fjyuwRoxHMoKikpP4cYWY8eOXb58uRGKKjFqD3usYVtbm95tAQAIFz/p2Cj9bGpqkvsVoRAMKsJqa2vZEayHH344aBEmhlOEUuJDWVRsPf3003q3SDdUce7du5dVnGlpaUYuX1paWkb5HxoduR8tAgBEBz/p2Cj9HBoa2rZtG7vH1fbt28X3wRKCce7cuZKSks/5rVy58sKFC+rnz09Eh0WFxa5du1iNNWbMmP3793OYtnt7e3NycthKqKioMNpRKyl2U9O6ujq9GwIAEBZ+0jE3/eQmoiqtX79+woQJrMLIzMxsbW3Vu0VR4vF4qqqq2BVXWVlZsXKqtKenhx10vHjxot5tAQAYOX7SsZn7iVOEw+rs7MzNzRWu7O7q6tK7RRHk9Xo7OjrYLVipwLLZbLF16G7t2rXU8vLycr0bAgAwcvykY276yU1EQ+Xz+VpbW4U7vxcXF588eVLvRmmM+piTkyP8TjA/Pz8W++h0OtkVYz09PXq3BQBghPhJx9z0k5uIjozX662vr2cPGGaXJV28eJGqkNg6xiPnlVdeEa45a2hoiN2n++3du5cda4zdLgAA5/hJx2buJ04RhsrtdldXV7PDJOx4T2pqaldXF1VaMX3pT1lZGfVl/Pjx//Zv/6Z3W8JC9W5mZib1paWlRe+2AACMBD/pmJt+chPR8J0/f55d7iNltVopwRcVFZWWllZUVBQWFubn5589e1bvJithN+qklg8MDOjdFg20tbVRdxITE9vb2/VuCwBAyPhJx9z0k5uIauXYsWM33XTTrbfeSuVUTk6OcJGWVHJyssPh0Lu9wbE7SCUkJMTKrwXVYPcdjYuLw0OgASDm8JOOzdxPnCLUnMvlOn/+PBUr7e3tDQ0NiYmJlObZ6i0rK3M6nXo38K90dXWxE50muwnFAw88wNb5q6++qndbAABCw0861r6fXq+3trZ2zpw5FouF/u7evfuTTz7RfCmh4iei0USxppKrsbGRPSDZarXa7Xa9G/W/BgYGWKvo06h3W7THrirDAwoBIObwk4617+eWLVuWLVvW399P2Zf+Ll269KGHHtJ8KaHiJ6K6cDqdq1atYodVKOvrfrXT4OAguxjcrHeNEh5QeOTIEb3bAgAQAn7Ssfb9nDp1qvhUEQ3TGM2XogZOEUZZe3s7y/oWi6Wurk6vWwl4PB72vEUq9cxxm4mgqLSiPtIKN/5zfgAABPykYzMXWGL8RFRflOw3bdrEKtrs7Oze3t7o39+BnT7Lysoy/TXgVEFST6urq/VuCACAWvyk44icIiwuLn799de9Xi/9pWGcIuRNd3c3VVfCscPS0tKoLdpkN2VQ1t/fn+BHA3q3BQBAFX7ScUQuct+5c+cNN9xgsVjo765du/S6yB2nCHXEfuswevRodpeE6PzA0JQ3ZVBWXV2Nq90BIIbwk4656Sc3ETWU5ubmiRMnskuFent7I7oss96UQRmudgeA2MJPOuamn9xE1GioAiguLmZXvkeuCDD3TRmU4Wp3AIgh/KRj7fvZ399fUFAwfvx43U/P4RShQfh8vsrKShaFSBRAJ06cSE5ONvFNGYaFq90BIFbwk46172d+fv4jjzzypz/9SfM5h4OfiBqW3W5np/BKS0s9Ho9Ws21paRk3bhyr3k6dOqXVbGMLrnYHgFjBTzrWvp8Wi+WPf/yj5rMNEz8RNbKuri6r1UqxyM3NDf+y94GBgaKiIuEIZWpqqoZ1W8zB1e4AEBP4Scfa93PWrFnRv/VRUDhFaEBUFbE7OIRz2bvP59u7dy+V8jSftLS0trY2mi3P1dV1XO0OADGCn3SsfT9/+MMflpaWGu0ej/xE1PjCvOydyrKcnBxWNFdUVODKbgGudgcA4+MnHWvTz1HD0WQpYbZQ7ybAX4gve7fZbCofquPxeKqqqtiFXFlZWfzc7Eo9XO0OAAbHTzo2Sj+HhoZqamqsVmtKSgplXHopnSagaEtOTlY/f34iGkPsdnt8fDw7lHXw4EEqmAYGBlwuV9CJOzo6MjIyRvnvI0qfEBM/ZDAcuNodAAyOn3SsfT9Hjx49gndRrl20aNGbfjTQ3NysPP2BAwe2bt2qPI3RjqKB1JYtW4Ie8szMzMzLyyspKamoqCgvL585cyYbn5+ff/LkSb1bbWi42h0AjIyfdKx9Pz//+c//z//8T6jvWrJkyfHjx9kwDRQUFChM/Omnn86ePfvy5cvq589PRGOLy+WiKmr+/Pnf/OY3i4qKsrKy2M8MpeLj4xsaGlSeTOQZrnYHACPjJx1r388DBw7cc889ly5dCnqaT05ycrJwbujKlSuUZRUmbm5u3rBhQ0it4ieiJkBV1MWLF3t7ezs6OlpbW1m5sHHjRr3bFTPY1e5JSUm0GerdFgCAv8JPOta+nyO7yD0uLu7q1atsmAbi4+Plprx27dqNN954+vRplYvGKcJYR/UWrigKSV9fn3BGVe+2AAD8FX7SsVH6qf4IVltb25133hnq/PmJKMDg4CC7uz3tqFCxpXdzAAD+gp90bJR+qr8GKzc396WXXgp1/vxEFOC6/+K2jRs34iAWABgNP+nYKP1samqS+xWhOBjHjh275ZZbVM4TpwiBZx6Ph93Ywm63690WAID/xU86Nko/h4aGtm3bZvXbvn27+AJ5cTAKCwsdDscI5s9PRAEE7e3t9MmnbUru7mIAAFHGTzrmpp/cRBRArKSkZJT/mUJ6NwQA4P/jJx2buZ84RQhw/vx59lTsnp4evdsCAIACy3T4iShAgL1799LnPycnB7dpBQDd8ZOOueknNxEFCOD1erOysmgTqK+v17stAMA7ftKxmfuJU4QATFdXF7u3u9Pp1LstAMA1ftIxN/3kJqIAQZWXl9NWUFpaqndDAIBr/KRjbvrJTUQBgnI6nexB2p2dnXq3BQD4xU86NnM/cYoQQKyhoYE2hMzMTK/Xq3dbAIBT/KRjbvrJTUQB5Ph8vtzcXNoWamtr9W4LAHCKn3TMTT+5iSiAgt7eXtoWLBbLwMCA3m0BAB7xk47N3E+cIgSQ2rRpE20OxcXFejcEAHjETzrmpp/cRBRAmdvtTktLoy2ira1N77YAAHf4Scfc9JObiAIMq6WlhbaIuLi4rVu36t0WAOALP+nYzP3EKUIAOYmJibRRJCQk4Pk5ABBN/KRjbvrJTUQB1Hjsscfi4+Npu8BBLACIJn7SMTf95CaiACr19PQkJCTQpmG32/VuCwDwgp90bOZ+4hQhgLIjR46wE4W4vTsARAc/6ZibfnITUYCQ1NXVsedA9/f3690WADA/ftIxN/3kJqIAoVq7di1tIBkZGYODg3q3BQBMjp90bOZ+4hQhgBo+n6+wsJC2kby8PI/Ho3dzAMDM+EnH3PSTm4gCjIDL5crOzqbNpLS0FDduAIDI4ScdG6WfQ0NDNTU1Vqs1JSXFZrPRy6CTnTp1asWKFRMmTJg+ffrhw4fVz5+fiAKMzMDAALvDO27cAACRw086Nko/7Xb7okWL3vSjgebmZuk0Z8+enTFjxpEjRz744IO33nrrvvvuU54nThEChCT6N27w+Xz79++///77cfkXACf4ScdG6eeSJUuOHz/OhmmgoKBAOg1VVI2NjSObPz8RBQhHFG7cQEVVb29vfX19SUnJhAkT2P7P/PnzI7Q4ADAUftKxUfqZnJzscrnY8JUrV6xWq3SaqVOn7tq1a9q0aampqevXr3e73ernz09EAcIUiRs3iIsqmrP40HJcXBwboNpOq8UBgGHxk46N0k/6kr169SobpoH4+HjpNDRy7dq17/qVl5dXVFQETDBKUcT7AGAW7MYNU6ZM6erqCmc+v/nNb5YtW7Zw4cKAoio3N7e6utrhcNBu0uDgoM1mYyXd+fPnteoCABgTP+nYKP1UcwSLpqF/sWGqsdLS0tTPn5+IAoTP5/N98YtfZMXQv/zLv4T6dtqWGxoa8vLy5Ioq6Vtol4lNg98wApgbP+nYKP1Ucw1WYWEh1VVs+J133kGBBRA5zc3NQm2Unp6+du3a1tZW5UvRvV5vW1vbqlWr2JXyJDExkf5aLJYLFy4oL87j8WRlZdHEVIRp2g8AMBZ+0rFR+tnU1CT3K0IhGIcPH16zZo1winDDhg3q589PRAE04fP59u3bR3s1GRkZ4gNROTk5W7du7ezs9PqdPHmSJu7u7t60aZNwHpAKrNLS0vb2djaBcHBaWV9fH6vMOjo6Itw5ANANP+nYKP0cGhratm2b1W/79u3i+2CJg7F79+60tLSUlJR169YNe5E7rsEC0MTAwEBDQ0PA9ekWiyU5OZkGhF8Ckvz8/MbGRpUVlRQthWZC27jT6dS2CwAQCT4/6fjBwcH+/n7a9SovL8/KynI4HMK/+EnH3PSTm4gCRI7X66VvTJvNFnB9VWZmZm1trSaXqFMZRzMsKirCxVgABkcl1JQpU1JTU7ds2VJRUVFcXJybmxtwzJsZO3as8DNhftIxN/3kJqIA0eFyuXbs2LF48eKnnnpK29myL+i6ujoNZwsAmnvwwQeltRSTlpaWnZ1Ne0q09yXciqWwsJBqMn7SsZn7iVOEALGoq6srwa+np0fvtgBAED6fj3aB2EWTkydP3r17d2tra2dnZ19f38WLFwMm9nq9R44cSU9Pp4nj4+P5Scfc9JObiAKYQG1tLW2zGRkZI76cCwAiZHBwsLi4mP2chcoslWfz3W43uwCAn3TMTT+5iSiACdBXdmFhIW22paWlercFAP6iq6uLHYuiv6HeiLitrQ0FlkngFCFA7HI6nVarlbbchoYGvdsCAH91WrC4uHgED2inOXR0dPCTjrnpJzcRBTANh8PB7gfR3d2td1sAuDay04JB8ZOOueknNxEFMJOqqirh90d6twWAU+GcFpTiJx2buZ84RQgQ67xe78SJE9kmfOjQIdwcCyBqPB7Pz372M5vNFs5pQSl+0jE3/eQmogAmc/To0dTUVFZj5eXl4d4NANFRVFTEtrvwTwuK8ZOOueknNxEFMKW2tjbhDtFr167Fs3QAIsftdtfW1rIbhFJ1Ff5pQTF+0rGZ+4lThABm4vV66UvfYrHQ5pyUlLR3714ao3ejAEzF5/M1NDSkpaWxvLlgwQLNjxnzk4656Sc3EQUwt4sXL5aVlbFv/4CHyAJAONra2mibYhtXUVFRb29vJJbCTzrmpp/cRBSAB11dXTk5OSwTFBcXDwwM6N0igBjW3d0tPME9Ozs7ovst/KRjM/cTpwgBTMzn8zU2NrKbkY4ePXrSpElHjx7Vu1EAMcPpdPb19fX3969atYplyfT09JaWlkj/VpefdMxNP7mJKABXXC6X8IAzliHWrl3b2tqqye/JAcyqp6eHPXeZ/aUdlbq6uuhc1MhPOuamn9xEFIA3brd7wYIFKSkp7F6IgpycnK1bt3Z2duJaeODcxYsXOzo69u/fX1FRkZeXl5SUJGwmcXFxVVVV0dwh4Scdm7mfOEUIwJuBgYGGhoaSkhJxCrFYLF/84henT59+4MABvRsIoIQ9re+22277xje+0d3dffLkSaqN1L+d6qT+/n5642OPPbZkyZKlS5cGlFPiY720B3Lrrbe+9tprEetNcPykY276yU1EAeC6/54OlGZsNptw6a7w26iWlhaPx6N3AwH+gqoou91eVlbGrimUovGZmZn06S0tLa2oqMjPz2dnw2m4uLg4NzdXuEtcUDQx7XVUV1fTUnp7e91ut46d5Scdc9NPbiIKAAFcLteqVavi4+PZEz/YMa3y8vKOjg48ewf0QlW+w+GorKwU7ozATJs2bfTo0WPHji0oKMjJyVGunAKkpaVlZ2dTHUYlF72cPHnySy+9pG85JcVPOjZzPwM+eXo3BwD05PV6KaW1trbSHr84IdFufV9fn96tAy4MDg6uXr06KSmJiiqh3GcHqMrKyux2OzshSJMFXDhIOwnnz5/v7u5ub29vaWmhKop2Eu677z76PHd2dtIHWHomcWBgwJhXH/KTjrnpJzcRBYBhOZ3O+vp64U5aZN68eXfffXdtbe2Ir/alN77wwgubN29+/vnntW0txBAqdKgSYsNU35w8eZJqICriqawXbo/OUIFVWFhYV1fX29vL1ZFUftKxUfo5NDRUU1NDVXxKSorNZqOX0mnCOSLFT0QBQD3Kf5T8An5+SF9E+fn5lZWVDQ0NnZ2dQUsu5dz5uc99rrS0lN5O00S/U6CXvr4+dteD22+/ncp38TEq4aM1e/bspKSkqqoqbi8E5CcdG6Wfdrt90aJFb/rRQHNzs3SaERRVOEUIAMPy+Xw7duxgXxS0jzdKgpVca9asueeee775zW/K5c4ZM2aM8t/1NGA8ii0edHR0fPnLXw74VNBHpaysrL6+nv6LJ5Qz/KRjo/RzyZIlx48fZ8M0UFBQIJ0mnKjwE1EAGBn2q/jr/utdaLixsbGqqqqoqCjg6JRC7vR4PLSv2NfXNzg42NbWVllZmZ2dHVBszZ8/f/HixZ2dnXp3F7RBn5b9+/dnZmayEFPlTWVWU1MTfQyMeQmU7vhJx0bpZ3JyMn1M2fCVK1foa0g6zSj/FamJiYn0vfbEE0989tln6ufPT0QBQHOs5Bo/fjx9k+Tn54eUO+WKLdx0PtbRx6CiosJisbCAUo1FlZaQyEAOP+nYKP2Mi4u7evUqG6aB+Ph4uSk/+eQT+lgXFBRUV1cH/CvoXqYggq0HAA6cPHnSbreH86P3s2fPTpw4kb7uJk2aFHAwDDedjwns931UFovvr7Zq1aqOjg69mxYz+EnHRumnmiNYYm+99daw04jxE1EAMDJKz+x8otxN55cuXbp69equri69WwqBaK+eYjR27FgWrLS0NCqLQ7rTOlznKR0bpZ9qrsESo2+oqVOnqp8/PxEFgNgid9N5XB1vKC0tLcIvG7785S+3trbicOPI8JOOjdLPpqYmuV8RCsEoLy/v7+//9NNPT58+XVxcvGXLFuV54hQhAMQWl8t10003sWulR1BsCY+ie+KJJ9atW0dFW52M7373u4sXL/7Od74Tta7FroGBgaKiIhYI2rF/9NFH9W5RbOMnHRuln0NDQ9u2bbP6bd++XXwfLCEYzz333MKFC8eNGzdnzpydO3eGtPfAT0QBIKZRkUSFFCV1hZ8i5ufnr169uqamRuWj6BTceOONe/fuFe6NCWI+n49WDruMPS0tjcKhd4vMgJ90zE0/uYkoAJiPXLEVQHgUHbuuKysrS+4IVnl5+Wg/4b1UpaHSEuvt7RXu9U+FrNGe6Be7+EnH3PSTm4gCgLn967/+K8v669atk3sUHdVJDQ0NyjeAcDqdVDQ4HI61a9eKL7QXV1p8VhUej6eqqoqdpaUitbu7W+8WmQo/6djM/QzYt9O7OQAA2uj003CGXq9XWmlZLJa4uLgnnnhCwwUZX0dHBzvfSgWWzWbDleya4ycdc9NPbiIKADBiQqWVmJjIyqz4+PjKykoeTh3u2bNHuCF7fn4+frwZIfykY276yU1EAQDCR5XW+vXrp02bJhzQKi0t7enp0btdETE4OLhu3TrWzTFjxjQ0NPh8Pr0bZVr8pGMz9xOnCAEAwnT+/PnKykrhgTD5+fkOh8M09QeVVtXV1ULv4uLi/vmf/1nvRpkcP+mYm35yE1EAAM1RIVJXVyc89zorK6uxsTGmr08Sl1YJCQkVFRW///3vcVv2KOAnHXPTT24iCgAQIVRRUV1F1RUrs6xWa3Z29sGDByO9XJfL5fF4tJqbtLTi4Qoz4+AnHZu5nzhFCACgOZ/P53A48vPzhW/XmpqaCN3QgYqhH/zgB2PGjElKSvrNb34T/txQWumOn3TMTT+5iSgAQHT8/d//vVBjWa3Wurq6MMssr9d78uTJ1tZWKoOKi4uFM5LipVBhV1lZ2dDQ0NnZqXyjr+uiZwfZbLYJEybExcWhtNIdP+mYm35yE1EAgKihCoZKotLS0pGVWT6fb/PmzePGjcvxC3gCI5thQUHBvHnzZsyYIa23hJKrrKzsjjvueOihh4Z9dtBdd92F0kpf/KRjM/cTpwgBAKIjpDLr4sWLdrudqiKaMuCLmsosGl9fX9/R0eF0OgPe6HK5uru7Gxsbq6qqioqKgpZcYsKzg1asWJGamkrVVYRXAwyPn3TMTT+5iSgAgF6kZdbrr7/e399/3f/8GYfDUVlZKVwjz0yZMoXKoHXr1vX19Y3gZ4ms5EpOTqZZLVq0SO7ZQWAc/KRjbvrJTUQBAPQlLrOY7Oxs8ek/qr3KysrsdrtWZZDT6Wxvb4/p20bwg590bOZ+4hQhAIBeqMwqLCwUvoGpwKKXdXV1vb29prlPKYwAP+mYm35yE1EAAOPYuXPnsmXL2traNLyRFcQ0ftIxN/3kJqIAAACGxU86NnM/cYoQAADAUPhJx9z0k5uIAgAAGBY/6ZibfnITUQAAAMPiJx2buZ84RQgAAGAo/KRjbvrJTUQBAAAMi590zE0/uYkoAACAYfGTjs3cT+VnVAEAAED06V0dRAkv/Yyc6HxWovaJNFN3zLSUqC0ISzHsgsy0lKgtCEsx8oJMD+sxXNi0sJQoLCVqC8JSDLsgMy0lagvCUoy8INPDegwXNi0sJQpLidqCsBTDLshMS4nagrAUIy/I9LAew4VNC0uJwlKitiAsxbALMtNSorYgLMXICzI9rMfYgE+8YSE0hoXQGBmiY1gIjVawHmMDPvGGhdAYFkJjZIiOYSE0WsF6jA34xBsWQmNYCI2RITqGhdBoBesxNuATb1gIjWEhNEaG6BgWQqMVrMfYgE+8YSE0hoXQGBmiY1gIjVawHgEAAAA0hgILAAAAQGMosAAAAAA0hgILAAAAQGMosAAAAAA0hgILAAAAQGMosAAAAAA0hgJLH6P+T9CRTHJysvSNQ0NDNTU1Vqs1JSXFZrPRS+XxEKqgoXnjjTdWrVpl9aMBeil9I0ITaUFD43a7169fn5qampaWtmfPnqBvRGgi7cUXX1y2bJnFYpk2bdoDDzzw3nvvsfFq1jCiE1Fyobkus0GJITRhQoGlJ4VP9oEDB7Zu3Sodb7fbFy1a9KYfDTQ3NyuPh5EJCM2SJUt27tzp9tuxYwe9lL4FoYmOgNBUVFSUl5e/43fvvfc++eST0rcgNJG2fPny48ePezyed999d/PmzV/72tfYeDVrGNGJKLnQCBTSEEITJhRYepL7ZH/66aezZ8++fPmydEpK7bS1sGEaKCgoUB4PIxMQmsTExI8//pgNf/TRR/RSOiVCEx0BoZk0aRJlDjZMNVZhYaF0SoQmmmhLmTBhAhtWWMOITvSJQyOQpiGERisosPQkV2DRDsGGDRuCTpmcnOxyudjwlStXrFar8ngYmYDQlJWV7d69+8MPP3S73bW1tfRSOiVCEx3SAovWKhumSku8ehEaXTgcjqKiIjassIYRnegTh0agUGAhNGFCgaWnoAXWtWvXbrzxxtOnTwd9S1xc3NWrV9kwDcTHxyuPh5EJCM3ly5dnzZrFrleggbffflv6FoQmOgJCs27dujVr1rzrt3r16oSEBOlbEJqoOXHixOzZs8+ePcteqlnDiE50BIRGoHCKEKEJEwosPQX9ZLe1td15551yb8EuRXQEhKa4uHjHjh3CNVj0UvoWhCY6AkLz/vvvU12VkpIyderUffv2paenS9+C0ERHd3f3zJkzX3nlFWGMmjWM6ESBNDQChQILoQkTCiw9Bf1k5+bmvvTSS3JvwUnx6AgIzfjx4+WuwRIgNNGhkA8OHTpExZZ0PEITBbRnOH369FdffVU8Us0aRnQiLWhoBAobFEITJhRYepJ+so8dO3bLLbcoTNnU1BT05xty42FkpL8irK2tZUewHn744aDX6iI00REQmjVr1jidTorLM888M2PGjDNnzkinRGgi7fHHH585c+bAwEDAeIU1jOhEh1xoBArXYCE0YUKBpY+AW14J4wsLCx0OR9Dp2cDQ0NC2bdvYDZm2b98uvjFJ0PEQqqChOXfuXElJyef8Vq5ceeHCBfH0bAChibSgoTl8+DDtnScmJi5fvvzEiRMB07MBhCbSRkl4PJ7rimsY0YkOudBI/yV+CxtAaMKEAgsAAABAYyiwAAAAADSGAgsAAABAYyiwAAAAADSGAksHoT4YVW68wlM8xeTeruYpuYz0KkiBy+WaMWOGwg99AQAAOIS8qINQH4wqN37Yp3gqv13NU3LFglZRDz744KOPPooCCwAAQAx5UWdqHoyq5q5uQZ/iqfx2hafkBiWtok6fPj1nzhyv14sCCwAAQAx5UWdqHoyq5rkEQZ/iqfx2hafkBiWtou64446nn3466L8AAAB4hryoJ5UPRh32yZpyT/FUfruap+SKBVRRv/zlLxcvXsyu6EKBBQAAIIa8qBv1D0ZVPoIlnU/ANelyb5d7Sq7cJe0BYxYsWNDT0xP0XwAAAJxDXtRHSA9GVbgGS/kpnsO+XSD3lFyxgCpK+gQG5bcDAADwA0lRB6E+GFVu/LBP8VR+u8JTcoNSKKFQXQEAAIghL+og1Aejyo1XeIqnmNzbFZ6Sq9zgoBOEs0IAAABMBnkRAAAAQGMosAAAAAA0hgILAAAAQGMosAAAAAA0hgILAAAAQGMosAAAAAA0hgILAAAAQGMosAAAAAA0hgILAAAAQGMosAAAAAA0hgILAAAAQGMosAAAAAA0hgILAAAAQGP/D27VVXtKzZiPAAAAAElFTkSuQmCC)
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