Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit275-12-20020411_010700_20020411_055000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/11 |
Start Time | | 2002/04/11 01:07 |
End Time | | 2002/04/11 05:48 |
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 | | 1.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | -26.87 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 198.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit275-12-20020411_010700_20020411_055000-constBx0 |
Minimum Dst Value | | 15 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU3VuIEp1bCAxNSAwMjo1MDowNCBFRFQgMjAxOCTjnRoAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNzUtMTItMjAwMjA0MTFfMDEwNzAwXzIwMDIwNDExXzA1NTAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtOSB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wNC0xMVQwMTowNzowMC4wMDBaIiwgIm1heCI6IjIwMDItMDQtMTFUMDU6NDg6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MDksICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjoxLjg2MjE0NDk5OTUsICJtYXgiOjExLjMxNjc1NTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX27RpdEAAAABGdBTUEAAK/INwWK6QAAMzVJREFUeJzt3X90FPW9+H/yC0IIcaERAoQQBK7RBowWNUjUkAaMQhVtjk0BMa1YqGKbtqhRAg3K1VxvsJEba3rFNp6DbdQcm6NRuB5u9/bgbfREiW1uiZraYNPeoNFGie1aVuHz+mS+3/ms792Z7CazO7s7z8cfObOT+fGe12tm3q+dnd2ZcBoAAACWmmB3AwAAAOINBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWIwCCwAAwGIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFAABgMQosAAAAi1FgAQAAWCyuCqwJE+JqcwAgMsJx8vzNb36zaNGiUZccjlXTFyAaxNVeaHRQcbABgIlwnCSLioqeeeYZW1bNOX8MCJrl4iqgob5VOnDgQElJSWpq6qxZs2666ab3339fn8xXRkZGwPHmK/Kfxmh1CqPJTp06dccdd7hcrmnTplVXV8tL8/GhLkczODg4d+5cpeVGmxxMKEZdacCFGE1vlJpQgxOQoyJvtDMbjQ81CCFFPhyMIpmQkDBz5syKior+/n6T2cfQ/oGBgVtuuSU3NzclJUXmKisre/755wM2RhkpA+eee67vKmT4nHPO8Z1A/1dPT8911103ffr0iRMnLl269Omnn9bGf/jhh9LORYsWTZ48WdZ+zTXXHDp0aNQ2+zdmzBP4k8Pzk08+Gf+qxyDctYJJrkV3d/eVV16ZPkIGfve73/k2LOAhFnz6hoaGNm7cKDtAZmbmD3/4w4DThHvz7VpXzImr0IR6jli5cuULL7wwPDz87rvvbt68efXq1f6zPPjgg9u2bQty+eNfnclkTU1NF1xwwR9HyMCjjz5qPj7U5WjkrHHfffeZ9wdBjvdlvlL/hYw6/enPpybU4ATkqMiHusxQgxBS5MPBv8DSBj777LO//OUvP/jBD4qKikxmD7X9f/7zn+fNmyeLPXr06N///nepqp977rkrrrgiYGOUkTIgpdKzzz6r/+uXv/yljPEvsN566y2pDuvr69955x2pXV5++eWvfvWr2r9kXTfffLNM8I9//OO999578sknL7/8cvM2B2zMmCcY8ywxV2CZ57q3t/fMM8/cs2fPwAg5TclLGWnesODTV1lZKW8Pjo+4/vrrf/rTn/pPQ4EVJWIjNHIq+e53vztzhAzo74oktbL7Zmdny7tS7eW//Mu/zJgxQ6r7W2+9VfZUfbLTn3/r4L+KEydOTJkyRRkpS5g/f74cTr7LCZ7J9AFXZz7ZsmXLpNvWhmVg+fLl5uNDXY6Q88WCBQs8Ho/l3fyojVQWMur0SmrGE5yA4j7yoS4z1CAEGXmv17tjx46cnByXyyV1gzbS5Hh/5JFHpG9LTU0tLCzs7u7Wxst7/fPPP19Gyr+0Ssj/YFe268MPP5w8ebIMbNmyxbeLeuyxx2SMefsDhuib3/zmXXfdFXAbjWbxbdtTTz3luwrZuqefftq/8evWrdu9e3fAVcjmyEYZNcB3pSYnydMGwTc/eYY6i/95O2BajXYDX2+++aaUmLItGRkZ11577eDgYDCbY75S2QFkgTK9BGoMuV6/fr1yYWnnzp0bNmxQGqYIMn3iC1/4grxz04alxvJ/nxBw5/cN+KhBkzch9957b25u7rRp077xjW98/PHH2nj/o9V/XcF01pdeeukvfvELvcHybmHWrFlBbn5siY0CS5JaWlraP2LFihWyv2rjJWfXXHONvB/VX8pkfx4hA7W1tfp4ZcBfW1tbcXGxMlJO1rJ76S9l9szMzLS0tPz8/IceeujTTz81b3aoqzOfTA4G/UiQtziyi5uPD3U54qqrrnriiSeMWj6ebn7URioLGXV6JTXjCU5AcR95o53ZaHyoQQgy8lIuSHz+8Ic//PWvf62qqtJGmhzva9eu7evrkzP+rl279IpEzs6tra1yKpcz9U033RQwOL6dx8DAwJ133qldIZAK47LLLnvyySdluKWlRYZPnjxp3v6AYZc2SL8VcBuNZvE9L0mrFi1a9N///d/y0u12y7CM8T9xSaf19ttvB1zFlVdeef3117/00kt///vfjZpxOoiTpEnwjZYZ6iz+5+2AaTVarK8lS5b86le/kk2W7nnr1q2bNm0KfnMCrrSmpkYi+ZcRq1atGkOuJUeyP/uOkZdZWVnmMQkyfadHCizZIbVhqbQCHln+O79vwEcN2p49e7785S//8Y9/lKNSSsPvf//72viAR6uyrmA664MHD55zzjmyh2v/kmO2rq7OfKtjVGwUWGedddbvf/97bVjeash7fW1Ycnbs2DF9MnmpT/Y///M/vpMpA4ojR47Mnz9fOWYk/f/0T/909OhRZWI5j3d2dsoBqe9hRkJa3aiTJSYmaqd+IQNJSUnm40NdzosvvnjRRRdpN4JY3s2P2khlIebT+6dmzMEJyDmRN9qZ/ceHGoQgI79w4UL94oHO5HiX2kgb/tvf/qZdghJz587du3fvn/70J9+F+PcxvuStuZwitH8dP35c0lRdXS1/ZTik9uuSk5N9u0b/Swj+syj//clPfnL11VefHvm06N///d/9J9DW4vF4Ajbgo48+kr7tvPPOS01NlQBu27Yt4CWBUU+SJsE32vZQZ/E/bwdMq9FijUgEsrOzg98co5X29PRowzJjwE0wz7XsKkqOZGKZRZlYmSvI9Ikbbrhh/fr1745Yt26dvmRf/ju/b8B9BQxaXl7eG2+8oQ3LETFv3jxtOODRqqwryM76wgsv1N5SvvXWW9IASUHA5sW62CiwZJ/Td1kZkJfasORMuV3aaDJlwJe8X8zJyXnllVeU8fJ29itf+YpRk+S9su/FAN9Dxbc9wawu4Oz+k43tUkHwy1m8ePHhw4dNWh49V7D8U2PhFSynRf7053dmo/FWXcFS9nbfQ1tncrz7Tqa/fO2119auXSvv7BctWqR/rmc0sdae7du3l5SU6GPkfbZMoH9GadJ+I1lZWf5vmfSVpqSkKJ9wyXZJDec7mUwwa9asn//85/JX/5RNWY7JFSydnBKlcrrxxhsD3uU56kkyyOD7CnUW//O28l/zxfqStwGSRymXtZ1Kr4ND3Rzf6fVMGX1kb57rGTNmjOEKls4/fcoh88EHH0hdJZssO8M///M/60sO2Bj9pW/ARw2alJu+JaC+owY8WpV1BdlZt7W1nX322Z9++unXv/51eXdkHpPYFRsFVpDvkHzfnMmA/2TaJ9C+pKuePXv2q6++6r/SgoKCl156yahJ/f39sn+bN9v/WDJZ3aiTjeFml5CWY/TWymRzzMcHs1KjhZhP758aq+7BcmDkTxvvzL7jw3QPlpREIV3B8p1MeSmn7/b2dr2/UQ52ZeITJ07oFy1ef/11eQ/9zDPPzJkzR78ZOdQ9R3rE6upqZaS+0nPOOefll1/2/VdHR0dubq4y2f3335+cnKx/XOJfYEnPet9995m3RDM0NDR16lT/8aOeJI2C73/y1I3hClYwL4O5giUjH3/8cak5pKuWv/4RC3VfCuYKlnmupWLwvwdr/fr1AddrxCh9iocfflh2Cf/x5jv/qEGT0qevr89/sQGPVmVdQQZcjlZ5Y3n77bfLUaDfCBh/YqPAkreb+se6UnrX1NRo4/0PklWrVmm3F8iA/60AZ555pu/nSnv27MnJydEPJ1/PP//8JZdcooysqKiQPUb2BlmItOe2224zb7bSPJPVBTPZI488EvBrTUbjQ12OSctNRpqMD2mlykJMpg+YmlCDE5CjIm+0MxuNDzUIQUZe3oIXFxe//fbbvnd1BH+8622Wc7q0WQosqWu1kcrB7jvv+++/v2PHjsLCQhn++OOP5UT/61//WoafffbZ888/X/v0x6T9AcN+7NgxWbX+zTLZnOeee06fUjpCWct//dd/fTTC7Xbn5+c/8MADJgv0Ha8PvPXWW1JBPvjggxKZTz755JVXXtG/RXj55Zc/+eSTx48fP3nypLR58+bNV155ZcBlmp8kjYKvxNNXkPkyCqDRS6PF+pJo/PKXv5RQyC4kofCPWKj7kkyv34N1xRVXjCHXb7zxRmZmpuRI/xahvNSveBnFJMj0nR65iV62RSqwX/ziF3PnztU/y/NlsvMHE7SGhgYJmixBjqnf/e53X/va17TxAY9WZV3B7wzyLlRG7tu3z3dkkAVorIiNjfF4PHKi176YIAP6FUj/g0T7gsy0adO+/e1v+35/QRuQns/lcvnuT4rh4WHtX0VFRW1tbUoznnrqqSVLlkyaNEmqctmNjG6G8F/yqKszmVefTEp+qfddI+68807fHxwKOD7U5ShtGHVzTMb7M1lpwIWYTB8wNaEGJyBHRd5oZzYaH2oQgoy8dCd33313dna2HLPSFWkjgz/etQHpaeQ9d2pqqpRHv/rVr7SRJgf79OnTr776au1znI0bN2o3PGmkDdqXJ8z32IDb8s4773zzm9+Urjc5OfkLX/jCtdde+5vf/EaPxs9+9rOlS5eeMUIGHn/88VEXOMGv5zs98oVTWbK0auLEiRdeeKH+O1j/+Z//KeMljBKH+fPn33rrrR988EHAZZqfJI2Cr8TTV5D5Mtpeo5dGi/Ulb7ck9SkpKfKWZu/evf4RC3Vfkgm+9a1vSXAkRPfcc48sOeAmmORa/Pa3vy0rK5syQqq0119/3XdFAQ/eINN3euSLrrLetLS0lStXHjlyJOA0/jt/SEH77LPPZHxeXp6cB+SNgX6+DXi0KusKfmeQXXfRokVer9d3pPnZLObE1cYAAEzEWQcWVlInSa1jdysi5NNPPw14v3z4fOUrX/n5z38eyTVGHgcbADgFBdaoqqqqBgYGjh079uUvf/l73/ue3c2JkM7OTv3bguH22Wef/eQnP1m8eLH+Sw3xioMNVvK/AB6FJ/SYaGSo4nKjYDn2ilE1NDRkZ2fPmDHj5ptvjtefD/CXnp7+4x//ODLrkp0wNzdXSrrIrM5GHGwAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAIs5pcAK+CV2AABgFbu7+ujilHCQeAAAwod+VuGUcJB4AADCh35W4ZRwkHgAAMKHflbhlHCQeAAAwod+VuGUcJB4AADCh35W4ZRwkHgAAMKHflYRz+Hg66Nj5h1hdysAADGDflbhlHCQ+IGBge7ubrfbfc8995xzzjmXXXZZrYHvfOc76enpGRkZVVVVRtMsWbJk1qxZ9957ryywp6dncHDQf419fX0R30oAgD3oZxVOCUfcJ16vn9atWzdlyhSpnyorK0tLSwsKCrKzsyPyC3MTcnNzly5dWlZWJqtetGiRjFm5cqVJBcZFMgCIG3Hfz4bKKeGIj8RLFbV3795rrrmmqqoq1PopMzMzLy+vuLhYaq/k5OSsrKydO3cGvDp1xx13nDuiuro64AQy48KFC9PS0kpKSmSBMuxyuUKtwNauXZuSkiKNCVh7AQBiS3z0sxZySjhiMfEej6erq6u5uVnKKamlpEIKpn66+OKL09PTpYiRGQ8ePNjZ2en/Ud3Q0JDlrfV6vbKijo6O9vZ2WfW6deuk8AqyApNqb82aNdu2bWtpaenu7tavbLndbnlpeVMBAJaLxX42rJwSjphI/BtvvLF8+fJFixZdffXV+fn5ycnJSiFyxhlnaCMLCwtN6qfopFRglZWVM2bMyM7OlnJQ2czU1NSCgoLLLrtMe/n4449LoTm2zZQilRINACIgJvrZSHJKOKIw8VIxSKlRX18vpcbSpUv96wwhZVZ5eXldXZ1M2d/fr83V0tIidYPdzbdSb29vW1tbbW3t2rVrFy5caHKty+Vy5ebmFhcXy5QSt02bNl1//fVGn3UKqeFkLplmbB9EDgwMNDU1SbW3fv16y7faWtLUSy655IILLnjuuef41BVA5EVhP2svp4TD9sR7vd4DBw6UlJQsW7bMqJySamDKlCnyr127dnV2dsZZFRW84eHhjo6OH/3oR9odY/JXCs3x36of8INICbLUdlpFYv6Z7NSpU6Wqa2hokGnCsdVSIY1tRmlPTU2N0tqAGyubyfU8AGFiez8bbZwSDrsS39fX19TUVF5e7n8TknSBZWVl0pfLBFJP6PdF8d06E1Ii9Pb2ut3u1tZWKUO1SF511VVGV7DWrVu3ZMmS8847z+iDyNzcXBnOyMgI+JmsZE1mT0pKmjRpkjLe2mKroqJCFnvFFVcEf/FJq6t8L/glJibKhnzpS18KuLGygSkpKTK8d+9eS9oMAL4osBROCUckEz88PNzW1rZlyxbl0y6pqOSvdNXt7e3huM3cgaTSCv4D02A+iPT/TPb0SEJPj1xhknVJWvPy8pRi64tf/KLUysePHx/bVhw6dEhqOPOLT6f//8rbv67KzMzctGmTLMQ3DiYbO3XqVPnX2JoKAEYosBROCUcEEv/AAw9kZGTMmTPH90KI9L7SYTc1NWn3aBv9IhQiT/sgcvfu3aWlpaF+Jhuw2Jo2bVqohYvUTNXV1drs06dPl6UZXWlbsWKFlOZpaWn+dVUwlzy1jV2/fv3s2bO12WW31CtIABg/CiyFU8IRvsRLwdTQ0LB06VK955MCq6ioqLa2Vro0Pu+Le263OykpKSEhIdTCRWpubbeRHaaurk7fVcyvtEkdFnxd5U/mamxs1Mo4qf6l9B/DQgDAHwWWwinhsDzxHo+npaVlzZo1+vWqKSOkU9Q+UYJzDAwMSLUUUuEiO482cW5urhTiJlNqF5++973vzZ49+/rrr7ekZJcSUHZdbb+VNwM9PT3jXyYAh6PAUjglHONP/ODgYFtbm9RVbrd706ZN+kc5UmBJUdXa2urYL/1BF0zhIgVTZWWlNk1FRYWNd+PJTqvdF5iamlpbW8vVVgDjQYGlcEo4xp/4nJwcWYjvTTCFhYWNjY3cUwWFSeHS1dWlfeonBfq+fftsbKRGyjt5t6Dtz3l5eR0dHVx/BTA2FFiKKAqHXrj4jjx16tQdd9zhcrmmTZtWXV0tL8e88LHN6H+LVW5ubk1NTW9v79gWCCdQCpeXXnppYGBAdiTtA+WCgoKo+lTO7Xbrd+snJibKgWZ3iwDEHgosRdSFQ8lQU1PTBRdc8McRMvDoo49asthR+d9iNXXq1AsvvPCZZ54ZWwPgQL6Fi34XfFVVVRR+mixNkrcNeo21ZcsW3kIACAkFliLqwqFkaNmyZS+88II2LAPLly+3ZLEmuMUKFpLdZuvWrdq+pP0Emt0tMrNr1y7fX4SXPf/w4cN2NwpAbKDAUkRdOJQMZWRk6Dc5vffeey6Xy5LF+vvBD35w3nnnzZo1i1usYLm777774osvPnTokN0NCUpvb++WLVtSU1P1A6GtrY1b4AGYo8BSRF04lAwlJiaePHlSG5aBpKQk83lNGM3V1dW1atUqbrECfA0MDNTW1uoXtBYuXCjvNzwj7G4agGhEgaWIunBE8gpWe3t7cXGxXlolJCTcf//9Y1s+EJeknJK6Sv+90/T09OTk5HPPPdfo4Y/y5qSiooLHHQIORIGliLpwROAeLOkzmpub8/PztT5DirZt27YdO3ZM3rKPudlAHPN6vW1tbYWFheYXiX1NnTp1PM/D5tcigJhDgaWIunAoGXrkkUeMvkUYUi61iYeGhurq6rTfKBLZ2dnSAfDcZSBIcrzk5OSsWrXK6AqW/jurvuQ9jG+xJe9kAn4EL+O7u7vdbvcXv/jFlJSUhx9+OOLbB2DsKLAUURSOgLdMnTp16vbbb3eNuPPOO31/ByvUAutLX/qS/t3AgoKC/fv3c98uYLmDBw9KnRTwedgiIyND+8WKr33ta5WVlaWlpXIwylsd/7Js+vTpfMUEiCEUWAqnhEM/a5eVlcXKl7mA+GBUbCkyMzNlguLi4vPPP197ZIK85IN7IFZQYCmcEo4JIw9jfv755+1uCOBoUjDdeOONUkXt3Lmzubn54MGDnZ2dfX19/pNpd0lmZWVF1a/eAzBCgaVwSjgk8dw2C8QQOWCLioq0K1v83ikQ/SiwFE4JB4kHYo7H4ykvL58w8vMQUf4j+ADoZxVOCQeJB2KR1+vdsmXLhJGHVu3fv9/u5gAwRD+rcEo4SDwQu/QHUTc0NNjdFgCB0c8qnBIOEg/ENCmtkpOT5UCuqqqyuy0AAqCfVTglHCQeiHWtra1ajbVhwwZ+xA6INvSzCqeEg8QDccDtdms/Fzxz5syWlha7mwPg/6GfVTglHCQeiA+dnZ3adazU1FS72wLg/6GfVTglHCQeiBs33HCDds87v48FRA/6WYVTwkHigXjy/e9/X3uWjsfjsbstAP4v+lmFU8JB4oF44vV6tScbVldX290WAP8X/azCKeEg8UCc6ejoSB7R1dVld1sA0M+q4jkcEz7P7uYAsFhVVZUc2gUFBfxqA2A7+lmFU8JB4oH4Mzw8nJubK0d3fX293W0BnI5+VuGUcJB4IC4dOnRI+8mGnp4eu9sCOBr9rMIp4SDxQLyqrKyUA7y4uNjuhgCORj+rcEo4SDwQr4aGhrKysuQYb2xstLstgHPRzyqcEg4SD8Sx1tZWOcZdLld/f7/dbQEcin5W4ZRwkHggvpWXl8thvmbNGrsbAjgU/azCKeEg8UB86+/vd7lccqTzEGjAFvSzCqeEg8QDca+5uVmO9MzMzMHBQbvbAjgO/azCKeEg8YATFBcXy8G+YcMGuxsCOA79rMIp4SDxgBP09fWlp6fL8d7e3m53WwBnoZ9VOCUcJB5wiPr6ejneU1JS1q9fb3dbAAehn1U4JRwkHnAIr9d75plnak8g/elPf2p3cwCnoJ9VOCUcJB5wjv3796ekpGg11tatW4eHh+1uERD/6GcVTgkHiQccxev11tfXp6amyrGfm5vrdrvtbhEQ5+hnFU4JB4kHHKinp6ewsJBLWUAE0M8qoj0cb7/99po1a1wjZEBejm05JB5wJi5lAZFBP6uI9nAsW7Zs+/btQyPuuusueTm25ZB4wMm4lAWEG/2sItrDkZaWduLECW34o48+kpdjWw6JBxyOS1lAWNHPKqI9HOXl5Tt37vzwww+HhoZqamrk5diWQ+IBnP78pazLL79cTix2twiIE/SzimgPx5///Od58+ZpZ0MZ+Mtf/mIy8QRTEWszgGjm9Xo3bNignRYuueQSu5sDxAn6WUW0h6O0tPSuu+7S78GSl2NbDokHoDt8+LD+1qu+vt7u5gDxgH5WEe3hmDx5MvdgAbBcd3f33r175cyQnJzM/VjA+NHPKqI9HMuWLaupqdGuYN19993Lly/X/xVSLkk8AH9yepGTQ1ZWVn9/v91tAWIb/awi2sPx1ltvlZWVnTHiyiuv/MMf/qD/iwILwDh5vd7S0lI5PxQWFsqw3c0BYhj9rMIp4SDxAAIaHBzMzc2VU8SWLVvsbgsQw+hnFU4JB4kHYKSzs1P7fazm5ma72wLEKvpZhVPCQeIBmJDSSs4SUmZ1dXXZ3RYgJtHPKpwSDhIPwNymTZu0H3kfHBy0uy1A7KGfVTglHCQegDmv17t06VI5V5SVlXHDOxAq+lmFU8JB4gGMqr+/PysrS04XNTU1drcFiDH0swqnhIPEAwjGoUOHkpOT5YzR3t5ud1uAWEI/q3BKOEg8gCDV19fLGSM9Pf21116zuy1AzKCfVTglHCQeQPCuvfZaOWkkJCTwww1AkOhnFU4JB4kHELzXXntNexR0dnY2N7wDwaCfVTglHCQeQEi2bt2q/fpoeXm53W0BYgD9rMIp4SDxAELV2dmZnp4uZ4+qqiq72wJEO/pZhVPCQeIBjMHhw4e1LxXu3r3b7rYAUY1+VmF9ODweT01NzYIFC1JTU+Xvzp07P/nkE8vXEioSD2BsWltbtRqrsbHR7rYA0Yt+VmF9OG677baSkpLu7m6ptOTvihUrvvvd71q+lmBM+Dxb2gAgDjQ1Nck5RMosKbbsbgsQpehnFdaHY+bMmf39/fpLGZYxlq8lVCQewHjU1dVpNZbb7ba7LUA0op9VUGABQFCqqqq0HyDt6Oiwuy1A1KGfVYTlI8LS0tLf//73Ho9H/sqwXR8R+iLxAMavoqJCTiZZWVk9PT12twWILvSzirDc5L59+/azzjorNTVV/u7YsYOb3AHEB6/Xu2bNGu0HSAcGBuxuDhBF6GcVTgkHiQdgieHh4aKiIjml5OXl/fa3v7W7OUC0oJ9VOCUcJB6AVYaGhqS60r6efOutt9rdHCAq0M8qrA9Hd3f38uXLJ0+eHFU/kRANbQAQNwYGBpKSkuTEMm3aNLvbAkQF+lmF9eEoLCzctWvX3/72N8uXPB4kHoC19u7dq9VY7e3tdrcFsB/9rML6cKSmpn788ceWL3acSDwAy9XX12tfKhwcHLS7LYDN6GcV1odj3rx5fX19li92nEg8gHAoLi6W00t5ebndDQFsRj+rsD4cP/7xj9euXRttX2Am8QDCQd5Ppqenyxlm//79drcFsBP9rMKacEwYjSVrGWcL7W4CgPjU3NwsZxiXy+X7EAvAaehnFU4JB4kHED7ar4+Wlpba3RDANvSzCuvDkZCQYPkyx4/EAwifwcHBzMxMOc80Njba3RbAHvSzCuvDMWfOnP/93/+1cIGvv/76qlWrpkyZMnv27Mcee2xsCyHxAMKqtbVVexQ0jymEM9HPKqwPx4MPPnjdddcdO3bs1KlT41/am2++OXfu3P379//1r3995513vv71r49tOSQeQLhVVlbKqaawsNDr9drdFiDS6GcV1ofD2pvcpaKy5JI7iQcQbkNDQ9nZ2XK22b17t91tASKNflYR7eGYOXPmjh07Zs2aNX369I0bN8r5a2zLIfEAIsDtdsvZJjk5uaury+62ABFFP6uI9nAkJSVt2LDh3REVFRWVlZUmE0f5T0UAcIKtW7fKCSc/P9/j8djdFiBy6GcV0R6OjIyM9957TxuWGiszM3NsyyHxACJD6qq8vDw552zbts3utgCRQz+riPZwFBUVSV2lDR8/fpwCC0D06+joSB7hdrvtbgsQIfSzimgPx2OPPbZ+/Xr9I8JvfOMb+r9CyiWJBxBJtbW1ctpJS0t7+OGH7W4LEAn0s4oYCMfOnTszMzOnTZt2ww03+N7kToEFIGp5vd4zzjhDzjyJiYmDg4N2NwcIO/pZhVPCQeIBRNjtt98uZ56EhAR+ehROQD+rcEo4SDyAyNu4caOcfMrKyuxuCBB29LMKp4SDxAOIvMHBQZfLJeefgwcP2t0WILzoZxVOCQeJB2CLhoYGOf8sXLiQ5+cgvtHPKpwSDhIPwBZSV2k/i1VfX293W4Awop9VOCUcJB6AXQ4ePCinIJfLNTAwYHdbgHChn1U4JRwkHoCN1qxZI2ehTZs22d0QIFzoZxVOCQeJB2Cj3t5e7bfdOzs77W4LEBb0swqnhIPEA7BXdXW1nIiKiorsbggQFvSzCqeEg8QDsNfQ0FBWVpaci1paWuxuC2A9+lmFU8JB4gHYbt++fXIuys7O9ng8drcFsBj9rMIp4SDxAKLB0qVL5XRUW1trd0MAi9HPKpwSDhIPIBocPnxYTkepqal9fX12twWwEv2swinhIPEAosSGDRvkjFRRUWF3QwAr0c8qnBIOEg8gSvT396empspJ6fDhw3a3BbAM/awinsMx4fPsbg4A/H92794tJ6WCggIeUIi4QT+rcEo4SDyA6OHxeHJzc+W8tG/fPrvbAliDflbhlHCQeABRpaWlRc5LEydOXLduHb/agDhAP6twSjhIPIBoM3/+fO0GhocfftjelvT19VHkYZzoZxVOCQeJBxBtnn322aSkJDk7TZkypbm5OcJrHxgY6O7udrvd3/72t6UNU6dOfe6557q6uvj9CIwN/azCKeEg8QCi0ODg4MaNG7XrWJWVlcPDw5av4j/+4z9KSko2bNggyy8tLS0oKMjOzp4wGpfLlZubW1xcvHbtWmnhqlWrVq9e/bOf/UwKsp6eHmm25e1ErKOfVTglHCQeQNRqbm5OT0+X01R+fn53d7cly5QaqKGhQfvh+IAyMzPz8vKkhLruuuvOPvtsmVKGpQHBlF8aqcBkrrKyMindtm7d+q1vfev48eOWNB6xiH5W4ZRwkHgA0UzqKilu5EwlldZ4Pi70eDwtLS1r1qxJTk7WyqCJEyfK35kzZ8piDx482NnZGcyHgFKf9fb2ut3u1tbWXbt2JSYmykJWrFghRdjChQtdLlfAkmvq1KltbW1jbjxiGv2swinhIPEAotzw8HBlZeWYPy6UYmjTpk3alTAhBdbatWulPJLlHDp0aJwfPvb390u95TvG6/VKodbR0dHe3v5v//Zvej0nysvLZfrxrA6xiH5W4ZRwkHgAMSGkjwsHBgZkeimk5syZo9c3hYWFjY2NEb5NqrOzc+/evf/6r/+qNd7lcjU1NUWyAbAd/azCKeEg8QBihe/HhQ899JDULtp4j8fT1dUlFVVVVVVpaWlmZqZyR1RNTY1ynSny+vv716xZozWpqKiop6fH3vYgYuhnFU4JB4kHEEN8Py4Uy5Ytk5LL92M4jcvlSklJkYHi4mK7m/w5ra2tWVlZ0rDU1NTa2lqeCOQE9LMKp4SDxAOIOTt27FAqKimzysvL6+rq2tvbtfucuru7GxsbBwYG7G6samhoaNOmTVqz8/Lyfv3rXx88eJCfM41j9LMKp4SDxAOIRffff39JScnevXs7OztjsTpxu91SXekF4qWXXmp3ixAu9LMKp4SDxAOALaQurKmpSUhIkPPw5MmTw/FjqogG9LOK2AjH4ODg3Llzx5M8Eg8ANnr66ae1LxgWFRVRY8Ul+llFbITjlltuue+++yiwACB29fT0aHe+U2PFJfpZRQyE4+jRowsWLPB4PBRYABDTqLEiSfrNSAaZflYRA+G46qqrnnjiidPjSx6JB4BoQI0VGYcOHZoyZUpaWprb7Y7MGulnFdEejhdffPGiiy46derU6SCSN8FURNoLABgFNZbl+vr62tvb6+vrKysrly5dqj8xSaSkpGzZsiUCv0BLP6uI9nAsXrz48OHD2jBXsAAgPlBjjYfX621qapIALliwQCmndDNnzpw7Qh+zdu1avT8Nci1PPPHE6tWrt27dWmvgO9/5TmFhYUNDw2n6WT/RHg6rLkSReACIKtRYoerr65O6qry83OVyKT2jRLKsrKyqqkom6OjoGBoa0ufq7e3dsmVLamqqNqXUQ21tbSa/rW+yFhOTJ0+mn1XEUjiU5IWUSxIPANGGGmtUEhaph6RCWrhwoW9BM2fOnLS0tMWLFyvllJGBgYHa2lr9+ZWytMbGRo/Ho81rtBatLJORRlewSkpKZALtR87oZxWxFA4KLACIM7411rFjx+xuTrT40Y9+NGPGjLPOOsv3AZQul6u8vLypqamvr29si5WKSuoqvYpKSkpKTEw8++yzjdYihVd7e7v5IwQkg6+99lpOTg79rMIp4SDxABCd9BorISHh3HPPdfiTobu6uioqKvRrQlL6SOlZW1vb0dFhVWRkOW1tbQUFBXpRZcla6GcVTgkHiQeAqCU1lnYTj9AeYu1A7e3txcXFWhASExOl6Fm7dm1YPzm9+eabpaJtbGy0ZC30swqnhIPEA0A0e/rppxMSEqSw6O7utrstEeXxeJqbm/Pz8/VP6LZt2zYwMGB3u0JGP6twSjhIPABEuaqqKu1mLLsbEiFDQ0N1dXXax6MiOzu7oaEhmDvWoxP9rMIp4SDxABDlpLbQqo39+/fb3Zbwuueee3JyctLS0rTSqqCgQDY51m8+o59VOCUcJB4Aop/UGRNGftUpdi/kjGrfvn363eVlZWWHDh2yu0XWoJ9VOCUcJB4AYkJRUZGcsauqquxuiPV6enr029gTEhK2b99ud4usRD+rcEo4SDwAxITu7u7kEfF0t7vX6929e7f2u52ZmZktLS3x98Oq9LMKp4SDxANArIizu907Ojr0LwlWVlbG66ef9LMKp4SDxANArIibu92Hh4e3bt2q/U76woUL3W633S0KI/pZhVPCQeIBIIbE9N3u0ua+vr729vbs7Gztd9Krq6vNHzgTB+hnFU4JB4kHgNgSo3e79/f3T5o0SX/WTWFhYVdXl92NigT6WYVTwkHiASC2xOLd7gMDA1/96le10krKrIaGhlj/davg0c8qnBIOEg8AMSeG7naX0kpaq31PMDExMT8//8iRI3Y3KqLoZxXxHI4Jn2d3cwAAoYmJu919S6vk5OTKysre3l67G2UD+lmFU8JB4gEgFkXz3e6UVr7oZxVOCQeJB4AYFW13u3s8Hkorf/SzCqeEg8QDQIyKnrvdpa564IEHJk+erH1JkNLKF/2swinhIPEAELtsudvd4/F0dXU1NzfL2ktLSzMzM33v673iiisorXzRzyqcEg4SDwCxS7/b/d577w3fWrxeb3t7+zXXXCPFU35+vvYL7L5cLtfFF188b948mcY5v78QJPpZhVPCQeIBIKZt27ZNq3IOHDhg7ZL7+vqamprKy8ulflIqKimzZHxdXZ0UXv39/dauN87QzyqcEg4SDwAxTfs6ocjMzGxraxvbQrxeb09Pz+mRpwTKQrZs2bJw4ULfiiojI0P+Tps27eWXX477h9tYi35W4ZRwkHgAiGlSGz344IOLFi3SKqHy8vIxXFIqLCzUfvTB9+M/l8slS2tqaurr65OiqrW1dWBgIBybEN/oZxVOCQeJB4A4IGVWY2Njenq6VhhJVRTkjF1dXRUVFXpRJQVWUVFRbW1tR0cHd1NZgn5W4ZRwkHgAiBv9/f1r1qzRSiWpk7RP/Yy0t7cXFxdrEyclJc2fP7++vn54eDhirXUI+lmFU8JB4gEgzrS2tmpfLUxNTa2trVUuRHk8nubm5vz8fP1zwG3btvHZX/jQzyqcEg4SDwDxZ2hoaNOmTVoJlZeX19HRoY2sq6vTai+RnZ3d0NAQhU/aiTP0swqnhIPEA0C8crvdUl1p5dScOXOmTJmiDRcUFOzfv59brCKDflbhlHCQeACIYx6PZ/Pmzfo97GVlZYcOHbK7Uc5CP6twSjhIPADEt+Hh4czMzMTExLq6Orvb4kT0s4poD8eBAwdKSkpSU1NnzZp10003vf/++2NbDokHgLjn8Xj6+vrsboVD0c8qoj0cK1eufOGFF+R9ybvvvrt58+bVq1ePbTkkHgCA8KGfVcRSOE6cODFlypSxzUviAQAIH/pZRSyFo62trbi4eGzzkngAAMKHflYRM+E4cuTI/Pnz33zzTZNpJpiKWFMBAHAa+llFbITD7Xbn5OS88sorY14CiQcAIHzoZxUxEI6WlpbZs2e/+uqr41kIiQcAIHzoZxXRHo49e/bk5OQEfJBnSLk0//QQAACMk3WdfzyI9nD4509/BHoEchmZ3YW1RNsq4mktcbMhkVlL3GxIZNYSNxsSmbXEzYZEbC2xjhiZiac9NW7WEjcbEpm1xM2GRGYtcbMhkVlL3GxIZNYSNxsSsbXEOmJkJp721LhZS9xsSGTWEjcbEpm1xM2GRGYtcbMhkVlL3GxIxNYS64iRmXjaU+NmLXGzIZFZS9xsSGTWEjcbEpm1xM2GRGYtcbMhEVtLrCNGsBJHXbQhI1GIpEQhkgLLsUvBSpykog0ZiUIkJQqRFFiOXQpW4iQVbchIFCIpUYikwHLsUrASJ6loQ0aiEEmJQiQFlmOXgpU4SUUbMhKFSEoUIimwHLsUAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8CCoVOnTt1xxx0ul2vatGnV1dXyUht/4MCBkpKS1NTUWbNm3XTTTe+//37w8xqNRzCMovf8889fdtllkyZNkozceOONx48fD35eMjJO5gEcHBycO3eu0W8skZQwMQrghM8LaV6SglBRYMFQU1PTBRdc8McRMvDoo49q41euXPnCCy8MDw+/++67mzdvXr16dfDzGo1HMIyit2LFimeeeWZoaOjEiRO7du2S8jf4ecnIOJkH8JZbbrnvvvuM+nKSEiZGAQzm10RJCqxCgQVDy5Ytk0JKG5aB5cuX+08jPfqUKVP0l/r5y2jeYJYJI8FETwrftLQ0/SUZCTeTAB49enTBggUej0fp10lKuBkF0KTAIimwHAUWDGVkZAwODmrD7733nsvl8p+mra2tuLhYf6mfpIzmDWaZMDJq9D7++OP777/f95oiGQk3kwBeddVVTzzxxGm/fp2khJtRACXymZmZ8g4kPz//oYce+vTTT/VZSAosR4EFQ4mJiSdPntSGZSApKUmZ4MiRI/Pnz3/zzTeDn3fUZcKEefS020pmzJjR29sb/LxkZJyMAvjiiy9edNFF2p06RhdOSEqYmAfwk08+6ezsXL58eVVVVfDzkhSEigILhszfsbnd7pycnFdeeSWkeXkXOB6jRu+jjz764Q9/eOmllwY/LxkZJ6MALl68+PDhw9qwUYFFUsIkmAC+8847AceTFFiFAguGTO45aGlpmT179quvvhrqvNzHMB7BRE9qLN+74kadl4yMk8ntPqN+Z42khEkwAezv7585c2bw85IUhIoCC4YeeeSRgN+a2bNnT05OTk9Pj/8sei9iNK/ReATDKHo33HDD0aNHT548+ac//Wnr1q0B78EiI2ESTACN7sEiKWFiFMCKioru7u5//OMfcryUlpbedttt+iwkBZajwIKhU6dO3X777a4Rd955p9FvyYjh4WH9X+bzGo1HMIyi99RTTy1ZsmTixIlz587dvHnzBx98oM9CRsItmAAaFVgkJUzMj5RJkyYtWLBg+/btHo9Hn4WkwHIUWAAAABajwAIAALAYBRYAAIDFKLAAAAAsRoEFQ0YPdQ71YajBPBzaZHaN+UNzNUbfhzd/tisAAJajy4Eho4c6h/ow1GAeDm0yu8b8obm+jKahwAIARAxdDoLi+1Dn8fwQn/JwaF9jeGhuQBRYAADb0eUgKL4PdR7PoySUh0P7GsNDcwOiwAIA2I4uB6NTHuo85oehmjwc2mT2YB6a64sCCwBgO7ocjML/oc5ju4Llvxzl3vNQH5prckt7wA2hwAIARAxdDswEfKjzGO7BGvXh0CazB/PQXF8UWAAA29HlwJDRQ51DfRiqycOhg1msLz4iBADEBLocGDJ6qHOoD0M1eTi0rzE8NNe8waOOBwAgTOhsAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYDEKLAAAAItRYAEAAFiMAgsAAMBiFFgAAAAWo8ACAACwGAUWAACAxSiwAAAALEaBBQAAYLH/A0EJClAvI1bXAAAAAElFTkSuQmCC)
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