Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit249-10-20020207_190600_20020207_235000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/07 |
Start Time | | 2002/02/07 19:06 |
End Time | | 2002/02/07 23:48 |
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 | | 12.34 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.84 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit249-10-20020207_190600_20020207_235000-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 Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIERlYyAxMyAwMzowNjowNCBFU1QgMjAxN6bPwOkAAAHPdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNDktMTAtMjAwMjAyMDdfMTkwNjAwXzIwMDIwMjA3XzIzNTAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIENsdXN0ZXItMiB0cmFqZWN0b3J5LiIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwMi0wMi0wN1QxOTowNjowMC4wMDBaIiwgIm1heCI6IjIwMDItMDItMDdUMjM6NDg6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJyaG8iLCAibWluIjozLjA3NjMyOTk5OTUsICJtYXgiOjEwLjQwODI3MDAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX3+99M3AAAABGdBTUEAAK/INwWK6QAAOT5JREFUeJzt3X9UHeWd+HESSEJ+bCQJ5pfEEJMo1iSiRjc/UDFiGhUVLSo2JGJMV7biKXZRUTE/LMa0jR7sIYpN0sY9acWUYzk1UbaHlfXElVqsuMsaVLRRSRcVFRVbVDR8P4fnu3Om996ZO/feufcO93m//uDMHWaeeZ555s7nc+dn0hAAAABclRTvCgAAACQaEiwAAACXkWABAAC4jAQLAADAZSRYAAAALiPBAgAAcBkJFgAAgMtIsAAAAFxGggUAAOAyEiwAAACXkWABAAC4jAQLAADAZSRYAAAALiPBAgAAcBkJFgAAgMtIsAAAAFxGggUAAOAyEiwAAACXkWABAAC4jAQLAADAZSRYAAAALiPBAgAAcBkJFgAAgMtIsAAAAFxGggUAAOAyEiwAAACXkWABAAC4jAQLAADAZSRYAAAALiPBAgAAcFliJlhJSYnZLgCIqmjsPF944YWFCxcGLTkai45XLCAGYUi3BIuNHgBsRGMnmZOT8+STT8Zl0SRYLkrIRkVVYq6vUH8qPfPMM6tWrUpNTZ01a9aNN9744Ycfmv/b29s7Z84c8yx9fX3r16+fOnVqenr65s2b7RekmEceO3bs9ttvT0tLmzJlSmVlpXwMOK9VraxmtxofajmhTp/09yZPnmyzQqzWidUqtVlXr7zyyurVqydOnDh79uw9e/aEt3L0WfNWhR88ePC8884bN26cjL/++uvfe++9gIUH7RFX1nw0+GxpRotGjRo1Y8aMoqKi7u5um9nDqH9PT8/3v//9zMzMMWPGyFxr1qyRlRywMj4jZeBb3/qWeREyfOqpp5onMP7V2dl51VVXyVdm7NixS5cu/c1vfqPGf/LJJ1LPhQsXjh8/XpZ+xRVXNDc3B62zf2XCnsCfbJlffPFF5IsOQ7RzAqteCG+5rtTWPpy5uCCHdE7LErPloe4jLrrooqeffrq/v//999+/6aabLr30UvN/ZV+5bds28ywlJSWyX35v2DXXXPOLX/wipMXV1dWdeeaZfx4mA7t27Qo4l1WtrGa3Gh9qOaFOb/bggw9WVFTYr42A68RqlVot9PXXX5esd9++fR9//PE777xz3XXXhbdy9FnzVoVfcMEFTz75pCS4n3322datW2XXHLCDDKGuhJDWfDT4J1hq4JtvvvnLX/7yL//yLzk5OTazh1r/o0ePzp07V4o9fPjw3/72NwlvTz311Le//e2AlfEZKQMSpH/3u98Z//rtb38rY/wTrDfeeEOywx07dsjGL7nLH/7wh+985zvqX7Ks733vezLBl19++cEHHzzxxBPnn3++fZ0DVibsCcKeZcQlWDa9EMcEyz6cubggh0iwRgzZiH/wgx/MGCYDxq8i6UIJMBkZGfKrVH388Y9/PH36dPlhcfPNN8uOxphs6O9/mvsvQsLMxIkTjY+yl5w/f/7AwIB54mnTpsm2q4YlIbDfQQ/5bWHLly+XL4AaloGVK1cGbbi5VlazOynWSTlhTy/red68eRJggjZnyG+dWK1Sq4VKRlVbW+tfbCQrJ6DEW/NDfhu5QXbKEyZMUMNWu8VQV4LDNT84OHjPPfeceOKJaWlpErHUSJvv+yOPPCJ5jPxMX7ZsWUdHhxrf3Nx8xhlnyEj5l8qE/L/sPu365JNPxo8fLwOlpaXmX0p79uyRMfb1D7iKNmzYcOeddwZso9Us5rrt37/fvAhp3W9+8xv/yn/3u9+trq4OuAhpjjTKqgLmhdrsJIcsVr79zjPUWfz32wG71WozMJNfXJLcSFsmT5585ZVX9vb2OmmO/UJlA5ACZXpZUQHba9MLVtub8dHJtiq/AX70ox9lZmZOmTLlhhtu+PzzzwOuNxsBv+kBvxTmAoOuTKuK+X+L/ZflJIife+65jz/+uFFhyV9nzZrlZKv2mhGWYEnn5eXldQ+TX96bNm1S46VvrrjiCvk9anyUyY4Ok4EtW7YY430G/DU2Nubm5hofL7nkkl/96lc+s0g2ID8N1bCkBbIx2VfbZ3Gy1RqbrJQTdHafWlnN7qRYJ+WEPb3sJuTLFrQtin+CFXCVWi1UvpyyMci3TvYC69ev7+vrs58+jHWuJN6aH/LbyBXZS95///3G713poPT0dMm3Fi1a9NBDD3399df2lYlwzUugkiq9+eabH3/8cXl5uRpp830vKCg4cuSI1Hnr1q1GRiLbQ0NDg+yyZY984403GhObF2QOEj09PXfccYc6wCMZxnnnnffEE0/IcH19vQx/9dVX9vUPuBuROkh8CthGq1nM+yWp1cKFC//zP/9TPra0tMiwjPHfccn2/9ZbbwVcxMUXX3zNNdc8//zzf/vb36yqMeRgJ2mz8q3KDHUW//12wG61KtZsyZIlzz77rDRZwnBZWdnGjRudNyfgQquqqmRN/mXY6tWrAzbBpheCJlhOttUHHnjgwgsv/POf/yxfiuLi4h/+8IcB15uNgN/0gLUyFxh0ZVpVLOC32GdZToJ4U1PTqaeeKlu++pesn+3btwdtrAeNsATrpJNOevXVV9Ww/NSYP3++Gpa+efvtt43J5KMx2f/8z/+YJ/MZ8PHyyy/PmzfP2D/+/ve/P+ecc9QlEeZZ1q1bt3bt2veHyY+YlJQU+2r7LG706NFq3y1kIDk52X52n1pZzR60WIflhDe9fBlOPvnkw4cP27fF4LNOrFap1UJlQL7YavqioqKSkpIIV05ACbnmfQpX1E/M6dOnd3V1mcdLAGhra5OoY+wuQ10JDtf8ggULjIMHBpvvu+RGavivf/2rOgQl5syZ87Of/ezdd9/1aZp/Sw3yE1x2Eepf7733nqyZyspK+WtcixbqliObrjmz8T9U4D+Lz38fffTRyy+/fGj4ZN/Pf/5z/wnUUgYGBgJW4NNPP5UYdvrpp6empsoKrKioCPjTP+hO0mblW7U91Fn899sBu9WqWCuyBjIyMpw3x2qhnZ2dalhmDNgEm14ImmA52VazsrJee+01NSwb5Ny5c43JzOvNSsBvulWtrAoMuDKtKhbwW+yzLIdB/Oyzz1aHNt544w2pgHSNbVs9aoQlWLLLMDZoGZCPalj6xnxlqHy0msxnwEx+L5544okvvviiMWbx4sWHDh3yn+Wjjz6SJEB2zfIL5r777ps5c6YxjXlnaq6P+aPVb+KAs/vXKrxDBc7LCW96+dF/2WWXDTnm00yrVWrTWPMRr/T09KDTh3oEKyHXvH/hBtmTbt68+dxzz/X/l/zIDvtIlcOt3fzVNth8382TGR//9Kc/FRQUTJs2beHChcZ5PauJVX3uvvtu47IzIb+nZQLjHKVN/a3Ipusf0oyFjhkzxucMl7RLcjjzZDLBrFmzfv3rX8tf4yybTzk2x04MskuUzOn666+3ugrHft06XPlmoc7iv9/2+a99sWbyM0D6UXYgaqMy8uBQm2Oe3ugpn0tEDJEcwXKyrUq2Z/4xYN5OfNabk8ARsBoBCwy6Mq0qFvBb7LMsh0G8sbHxlFNO+frrr6+77jrJRAO2wvtGWILl8BeS+ceZDPhP5n/qWqLU7NmzX3rpJZ9yfPhXaefOnZIZ2FfbZ0bn1wMFrFUYF7uEVE4Y04vs7Oznn3/eqiH+bHbT5lVqtdCcnBzzNVtGguXWNVgJueYDFm4mOVbAa7O6u7sllthXJsI1L2EmpCNY5sl8Pspu+sCBA0aO7vNl95n4s88+Mw5avPLKK/Jb+cknnzzhhBOMI3mhbjmS0FRWVvqMNBZ66qmn/uEPfzD/q7W1NTMz02ey+++/PyUlxTgt4h+t5Quybds2+5oofX19//AP/+A/PuhO0mrl21z3E8YRLCcfnRzBkpGPPfaY/E6TkCx//ddYqNuSkyNYNr1gTtSMoy89PT0hbauSYRw5csSmcCtBv+n2X4qgK9OqYgG/xT7LctgRsmYWL1582223ybfDuEBwxBlhCZb83DRO30qKXVVVpcb7f0lWr16tLi+QAf9LAY4//njzKZUHHnhAkn3j6xSQeRFr166VCsie6/HHH58zZ45xsNTJvOKRRx5xcl+SVa2sZrcaH2o5oU4/NHyr/4oVK+xXgg+fdWK1Sq0WumfPHuOUYlFRkXEFUqgrJ6CEXPNWha9bt06+C1999dW7775bVlZmHO2QtSq7P9m1yX/lS3fLLbeEtxIcrvn77rsvNzf3rbfeMl+94fz7btRZ9t1SZwlaEmDUSJ8vu3neDz/88J577lm2bNnQ8CVoskN/7rnnZPh3v/vdGWecoc702dQ/YJx7++23ZdHGXYTSnKeeesqYUn48yFL+4z/+49NhLS0tixYt+slPfmJT4FCgBOuNN96QqPzggw/Kmvniiy9efPFF4/61888//4knnpBfHdKnUuebbrrp4osvDlim/U7SauX7rE8zh/1ltQKtPloVayZr47e//a2sCtmEZFX4r7FQtyWZ3rgG69vf/nbAJtj0gjG9ZORbt26VrUv64vLLLw9pW62pqZE6yxiZ7L//+7+vvfZa+/WpOAlnNl+KIQcr06piAb/FPstyvpFImigjd+/ebR4ZNLn0lJFU16HhI4qyo1c3IMiAcaTR/0uibpCZMmXKP//zP5vvU1ADsgmmpaWZtxsf/f39Pos2L0Kiu3wlJkyYcNFFF7388ss2FQ54AExyc0nM04bdcccdVk/WsaqV1exW40MtJ9Tph4aPJzU2Ntqsh6DrxGqV2ixUQkJ6erp0saQIxkXuoa4cfda8VeH79+9fsmTJ2LFjJa+VYCw/WNX0avy4cePkJ6bsE43vWqgrweGal2zgrrvuysjIkA6ViKVGOv++qwHJzuW3dWpqqqRHzz77rBpp82WfOnWqxLw333xTxq9fv15d8KRIHVTWblP/JIt9/TvvvLNhwwbZnlNSUqZNm3bllVe+8MILxtr45S9/uXTp0uOGycBjjz0WtMAkvwg3NHyDs5QstZK+O/vss40nMP37v/+7jJfVKOth3rx5N998s9GnPmXa7yStVr7P+jRz2F9W7bX6aFWsmfzSkK4fM2aM5BY/+9nP/NdYqNuSTPBP//RPsnJkFd17771ScsAmWPWCUY78SpEMXt0t+PDDD4e0rX7zzTfSlqysLPkaSl5ufNOt1qfx34DfdDP/L0VIK9OqYgG/xT7Lcr6RyMpcuHDh4OCgT+ts2u41I6muAABXjKxAFV//9V//JalqvGsRZ19//XXQ27ncddlll/3617+O5RJdx3cMALRDghVUeXl5T0/P22+/feGFF956663xrk6ctbW1GXcLRts333zz6KOPLl682HhSwwjFdwxR4X+Y2oM79BFRyVAlZKPgOraKoGpqajIyMqZPn/69731vhD4mwEWTJk16+OGHY7Ms2TgzMzMlpYvN4qKH7xgAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGW6JFgB710HAAAxFu+MIEYSuZ169igAAJ6lTzjWpp3a9CgAAJ6lTzhO5HZyBAsAAE/RJxxr005tehQAAM/SJxxr005tehQAAM/SJxwncjs5RQgAgKfoE4491M6AmdCxY8duv/32tLS0KVOmVFZWysewC3ejjgAAIEwDAwP6hGPPtdNn1dfV1Z155pl/HiYDu3btCqkojmABAOAF7e3tM2fO1Ccce66dPqt++fLlTz/9tBqWgZUrV7pSLAAAiKWamhqtjnd4rp0+q37y5Mm9vb1q+IMPPkhLS3OlWAAAEEubN28mwYonn1U/evTor776Sg3LQHJysv28PJsfAACvaW9vT0lJ0Soce66dHMECACCR9Pf3Z2VlSSAuLy/XJxx7rp0uXoPFESwAAOKutLRUonB2djZ3EcaTz6p/5JFHrO4iDKmT9OlRAAC8o7GxUUJwampqR0fHkE7h2EPtDHjA6dixY7fddlvasDvuuMP8HCwSLAAA4qitra2zs9N/fE9Pj6RTLS0t119//dixYyUE19bWqn/pE44TuZ2cIgQAIEoOHDigwmvJsLy8vOzs7IyMDP+bzKZOnWrMpU841qad2vQoAAAxsGfPHqvb9tPT07OysnJzc2fNmiUf7733XmMufcJxIreTI1gAAETJDTfcILF1ypQp1dXVe/fubWpqamtrO3LkiM9kfX195o/6hGNt2qlNjwIAEG27d+9Wl65LUhXSjPqEY23aqU2PAgAQVa2treqpoXv37g11Xn3CcSK3k1OEAAC4q6enR72zuaysLIzZ9QnH2rRTmx4FACBKBgcHly1bJiE1NzdXhsMoQZ9wnMjt5AgWAAAu2rhxo8TTjIyMnp6e8ErQJxxr005tehQAgGgI+8J2M33CsTbt1KZHAQBwXSQXtpvpE44TuZ2cIgQAIHIRXthupk841qad2vQoAAAuivzCdjN9wnEit5MjWAAARCjyC9vN9AnH2rRTmx4FAMAtrlzYbqZPONamndr0KAAArnDrwnYzfcJxIreTU4QAAIRn9+7dY8eOdeXCdjN9wrHX29nX17d+/fqpU6emp6dv3rw57HL06VEAACI3ceJECZ1jxoyJ/MJ2M33CsdfbWVJSUlRU9N6wa6655he/+IXzeTmCBQBAGBobG1XoXLdunbsl6xOOvd7OadOmvf/++2pYcqycnJzwytGnRwEAiMTAwEBmZqbEzQceeMD1wvUJx15vpyRYH3zwgRqWTCstLS28cvTpUQAAIlFZWSlBc+nSpe6eHFT0Ccdeb+e6devWrl37/rDvfve7KSkpNhMn2YpZnQEAGKE6OztThrW2tkajfH3Csdfb+dFHH0leNWXKlBkzZtx3330zZ84Mrxx9ehQAgLDl5uZKxCwtLY1S+fqE45HUzp07d0qy5Xx6jmABAODcvn37JFymp6f39fVFaRH6hGOvt3Pt2rXd3d3S048//vicOXNee+01418hdZI+PQoAQBgk1Ko3OkuaFb2l6BOOvd7OPXv2zJ49e8KECRdddNHLL79s/hcJFgAAbiktLZVYGfbd+g7pE44TuZ2cIgQAwAn1VhzR2dkZ1QXpE461aac2PQoAQEgGBweXLl0qgbKysjLay9InHCdyOzmCBQBAULW1tRIlMzMz+/v7o70sfcKxNu3UpkcBAHCup6cnLS1NomRjY2MMFqdPONamndr0KAAAzhUXF0uIzM/Pj83i9AnHidxOThECAGCjublZ4mNqauqRI0dis0R9wrE27dSmRwEAcGJwcDArK0viY3V1dcwWqk84TuR2cgQLAAArkldJcJQcKxovdbaiTzjWpp3a9CgAIBokC2lqaoreO2RiaWBgYOXKlaNGjZLg2NzcHMtF6xOOtWmnNj0KAIiGtWvXSig55ZRT4l0RF0imqM7tLFmyJMaL1iccJ3I7OUUIAHDLvHnzJJSMHTs2Bg+LirajR4+OHj161KhR//Zv/xbjResTjrVppzY9CgCIhmXLlqmf64WFhbG8aCkatm/fLg0pKCiI/aL1CceJ3E6OYAEA3KKexjlp0iT5W15eHu/qhE+yw4yMjNhffaXoE461aac2PQoAcF1PT4/EkfT09EOHDqkcq6qqKt6VClNDQ4PUf9GiRXFZuj7hWJt2atOjAADXHThwQOJIbm7u0HCCkpKSIh9ramriXa9w5OTkSOXr6urisnR9wnEit5NThAAAV+zYscN8ZnDfvn0qstTX18e3YqFqb2+XaqelpQ0MDMSlAvqEY6+386233srPz08bJgPyMbxy9OlRAIDrioqKJI7s3r3bGFNTUyNjUlJSQn1HcnwvkN+4caNUu6KiIl4V0Ccce72dy5cvv/vuu/uG3XnnnfLR+bwcwQIAuGLRokUSR9ra2swjKysr1WXvhw4dcljOhg0bUlNTt23bFoU6Btfb2ytLl6QwZm8e9KdPOPZ6OydMmPDZZ5+p4U8//VQ+hleOPj0KAHDXwMCAuujK/7RaWVmZyrE6OjrsC2lvb1eHwcTMmTOjVlk7cXw6g0GfcOz1dhYWFm7atOmTTz7p6+urqqqSj+GVo0+PAgDcpa5bCnjb3eDgoAQmlTN1dnYGnP3AgQO5ubnmMyqnnXZalKscgFRVKhmvpzMY9AnHXm/n0aNH586dq7ZIGfjLX/5iM3GSrZjVGQCQSPbu3Zs0/HzRgP+VxCUvL08mWLBgQU9PjzF+YGBAZlTnFtV15RUVFV1dXSnDYv84+Pr6+jg+ncGgTzj2ejtlq73zzjuNa7DkY3jl6NOjAAB3SWIkQWT79u1WE0i2pJ59kJWVpQKWTKwOF4mMjIyamhrjLdHqaFZDQ0Osqv//qSfRx+vpDAZ9wrHX2zl+/Piwr8HiCBYAIHJr1qyRIGJ/t2Bvb+/ChQtlMglbEydOVHEnOzt73759PrcNqguhSkpKolzrv9PW1hbfpzMY9AnHXm/n8uXLq6qq1A+Cu+66a+XKlca/QuokfXoUAOCu9PR0CSJB77zbuXOn8ZNecjKrS506Ojpif517cXFxfJ/OYNAnHHu9nW+88YZspscNu/jii998803jXyRYAIBo6+3tVcd+gk7Z09NzyimnSOZ08OBB+ynVqwB9HvoQPVKxuD+dwaBPOE7kdnKKEAAQoaamJokgOTk5LpZZWloqZVZXV7tYpg1ZUNyfzmDQJxxr005tehQA4CL1kpyysjIXy1RvNnQ3abPikaczGPQJx4ncTo5gAQAiVFJS4vrNd/39/ampqVJsb2+vi8UG5JGnMxj0CcfatFObHgUAuCg7O1siSGtrq7vFqkdn7du3z91i/Xnk6QwGfcKxNu3UpkcBAG4ZHBxUh5pcfy6oeld0cXGxu8X68M7TGQz6hONEbienCAEAkVCPVFiwYIHrJXd1dUnJ6enprpds5p2nMxj0CcfatFObHgUAuEVdwBSl++8kb5PCDx06FI3Chzz2dAaDPuE4kdvJESwAQCTUS3K2bNkSjcLLysqk8KqqqmgUPuSxpzMY9AnH2rRTmx4FALglPz8/6EtywqaesLV06dJoFO61pzMY9AnH2rRTmx4FALhF5ShdXV3RKHxgYGDSpElSfk9Pj+uFe+3pDAZ9wnEit5NThACAsPX19UnskBwoeotQR8j27t3resleezqDQZ9wrE07telRAIArWlpaoncKT5EESBZRWFjobrEPP/ywFDtu3DjvPJ3BoE84TuR2cgQLABA29aiq0tLS6C3iyJEj6iDZ4OCgW2X29PSoM4+xeVJ8qPQJx9q0U5seBQC4YuPGjRI7amtro7qUrKwsWUpLS4srpUl2pQpMTk6++uqrXSnTXfqEY23aqU2PAgBcsXTp0qg+p0qprKyUpcjfyIsysiv5G40L512hTzhO5HZyihAAEDb1kpy+vr6oLkVd6SUpUYTljIjsaogEyzt8kqTJkyeHXY67FQMAJLDOzk4JHJmZmdFe0ODgoLpkKpLnrY+U7GpIp3DsfjsHBgaqqqrmz58vub/83bRp0xdffOFKyQ8++GBIL1TiCBYAIDwNDQ0SOPLz82OwrMLCwkgeqTCCsqshEqxI3HLLLatWrero6JBMS/5ecMEFP/jBDyIv9ssvv5w3b97Ro0fDm12fHgUARK6qqsqtS6OC2rt3b9jJ3MjKroZ0Csfut3PGjBnd3d3GRxmWMZEXu2vXrhtuuCHs2fXpUQBA5AoKCiRwNDQ0xGBZkhiphzWE+tiqEZddDekUjkdGgvXNN9+cfPLJhw8ftp8syVaEdQAA6CMzM1MCR0dHR2wWp+5YbGpqcj7LSMyuhkiwInHLLbfk5eW9+uqrkonLXxmO/BRhfX39ZZddFkkJ+vQoACBC6iU5qampMVuiOiNZVlbmcPoRml0N6RSOo3KR+913333SSSfJpil/77nnnsgvcs/Ozn7++edDnYsjWACAMBw6dCgpyi/JCbjEBQsWOJm4ublZvYV6xGVXQyRYnnLw4MEVK1b4jw+pk/TpUQBAhGprayVqbNy4MZYLTU9Pl4V2dXXZT/bYY4+NGjVKppwyZcqIy66GdArHI6CdOTk5jY2N/uNJsAAATvT39996661tbW0Opy8rK5OoUVNTE9Va+SguLrZfaG9vr3qgg7Jhw4ZYVs8t+oRj99vZ0dGxcuXK8ePHx/30HKcIAQDirLPOkiiQkpLi8JDPsmXLZPrm5uZoV8xs3759stC8vLyA/21oaFCHuNLS0qqrq/fu3StZYyyr5xZ9wrH77ZTtcuvWrX/9619dLzkS+vQoAMBsYGBg7Nix6pf2H//4RyezqEer9/b2RrtuZrI4dWW9T+ZkPnCVn59vvk9/JNInHLvfTtk4Pv/8c9eLDQNHsAAA6jGeRoISdPquri6ZcubMmTGom4+cnBxZ9IEDB4wx5gNX0pDYV8l1+oRj99s5d+7cSF6oFCX69CgAwCw3N1dCQHV1teQoTk78NTY2OkzFXCeVlEWXlpYOJdyBK4M+4dj9dj788MMFBQVeu7VBnx4FABjkB79x3m379u0yvGjRosHBQZtZtmzZIpOF9Opbt7S1tcmiMzIyEu/AlUGfcOxOO5OCcWUpEdYqLnUAAMSRypaKi4uHhi/GWrBgQVKw1yqr40b19fWxquPfmTZtmvmEZsIcuDLoE461aac2PQoAMGRkZMj+v6WlRX1saGiQj+np6X19fVazqCekt7e3x6iKf+/0009X2VVs3jMde/qEY/fbOWrUKNfLDA9HsABAZ83NzbLzz8zMNI9Ul2RZnQHs7+9PGn6gg/1pxOg5dOjQ3LlzL7300nhVINr0Ccfut/OEE0743//9X9eLjZA+PQoAUNSjO7ds2WIe2d7enjIs4DPT1VVQ2dnZsaqjdvQJx+6388EHH7zqqqvefvvtY8eOuV542PTpUQDA0PALm1NTU2Xn738Z08aNG63uE6yrqzOu2UI06BOO3W8nF7kDAOJOpUoBH4ze09Nj9cgG9ZKcHTt2xKSOOtInHGvTTm16FAAw9H+vu9m3b1/A/1o9skE96rOpqSkmddSRPuE4kdvJESwA0FNnZ2fS8EOkBgYGAk5g9cgGdWQrxi/J0Yo+4VibdmrTowCAioqKpP97JLoV/0c2dHd3qzExqaOm9AnH2rRTmx4FAM0NDg7OnDlTdvutra32U/o8suHAgQNWl23BLfqE40RuJ6cIAUBDKk/KysoKOqXPIxvUhVnl5eXRr6O+9AnHI6Cdr7zyyurVqydOnDh79uw9e/aEV4g+PQoAmlPvunF4J6D5kQ1qxgR795/X6BOOvd7O119/fc6cOfv27fv444/feeed6667zvm8HMECAN309vaqg1I9PT1Opjc/smHRokVJ8XtJjib0Ccdeb6dkVLW1tZGXo0+PAoDOampqrB4iasV4ZIN6SY7VjYdwhT7h2OvtnDFjxj333DNr1qypU6euX7/e5vWc9vTpUQDQWXZ2tuzwGxoanM9iPLJBpVnRqxuGdArHXm9ncnJycXHx+8OKiopKSkpsJg74EHlOEQKAJtSbBNPT00N9U7J6ZEOoh74QBn3CsdfbOXny5A8++EANS44V9uNJ9OlRANCWetFNGLcBqgeTilWrVkWjYjDoE4693s6cnBzJq9Twe++9F1KCxREsANDHwMCAxIjwrlLv6+ubOHGizBv2vepwSJ9w7PV2yra+du1a4xThDTfcYPwrpE7Sp0cBQE/qNN/SpUvDm11yrM7OTnerBH/6hOMR0M5NmzbJj5IpU6asW7fOfJE7CRYAwLBmzRrZ1bty4zmiR59wnMjt5BQhAGiiu7s7JSUlNTWV9zR7nD7hWJt2atOjAKAh9SyrwsLCeFcEQegTjhO5nRzBAgBNZGVlyX6+qakp3hVBEPqEY23aqU2PAoBubr31VtnJH3/88aE+/gqxp0841qad2vQoAOhm9OjRspPPzMyMd0UQnD7hOJHbySlCAEh4/f39ycnJspO/8847410XBKdPONamndr0KABoZe/evbKHz8nJiXdF4Ig+4TiR28kRLABIeMuWLZM9vKRZ8a4IHNEnHGvTTm16FAD0od4hOGnSpIGBgXjXBY7oE461aac2PQoA+qioqJDde2lpabwrAqf0CceJ3E5OEQJAAhscHFRvd25ra4t3XeCUPuFYm3Zq06MAoAn1dudFixbFuyIIgT7hOJHbyREsAEhg+fn5sm+vqamJd0UQAn3CsTbt1KZHAUAHvN15hNInHCdyOzmCBQCJqrq6WnbsRUVF8a4IQqNPOPZ6O91KkvTpUQCIjZaWlnPOOWfDhg0y0N7efuTIEf9p+vr6uru7o7H0zMxM3u48EukTjr3eTrd6Qp8eBYAYkHRq0qRJSX7S0tIk9cnNzS0oKLj66qtTUlJGjx69c+dOd5cuKZ0sKyMjw91iEQP6hGOvtzPCo1acIgQA13V2ds6cOVPtWqdNmybp1KJFiyTd8c+3DDJ9cXHx3r17e3p6Iq9AUVGRlLlly5bIi0KM6ROOvd5O6Yn09PQJEybIt/ehhx76+uuvwy7H3YoBgJ4OHTqkjl1JXvXmm2/6/Le3t7erq6ulpaWhoeHnP//5qlWrTj311NmzZ5uTLdmfV1RUNDU1hff49b6+vtTUVCknSicfEVX6hOOR0c4vvviira1t5cqV5eXlNpPZ/HjSp0cBIHokbVLZVWFh4eDgoPMZOzs7a2pq1qxZYz6xKHnS2WefLfv25557znlRtbW1Mq8UFXr1EX/6hOOR1M533nknLS0tvHn16VEAiJLdu3enpKTI7lR+64aUXZkNDAy0tLRUVlYuXbrUyLQk63Jegpqxvr4+vAogvvQJxyOpnd3d3TNmzAhvXn16FACiYfv27SoZqq6udqvM3t7es846SxW7b98+J7O0tbWpS0d4u/MIpU849no7i4qKOjo6vvzyy8OHD+fl5d1yyy3Gv4J2EqcIASjPPffcFVdc8a//+q/xrshIVV5eLnvRlJSUuro6d0seHBy899571UGsrq6uoNOXlZWpQ2juVgMxo0849no79+/fv2TJknHjxs2fP//uu+82/2QJqZP06VEA/iZMmBCNe9l0IAlQYWGhul6qoaEhSktRdwVmZ2fbn3mUEJCWliZTyg/vKNUE0aZPOE7kdnIEC4DYt2+f2gmMHz/exXvZEp7kOq+99lpeXp46vHTo0KHoLau/v3/BggVBD03V19fLNEuXLo1eTRBt+oRjbdqpTY8C3vHHP/6xqKjI4bU1UdLb25ueni57gM2bN0vGYHUv24UXXnj11Vfv2rUrjlX1FFlXJ5xwgnHYLwZHjNra2tQV9AcOHLCaJjc3VyZw/TQlYkmfcKxNO7XpUSDuJKeRJMZ8j1hLS0u8KqPOPeXl5fmMD3gvm1i4cGF1dbWTi4ESmKQ4q1atUivkuOOOi9nakM1GXcAe8AFXR44cUdlwf39/bOqDaNAnHCdyOzlFCMSSpCz19fX5+fnqOIT5lNz06dNbW1tjXyVJFNTprYCvyTNIRqgunTbLzs7WLdOS9bBjxw71jj8xZsyYBQsWvPDCC7Gsw5o1a5KGH2HqfzFWVVWV/KukpCSW9YHr9AnH2rRTmx4FYq+lpWXjxo3GSTdJsAoKChoaGiTlevbZZ8877zx14CHG5wr7+vrUy1tqamqcTC/Z2HPPPdfY2FhcXGw+gejBTKt1mIsFtrW1SeKiHo8uJMeSTEvyLRcX4ZAsVPWaz2twJN9S4+N4NBSu0CccJ3I7OYIFRNXOnTvnzZt3/PHHG9+yZcuW1dbW+gRmCY2lpaVqgqqqqphVTx2UkiqF8UhMSQ39My1JO84555yoXuvthHHNvlRvi4XCwsLTTjvt7rvvlnSks7MzYKokKdqbb765d+9e80nS/Px8m0ugYqO5uTllmHlVq4ORWVlZcawYXKFPONamndr0KBAzycnJRuYhmZP9MZ66ujp16rCgoCCka2gOHjyYl5e3e/fukOomiYU6libpRUgz+giYaeXm5kp9YnMl0JEjRyS32LFjR0lJiWRC5mqESrpJSlizZo0Udckll5j/lZ6eXlFRYX8iNZbU2cCMjAwjNVSPiti+fXt8K4bI6ROOtWmnNj0KxIakHSo233jjjQ5naW5uVg8xys7OdvKa3vb29qKiolGjRsks8tf5xUCSFWVlZSX5nWaKhJSpTlEZV5ilpqZK9ST7CfulMWY9PT0dHR2SFz700ENXXnnlVVddZZVOzZw58/TTT5cMadOmTVZHsFTzTzvtNMkFFyxYoFZ7QDLN3r17vfagClmlOTk5ScPp+NDweUN1TIunlyUAfcJxIrfTZz8S7+oAiUPisboU+qc//WlIM3Z2dqrYL1mCzVVEkrWoG/LF6NGj1YBkG5IKOFlKRUVF0vBjrlxJfQzSasmB+vv7pRrq6VDG4Z/y8vK2tjarGaUaR44ckQmefvppaf5xxx23fv36kpISKURyTZW3WZEVtWbNGim/rq5O1lhfX5/D2vqfqJU6SAmybqX+lZWVq1at2rZtW0RrJJokBVd5YU1NzY4dO5KGT1/Gu1JwgT7hWJt2JiUtXrz46NGj8a4IkAgkPCcNP+8xjAxGUgSVnfhf9i4ZjMR+SYxUbiHxVVKlnp6eV199VTISNVLyEvtzc+3t7epoR7TvW5QMYPv27UZtxfz5888666zLL79cKinZQE5OjqShDk/qSZYmuZeklerpU8cff3xI6VRCUkdJZTtROWjcLw6DK0iwEoH/Lkz2X3G5LwZIJJ2dnRFmMP6XvUsmIcnKzJkz1UgJqDU1NT7pheReKlmRnMbquZdScnZ2tkwjmVl4dQuDpHTl5eVG5QOSTEsqdv7558uAJE8333yzNKepqamtrc3nyidpteSdnAtTjMdnjBkzhr13YiDBSjTSo+plZJJjhb3nkh1feGccjKsr7r///osvvpinRWNEUyfvJEOKsBzjsvepU6ca7wqULETSC6svmnyP1BEjq9OFkqWpbCb2z6I0skapm3zHGxsb5SsvyZPmR6EiNDAwMHv2bLVtRO9NiIglEqxEIz0qWY7aNcsPzTBuLNq5c+fo0aMlEsgPbqsLSzds2HD55ZfLT+egV1ccd9xxBQUF8htdfvtGo71AlKhnBKSnp7uSNzz22GPGl2LNmjXNzc1BZ5HMSb5fahaf04XyvVZPcorjo5KkDl67YHyke/nll+fNm7d69Woe4J4YSLASgU9OMzS8a1Z3pkh4COlhNrt37x47dqzN8X97xtUV6m2mPkWlpaWZk63BYf51MA6D/fjHP163bp0kfDZPuAGiQZIqdSLMrUeGSi4yd+5c+ely7733hjRjwNOF6tvNk74BLyPBSjRGj8oOXT1PRfbOTi6ZlAzGuJtp1qxZeXl5VoevfvjDH6rbneSXltXVFZI5SWIndZBsqb6+vrS0VN1RZZg8efL48eOlbjfddJPDm4wU8xNu7rrrruLiYincqqrivPPOO+mkk5588slorG0kKnUKTPIYF8uUL0V4Z+19ThfW1tYmDV+8xSk5wMtIsBKBTwpijDculUhJSbH5IS6TVVdXqzMO6enpkg8FXWJ7e7t6PUhI9bRKtqwOg6lblyXbC/qEGydi+chEjGjyg0Fd2x7hoztdZD5dqB6XxWU6gMeRYHlLb2/vnDlzIukV/3nVk4KTLN5T1traatx9LXvwmP0mfv311//xH//x5JNPrqystDoMJgmZ5IXmKvk84Wb16tWq5t///vetjmBlZmYmJyePGTNGTenuIxOReGTDUC9UkS0z3nXxZdxotnjx4njXBUAQJFjeIonCtm3b3E2whKRW6iam8vJyY6T8Jpb9tRq/YMGCkfhi0YGBgd27dwc9ASqThfHIRK+RwP/MM88UFBQ88sgj8a5LIqurq0uK0915QcmPjaysrKlTp/7pT3+Kd10ABEGC5SGHDx+eP3++ZAOh9orPubCA0zQ0NKhcqri4WEK1JCXG2zDkl7o+dwP5PzJR1sOkSZNWrFghKWZ7e3vAl5RJYIvXy8tkuRLyCwsLzWdIv/Wtb1VXV9u/EQ9h6OnpUeu5sbEx3nUBMLKRYHnIJZdc8qtf/Woosl6xmVcSCHU70vTp01WcXrZsmbZPT7B/ZKJE2czMzNzc3IKCgmuvvVblpvfee28kdzJKbufwGuf+/n4J8KWlpepmTPNRN596Zmdnk2m5SH5+JPGiEgBuIMHyit///vfnnHPOsWPHhhz0SsCcwP4IltLW1qZuABwzZkxNTQ3XIcka2L59+5QpU0455RRJpxYtWhT0TkbJySQAV1RU1NfXd3R02K9D49VssrbVpWA2l4tJmd/5zndWrFhhvGRXpXqFhYV1dXXqEJpkyW+//bakX5IKmN9MQqYVOVm3ScNX6cXraCWAREKC5RWLFy82HlgVpSNYiiQTMs3FF18c9iJ00NvbK8mKRNyGhobdu3fn5eUtWbJk6dKl/m9bk3gsyY0kxzKQk5MTxqvZ/EmCJSVIytXa2mqTwA0MDPhnWunp6XPmzPnRj37Ew8NCIutZ3dwqeWq86wIgEZBgeYV/lA27HPsJ2tvba2tref9X2CTxkrRGsp+CggKfU3gBqVeznXvuuZJDr1ixYtOmTVZHsFSeJGlcqJdXG5mW8RoW/zoYDw8rKiqSDCyWL7CLr7q6OsmcNm7caHON3dD/vXlGpuSwLgBXkGB5kU+vBO0kVzIzhEeSodbW1nXr1k2dOlU9eTXsV7NJ+K+pqYkk95XKnHrqqePGjbvggguCPjyssLAwpKf8jyy9vb2yMtUDF/z5XGMnK0qdOnfyBhsAcEKfcDyS2hlqghX2xEhIPsdgfB4elp+fn5ycrPKJpOEXsNTV1XnwkQThGRgYqK+vlzYa17GpJ+jOnz8/6DV2K1asiHf1ASQOfcJxIreTI1gIVXd3d1VVlXETZVpaWllZmXceXB6GlpaWjRs3GpejSYJVUFCg3jfgnz6ar7Hbtm2bND89Pf21116LS80BJCR9wrE27dSmRxG5wcHB+vp69eZgJS8vT3KOV155pbW1NdpL37Fjx4oVKyI8K/foo4/m5+efcMIJRhOWLVtWW1vL1f0A4kufcKxNO7XpUbioo6OjtLTU57bHioqK6N2K+Mtf/tJYUBiviWxvb6+qqjrxxBONQjIzM2UMD6oA4BH6hONEbienCOGKvr6+2tpa9TZMfz63Ip5xxhlPPfVUGEuRdK2wsNAoNqTXRKq8yv/mzVtvvTWCdgOA+/QJx9q0U5seRfTceeedubm51157rf2tiMnJyTt27AjpPUsNDQ3qefRS5p49e3p6emxeEymZVlNTk0zjn1fJNBs3bmxubn7ppZdkGp6tAMBr9AnHidxOjmAh2nxuRTS/zDEzM1PGBC3BfOAqPz+/u7vbZwL/10ROmzZN/ho3PJrzKjIqAB6nTzjWpp3a9Cjiq6urq6mpKTs7W6U+MmBzubr5wFXQbMz/NZFTp04lrwIwsugTjrVppzY9Ci+QjEcSJuPhUnl5eT6vDw964Mqm5P3790uBP/3pT8mrAIw4+oTjRG4npwgRXwMDA9u3bzcu1SopKVFvpAnpwBUAJBJ9wrE27dSmR+E1fX195eXl6snp48aNM87xhXTgCgASgz7hOJHbyREseEdXV1dxcbGxNd5+++3xrhEAxIE+4VibdmrTo/CynTt3JicnT548OZJ3VwPAyKVPONamndr0KDxOPeMq3rUAgPjQJxwncjs5RQgAgKfoE461aac2PQoAgGfpE44TuZ0cwQIAwFP0CcfatFObHgUAwLP0CcfatFObHgUAwLP0CceJ3E5OEQIA4Cn6hGNt2gkAADwg3hlBjOjSzgjFZoOI2WaXSM1JpKXEbEEsxbMLYimeXRBL8fKCvEnrxjvHRs9SYrCUmC2IpXh2QSzFswtiKV5ekDdp3Xjn2OhZSgyWErMFsRTPLoileHZBLMXLC/ImrRvvHBs9S4nBUmK2IJbi2QWxFM8uiKV4eUHepHXjEVWaf7W8jK7xLLrGs+gahIotBtHC/siz6BrPoms8i65BqNhiEC3sjzyLrvEsusaz6BqEii0G0cL+yLPoGs+iazyLrkGo2GIQLeyPPIuu8Sy6xrPoGoSKLQYAAMBlJFgAAAAuI8ECAABwGQkWAACAy0iwAAAAXEaCBQAA4DISLAAAAJeRYMGRZ555ZtWqVampqbNmzbrxxhs//PBDNf7YsWO33357WlralClTKisr5aP/vFbTOJkXQVl1zdDwk3sUq3npmqiy6hqbLjPQNVFl1QUHDx4877zzxo0bJ+Ovv/769957z39eugYOkWDBkYsuuujpp5/u7+9///33b7rppksvvVSNr6urO/PMM/88TAZ27drlP6/VNE7mRVBWXWOwSbDomqiy6pqgXTZE10SZVRdccMEFTz75ZF9f32effbZ161ZJwvznpWvgEAkWQia7nokTJ6rh5cuXy35KDcvAypUrjcmMuG41jc28CI+5awz+CRZdE3sBu8Z/PF0Te1ZdI+nXhAkTjI90DUJFgoWQNTY25ubmquHJkyf39vaq4Q8++CAtLc2YzNgfWU1jMy/CY+4ag02CRdfETMCu8R9P18RewK75/PPP77//fvPBRboGoSLBQmhefvnlefPmvf766+rj6NGjv/rqKzUsA8nJyf6zWE3jZF4459M1BptThHRNbFh1jdX4IbomVgJ2gbpycfr06V1dXf6z0DVwiAQLIWhpaTnxxBNffPFFY4yTH2384IsB/64x2CRYdE0MWHWNTZcN0TUxYdMFn3766ebNm88991z/f9E1cIgEC07V19fPnj37pZdeMo90ctkBlyxEW8CuMdgkWHRNtFl1jX2XDdE10Re0CyTHCnhtFl0Dh0iw4MgDDzwgP/U6Ozt9xj/yyCNWN84Ycd1qGpt54ZxV1xhsrsGia6LKqmtsuoyuiQ2rLli3bt3hw4e/+uqrd999t6ysLOA1WHQNHCLBgiNJfvr7+4eGH/1y2223pQ274447zI9+MfZHVtPYzAvnrLrG/1/mWdQAXRNVVl1j32VqgK6JKqsu2L9//5IlS8aOHTtnzpybbrrpo48+Ms+iBugaOESCBQAA4DISLAAAAJeRYAEAALiMBAsAAMBlJFhwJNSXPVuNd/Ka2+jN7nNZ6+TJk91aPwAAmJFgwZFQX/ZsNd7Ja26jN7vZgw8+WFFREck6AQDACgkWQubkZc9Onrln9Y7VGMz+5Zdfzps37+jRoxZNBAAgIiRYCJmTlz07eWuE1etvYzD7rl27brjhBov2AQAQKRIshMbhy56DvvfU5jW30Z79m2++Ofnkkw8fPhysrQAAhIkECyFw/rJn+2NI/uX4PG08qrPX19dfdtllYTQfAACHSLDgVEgve7a5CiroO1ajOrvIzs5+/vnnbWYHACBCJFhwJNSXPVuND/pm4qjOLg4ePLhixQrnDQcAIAwkWHAk1Jc9W423ec2tWZRmFzk5OY2Nje6uHAAAfJBgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGUkWAAAAC4jwQIAAHAZCRYAAIDLSLAAAABcRoIFAADgMhIsAAAAl5FgAQAAuIwECwAAwGX/D0qKAwu4wb95AAAAAElFTkSuQmCC)
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