Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit294-09-20020525_150600_20020525_195000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/25 |
Start Time | | 2002/05/25 15:06 |
End Time | | 2002/05/25 19:48 |
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 | | -31.40 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.27 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 187.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit294-09-20020525_150600_20020525_195000-constBx0 |
Minimum Dst Value | | -39 |
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-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAyMDo1MDozMCBFU1QgMjAxOJyTV6QAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyOTQtMDktMjAwMjA1MjVfMTUwNjAwXzIwMDIwNTI1XzE5NTAwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTEgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDUtMjVUMTU6MDY6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA1LTI1VDE5OjQ4OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4xMTgyOTg0OTk1LCAibWF4IjowLjU2MTE5MTUwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1WR/TpAAAABGdBTUEAAK/INwWK6QAAOmFJREFUeJzt3X9cVXWe+HEFFEJjL3oVNEUcsGhCMjNXg4wcLEpqqHFbyh9p0WilGzujQElqs/1w95E9sIczMKktPR42ETnFTkhu6w7Tw9mcHrTaDBOO/SKiWVIqSppBwfT7/nL2e76ne+853Hs59wf383r+4eNwPL8+533Oeb/PuZ977ohzAAAAsNWIUG8AAABApKHAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbRWaBNWJEZLYLAAIqEBfPN954Y8aMGYMuORCrJhcghCLz4DM7qTjZAMBCIC6SOTk5L730UkhWzTXfRuxMX0Xm/vL1VunVV19duHBhXFzcpEmT7rrrrs8++0wb393dvWLFinHjxjmdzs2bN7sspKura+rUqRbrOnv2bGlpqcPhSExMLC8vlz+9WeygW2W2WLPxvi5nxLcNuj1m05vxOKXZQsw2Urz99tvXXnvtmDFjJk+evHv3bv92Dnve7Gj0NSK27PlAMDvSRo4cmZSUVFRU1NHRYTG7H9vf2dl57733pqamjho1SubKz8/ft2+fx41xGSkD3/3ud42rkOGLL77YOIH+X0ePHr3lllskcKNHj54zZ86LL76ojf/yyy9lO2fMmHHeeefJ2r///e8fOHBg0G123xi/J3CXkJBw6tSpoa/aD4GuCSxiLVpaWq6//vqxA2TgD3/4g3HDPJ5iPoXP7Nwf9JoQ6N0SqnWFm8hsua/XiEWLFjU2Nvb09Bw/fnz16tWLFy/Wxq9cuVKuv58OuPXWW5955hnjXHJePfbYYxbrqq6unj179ocDZGDnzp3eLHbQrTJbrNl4X5dj1iKz5fh3/rinPY+TmW3ksWPHpLrds2fPF1980d7eftttt/m3c3xqaUTuebOj0deI2LLnA8HsSPvmm2/+/Oc///jHP87JybGY3dft/+STT6ZNmyaLbW1t/etf/yrV8CuvvHLdddd53BiXkTIgpdKvfvUr/b9efvllGeNeYL377rtSHT7xxBNy8Evt8rvf/e4HP/iB9l+yrrvvvlsmOH369IkTJ1544YWrr77aeps9bozfE/g9y7ArsKxj/d57702YMGHbtm2dA5588kn5U0Zab5gf4TNbFAVWyA2zlsul5P77708aIAP6XZGEUA7fKVOmyF2p9uc///M/T5w4UW7v7rvvPjlS9cnOffvWwX0VJ0+eHDNmjDY8fvx4SWnasKQf44VYzqi0tLTe3l6Lo2f+/PmSF7VhGcjOzh50sWaMW2W2WLPxvi7Hm/PBuJyAFlhmGykV1Y4dO7yf3pud41HE73mzo9HXiAxxz/f39z/00EMpKSkOh0PqBm2kxfleVVUluS0uLm7evHktLS3aeLnXv+yyy2Sk/JdWCbmf7C7t+vLLL8877zwZWLNmjfFWZ/fu3TLGevs97qI777zzgQce8NhGs1mM21ZXV2dchbTuxRdfdN/422+//ZFHHvG4CmmONMpsA4wrtbhInjPZ+dYXT19ncb9uewyr2WFgJHdcUmJKWxISEm6++eauri5vmmO9UjkAZIEyvewoP2K9dOlSlw8oNm3atGzZMpcNc+Fl+Ix8LbA8nhTGQAy6M+Xm5J/+6Z9SU1MTExNXrVr19ddfa+Pdz2L3dXmTxK+66qrnn39e32C5i5g0aZKvuyUcDLMCS4KXl5fXMeCaa66R41UbL7H5/ve/L/ej+p8y2ScDZGDLli36eJcBd/X19bm5udqw5B65h9CGJQnJQaNPdsMNNzz33HPWi5KjUz80ZTn67BaL9WarzBZrNt7X5UiLnE5nfHx8Zmbm9u3bz5w5Y70cb6Z3515geVyI2UbKySkHg5x1chVYsWJFd3f30HeORxG/582ORl8jMsQ9L+WCtOv999//4osvSkpKtJEW53thYWFbW5tc2R9++GG9IpHjYe/evXLJlivyXXfd5bG9xiTR2dlZVlamPSGQCmPBggUvvPCCDNfW1spwX1+f9fZ7PPdlGyQ/eWyj2SzG65Js1YwZM/7rv/5L/mxqapJhGeN+4ZLj/4MPPvC4iuuvv/7WW2/97W9/+9e//tVsM855cZG02Plmy/R1Fvfrtsewmi3WKCsr69e//rU0WdLw2rVri4uLvW+Ox5VWVFTInvzzgGuvvdaPWEuM5Hg2jpE/k5OTrfeJl+Ez8rXAcv8vl0AMujO3bdv2ve9978MPP5SzVUrGH/3oR9p4j2exy7q8SeL79++/+OKL5cjX/kvO5a1bt3q5N8LKMCuwvvOd77zzzjvasNxqpKWlacMSm48++kifTP7UJ/vjH/9onMxlwMXhw4enT5+unzPLly+Xu5DjA+SWMSYmRhv/2muvzZ07V+sqYXEQR0VFaddoIQPR0dHWizXjslVmizUb7+tyNJKlmpub5XKjnydmyxl0eo/M7oBdFmK2kTIgJ7a2D4uKilauXGk9/aA7xyMV9rz10eh9RIa459PT0/WHBzqL811qI234L3/5i/YISkydOvWpp576+OOPLdo74tvkFlwuEdp/ffrpp7J7y8vL5V8Z9mn7dbIDjanR+vmZy0ht4Oc///lNN910buDToqefftp9Am0tvb29Hjfgq6++khx26aWXxsXFyQ5cv369x1v/QS+SFjvfrO2+zuJ+3fYYVrPFmpE9MGXKFO+bY7bSo0ePasMyo8cmWMdaDhWXGMnE+vk1wo2+8d6Ez8iWAssYCCOPOzMjI+NPf/qTNixnyrRp07Rhj2exy7q8TOJXXHGF9gjj3XfflQ2Q0Ji1JZwNswJLjjn9kJUB+VMbltgYe4bKn2aTuQwYyf1iSkrKm2++qY/5/PPPJeXIJVjuRR599FH95mPmzJkHDx50X5TLqWJ272u2WJfZzbbKv0cF3i/HqL29fdDlWE9vxuLkNy7EorHG5y5Op3PQ6X19gqXInjc7Gs0WbtcTLJej3Xhq6yzOd48t+u///u/CwsLx48fPmDFD/1zPbGJtezZu3Lhw4UJ9jNxPywT6Z5QW229GdqD7Uw19paNGjXL5hEvaJTWccTKZYNKkSb/4xS/kX/1TNpflWDzB0sklUSqnO+64Q++057JJ1vvWy51v5Oss7tdtl/+1XqyR3AZIHOUw1g4qvQ72tTnG6fVImXUFsY71xIkT/XiCpXMPn8cEYbEonwosYyAG3ZlShhpLQ/0A9ngWu6zLyyReX19/0UUXnTlz5rbbbpO7JrOGhLlhVmB5eYdkvDmTAffJtE+ajWpraydPnvzWW2+ZrfqnP/2p5CF9OR5vPlx40/vEuFh3HrfKj84uPi3HqKOjQy7l1suxmN6CxclvXIjZRubk5Bh7DukFll19sNTc82ZHozcRGeKel5LIpydYFi2Sy3RDQ4OeyVxOdpeJT548qT+0ePvtt+Ve+aWXXrrgggv0zsi+HjmSEcvLy11G6iu9+OKLf/e73xn/69ChQ6mpqS6TPf744zExMfrHIu4FloTpscces94STXd39/nnn+8+ftCLpNnOd7946vx4guXNn948wZKRzz77rNwtSEqWf933mK/HkjdPsKxjLZWBex+spUuXelyvGbPweVyjl+PPDXZSDLozpfRpa2tzX6zHs9hlXV4GQs7imTNnbtiwQc4OvYPgsDPMCiy53dQ/vpUSu6KiQhvvfpJce+21WvcCGXDvCjBhwoTW1lZ9+m3btqWkpOink05OBlmRHOLPP//81KlT9YeiLusy29qqqiqP3z/yZrEWW2W2WLPxvi6nqKhIjns5pmUXyd5et26d9XLMprfmst/MFmK2kbt379Y/2JJ5V61a5d/O8UipPW92NPoakSHu+UcffTQ3N/eDDz4w9t7w/nzXt1mu3bLNUmBJPaqNdDnZjfN+9tlnDz300Lx582T466+/lgv666+/LsO/+tWvLrvsMu3TH4vt93juf/TRR7Jq/Ztl0pxXXnlFn1JKWFnLb37zm68GNDU1ZWZm/su//IvFAs95KrDeffddqSCffPJJ2TOnTp1688039W8RXn311S+88ILcdfT19ck2r169+vrrr/e4TOuLpNnOd9mfRl7Gy2wHmv1ptlgj2Rsvv/yy7Ao5hGRXuO8xX48lmV7vg3Xdddf5EWs5leTGT2Kkf4tQ/tSfeJntEy/DZ7HfBh1/zvKkOOfFzqysrJSdKUuQc+0Pf/jD3//932vjPZ7FLuvy/iCRu0oZuWvXLi8bFYaG07aeG3iiKBd67QsIMqA/aXQ/SbQvyCQmJt5zzz3G7yloA5KxHA6H8bhx0dPTc24gi8v5Ex8fv2jRosOHD3vcJIt4Sw0uBbhjQFlZmf7805vFWmyV2WLNxvu6nLq6uqysrNjYWLm3kJPBuJM9Lsdsei/bZb1Ss408N3A7KBcsCfHy5cv1Tu6+7hz2vNnR6GtEhrjnJZ08+OCDU6ZMkYBKKtJGen++awNSI8q9dVxcnJRHv/71r7WRFif7uHHjbrrpJu1znBUrVmgdnjSyDVrVbrH9I0zO/fb29jvvvFP2akxMzPjx42+++eY33nhD3xv/+q//OmfOnL8ZIAPPPvvsoAsc4Zbhzg18kVmWLFs1evToK664Qn8P1n/+53/KeNmNsh+mT59+3333ff755x6XaX2RNNv5LvvTyMt4mbXX7E+zxRrt27dPQj9q1Ci5FXnqqafc95ivx5JM8MMf/lB2juyin/zkJ7Jkj02wiLX4/e9/n5+fP2aAVGlvv/22cUUez0cvw+dxIYOO17mfFD7tzG+++UbGZ2RkyPVBbhjq6+u18R7PYpd1eX+QyCE9Y8aM/v5+lyab7Y0wNJy2FQBgi+GVqEJL6iSpdUK9FSF25syZQb+PZa8bb7zxF7/4RTDXaDvOMQBQDgXWoEpKSjo7Oz/66KPvfe97//iP/xjqzQmx5uZm/duCgfbNN9/8/Oc/nzlzpv6mhmGKcwwB4f4APAwv6MNiI30VkY2C7TgqBlVZWTllypSJEyfefffdw/Q1ATYaO3bsz372s+CsSw7O1NRUKemCs7rA4RwDAACwGQUWAACAzSiwAAAAbEaBBQAAYDMKLAAAAJtRYAEAANhMlQLL43fXAQBAkIW6IgiSYLfz7NmzpaWlDocjMTGxvLzc4+9mmEXC1wipGVEAAMKWOuk42O2srq4e9Jdfzfb+UKKiTkQBAAhb6qTjYLdz/vz5jY2N2rAMZGdnu09DgQUAQERSJx0Hu50JCQldXV3a8IkTJxwOh/s0svedTmd8fHxmZub27dvPnDljPd4b6kQUAICwpU46DnY7o6Ki+vr6tGEZiI6ONpvy1KlTzc3N2dnZJSUl3ow/N1hPdtvbAgAAfKJOOg7HJ1hG7e3tHqcxG29GnYgCABC21EnH4dgHy6ijoyMpKcn78WbUiSgAAOGpt7dXnXQc7HZWVVWZfYtQ3+lFRUUtLS2nT59ubW3Ny8tbt26d9XhvqBNRAADC0JEjR5KTk9VJxyF4D9aGDRscA8rKyozvwdJ3el1dXVZWVmxsbFpa2saNG6XgtR5vhj5YAACEicrKSqXSsTLtVCaiAACEoffffz8mJkaddKxMO5WJKAAAYaimpoYnWBFInYgCABCGcnJyKLAiBH2wAAAIB0ePHpVEPHbsWHXSsTLtVCaiAACEm/LycknExcXF6qRjZdqpTEQBAAgr/f392gsaDh06pE46VqadykQUAICw0tDQIFk4IyPjnErpWJl2KhNRAADCSmFhoWThJ5544pxK6TiS20kndwAAQquzszNmgAyco8CKPOpEFACA8PHEE09ICi4sLNT+VCcdK9NOZSIKAED4yMjIkBTc0NCg/alOOlamncpEFACAMLFz507JvxMmTOjv79fGqJOOQ/Bjz6WlpQ6HIzExsby83Phjz/9/m0z6TnkzrzfLAQAAQRAXFyf5Nz09XR+jTjoOdjurq6tnz5794QAZkNrWwzaZ7H1v5jWjTkQBAAgT2q87L168WB+jTjoOdjvnz5/f2NioDctAdna2+zRme9+bec2oE1EAAMLBe++9J8k3ISGht7dXH6lOOg52O2VHd3V1acMnTpxwOBzu08jedzqd8fHxmZmZ27dvP3PmjPfzmlEnogAAhIMdO3ZI8l22bJlxpDrpONjtjIqK6uvr04ZlIDo62mzKU6dONTc3Z2dnl5SUeDnvCEsBaA0AAPAsPz9fku+ePXuMI9VJx+H4BMuovb1dn4YnWAAADAu9vb1aD3ft/aI6ddJxOPbBMuro6EhKSvJvXiN1IgoAQMjt379fMu+cOXNcxquTjoPdzqqqKrNvAuo7vaioqKWl5fTp062trXl5eevWrRt03kGpE1EAAEJu/fr1knkrKipcxquTjkPwHqwNGzY4BpSVlRnfZaXv9Lq6uqysrNjY2LS0tI0bN+rfPrCY1yP6YAEAEBLaC9wPHjzoMl6ddKxMO5WJKAAAodXW1iZp1+Fw6C9w16mTjpVppzIRBQAgtKqrqyXtLlmyxP2/1EnHyrRTmYgCABBahYWFknZ37drl/l/qpONIbid9sAAACLL+/v6xY8dK2u3o6HD/X3XSsTLtVCaiAACEUFNTk+TczMxMj/+rTjpWpp3KRBQAgBAqLy+XnCv/evxfddKxMu1UJqIAAIRQZmam5NwDBw54/F910nEkt5M+WAAABFNHR4ck3LFjx+rvsHShTjpWpp3KRBQAgFCpqamRhFtQUGA2gTrpWJl2KhNRAABCpaioSBJudXW12QTqpGNl2qlMRAEACIn+/n6HwyEJt62tzWwaddJxCH6LsLS0VAKQmJhYXl5u8XuCXV1dU6dONUbC1z5V9MECACBoDh48KNk2PT3dYhp10nGw21ldXT179uwPB8jAzp07zaa89957H3vsMZcCy+/1qhNRAABCoqKiQrLt2rVrLaZRJx0Hu53z589vbGzUhmUgOzvb42Stra1paWm9vb0UWAAADAvz5s2TbLt//36LadRJx8FuZ0JCQldXlzZ84sQJh8PhcbIbbrjhueeeO/ftSMiw0+mMj4/PzMzcvn37mTNnvF+vOhEFACD4JLlLqo2LizN7QYNGnXQc7HZGRUX19fVpwzIQHR3tPs1rr702d+5crXuWeyROnTrV3NycnZ1dUlLi8l8jLAWgNQAA4P/as2ePpNr8/HzrydRJx+H4BGvmzJkHDx7Uhs0i0d7ebvb0yyN1IgoAQPAtW7ZMUm1lZaX1ZOqk43Dsg+XNw6eOjo6kpCTv16tORAEACD6n0ymp9ujRo9aTqZOOg93Oqqoqs28RetzpxpFFRUUtLS2nT59ubW3Ny8tbt26d9+tVJ6IAAARZc3Oz5NnU1NRBp1QnHYfgPVgbNmxwDCgrKzO+B2vQAquuri4rKys2NjYtLW3jxo3W3egslgMAAGz0yCOPSJ5ds2bNoFOqk44juZ10cgcAIAhycnIkzzY0NAw6pTrpWJl2KhNRAACCqbu7O2ZAT0/PoBOrk46VaacyEQUAIJhqa2slyebm5nozsTrpWJl2KhNRAACCqbi4WJLs1q1bvZlYnXQcye2kDxYAAIE2ZcoUSbItLS3eTKxOOlamncpEFACAoJG6SjKs1FheTq9OOlamncpEFACAoNm6datk2JUrV3o5vTrpWJl2KhNRAACCJjc3VzJsbW2tl9Ork44juZ30wQIAIHB6enq0FzR0d3d7OYs66ViZdioTUQAAgqC/v7+srEzSa05OjvdzqZOOlWmnMhEFACAIKioqtA+IVq1a5f1c6qRjZdqpTEQBAAio/v7+LVu2REdHawXWf/zHf3g/rzrpOAQ/9lxaWupwOBITE8vLy40/9uyiq6tr6tSpxkh4P6+GPlgAANirs7MzLy9PsmpMTMyyZct+85vf+DS7Ouk42O2srq6ePXv2hwNkYOfOnWZT3nvvvY899pgxEt7P606diAIAECAHDhxITk6WlCr/yrAfS1AnHQe7nfPnz29sbNSGZSA7O9vjZK2trWlpab29vcZIeDmvR+pEFAAA22kfC8bExEg+zcvL6+zs9G856qTjYLczISGhq6tLGz5x4oTD4fA42Q033PDcc8+d+3YkvJzXI3UiCgCAvYwfC0qZJcWW34tSJx0Hu51RUVF9fX3asAxER0e7T/Paa6/NnTtX62JljMSg846wFJD2AAAQ0Yb+saCROuk4HJ9gzZw58+DBg9owT7AAAAgJuz4WNFInHYdjHyyzh0/0wQIAIDh27dqVkJBgy8eCRuqk42C3s6qqyuybgB53unGkxbyDUieiAAAMUWdn5+jRoyV1RkVFDf1jQSN10nEI3oO1YcMGx4CysjLju6wGLbAs5vWIPlgA7GXLRyRAmJPjPCMjQ/LmyJEj77zzTnsXrk46VqadykQUQIDMmjVLriT5+flbTEgqSklJWb16dai3NKLs27fP6XSmp6frfXARUHp1Jf9+9NFHti9fnXSsTDuViSiAQGhra5O7eeuvKuueffbZUG/vsCflVGVl5Zw5c/S9OmbMmMLCQhl55MiRUG9dADU1NV155ZX33HNPSNZurK4C9LxWnXSsTDuViSgA2x09elT7mrrD4VizZo3ZE6zbb79d+76VWLt2bU9PT6g3fPjp7e2tra0tKCjQ92RCQsKECRPGjh1rLGElEBFWbLkXlLm5ufoX6oMjCNXVOZXScSS3kz5YAIZOkpykc7mG5OTkDFoz9ff3P/HEE3FxcTJ9ampqU1NTULYxEsi+Ki4u1gspKbCkhNq7d6+UXNoEkvKl9pICVysCjMXWzJkzZ8yY8corr4S2CX5wLyhlD0RFRemty8zMrK6uDkKxHpzq6hwFVuRRJ6IAbNTQ0KCl/CVLluiZflBHjx6dN28ej7IsSApvaWmRomr58uXjxo3TSliN7LodO3ZY97jyWGxJjSLVrfdhCi2LgrK7u7utra2iokJ7bqoVkXIgyXEVoI0JWnV1TqV0rEw7lYkoALtICteeK0gi9PUlQDzKEu+///7111+flZV13333rVy5Mi8vb9asWVOmTHHrtDZC20tSUrz33nu+rkUKgksvvVTvISfLqampCURzhk6OilWrVsXHxycmJnpTUMr0chDm5OToE8s+lCLMrldSaYJZXZ1TKR0r005lIgrAFpWVlVpKW79+vd8LCdtHWW+88cbMmTMlW0vld+TIkba2No+T+fQ0SBbS0NAgZaXUUnPmzHHpNeXC6XRKOs/Nzb388stjY2PvvvvuIbZI9u3+/fu1b3oKGbD37U1DIXumurp6yZIlxgd1PhWULS0ta9as0XfphAkTFi5c+Mtf/nLo36wMcnV1TqV0HMntdDmfQ705AIaN8vJy7bohZdYQF+XyKEuSYmj7ZXd3d0te13v8GEn6ly2UoqewsFCKJBkePXr0rbfeatap/8EHH5Qpb775ZrNyauLEidJwqZ9Wr15dU1MjBVBzc7NZMWcL2duyIv0hmVSQodrbUvDV19dLVZSenm7cJ+PHjz///PPLysr8WKbEbseOHTNmzDAuMDk5uaCgQG4DamtrpQ7TH24dPHhQprdeYPCrq3MUWJFHnYgCGArJT5IURwz0idmzZ49dizU+yhLbt2+3a8nek6ZJveh0OrVtiI6Olky/YMGCzMxMs4/tfCKZPj8/v6SkpLq6+tChQ1p2l5UG/7ldb2/v1q1b9cdFUiy+//77Ut51dHQMcckeP5uTkVI1Su0o1fOFF14oO3Pu3LnGEla2ZMmSJbJbbCkupXVaOTt58mT3ulYq2lmzZl166aUjBvrLb9q0yeJLr1ofr2BWV+dUSsfKtFOZiALwm2RKSYRaZqqvr7d94T/60Y+0LCjZV8o4P/ob+a22tlZ/lJKbmysFkHvd09XVJZvU1NS0d+/eXbt2SUUotUJxcbFZhtY+j4uPj3/99dcHfVgSfLJJUu1pzw61cmfUqFGvvPKK2UeiMr3HXuR6f3ztNRyXXXaZVGwFBQU5OTmpqalmn4TKlDKB7CXZ1fZ2mdI26cCBA9piJWRyrMqKCgsLXZ6WeSMpKSnIv0+gTjpWpp3KRBSAf955552//du/1aqrwL1/6PHHH7/ooov09CZJMdDvOpLKQH+7UkZGho2Fo1QkUodJ8WHXAgNB6o9ly5Z5rC2MH4lK8aSVYosXLx60P747WY5Mf+WVVzqdzvHjxz/99NOh6m8n65WS7pFHHlmwYIE0yqw4Xrt2rbblQ/8Q3FfqpGP/29nb21tRUZGWliYHpfy7adOmU6dO2bhl9lInogD88Pzzz2v5ZsKECYH7MrxOsv6aNWu0jD5i4HtkUvfY/pxDSp+CggJtFcnJyVIM2b6K4UKqzOzs7IULF0o55etHonp//KuvvjopKSk/P7+mpkbiJctsa2sLw0d3Xmpubt6/f3/w16tOOva/nevWrZODVU5gqbTk32uuueb+++8fdK6zZ8+WlpbKfUNiYmJ5ebnHH2zet2+flN6xsbGTJk264447Pv300//d1m8bdF2+Tg9ATXLTP23aNO1CEcxfuens7NyyZYveKSo9PX3Hjh22vMZp8+bNco2Njo4eMfCcRtYyXN4OFUwuH4lKMSqVriSm4PTHV5Y66dj/dkohb+wwKMMyZtC5qqurZ8+e/eEAGdi5c6f7NFKrvfTSS3JbcPLkyYcffljKuP/d1iFERZ2IAvBVUVGRVohIXRL8tUvpI3WV3ntm3LhxkukPHz7s39K0Lwlqixo5cuTatWuD3MMGsKZOOg52gTV//vzGxkZtWAays7Otp5c7y/j4eG2YAguA7bRyZOzYsUH4ZNBCf39/fX29/k1DqY2k7POpe5bLlwRjYmJCUi8C1tRJx0P6iDAvL++dd96R2y/5V4a9+YgwISFBfzHaiRMn5JbRYuKvv/768ccfX7x48f9u68Bn4VJvZWZmbt++/cyZM95vrToRBeC9PXv2aLVISDqjeKR1tNffS+7lT9G5f0kwOFsL+EqddDykTu4bN278zne+ExcXJ/8+9NBD3nRyj4qK6uvr04ZlIDo62nTLBkycONHlm8yylubm5uzs7JKSEo+zmPG9iQAi2cGDB7Vv70sFE+pt+f86Oztle2TbvPwpusB9SRAIBHXScbDb6dMTrK+++mrz5s1XXXWV+3+1t7dbz+tCnYgC8IbcuWnlixQuod4WU9Y/RceXBDEcqZOOg91OX/tgSY01ZswY9/FedvnSqRNRAIPq6enRfiEkPz9/WBQlLj9FFxsb63Q6tcdvfEkQw4s66dj/dsoJL+XReeed59PHcFVVVWbfItRnX758eWtra19f38cffyw3l3ofrKKiIlnp6dOn5X/lNm7dunXeb606EQVgTSoquYBo3ZvC59eXvaH9FJ3+uWFUVBRfEsSwo0469r+d8+bNe/jhh//yl7/4NNfZs2c3bNjgGFBWVmZ8D5a+0+vq6rKyskaPHj116tTVq1d//vnnxvFy65aWlrZx48ZB79jogwXAnfZTg1KmDNO3HHV0dMi1ccKECYF+BTwQCOqkY//bGRcX9/XXX9u4KQGlTkQBWKisrBwx8IO4fM8OCAl10rH/7Zw2bdowuv9TJ6IAzDQ0NGj9lmpra0O9LYCi1EnH/rfzZz/7WWFh4XD5+F+diALw6OWXX9Y6iW/ZsiXU2wKoS5107Fs7rV80FW57LZy3DUAwXXfdddp1YNmyZaHeFkBp6qRjZdqpTEQB6Lq6uiorK/X3cMbFxfE6AyC01EnH/rdz5MiRNm5HoKkTUQBSRdXW1hYUFGg9rkYM/NTgRRddxFvOgZBTJx37384LLrjgf/7nf2zclIBSJ6KAgvr7+7U3WjU1NRUXF+sv5JQCq7CwcO/evTy4AsKEOunY/3Y++eSTt9xyy0cffWR8l1VYoQ8WoILOzs6JEyfGxcXJv/r5Pm/evB07dug/zAUgTKiTjv1vZ/h3cjcK520Dhi+PvzMjFU9LS0tTU1N1dfXtt9/+zDPPBG4DZF033nijfglKTU2tqKhw+YV4AOFDnXSsTDuViSgQHFJa3XTTTTExMXl5eStXrpR/Z82aNWXKFI+3XhdffPEjjzxib90jpVVJSUlcXNyIgR+NkdKqoaHBxuUDCAR10rEy7VQmokBAtbW1VVdXL1myxOFweH5Zy4gRTqczIyMjNzf38ssvd/kvKcKGXmkZSyup8KS845EVMFyok46D3c6zZ8+WlpbKpTkxMbG8vNxj/619+/YtWLAgNjZ20qRJd9xxx6effur9vEbD5eNLIPh27NiRlpZ25513NjU1HTlyxOOvMnQPkIGenp76+vo1a9akp6e7FFJi6dKlNTU1+/fvb25udl+OjP/jH/8osy9btkzve26stDo6OmQajx81uqO0AoY7ddJxsNsp976zZ8/+cIAM7Ny5032aa6655qWXXpIr+8mTJx9++OGFCxd6P68ZdSIKWHB5L5QLuXtJTU3Nzc0tLCzUPv4Tcq7pLzvQplmyZImcjH78UlZvb697pRUVFSX//t3f/Z2UekePHnXvli61l/zXsWPHKK2ACKBOOg52O+fPn9/Y2KgNy0B2drb19HLrHB8f79+8RupEFHDn/l4oqVRGjhx54YUXSjmVmZlp1ndKI3Pl5ORs2bLl0KFDXj5qGnR7tEprzJgxHtcodZ5Ugfn5+VJIXXHFFTJGtpbSCogA6qTjYLczISFBv0M9ceKE3A1bTPz1118//vjjixcv9mNeF+pEFNBolZDFe6G0F0cZyfkltYvMIhM89dRTc+fOvfLKK+vq6tyntItsxk9+8hO5Wbr55pul1EtPT7fo2rV06VJKK2C4UycdB7udUVFRfX192rAMREdHm02pXVInTpyoX1IHndfiFlydiAJStVx00UVSVE2YMEE//ofRe6GkNGxrazt06FBDQ0NNTU1JScmCBQueffbZUG8XABuok47D+gnWV199tXnz5quuusqPeV2oE1Go7MiRIxUVFRdccIHxszbeCwUgfKiTjsO9D5bUWGPGjPFvXiN1IgoFaXWV8St+sbGxycnJe/bsCfWmAcC3qJOOg93Oqqoqs28C6jt9+fLlra2tfX19H3/88dq1a/U+WBbzDkqdiEId7nWV0+ksLi4+cOCALV3RAcB26qTjELwHa8OGDY4BZWVlxndZ6Tu9rq4uKytr9OjRU6dOXb169eeffz7ovINSJ6KIeMeOHVu4cKHxc0DqKgDDhTrpOJLbSSd3RJ4jR46cf/752iE9btw46ioAw4s66ViZdioTUUSwvXv36i9ckIHAvT0BAAJEnXSsTDuViSgi1ZYtW7TSasWKFf/2b//W0dER6i0CAJ+pk46VaacyEUXk6enpKSwsHDHwmtDKyspQbw4A+E+ddBzJ7aQPFiJAW1tbZmbmiIEfATxw4ECoNwcAhkSddKxMO5WJKCJJU1OT0+mUozcjI4OXhQKIAOqkY2XaqUxEETGqq6u132YuKCigPzuAyKBOOlamncpEFBGgv7+/uLhY+2i7oqKCtzAAiBjqpONIbid9sDAcPf/889OmTdNexMBv3QCIMOqkY2XaqUxEMXz19vZu3rxZux+Ij49vbm4O9RYBgM3UScfKtFOZiGKYamhoMP6q4D333BPqLQIA+6mTjpVppzIRxbBz9OjR/Px8ra7KyMj45S9/yesYAEQqddJxCH7subS01OFwJCYmlpeXe/zB5ldffXXhwoVxcXGTJk266667PvvsM228r32q6IOFMNfd3b1+/Xrtq4JyUlRWVtKfHUBkUycdB7ud1dXVs2fP/nCADOzcudN9mkWLFjU2Nvb09Bw/fnz16tWLFy/Wxg8lKupEFMPFrl27kpOTtfezFxcXd3V1hXqLACDg1EnHwW7n/PnzpXjShmUgOzvbevqTJ0+OGTNGG6bAQgTo7e09dOjQnDlztAerOTk5dGYHoA510nGw25mQkKDfqZ84ccLhcFhPX19fn5ubqw1LVJxOZ3x8fGZm5vbt28+cOeP9etWJKMLZSy+9FBsbq5VWU6ZM4S0MAFSjTjoOdjujoqL6+vq0YRmIjo62mPjw4cPTp08/duyYceSpU6fkjj87O7ukpMRl+hGW7G0I4JMjR44UFRXJ8a8djUuXLuXl7AAUpE46Dt8nWE1NTSkpKW+++abH/21vbx/06ZeROhFFuGloaMjNzdXqKrmjuOCCC2655RY6swNQkzrpOEz7YNXW1k6ePPmtt94yW05HR0dSUpL361UnoggTvb29NTU1mZmZWmkl9wPr16/v7OwM9XYBQCipk46D3c6qqiqzbxHqO33btm0pKSlHjx51mbeoqKilpeX06dOtra15eXnr1q3zfr3qRBQh193dvXXrVu0bglpfq8rKShkZ6u0CgNBTJx2H4D1YGzZscAwoKyszvgdL3+nu3ae03ip1dXVZWVmxsbFpaWkbN27s7e21Xhd9sGAjOQiXLFkyb9688vLyLSaWLVuWnp5+3nnnaYfcrFmz9uzZw6eBAKBTJx0r005lIgobSW106NChrVu35ufnx8XFWX+Lwkim523sAOBOnXSsTDuViSiGyFhUjR071lg2RUdHjxo16oc//KHZE6yMjAyZ7Kabbgp1IwAgTKmTjpVppzIRhU86OztbWlqamprKy8svvPDCSy65xKWomjVrVklJSX19fXd3d29v76Bdqd57773gbDkADEfqpONIbid9sIbi97///U033fToo48G+otvHR0dg65i0P52HvX397e1tTU3Nx84cOCaa66ZNm3aqlWrVq5cmZeXJ2XTlClTzD7gMxZVfrUJAOCZOulYmXYqE9Ghk6qioqIiOjpaLzgcDse8efPWrFlTWVm5f/9+70su7eM2917eeukjC5QVRUVF3XvvvWafu0m5ExMTU1BQYDaBzJuSknLFFVdI8SST5eTkpKamujyIMuN0OjMyMnJzcy+77DLZjEsvvZSiCgACR510rEw7lYnoUEjdIxWP1Bx6/TFq1Kjx48e71yVScs2dO3fy5MkysUVtpL0Fatq0aX6UPraQ1Ul9dvXVVyclJcXGxi5fvrympkZqRKntpMJzaT6lFQAEmjrpWJl2KhNRv9XW1qanp2t1SW5u7qFDhw4cOKC9dl/+bWpq2rFjx9q1a+W/jBXYEEufBQsWXHrppVJ4bdq0yaxKy8vLk0ru9ttvN5tg2bJlcXFxycnJu3fvrq+vl02V4sm9WuJ1CQAQcuqk40hup0tGD/XmhC+pSObMmaPtpYyMDKlRBp1FSq5///d//+53vztx4kSLJ1hr1qyZN29ecXFxTU2NRekzdP510gIABJk66ViZdioTUZ+0tLQUFBRopVVycvKuXbt4zAMACBx10rEy7VQmol7as2fP5ZdfHhMTM2KgQ9WWLVt4CAQACDR10rEy7VQmotb6+/sbGhoWLlyoPbWKiopau3Ytv0AMAAgOddKxMu1UJqJmurq6tm7dmpqaqpVWI0eOlH+Li4tDvV0AAIWok45D8GPPpaWlDocjMTGxvLzc+GPPuldffXXhwoVxcXGTJk266667PvvsM+/nNaKTu+bQoUPa9+y0/ZCenv7EE0+88847DQ0N9LgCAASTOuk42O2srq6ePXv2hwNkYOfOne7TLFq0qLGxsaen5/jx46tXr168eLH385pRJ6Katra2Tz/9dNeuXfrXA7V3de7fvz/UmwYAUJc66TjY7Zw/f74UT9qwDGRnZ1tPf/LkyTFjxvg3r5E6ERVPP/20/iHgiIGXlZeXl7u/VxMAgCBTJx0Hu50JCQnauyvFiRMnHA6H9fT19fW5ubn+zWukSESPHDlSVFQUFRWllVaXXHLJnj17+HogACBMKJKOzwW/wJLc39fXpw3LQHR0tMXEhw8fnj59+rFjx7yc1/rV4XY3Jbw0NDRIJap/GnjxxRfff//9od4oAAC+JeLTsS58n2A1NTWlpKS8+eabfszrLlIj2tvbW1NTo/3kn/ZGq/Xr1/PaBQBAeIrUdOwuTPtg1dbWTp48+a233vJjXo8iL6Ld3d1bt25NTk7WSqspU6ZUVlbyc8UAgHAWeenYTLDbWVVVZfZNQH2nb9u2LSUl5ejRo97PO6hIimhDQ8Pll18eHx+vlVazZs3as2cPL1wAAIS/SErH1kLwHqwNGzY4BpSVlRnfZaXvdPfuUz09PdbzehR5fbC6u7srKir0rwfm5+cfOHAg1BsFAIC3IiMde0OZdg7ziPb391dWVjqdTr1evO6660K9UQAA+Ga4p2PvKdPO4RzR2tra9PR0ra7Kzc19/fXXDx48yGeCAIBhZ1inY58o087hGdGmpib9VewZGRn19fWh3iIAAPw3TNOxHyK5ncO6D1ZLS0tBQYG25cnJybt27eKRFQBguBt26dhvyrRzmES0s7Pzkksu+Zu/+Zvo6GjtvVZbtmzhVewAgMgwXNLx0CnTzuEQUamu8vPztadWUVFRa9eu5ZWhAIBIMizSsS2UaWd4R1QKqZKSkri4uBEDP9I8YcKEN954I9QbBQCAzcI8Hdsokts5LPpgGUurmJiYlStXvvfee6HeKAAAAiJs07HtlGln+EWU0goAoJowTMcBokw7wyaiLS0tHR0dlFYAAAWFTzoONGXaGR4RXbp0qdaBndIKAKCgMEnHQRCC3yIsLS11OByJiYnl5eVmvyfoseOUr32qwqcPVldXV2Vlpf7KULF8+XJKKwCAaiiwAqW6unr27NkfDpCBnTt3WkzsXmD5vd6QRLS3t7e2tragoCAmJkarq84///yLLrrIutUAAEQqCqxAmT9/fmNjozYsA9nZ2RYTD7sCSyoq7c1VTU1NxcXFY8eO1eoqKbAKCwv37t3LK0MBACqjwAqUhISErq4ubfjEiRMOh8NiYvcCy+l0xsfHZ2Zmbt++/cyZM96vNwgR7e7unjhxYlRU1Lhx4/SPAufNm7djxw69yQAAqIwCK1Ck/ujr69OGZSA6OtpiYo9hOHXqVHNzc3Z2dklJifv0FuxqglF/f/+hQ4e2bt2an58vlZ++rtTU1IqKCnpZAQBgRIEVKEN5gmXU3t5uPa/3i/JeT0/PuW8XVfqHgJrJkydnZGS8+OKLQ18XAACRhwIrUIbSB8uoo6MjKSnJ+/X6HdHOzs6WlpampqZ/+Id/iImJkQLRpaiaNWtWSUlJfX19d3e3f6sAAEARFFiBUlVVZfYtQved7jKmqKhIap3Tp0+3trbm5eWtW7fO+/WaRVSvn8rLy2WZ99xzz8qVK2VAyqYpU6aYfdpIUQUAgB8osALl7NmzGzZscAwoKyszvgfLuNM9dp+qq6vLysqKjY1NS0vbuHGjT9/Ik4Xk5+eXlpZ6Uz8ZOZ3OjIyM3NzcgoKClJSUH/zgBxRVAAD4hwIrEvhUP2kf/M2dO7empmb//v3Nzc1tbW2hbgEAABGFAivSSERjY2N//OMfm9VP3d3dTU1N/f39IdpAAAAiHwVWpJGI8tEeAAChRYEVadSJKAAAYUuddBzJ7fTYUx4AAISKOulYmXYqE1EAAMKWOulYmXYqE1EAAMKWOulYmXYqE1EAAMKWOuk4kttJHywAAMKKOulYmXYCAIAwEOqKIEhUaecQBeeACNphF0nNiaS1BG1FrCVsV8RawnZFrCWcVxSelG689zjoWUsQ1hK0FbGWsF0RawnbFbGWcF5ReFK68d7joGctQVhL0FbEWsJ2RawlbFfEWsJ5ReFJ6cZ7j4OetQRhLUFbEWsJ2xWxlrBdEWsJ5xWFJ6Ubj4BS/NQKZ4QmbBGasEVo4CuOGAQK16OwRWjCFqEJW4QGvuKIQaBwPQpbhCZsEZqwRWjgK44YBArXo7BFaMIWoQlbhAa+4ohBoHA9CluEJmwRmrBFaOArjhgAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQVvjfh/XMa//fbb11577ZgxYyZPnrx79273Gc+ePVtaWupwOBITE8vLy+VP6/HwlcfQjPi2hIQE9xkJTaB5DM0HH3xQUFDgGCAD8qf7jIQm0DyGpru7e8WKFePGjXM6nZs3b/Y4I6GBlyiw4BuX69GxY8emTp26Z8+eL774or29/bbbbnOfpbq6evbs2R8OkIGdO3daj4d/LF6E+OSTT65fv959PKEJDpfQzJ8/f+PGjd0DHnjgAfnTfRZCExwuoVm5cmVRUdGnA2699dZnnnnGfRZCAy9RYME3Ltcjqah27NhhPaXkj8bGRm1YBrKzs63Hwz9mBdbp06enT5/+ySefuE9JaILDJTTx8fEnT57Uhr/66iv5031KQhMcLqEZP3788ePHtWGpsXJyctynJDTwEgUWfONyPUpKSnrooYcmTZo0bty4FStWyB25+5QJCQldXV3a8IkTJxwOh/V4+MeswJI76VWrVnmcktAEh0tolixZsmnTpi+//FLOl4qKCvnTfUpCExzuBZbsVW1YKi3j7iU08BUFFnzjcj2Kjo5etmzZ8QFFRUUrV650nyUqKqqvr08blgGZxXo8/OOxwPrmm28uvPDC1tZWj7MQmuBwCc0nn3wybdo0rQOQDPz5z392n4XQBIdLaJYvX7506VLtgnb77bfHxMS4z0Jo4CUKLPjG5XokN23GGz6n0+k+Czd8weGxwKqtrb3xxhvNZiE0weESmry8vAceeEDvgyV/us9CaILDJTSff/651FWJiYlJSUmPPvpocnKy+yyEBl6iwIJvXK5HOTk5xi4LHgssuiwEh8cCa9asWb/97W/NZiE0weESmvPOO8+sD5aO0ASHxVdDfvrTn0qx5T6e0MBLFFjwjcv1aPfu3foT9aKiImNfH33Kqqoqj1+uMRsP/7inin379l155ZUWUxKa4HD/FmFFRYX2BOvBBx80ZmJCE2QuoZGrWUdHh8Tl+eefnzp16p/+9Cf3KQkNvESBBW+5vFdJH79p0yan05mYmLh8+XKPndzPnj27YcMG7a0/ZWVlxtfGeBwPX5mFJicnp76+3uP02gChCTSPoXn33Xfz8/P/ZsD111///vvvG6fXBghNoHkMjdwxTp48OT4+ftGiRYcPH3aZXhsgNPASBRYAAIDNKLAAAABsRoEFAABgMwosAAAAm1FgwSuvvvrqwoUL4+LiJk2adNddd3322WfaeF9/99RsOS7MZjfrze3l1no5OwAAQ0SOgVcWLVrU2NjY09Nz/Pjx1atXL168WBvv6++emi3HhdnsXlZFZmuhqAIABAf5Bj47efLkmDFjtOGhvHPPuBwXZrP7USEZ10KBBQAIDvINfFZfX5+bm6sND+VXI4zLcWE2u1RITqczPj4+MzNz+/btZ86c8Wlr/ZgdAAA/UGDBN4cPH54+ffqxY8e0P/3+3VOX5biwnv3UqVPNzc3Z2dklJSU+ba2vswMA4B8KLPigqakpJSXlzTff1Mf49wTLfTkuHc+9eQDW3t5ufLLl3m/dfS1mswMAYC8KLHirtrZ28uTJb731lnGkH32wPC7HhTdduDo6OpKSknzaWu9nBwBgKCiw4JVt27alpKQcPXrUZbyvv3tqthwvF1tUVNTS0nL69OnW1ta8vLx169b5tLVezg4AwBBRYMErI9z09PSc8/13T82W48Js9rq6uqysrNjY2LS0tI0bN/b29vq0tV7ODgDAEFFgAQAA2IwCCwAAwGYUWAAAADajwAIAALAZBRYAAIDNKLAAAABsRoEFAABgMwosAAAAm1FgAQAA2IwCCwAAwGYUWAAAADajwAIAALAZBRYAAIDNKLAAAABsRoEFAABgMwosAAAAm1FgAQAA2IwCCwAAwGYUWAAAADajwAIAALAZBRYAAIDNKLAAAABsRoEFAABgMwosAAAAm1FgAQAA2IwCCwAAwGb/B5RzEV3ZYIgjAAAAAElFTkSuQmCC)
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