Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit341-08-20020914_070200_20020914_114600-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 07:02 |
End Time | | 2002/09/14 11:44 |
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 | | 6.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | 26.89 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 209.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit341-08-20020914_070200_20020914_114600-constBx0 |
Minimum Dst Value | | -28 |
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-12 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEFwciAxMCAyMzoyOToxMCBFRFQgMjAxOVa+LxAAAAHMdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQzNDEtMDktMjAwMjA5MTRfMTE0NzAwXzIwMDIwOTE0XzE2MzEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIEdPRVMtMTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDktMTRUMTE6NDc6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA5LTE0VDE2OjI5OjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzA5LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6MC4xOTMzODg5OTk1LCAibWF4IjowLjkwMjY5MTAwMDUsICJ0b3AiOjUyLCAiYm90dG9tIjoyMzUsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiIiB9CiAgfQogXX1WS6erAAAABGdBTUEAAK/INwWK6QAAJmxJREFUeJzt3XtwFfX5+HFMEEJo8z0HIjGRcJFitSNUM+oYExAQUKRe26FBTACppVUYaWsuyq30W6DtFEYdNbFp7DijgthBRkvsOK20o7UyWIZKDYKK3CwhASIEDRzh+HsmO9/9rZ+9ZE+yuyx73q8/Mp+z2f3s7vOc3eezuyc5vb4EAACAp3qd7Q0AAACIGgZYAAAAHmOABQAA4DEGWAAAAB5jgAUAAOAxBlgAAAAeY4AFAADgMQZYAAAAHmOABQAA4DEGWAAAAB5jgAUAAOAxBlgAAAAeY4AFAADgMQZYAAAAHmOABQAA4DEGWAAAAB5jgAUAAOAxBlgAAAAeY4AFAADgMQZYAAAAHmOABQAA4DEGWAAAAB5jgAUAAOAxBlgAAAAeY4AFAADgMQZYAAAAHmOABQAA4DEGWAAAAB5jgAUAAOAxBlgAAAAeO+cHWL16nfO7AADB8+Pk+dZbb40cObLLnv1YNbUAYXPOvyPtDioONgBw4MdJsrS0dP369Wdl1ZzzPUQwPXHOBzHVS6WNGzeOHTu2b9+++fn5M2fObG5uNv62tbW1sLBQWaTX/3FYSzKZrKqqisVi8Xi8pqZGXmrT29raKioqBgwYkJubu3TpUrvFX3311QkTJmRlZclWzZkz5/Dhw87d2k1PtR+HzXPYa8soWbLrJKXOe31VTk5O94JjKd0iv23btsmTJ/fv37+goKChoUGb6HBQWPbjSeT9YHfknnfeeXl5eWVlZfv373dYvBvbf/Dgwfvuu2/YsGHnn3++LHXTTTdJMC03RpkojW9961vGVUj7sssuM86g/2rHjh133nmnvFv69Olz1VVXvfjii9r0Tz/9VLZz5MiR/fr1k7Xfdtttf/nLX7rcZvPGdHsGMzk8T5482fNVd4PfYwKHXIvt27dPmTLla52k8e677xo3TKFNTyl9lkei3WlHWbCne+4awzLFOR+OVM8R48ePlwssKW/Hjx9ftmyZvDuNv5XjZ8WKFc5nRkt1dXVFRUW7O0mjvr5emz5r1iw5rTd3mjZt2tNPP225+KRJkxobG9vb2w8dOjR37typU6c6d2s3PdV+utw8y712iJKllO4yOne+evXqBx980Hmn7KZbSqvI79y5U8Znzz777NGjR/fu3Tt9+nRtuvNBYe7Hk8j7wTzA0hpnzpz55JNPfvazn5WWljosnur2HzhwYOjQodJtU1PT559/LuXtlVdeufHGGy03RpkoDRkqvfzyy/qvXnrpJZliHmDt2rVLRoe//e1vJWUydnn77be/+93var+Sdd17770yw6lTp1paWl544YXrr7/eeZstN6bbM3R7kXNugOWc6w8++OCCCy5YtWrVwU5ympKXMtF5w7qRPqUru9OOwyK+YoClCG845FTywAMP5HWShn5VJCmUt+/gwYPlqlR7+etf/3rQoEFyeXf//ffLO1Wf7cuvXjqYVyHvy+zsbP2lHDkjRozo6OjoxgCruLhY3uhaWxolJSVae+DAgfLW19pSSp3P7xopcv3793fu1m56qv10uXnmvXaOkiX3AyznziW5w4cPlzOd8065CY6lyEdeRlSPP/648yLKQWHZTw8j/8UXXyxevHjIkCGxWEzGDdpEh+O9trZWaptcpl977bXbt2/Xpsu1/pVXXikT5VfaSMh8sCub/emnn/br108aP/rRj4wj2oaGBpnivP2WMb/nnnseeughy320W8S4bevWrTOuQvbuxRdfNG/8XXfd9ctf/tJyFbI7slN2G2BcqcNJ8kub4DufPFNdxHzetkyr3dvASK4TZIgp+5KTk3PHHXe0tra62R3nlcobQDqU+SVQ3cj1jBkzlPvQS5Ysufvuu5UNU7hMn5HDsW887RjnNx8UxkR0GUy5OPnf//3fYcOGxePx2bNnnzhxQptuPorN63JTxMeMGbNmzRp9g+UqIj8/P9WwhFZ4B1iSvIkTJ+7vJFfY8n7VpktubrvtNrke1V/KbAc6SePnP/+5Pl1pKOSNsnLlSuOQ/+abb37uuefsFnGuavLu1N+aci0i7zmtLXVUXmptKaj6dAcbNmwYN26cc7d201Ptp8vNM++1c5QsuR9gOXcudVSOcP1lT4JjKfKRl9OcHFZy/pLzaUVFRVtbmzK/+aCw7KeHkZfhgsTnww8/PHr06IIFC7SJDsf77bff/vHHH8u2LVu2TB+RyF788Y9/lFO2nJHnzJljuZ3GInHw4MHq6mrtDoGMMMaOHfvCCy9Ie+3atdJOJBLO228Zc9kGqU+W+2i3iPG8JFs1cuTIf/zjH/Jy06ZN0pYp5hOXZO2jjz6yXMWUKVOmTZv25ptvfv7553ab8aWLk6RD8O36THUR83nbMq123RqNHj369ddfl12WMjxv3rwf/OAH7nfHcqWLFi2SSH7SafLkyd3IteRI3s/GKfLywgsvdI6Jy/QZOWTEeNpxWERJRJfBXLVq1Q033LB79245WmXI+NOf/lSbbnkUK+tyU8T//Oc/X3bZZfLO134lx/KvfvUrl9EIv/AOsC6++OL33ntPa8ulhly7a23JzZ49e/TZ5KU+23/+8x/jbErDSBtlyyWdfhf3tddeu+aaa7SPRHRjgJWRkaGdo4U0MjMztXZ5eblc3BzqJFeivXv3dt7rrVu3Dh8+XD+S7bq1m55qP11unrLXXUbJkssBlnPncgRecsklTU1N+pRuB8dSOkRe1i6nSG2lZWVls2bNUmZWDgq7fnoY+W984xv6zQOdw/EuYyOt/dlnn2m3oERhYeFjjz22b98+h+3s9VVyCS6nCO1Xzc3Nkqaamhr5qX/mLNV3jmTNWBrNtwrMiyi/feqpp2699dYvO58W/e53vzPPoK2lo6PDcgOOHTsmNezb3/52VlaWBPDBBx+0vPTv8iTpEHy7fU91EfN52zKtdt3akQgMHjzY/e7YrXTHjh1aWxa03AXnXMtbRcmRzKwf1L1M9I13kz4ju/Aqpx2HRZREGFkG89JLL33//fe1thwpQ4cO1dqWR7GyLpdF/Oqrr9YuHXft2iUbIKmx3LxzUXgHWPKe09+y0pCXWltyY/xkqLy0m01pKOTNtHTp0jFjxmgvR40a9cYbbzgsYnfu1l7aXfseOXJEyqec2eUSZ/ny5cZrGuPiGrmKHTJkyObNm/Up3btV4L4fu82z2+suo2TJ5QDLufO1a9fecsstxike3sFKk8jLxhhvm+Xm5irzKweFQz8pBUd5txsPbZ3D8W65Jf/6179uv/32gQMHjhw5Un+uZzeztj0LFy40frxMrqdlBv0ZpcP225GsmUuavtLzzz9fecIl+yVjOONsMkN+fv7zzz8vP/WnbEo/DnewdHJKlJHTzJkz7T6F4xxbl8E3SnUR83lb+a1zt0ZbtmyRPMqxo72p9HFwqrtjnF/PlN0jeOdcy2VJN+5g6czpsywQdl2ZTzsOiyiJ6DKYMgw1Dg31N7DlUaysy2UR37Bhwze/+c3Tp09Pnz5drpos9+IcFd4BlssrJOPFmTTMs2lPmi1JOdEfWttdZBhX5LC1bj598sQTT0hNtetBBhAFBQXvvPOOm24dVpdSP11unt2w0i5KllwOsJw7v+KKK9588003O5XqZ7DSJ/KlpaXGD36ZB1hffvWgsOunh5GXIVFKd7ActkRO03/605/0SqYc7MrMx48f129abNu2Ta6V169ff9FFF+l37FJ950hFrKmpUSbqK73sssvefvtt46/++c9/Dhs2TJlt5cqVvXv31h+LmAdY8t5YsWKF85Zo2travv71r5und3mStAu+w8mzG3ew3Lx0cwdLJj7zzDNyiSIlWX6aI5bqe8nNHSznXMvIwPwZrBkzZliu145d+izXqLM87Rg5HxRdBlOGPh9//LG5W8ujWFmXy0TIUSwXkJWVlXJ06B8QjIbwDrDkclN/fCtD7EWLFmnTzQfJ5MmTtY8XSMP8UYALLrjA+FypvLxcXiYSiX379s2bN8/9n104HyS1tbWWf38kx5hsvxw5a9asKSws1O+1KlatWiWXIPpB3mW3dtNT7afLzXPYa5dnDYc53Xe+cePG6667Tpkn1eBYSqvINzQ06M8ly8rK9A+0dXlQKP30MPLLly8fN27cRx99ZPz0hvvjXWvI9su5W07HMsCSAqNNVA5247KHDx9evHjxtdde+2XnR83khP73v/9d2i+//PKVV16pPf1x2H7LmO/Zs0dWrf9lmezOK6+8os8p42ZZy9/+9rdjnTZt2nT55Zf/5je/cejQOF1v7Nq1S0aQq1evlsicPHly8+bN+l8RXn/99S+88IKMlSV3ss1z586dMmWKZZ/OJ0m74CvxNHKZL7sA2r2069ZIovHSSy9JKOQtJKEwRyzV95LMr38G68Ybb+xGruX4lcsVyZH+V4TyUr/jZRcTl+lziJvdacfI4aD40kUwH3nkEQmm9CDH2rvvvvv9739fm255FCvrcv8mkWGiTPz973/vsLPnovDuQEdHx/z587U/QJCGfqfRfJBofyATj8d//OMfG/9OQWvIWzAWi+kv161bN3r06D59+khVkze0jNnNq3a+eWC5tTIGlwF4rFN1dbV+/1NKmhyW2dnZkyZN2rp1q93Omu9PtLe3O3RrNz3Vfhw2r8u9dvPut+sk1c5LS0s3bNigzJNqcNxsYeQjL8VVTv1ysMigSv+Qu8NBYdlPDyMv5eThhx8ePHiwbIaUIm2i++Nda8jAVK6ts7KyZHj0+uuvaxOVg9245QMGDLj11lu15zgVFRXaB540sg3aWNNh++1ivnfv3nvuuUdS2bt374EDB95xxx1vvfWWHo0//OEPV1111f90ksYzzzzTZYe9TBXuy84/IJWeZaskR1dffbX+f7D++te/ynQJo8Rh+PDh999/v90JzfkkaRd8JZ5GLvNlt792L+26NZLLLUn9+eefL2OLxx57zByxVN9LMsMPf/hDCY6E6Be/+IX0bLkLDrkW//73v2+66ab+nWSUtm3bNuOKLI8jl+mz7MSuZ+20Y2Q+KFIK5pkzZ2T6pZde2rdvX7lg0M/Dlkexsi73bxJ5S48cOfKLL75QdtkuGueKc34HAAAOIlCoAiPjJBnrnO2tOMtOnz7d5d9jeeuWW255/vnng1xjMDjwACDKGGB1acGCBQcPHtyzZ88NN9zwk5/85Gxvzlm2ZcsW/a8F/XbmzJmnnnpq1KhR+n9qiBIOPPSU+TZ1CE/o58RGpiqSOwXP8a7o0iOPPDJ48OBBgwbde++9Ufo3Ad3zta997cknnwxmXfLmHDZsmAzpglldwDjwAAAAPMYACwAAwGMMsAAAADwWlgFWMpmsqqqKxWLxeLympsbyD7zb2toqKioGDBiQm5ur/Fc3AACA8AjLAKuurq7Lf1E4a9assrKy5k7Tpk17+umng99OAACALoVlgOXmSyoGDhxo/KKP0tLS4LYPAADAtbAMsNx8zaoMsIxfVevmS3x1ln/QDgAAvNLzwUCUhCUcGRkZiURCa0tD/05vo/Lycv2b1O666y7zv5ol8QAAnBXUWUVYwuHmDtaRI0dkXBWPx/Py8pYvX37hhRe675/EAwDgH+qsIizhcPMZLKMnnnhCBlvu+yfxAAD4hzqrCEs4amtr7f6KUM/ZjBkz9u/f39bWtmbNmsLCwvfff9+5Tx4RAgAQDOqsIizhSCaTlZWVsU7V1dXG/4Ol56yhoaGgoCA7O3vSpElbt25NqX8SDwCAf6iziiiHgztYAAAEgzqrSJdwkHgAAPxDnVWkSzhIPAAA/qHOKqIcDh4RAgAQDOqsIl3CQeIBAPAPdVaRLuEg8QAA+Ic6q4hyOHhECABAMKizinQJB4kHAMA/1FlFlMPBHSwAAIJBnVWkSzhIPAAA/qHOKtIlHCQeAAD/UGcVUQ4HjwgBAAgGdVaRLuEg8QAA+Ic6q4hyOLiDBQBAMKizinQJB4kHAMA/1FlFuoSDxAMA4B/qrCLK4eARIQAAwaDOKsISjmQyWVVVFYvF4vF4TU2NvDTP89FHH33nO9+JdZKGvHTfP4kHAMA/1FlFWMJRV1dXVFS0u5M06uvrzfMUFxcvXLiwrdNDDz0kL5375A4WAADBoM4qwhIOGS01NjZqbWmUlJSY58nOzj5+/LjWPnbsmLx03z+JBwDAP9RZRVjCkZOT09raqrVbWlpisZh5nu9973tLliz59NNP29raFi1aJC/d90/iAQDwD3VWEZZwZGRkJBIJrS2NzMxM8zwHDhwYOnSo9rxPGp988okyQy9Hvu8DAADpijqrCEs43NzBmjhx4kMPPaR/Bkteuu+fxAMA4B/qrCIs4XDzGax+/frxGSwAAEKIOqsISzhqa2vt/opQz5kMwhYtWqTdwXr44YctB2FGPCIEACAY1FlFWMKRTCYrKyu1/3FVXV1t/D9Yes527dp10003/U+nKVOmfPjhh+77J/EAAPiHOquIcji4gwUAQDCos4p0CQeJBwDAP9RZRbqEg8QDAOAf6qwiyuHgESEAAMGgzirSJRwkHgAA/1BnFVEOB3ewAAAIBnVWkS7hIPEAAPiHOqtIl3CQeAAA/EOdVUQ5HDwiBAAgGNRZRbqEg8QDAOAf6qwiyuHgDhYAAMGgzirSJRwkHgAA/1BnFekSDhIPAIB/qLOKKIeDR4QAAASDOqtIl3CQeAAA/EOdVaRLOEg8AAD+oc4qohwOHhECABAM6qwiLOFIJpNVVVWxWCwej9fU1MhL8zzKgCknJ8d9/yQeAAD/UGcVYQlHXV1dUVHR7k7SqK+vd55/9erVDz74oPM83MECACAY1FlFWMJRXFzc2NiotaVRUlLiMPOpU6eGDx9+4MAB9/2TeAAA/EOdVYQlHDk5Oa2trVq7paUlFos5zFxfXz979uyU+ifxAAD4hzqrCEs4MjIyEomE1pZGZmam3Zxnzpy55JJLmpqazL/q5civTQcAIO1RZxVhCYf7O1hr16695ZZbUu2fxAMA4B/qrCIs4XD/GawrrrjizTffdNMnd7AAAAgGdVYRlnDU1tba/RWhMWcbN2687rrrutE/iQcAwD/UWUVYwpFMJisrK2Odqqurjf8Hy5iz0tLSDRs2dKN/Eg8AgH+os4ooh4NHhAAABIM6q0iXcJB4AAD8Q51VpEs4SDwAAP6hziqiHA4eEQIAEAzqrCJdwkHiAQDwD3VWEeVwcAcLAIBgUGcV6RIOEg8AgH+os4p0CQeJBwDAP9RZRZTDwSNCAACCQZ1VpEs4SDwAAP6hziqiHA7uYAEAEAzqrCJdwkHiAQDwD3VWkS7hIPEAAPiHOquIcjh4RAgAQDCos4p0CQeJBwDAP9RZRZTDwR0sAACCQZ1VpEs4SDwAAP6hzirCEo5kMllVVRWLxeLxeE1Njby0nG3btm2TJ0/u379/QUFBQ0OD+/5JPAAA/qHOKsISjrq6uqKiot2dpFFfX2+eZ+fOnYWFhc8+++zRo0f37t07ffp05z55RAgAQDCos4qwhKO4uLixsVFrS6OkpMQ8j4yoHn/88e71T+IBAPAPdVYRlnDk5OS0trZq7ZaWllgsZp4nLy9v8eLF+fn5AwYMqKioaGtrc98/iQcAwD/UWUVYwpGRkZFIJLS2NDIzM83zyMS77777UKeysrJZs2YpM/Ry5Ps+AACQrqizirCEw80dLJlHfqW1ZYyVm5vrvn8SDwCAf6izirCEw81nsEpLS2VcpbWbm5u7HGBxBwsAgGBQZxVhCUdtba3dXxHqOWtoaJgxY4b+iHD27Nnu+yfxAAD4hzqr8D4cHR0dixYtGjFiRFZWlvxcsmTJyZMnu1wqmUxWVlbGOlVXVxv/D5YxZ9Jbbm5uPB4vLy/nQ+4AAIQEdVbhfTjmz58/YcKE7du3y0hLfo4fP/6BBx7wfC1u8IgQAIBgUGcV3ocjLy9v//79+ktpyxTP15IqEg8AgH+os4ooD7C4gwUAQDCoswpfHhFOnDjxvffe6+jokJ/SPluPCI1IPAAA/qHOKnz5kPvChQsvvvjirKws+bl48WI3H3L3G4kHAMA/1FlFlMPBI0IAAIJBnVWkSzhIPAAA/qHOKrwPx/bt20tKSvr163fW7x5xBwsAgGBQZxXeh+Paa69dtmzZZ5995nnPPUHiAQDwD3VW4X04srKyTpw44Xm3PUTiAQDwD3VW4X04hg4d+vHHH3vebTfwiBAAgGBQZxXeh+PJJ5+8/fbbDx486HnPPUHiAQDwD3VW4U04enXFk7X0cAvP9iYAABBZ1FlFlMMRtkEeAABRRZ1VeB+O8847z/M+e47EAwDgH+qswvtwXHTRRf/9738977YbuIMFAEAwqLMK78OxevXqO++8c8+ePclk0v1SMnNVVVUsFovH4zU1NZbL9mTAROIBAPAPdVbhfTi69yH3urq6oqKi3Z2kUV9fb9lzT7aq28sCAABn1FlFWMJRXFzc2NiotaVRUlJinqcbd614RAgAQACos4qwhCMnJ6e1tVVrt7S0xGIx8zySvNzc3Ozs7Msvv/zRRx89ffq0+/5JPAAA/qHOKsISjoyMjEQiobWlkZmZaTfnyZMnt2zZUlJSsmDBAuVXIf9fXAAARBV1VhGWcLi5g2W0d+/eLucxIvEAAPiHOqsISzjcfAbLaP/+/Xl5ee77J/EAAPiHOqsISzhqa2vt/opQz1lZWdn27dtPnTrV1NQ0ceLE+fPnO/fJI0IAAIJBnVWEJRzJZLKysjLWqbq62vh/sPScrVu3bvTo0X379h0xYsTChQs7Ojrc90/iAQDwD3VWkS7hIPEAAPiHOquIcjh4RAgAQDCos4p0CQeJBwDAP9RZRZTDwR0sAACCQZ1VpEs4SDwAAP6hzirSJRwkHgAA/1BnFVEOB48IAQAIBnVWkS7hIPEAAPiHOquIcji4gwUAQDCos4p0CQeJBwDAP9RZRbqEg8QDAOAf6qwiyuHgESEAAMGgzirSJRwkHgAA/1BnFVEOB3ewAAAIBnVWkS7hIPEAAPiHOqtIl3CQeAAA/EOdVUQ5HDwiBAAgGNRZRVjCkUwmq6qqYrFYPB6vqamRl3Zztra2FhYWpppIEg8AgH+os4qwhKOurq6oqGh3J2nU19fbzXnfffetWLGCARYAAOFBnVWEJRzFxcWNjY1aWxolJSWWszU1NY0YMaKjo8NNInlECABAMKizirCEIycnp7W1VWu3tLTEYjHL2W6++ebnnnvuy9QTSeIBAPAPdVYRlnBkZGQkEgmtLY3MzEzzPK+99to111yjfTzLMpG9HPm6/QAApDPqrCIs4XBzB2vUqFFvvPGG1uYOFgAA4UGdVYQlHG4+g9WTm1IkHgAA/1BnFWEJR21trd1fEdo9DeyyTx4RAgAQDOqsIizhSCaTlZWVsU7V1dXG/4PV7QFWT+YHAADuUWcVUQ4Hd7AAAAgGdVaRLuEg8QAA+Ic6q0iXcJB4AAD8Q51VRDkcPCIEACAY1FlFuoSDxAMA4B/qrCJdwkHiAQDwD3VWEeVw8IgQAIBgUGcV6RIOEg8AgH+os4ooh4M7WAAABIM6q0iXcJB4AAD8Q51VpEs4SDwAAP6hziqiHA4eEQIAEAzqrCJdwkHiAQDwD3VWEeVwcAcLAIBgUGcV6RIOEg8AgH+os4p0CQeJBwDAP9RZRZTDwSNCAACCQZ1VhCUcyWSyqqoqFovF4/Gamhp5aZ5n48aNY8eO7du3b35+/syZM5ubm933T+IBAPAPdVYRlnDU1dUVFRXt7iSN+vp68zzjx49fv359W1vb8ePHly1bNmHCBOc+uYMFAEAwqLOKsISjuLi4sbFRa0ujpKTEef729vbs7Gz3/ZN4AAD8Q51VhCUcOTk5ra2tWrulpSUWiznMfOLEiZUrV06dOtV9/yQeAAD/UGcVYQlHRkZGIpHQ2tLIzMy0m1N73jdo0KAPPvjA8ld2fNx6AADSG3VWEZZwpHQH69ixY0uXLh0zZoz7/kk8AAD+oc4qwhKOVD+DJWOs/v37u++fxAMA4B/qrCIs4aitrbX7K0I9Z+Xl5U1NTYlEYt++ffPmzevyM1g8IgQAIBjUWUVYwpFMJisrK2Odqqurjf8HS8/ZunXrRo8e3adPn8LCwrlz5x45csR9/yQeAAD/UGcVUQ4Hd7AAAAgGdVaRLuEg8QAA+Ic6q0iXcJB4AAD8Q51VRDkcPCIEACAY1FlFuoSDxAMA4B/qrCLK4eAOFgAAwaDOKtIlHCQeAAD/UGcV6RIOEg8AgH+os4ooh4NHhAAABIM6q0iXcJB4AAD8Q51VRDkc3MECACAY1FlFuoSDxAMA4B/qrCJdwkHiAQDwD3VWEeVw8IgQAIBgUGcV6RIOEg8AgH+os4p0CQeJBwDAP9RZRZTDwSNCAACCQZ1VhCUcyWSyqqoqFovF4/Gamhp5aZ7n1VdfnTBhQlZWVn5+/pw5cw4fPuy+fxIPAIB/qLOKsISjrq6uqKhodydp1NfXm+eZNGlSY2Nje3v7oUOH5s6dO3XqVOc+uYMFAEAwqLOKsISjuLhYBk9aWxolJSXO8x8/frx///7u+yfxAAD4hzqrCEs4cnJyWltbtXZLS0ssFnOef8OGDePGjXPfP4kHAMA/1FlFWMKRkZGRSCS0tjQyMzMdZt66devw4cN37typTO/lyK9NBwAg7VFnFWEJh/s7WJs2bRoyZMjmzZtT6p/EAwDgH+qsIizhcPkZrLVr1xYUFLzzzjtu+nS+oQUAADzk2ZggEsISjtraWru/ItRztmrVqiFDhuzYseMsbaO1AN5Swbxr2ZFQrSJKa2FHwrYWdiQ918IAKGBhCXcymaysrIx1qq6uNv4fLP09YR4st7e3n6Xt/f8ic1SwI6FaRZTWwo6EbS3sSHquhQFWwAh3T0XmqGBHQrWKKK2FHQnbWtiR9FwLA6yAEe6eisxRwY6EahVRWgs7Era1sCPpuRYGWAEj3D3FWzZsyEjYkJGwISMhRFKih4z2FEdF2JCRsCEjYUNGQoikRA8Z7SmOirAhI2FDRsKGjIQQSYkeMtpTHBVhQ0bChoyEDRkJIZISPWS0pzgqwoaMhA0ZCRsyEkIkJXrIKAAAgMcYYAEAAHiMARYAAIDHGGABAAB4jAEWAACAxxhgAQAAeIwBFgAAgMcYYKl6/R/jxFdffXXChAlZWVn5+flz5sw5fPiwecFkMllVVRWLxeLxeE1Njbx0ng6XLDOycePGsWPH9u3bVzIyc+bM5uZm84JkxCeWGdG0trYWFhba/UcfMuITy4z0+irLBcmIf+wiv23btsmTJ/fv37+goKChocG8IEmJDAZY1pSjYtKkSY2Nje3t7YcOHZo7d+7UqVPNi9TV1RUVFe3uJI36+nrn6UiJkpHx48evX7++ra3t+PHjy5Ytk+GveREy4ivLmn3fffetWLHCrpyTEV+ZB1hdLkJG/KZkYefOnXIF8uyzzx49enTv3r3Tp083L0JSIoMBljWHc5NUdLn4MM9ZXFwsgzCtLY2SkhLn6UiJQ0Zk4JudnW2ek4z4ypyRpqamESNGdHR02FV6MuIr9wMsMhIYJQsyonr88ced5yQpkcEAy5rDuWnDhg3jxo0zz5mTk9Pa2qq1W1paYrGY83SkxC4jJ06cWLlypfGeIhkJhjkjN99883PPPWf+FRkJhjnsubm5cu1x+eWXP/roo6dPnzbPSUb8piQlLy9v8eLF+fn5AwYMqKioaGtrM89JUiKDAZY1u3K+devW4cOH79y50/yrjIyMRCKhtaWRmZnpPB0pscyI9hGHQYMGffDBB+bfkhFfKRl57bXXrrnmGu1zIXaHDxnxlWXYT548uWXLlpKSkgULFph/S0b8piRFInn33Xcf6lRWVjZr1izzIiQlMhhgWbM8VW3atGnIkCGbN2+2XITLDl/Z1exjx44tXbp0zJgx5l+REV8pGRk1atQbb7xh+SsdGfGVw333vXv3WkaVjPhNSYoEVuKptWWMlZuba16EpEQGAyxr5lPV2rVrCwoK3nnnHbtFeHDuK4fiIWMs46fidGTEV85/s2aZLzLiK4djZP/+/Xl5eebpZMRvSlJKS0tlXKW1m5ubLQdYJCUyGGBZU46KVatWDRkyZMeOHQ5z1tbWWv6Jh910pETJSHl5eVNTUyKR2Ldv37x58yw/g0VGfOXmM9TKSzLiKyXsZWVl27dvP3XqlBwpEydOnD9/vnlOMuI3JSkNDQ0zZszQHxHOnj3bPCdJiQwGWCrLq3Dz1Xl7e7v+K62RTCYrKytjnaqrq43/vMRyOlyyzMi6detGjx7dp0+fwsLCuXPnHjlyxDi/1iAjPunyTpXdAIuM+MThGOnbt++IESMWLlzY0dFhnF9rkBH/2B0mS5Ysyc3NjcfjcpVo+SF3khIZDLAAAAA8xgALAADAYwywAAAAPMYACwAAwGMMsL7C7kudU/32TTdfDu2weFtbW0VFxYABA3Jzc5cuXeqwwQ4fNHb+2l0AAOAfqu9X2H2pc6rfvunmy6EdFp81a1ZZWVlzp2nTpj399NPOm205inL+2l0AAOAfqq8t45c69+Q/vylfDm1kt/jAgQON/4yutLTUeVPNoyi7r90FAAABoPraMn6pc0++u0D5cmgju8VlgGX8OoUuvxLBPIqy+9pdAAAQAKqvNeVLnbv97ZsOXw7tsHh5ebn+337vuuuu3r17O2+tMopy87W7AADAP1RfC+Yvde7eHSxzP8pn0u0WP3LkiIyr4vF4Xl7e8uXLL7zwQsvFjd0aX7r52l0AAOAfqq/K8kudu/EZrC6/HNp5cd0TTzwhgy3nbTZ/M0mXX2YCAAD8Q+n9CrsvdU712zcdvhzaTbczZszYv39/W1vbmjVrCgsL33//fed+HIZQjK4AAAge1fcr7L7UOdVv37TrR2G3eENDQ0FBQXZ29qRJk7Zu3ep+gy1n6ElAAABAN1B9AQAAPMYACwAAwGMMsAAAADzGAAsAAMBjDLAAAAA8xgALAADAYwywAAAAPMYACwAAwGMMsAAAADzGAAsAAMBjDLAAAAA8xgALAADAYwywAAAAPMYACwAAwGMMsAAAADzGAAsAAMBjDLAAAAA8xgALAADAYwywAAAAPMYACwAAwGMMsAAAADzGAAsAAMBjDLAAAAA8xgALAADAYwywAAAAPMYACwAAwGP/DyRcdDjUvCHLAAAAAElFTkSuQmCC)
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