Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: george_siscoe_090205_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 10 2004 |
Start Time | | 2004/11/10 4:00 |
End Time | | 2004/11/10 5:00 |
Key Words | | cusp location |
Model | | BATSRUS |
Model Version | | v7.73 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -29.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.60 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 150.00000 |
Conductance Model | | auroral |
Corotation | | yes |
Run Number | | george_siscoe_090205_2 |
Minimum Dst Value | | -155 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAV2VkIEp1biAyMSAwOTo1OTowNiBFRFQgMjAxNx22wbkAAAGydEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiZ2VvcmdlX3Npc2NvZV8wOTAyMDVfMjogQkFUU1JVUyBwbG90IG9mIHJobyBhbG9uZyBDbHVzdGVyLTIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDQtMTEtMTBUMDQ6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDA0LTExLTEwVDA1OjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6My4xMDQ3OTk5OTk1LCAibWF4IjoyMC4zNTcyMDAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjQ4LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19+jc9AgAAAARnQU1BAACvyDcFiukAAC3FSURBVHic7d1xUJv3ffhxx6Y2dqgjN2qMM+JiG3fkjrg0I6180JU4cssaupCWy2hLV7bQmbb4wjZic7Paks1pac/J4RyNtQvb6I6uNONSrkcS1mNhd2yjPmXhNq1mKVmIy1olJhlNlE6O5Zjf9/zcPb8nj/QICT1Cj57P+/UH9yAeffX9fL+P9PkgffU8G1YAAABgqw357gAAAIDbUGABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAC4wYYN9r+a/eu//uv+/ftXbTkXD52LNp38uID78FyC0/GKj3Tk4jipq6t74okn8vLQFFg2cmVQcD4OOyC5K1euHDt2zOPx7Nixo6enR/2q3b68vPz7v//773nPe7xe79e//vVV93/66acPHTpUXFy8a9eue++999VXX029/4Z3St1Jq8at6M1ec801O3fubGlpWVxcNO7w7W9/e9OmTepn4l1MvfrVr36lur1///6tW7eqEO66667JyUnTXa6//vo777zzZz/7mX570i5pGykaTEcu3mfavn37xYsXs3/oNch1TTA3N/epT31KHcabN2+uqan5+7//+2we15bepnMwr2epRFmGLHEAAckFg8Fbb731xavUxmOPPabd3tbWpuqSl6+65557/vqv/zr1/ocPH37qqaei0egrr7xy5MgRVXCk3j+jl3Wrxq3ojb/99tu/+MUv/vRP/7Surk7/q7pxz549jzzyyN69e9W21X01H//4x7/4xS+q4umtt966cOHCD37wg49+9KOmPVWO/OpXv3rw4MEUoek3pmgwHbkosNK8S8EVWGqQVXl96tSp8+fPqwryJz/5yac//elsHteW3qZzMFNgoYBwAImjXk87OjrUf67qFfZb3/qWMeP+xV/8RXl5+Y4dO/7gD/7gzTff1Pe/7777dl6lNvR/6NUdH3744bKysmuuuWYNzSY1OTn5wQ9+UP0L+773vS+x4Ej613g8rlL47t27PR6PShip+5xRZ1RZoF7utW21UVtbq21ff/31KgFo26rG0gsUq/2N3njjjWuvvTb1/mt+WTc2btWO6cZf/epXW7du1X8dHx9XpZ7auO2225588snU91V3VHdP2hPjnqpX+kOk7lKKBk37qwPshhtuUAfbV77yFVWNmdpJOvup3xTM9C6mg1/9eubMGXVYqoPT5/OFw+EUzZo8//zzqrhRsWzfvv3uu+9eWlpKJ5zUD5r0mWj02c9+9uTJk1bDa9ow/Zr4NEwcKKsnmmncUjAdzPrdTQ9kanDVwbTqWOLLSOJjpfNK+JGPfOT73/++3mFVv+7atSudoxquRIElTiAQ+J3f+Z1fXPWxj31Mf/l46KGH7rjjjhdffPF///d/W1tb/+RP/kS7Xb3u+P3+xatuv/32r33ta9rt6o533XWXamRtzSalXoxGR0fVK5d6Ybr33nv1B0rxV5Un6uvrX3jhBdV+V1dX6j5n1Bn1Gq2/QF+4cEG98mrbqsBSv2rbqtLSb7fa32hsbEz1NvX+Kl6v17tt27aqqqrTp09fvnw5RSetGl9ZrZpRmSYSiRw/ftz4LtEnPvEJ7Q25v/mbv1HbVvfVqOm+5557/vmf//n//u//rPZ87bXX1IHxoQ99KJ0upWjQtL+a3P+5Sm309vaa2klxxFq1meldTAe/+rWpqWlhYUEl7AceeECvla2aNTpw4MAzzzyjQlZpuLOzs729Pf1wkj6o1TPRSJUI//3f/20VWtLYUz8NTTtbPdFM45aC6WBO7EbSBlcdTKuOJX0ZMT1WOq+EExMTN998s/7urxqfvr6+VYOFW1FgibN37965uTlt+6c//an+IlJZWflf//Vf2vbLL7+s/j3V91e7advqv+R9+/Zp2+qOL7300pqbTeqmm2565JFHfv7znxtv1JtK+teKigr9f3djZ5L2OaPObNy48dKlS9q22ti0aZO2/fnPf/5zn/vcK1d99rOfLSoqSr2/7rnnntuzZ4/6Jzud/VUCC4VCKmvqL/epmRq3suGd1P/x//mf/6n9SWXc9773vbFYTG2rn2pb5SHTfY2/vv766yrlfOADHyguLlYD3t3drf+nbnwIlY9VEZC0BdONKRo07a9Pruq88YDUNlIcsVbDkuldTAe/+lVVq9r2r3/9a/0dO6tmragRKCsrSz8cqwdN+kw0UgetNtFJQzNtmH5N/STVWD3RTONmJcXBnNgrqwaTDqZVx5K+jJgeK81Xwttuu+173/veytXPYVUH1NSkjBVuRoEljspe+pvb6kVWfxFRL9DGvKjSv76//lqsNtSv2rbaR1+XvYZmk/q3f/s39U/59ddfv3//fv3jM72ppH81ds/YmaR9zqgzVu8wvfbaa6quUqXJzp07H3zwwdLS0tT7a6ampnbv3n327NlV2zc6f/580ttNEhu3YswZ6kFPnDhx6NAh7VdV0JjKr/vvv9/qvkbqMFCFzhe+8AV90Yy2p7r9hRdeMH4R713vepfpYzI1O4mzkNigqRtWB6S2keKITT4omd/FdPBb1SJWzRqpMlpNgTqctDHX6+xMwzHun/SZaJTNO1ipn6Qaqyda4rhpjPdNfTAn9srY4KqDmc6rnNVjpflKODY29pu/+ZuXL1/+zGc+oyrRpFFACAoscaz+wVUvCvo7Dab90/nnPtNmU1CvVuPj43rhYnog01/Vq3z672Bl1Jl01lR95zvfUcXWqvuPjIzceOONzz77bKbtLy4uqlyYup9JG7diGkx9gZT2lpVxcF588UX9Da2k9zVZXl5+97vfnbinqhHVZKkHUts333zzT37yE+O9ZmZmysvLV23QFII+uWoj/XewUqz7WcM7WOn8ms47WOrG7373u6pqVylZ/Uysb9Lsm3H/Vd/BUgftN77xjdShqQJCf/clEomkfhqaxtbqiZb6EFpJ42A2PZCpwVUH06pjSV9GTI+V5kSokbnlllvUPyfqwNYXCEImCixxTpw4oS/R+PjHP66/OvT39/v9/nPnzqkXhf/4j//4vd/7PX1/feWB+u8wEAhot5teVjJtNqmWlhb1Eqb2VK/d6nXW9EBJ//rggw/W19erf8eNiyes+pxRZ86cOZP0W36f+9znVLMq/X//+9+/6aab9E8crPZ/6KGH1H/kes5btX0Vpnr5Vj1U/VS9PXr0aIpOWjW+YpHMjDdqX/Hz+XwrVxddNTY2mnZWEzo0NGTV4Ec/+tEf/OAHL7/88qVLl1QIR44cUfsn3bO5uTkYDK5crUdV7vmnf/qn16+ampqqqqrSTwmRokFTCB/72Me0NVhqI3G9lNXsq3pRDWligynukmWBZdWskapRfvjDH168eFEdw5/+9KcTa4I0+2bcP+kz0ehnP/uZetyHH35Ytake+uzZs4nfIlQV/wMPPPDmm2+qufjd3/3d1E9D09haPdFSF1gpDmad6YFMDa46mFYdS/oyYnqs9A8SVSaqGwcHB403rlpcwn2YcnFisdgf/dEf7dix44YbbvjzP//zd73rXdrtb7/99iOPPFJZWbllyxaVBcfGxvT9VY7XvjujNvS3NEyvF5k2m5QqWdS/mOpf5w9+8IPPPPOM6YGS/lUl4z/7sz8rKytTD60SRuo+Z9QZ9Z+o+jfUc9Xx48f1TwH+6q/+SuWVbdu2HT58+Lnnnlt1/w0JotFoiv0ff/zxAwcOqB6qf5HVa7rVWpnUja9YF1i697znPSpxvvDCC+r2mpoa/e003Y9+9KPbbrvNeF/jX//xH//x7rvvVsOuZmTPnj1f+cpXXnvttaR7/sM//IP25UQVo6rk1GNdd5Xa+O53v5tOg6YQtG8Rqj2/9KUvGb/MpW1Yzb7K32qokw5Lmge51VBY/WrVrNGTTz6pjmr1fFG1hTo4E2uCNPtm3D/pM9FElQ5qtNWAbN68Wc1y4nmwVJWvim/t24KPPvpo6qehaWytnmipi4wUB7PO9ECmBlcdTKuOJX0ZMT1W+geJGsz9+/fH43FTdClihysx5aL9+7//u8pkhdIssEKiygTPROXy5cv6N1HWxyc/+cm/+7u/W89HhDPxUiVRV1dXJBJ56aWX7rjjjj/+4z92eLOAEQXWqngmGoVCodTfF7bR22+//Zd/+Ze33HJL4nl6IRAvVRL19/eXlZXdcMMNX/ziF238FnH6zSZ+FpDHrOmozlgpiE6uD7GBpy9HT/ACVVJS8uijj67PY6mDs7y8XJV06/NwcDheqgAAAGxGgQUAAGAzCiwAAACbUWABAADYjAILAADAZhRYAAAANpNSYCX9ljsAAFhn+a4I1olT4nz66acPHTpUXFy8a9eue++999VXX9Vuv3LlyrFjxzwez44dO3p6eowXLc+InBkFAMCx5KRjp8R5+PDhp556KhqNvvLKK0eOHLnzzju124PBYNIL4mZKzowCAOBYctKxE+N84403rr32Wm374MGD+jVo1UZtbe3a2pQzowAAOJacdOzEOMfGxurr67Xt7du3Ly0tadsXLlzweDxra1POjAIA4Fhy0rHj4nzuuef27Nnz/PPPa79u3Ljx0qVL2rba2LRpU4r7sqoOAAAnk5OOnRXn1NTU7t27z549q9/CO1gAALiGnHTsoDhHRkZuvPHGZ5991ngja7AAAHANOenYKXE+9NBDu3fvnpubM91+5swZq28RZjRJaudgMBiNRu3pLgAAyBwF1npLXDKlFUNXrly5//77PVcdP37ceB6sTAssZe/evfPz8/b3HgAApIECy230uk0VahMTE/nuDgAAElFguY2a0R//+MfNzc1amdXb25vvHgEAIA4FltvoM3ry5MmioiL1a2NjI0uyAABYTxRYbmOc0YmJCa/Xq26prKwMh8N57BUAAKJQYLmNaUYXFhaqq6vVjSUlJaOjo/nqFQAAolBguU3ijEaj0dbWVm1JViAQiMfjeekYAAByUGC5QTqXyhkYGNCWZPn9fv2U8QAAIBcosNwmxYxOTU2VlpaqHcrLy2dnZ9ezVwAAiEKB5TapZ3RxcbGmpkZbkjU8PLxuvQIAQBQKLLdZdUbj8Xh7e7v2YWJnZydLsgAAsB0FltukOaODg4Pakqz6+vpIJJLrXgEAIAoFltukP6OhUKisrEztr37OzMzktFcAAIhCgeU2Gc1oJBKpr69XdykqKhocHMxdrwAAEIUCy20yndF4PN7Z2aktyWpvb2dJFgAA2aPAcpu1zejw8HBJSYm6b01NzeLiou29AgBAFAost1nzjM7OzpaXl6u7l5aWTk1N2dopAABkocBym2xmdGlpye/3a0uy+vv7bewVAACiUGC5QTqXyklTPB4PBAJaO62trdFo1K5OAgAgBwWW29gyo6Ojo9qSrOrq6oWFhewbBABAFAost7FrRsPhcGVlpWrN6/VOTEzY0iYAAEJQYLmNjTMajUYbGxu1JVknT560q1kAAFyPAsttbJ/R3t5ebUlWc3MzS7IAAEgHBZbb5GJGJyYmPB6ParmysnJubs729gEAcBkKLLfJ0YzOz89XVVWpxktKSsbHx3PxEAAAuAYFltvkbkaj0WhLS4v2cWFvby8X1QEAwAoFltvkekZPnTpVVFSkHqWhoWF5eTmnjwUAQIGiwHKbdZjRyclJr9erHqiioiIcDuf64QAAKDgUWG6zPjO6sLBQU1OjLckaHh5eh0cEAKCAUGC5zbrNaCwWa2tr05ZkdXd3syQLAAAdBZYb2HgtwkwNDAxoS7L8fv/S0tJ6PjQAAI5FgeU26z+jMzMzpaWl6nHLyspCodA6PzoAAA5EgeU2eZnRSCTi8/nUQxcXFw8NDa1/BwAAcBQKLLfJ14zG4/GOjg7tM0q1wZIsAIBkFFhuk98ZHRoaKi4uVn3w+XyRSCSPPQEAII8osNwm7zMaCoXKyspUN0pLS2dmZvLbGQAA8iLv6XjdiInTATO6tLTk9/tVT4qKigYGBvLdHQAA1psT0vH6EBOnM2Y0Ho93d3drS7La2tpisVi+ewQAwPpxSDpeB2LidNKMDg8Pl5SUqC7V1NQsLCzkuzsAAKwTR6XjnBITp8NmNBwOV1RUqF55vd7Jycl8dwcAgPXgtHScO2LidN6MLi8vNzQ0aEuyTp06NT8/n+8eAQCQWw5Mxzni5jjzeKmcNMXj8d7eXr2HBw8ezHePAADIIWem41wQE6eDZ3R8fHzTpk2qhxs3bvyXf/mXfHcHAIBccXI6tpeYOJ09o0888cSOHTv0jwvz3R0AAHLC4enYRmLidPyMxmKxrq4u7bNCv9/PCd8BAO7j/HRsFzFxFsiMTkxMeL1e7duF4+Pj+e4OAAB2KpR0nD0xcRbOjEYiEe3bhUpXVxcnIwUAuEYBpeMsiYmz0Gb01KlTRUVFqtvV1dXhcDjf3QEAwAYFl47XzEFxJj2fgl2nWijEGZ2dndVORlpSUhIMBvPdHQAAslWI6XhtHBdnYoGVi2YLRTQabW9v14rLpqam5eXlfPcIAIC1K9B0vAaOi5MCK9HIyIjH41EhlJWVTU1N5bs7AACsUUGn44w4Ls7EAsvr9W7btq2qqur06dOXL1+2pdmCs7CwUFdXp50oKxAIxOPxfPcIAICMFXo6Tp/j4kw69BcvXgyFQrW1tV1dXanvm0LOurxOVFGlSitt5bvP51MlV757BABAZlyQjtPkuDhTDP358+c9Ho/tzRaW6enpsrIyFY4aipGRkXx3BwCADLgmHa/KcXGmGPrFxcWdO3fa3mzBWV5ebm5u1t6Wa2tri0aj+e4RAABpcVM6Ts1xcZqGvqWlJRwOv/XWW+fOnfP7/UePHrXaM6NmXSAYDJaUlKi4KioqQqFQvrsDAMDq3JeOrTgozqRLph5//PEDBw5s2bJl3759J06cMJ7WXHiBpczNzVVXV3OJaABAoXBlOk5KTJwunVEuEQ0AKCBuTceJxMTp6hnlEtEAgILg7nRsJCZOt88ol4gGADif69OxTkycMmaUS0QDAJxMSDpeocByHy4RDQBwLDnpWEycYmZ0hUtEAwCcSk46FhOnmBnVcYloAIDTyEnHbo7TZdciXAMuEQ0AcBQ56VhMnGJm1IRLRAMAnENOOhYTp5gZTYpLRAMAnEBOOhYTp5gZtcIlogEAeScnHYuJU8yMpsYlogEAeSQnHYuJU8yMropLRAMA8kVOOhYTp5gZTQeXiAYA5IWcdCwmTjEzmj4uEQ0AWGdy0rGYOMXMaEa4RDQAYD3JScdi4hQzo2vAJaIBAOtDTjoWE6eYGV0bLhENAFgHctKxm+PkUjkZ4RLRAIBck5OOxcQpZkazxCWiAQC5Iycdi4lTzIxmj0tEAwByRE46FhOnmBm1BZeIBgDkgpx0LCZOMTNqI9MlonkrCwCQJTnpWEycYmbUXsZLRG/evPn06dP57hEAoIDJScf2xxmLxQKBwL59+4qLi9XPr33taxcvXrT9UTIlZ0Zz4cEHH9S/jFleXt7Z2Tk5OclZSQEAmZKTju2P8+jRo4cOHQqHwyoBq5+33377fffdZ/ujZErOjObIH/7hH3q93uuuu06vtEpKSpqamgYHB7mUIQAgTXLSsf1x7ty5c3FxUf9VbatbbH+UTMmZ0VybmZkJBALV1dXGc4zV1NT09vaGQqF89w4A4Ghy0jEFFtZIzezg4GBjY2NxcbFeaZWWlra3t4+NjUWj0Xx3EADgOHLScU4+IvT7/T/96U9jsZj6qbb5iNDd1ERPTEx0dHRoXznUqKpLTf3AwACneAAA6OSk45wscj9x4sTevXtVilU/v/rVr+ZrkTuXyll/4XD45MmT2nlKdZWVlT09PdPT05zoAQCEk5OOxcQpZkYdYmlpaXh4uKWlpaSkRK+0PB5Pa2urup0LHQKATHLSsZg4xcyo08Tj8ampqe7u7oqKCr3SKioqqqur6+vrm5uby3cHAQDrR046tj/OcDhcW1u7detWR30854Q+YH5+vr+/3+/3axfh4cRaACCNnHRsf5w+n++BBx749a9/bXvL2ZAzowUhGo2Ojo62tbV5vV5OrAUAcshJx/bHWVxc/Oabb9rebJbkzGjB4cRaACCHnHRsf5zve9/7HPjNfDkzWrg4sRYAuJ6cdGx/nI8++mhTU5PTPuWRM6MuwIm1AMCt5KRje+LcsBpbHiXLHua7C1gLTqwFAG4iJx2LiVPMjLoVJ9YCABeQk47tj/Oaa66xvc3syZlR17M6sdaePXvuvvvu6elpVmsBgGPJScf2x/kbv/Ebv/zlL21vNktyZlQU/cRaGzduNH6GWF1d3d7ePjAwEAqF+BgRAJxDTjq2P86HH374U5/61EsvvXTlyhXbG8+I09aBIXdGR0f15VnGs5hqq+Nramo6OzuHh4fD4XC+ewoAoslJx/bHySJ35MXs7Oz8/PzK1S8hhkKh/v7+1tbWqqoq06FYUlJSX1/f3d2tajK+kAgA60xOOhYTp5gZhcny8vLk5OSpU6eam5uN533QeL3exsbGQCAwPj6+tLSU784CgMvJScdi4hQzo0hNVVGqllIVlaqrjBfq0agKTNVhqhpTNRnfTAQA28lJx2LiFDOjyMjCwsLo6Gh3d3d9fb3xBBCaqqqq1tbW/v7+UCjEtagBIHty0rGYOMXMKLIRDoeHh4c7OztramqMV+zZcPVMENXV1R0dHYODg7Ozs3w5EQDWQE46FhOnmBmFXVQJFQqFBgYG2tvbTdei1hbL19XVdXV1qYJMW1wPAFiVnHTsoDiTfuXwypUrx44d83g8O3bs6OnpWfOpH+TMKHIkGo1OT0/39/c3Nzcbz3GqUYeo3+8PBAJjY2OLi4v57iwAOJScdOy4OE1DHwwGb7311hevUhuPPfaYLc0CWVpeXp6YmDh58mRTU1Npaamp3lK3qNvVX9U+LJYHAJ2cdOy4OE1Df/DgwaeeekrbVhu1tbW2NAvYa3FxcWxsLBAI+P1+j8djqrcqKip+67d+a+vWrXfdddfc3Fy+OwsAeSMnHTsuTtPQb9++XT870YULF1TqsqVZIKfm5+eHh4e7urrq6uoSv5xYVFRUWVnZ2NjY3d0dDAYnJycjkUi+uwwA60FOOnZcnKah37hx46VLl7RttbFp06bU900hh50GrMXj8dnZ2S996UvXXXfd/v37E092qq+ar66ubm5uDgQCqjibmZnhs0UA7iMnHTsuTt7BguvFYrFwODw6OtrX19fe3u7z+RJPeapRt6u/trW1qT3V/qpQ43RcAAqanHTsuDhZgwWZlpeXQ6HQ8PBwIBBoaWmprq5O/GxRU1ZW5vf7Ozs7+/v7x8fHWdQFoIDISceOi9M09GfOnLH6FmFGkyRnRuEmkUhkamoqGAx2d3c3NTVVVlYWFRUlllws6gJQKOSkYwfFmXTJ1JUrV+6//37PVcePHzeeB4sCCzLNz8+Pj4/39/d3dnY2NDSwqAtAAZGTjsXEKWZGIZAti7ri8fjCwkJe4wDgfnLSsZg4xcwooMloUdcdd9yxfft2tX38+HEuswggd+SkYzFxiplRIIV0FnWpOqyhoaG3t1ftyZcWAdhLTjoWE6eYGQUypS3quueee97//vfv3bvXWGwVFxfX1dX19PRMTExEo9F89xRAwZOTjsXEKWZGgSxFIpHR0dGurq7q6mrTm1vqFnX72NiYfnY6AMiInHQsJk4xMwrYSLumdU9Pj8/nM32YWFlZ2dHRMTw8zNJ4AOmTk47FxClmRoEcicViU1NTvb29fr/ftF6+vLy8ra0tGAxy1lMAqclJx26O0/TpRr67A7hHPB6fmZnp6+tramryeDzGJ1ppaam6sb+/f3Z2Nt/dBOA4ctKxmDjFzCiw/lQtNTAw0NLSoqorY7Glaq+GhgZVh6lqjC8kAliRlI7FxClmRoH8mpubGxoaamtrKy8vN30hsb6+vre3d3Jyki8kAmLJScdi4hQzo4BzRCKRkZGRjo6OqqoqY7FVVFTk8/m6u7vHxsa4gA8gipx0LCZOMTMKOJMqpFQ51dXVlfiFxOrq6s7OTlWKcY1qwPXkpGMxcYqZUcD5otHoxMREIBCor68vLi42FlsVFRVtbW1DQ0Oc/QFwJTnpWEycYmYUKCyxWGx6erqvr6+hocF09ofS0tKWlpZgMMgXEgHXkJOOxcQpZkaBwhWPx1Ut1d/f39TU5PV6jcXWu9/97m3btu3atetv//Zvw+Ewy+SBAiUnHYuJU8yMAq4xNzcXDAZbWlpMX0jU39/y+Xytra2BQGBwcHBqampxcTHfXQawCjnpWEycYmYUcKWZmZn3v//9qtJqaGiorKw0rdwyfj9R/VXt09HRcerUqdHR0dnZWb6oCDiHnHQsJk4xMwoIsbi4OD09PTQ01Nvb29raWldXZzrNqZHX662pqWlubu7p6QkGg5OTk/Pz8/mOAJBITjp2c5ymV9h8dwdAzsVisXA4PD4+PjAw0NXV1dTUVFVVZVo7b1ReXu73+9vb2/v6+kZGRkKh0NLSUr6DANxMTjoWE6eYGQWQKBKJzMzMqBLq5MmTqpyqr68vKyuzqrpUQVZdXa2Ks+7ublWoTUxMzM3NcakfwBZy0rGYOMXMKIA0xePx+fl5VT8Fg0FVSzU3N6u6ynTtaiNVk9XV1bW1takqbXh4eHp6Oi9nRl1cXFx4JxXFVILx8fGhd/rmN7/Z2dn57LPPrn+fAZ2cdCwmTjEzCiBLy8vLoVBodHS0r6+vo6PD7/dXVFSYzj6vKy4urqqqamxs/MxnPnPgwIF77rmn953a29vb3qm1tbU+QU1NTXmCFB9uZqO0tFR1Y2RkhM9Dsf7kpGMxcYqZUQA5srCwMDk5OTg42NPT09LS4vP5TCfrWh+qPEosxRIrtoaGBmNVpzq8adOmDVc/ADW2pqIIBALT09PxeDzfAwwR5KRjMXGKmVEA6ykajc7Ozo6NjR06dEi9zuzevdv0DlYwGBxKkPiJ3szMzEICe08wEQqFBgYGVJvhcPjUqVN+v994tgtVeDU3N6vecpEi5JScdCwmTjEzCiBfCu7UD7FYbGJioqurq7Ky0vi2lvq1s7NT/Ykz5sN2ctKxmDjFzCgArMHCwsLg4GBzc7NxmX9xcbHf7+/r6wuHw/nuIFxCTjoWE6eYGQWAbMTj8enp6d7eXp/PZ1r7xdJ4ZE9OOhYTp5gZBQC7LC8vq4pK1VWm04axNB5rJicdi4lTzIwCQC6wNB62kJOO3Ryn6bvN+e4OALgBS+ORDTnpWEycYmYUANYNS+ORKTnpWEycYmYUANYfS+ORJjnpWEycYmYUAPKLpfFIQU46FhOnmBkFAOdgaTxM5KRjMXGKmVEAcCCWxkMjJx2LiVPMjAKAwyVdGr9ly5adO3d++MMfPnv2bL47iBySk47FxClmRgGgUFgtjfd6vS0tLXyG6Epy0rGYOMXMKAAUomeeeebaa6/dunWraWl8eXl5e3s730N0DTnpWEycYmYUAApULBbTvmA4Pz8fDAZbWlqMnyEq1dXV3d3dLNgqaHLSsZg4xcwoALhJKBTq6+traGgwfg+xqKiovr6+t7d3ZmaGkz4UFjnpWEycYmYUAFwpFotNTU0FAgGfz6cKLONJHxobG/v7+zlxfEGQk47dHOeGd8p3dwAA9lheXh4bG+vs7DSd9KG0tLS1tXVoaIjV8Y4lJx2LiVPMjAKAKJFIRFVUbW1tqroynWGro6NjdHRUVWP57iP+PznpWEycYmYUAMSam5sbGBhoamoyrY73+Xw9PT2Tk5OxWCzffZROTjoWE6eYGQUAxOPxmZmZkydP1tfXG1fHq211S19fn/prvvsolJx0LCZOMTMKADDSrtLT09NTU1NjfFvL4/E0NTUFg8G5ubl891EQOelYTJxiZhQAYGV5eXlkZKSjo6OiosJYbJWVlbW1tQ0PD0cikXz30eXkpGMxcYqZUQBAOhYWFoaGhlpaWhJXx3d1dY2NjXE601yQk46dHqddp1qQM6MAgEzNzs729/c3NDSUlJQYT2fq8/l6e3unpqZYHW8XOenY6XHaNRNyZhQAsGb69afr6upMpzP98Ic/fPPNNx87dozzPmRDTjp2epwUWACAvIhGoxMTE11dXdXV1aaPU8rKyhobGwOBwOjoKGvkMyInHTs9TjUTXq9327ZtVVVVp0+fvnz58prbsbdjAAA5IpFIc3Oz9t1D48eI+vtbPp+vs7NzYGAgFAqxeCsFOem4MOK8ePGiOmRra2vVfxIpdtuQ0rr1FgDgSktLS9rG3Nzc6OhoIBBobGwsKytLzDiVlZWqIOvr6xsfH19cXMxvtx1FTjoupDjPnz+v/nVY233lzCgAYJ0tLy9PTk729/e3tbVVV1cbF29pvF6v3+/v6uoaHh6enZ2Nx+P57nLeyEnHhRSn+idg586da7uvnBkFAOSXqp9UFaVqKVVRqbpKVVemektVYKoOU9WYqslUZSZq1bycdOz0OFtaWsLh8FtvvXXu3Dl1mB49elT/U0aTJGdGAQBOs7i4OD4+3tfX19zcXFlZmfiRopxV83LSsdPjfPzxxw8cOLBly5Z9+/adOHHCeCYSCiwAQCGKRqOhUGhgYKCzs9Pn84laNS8nHYuJU8yMAgAKjpxV83LSsZg4xcwoAKDQrW3VvPZBpMNX0MtJx2LiFDOjAACXSWfV/IEDBzZv3qy2P/nJT05NTc3Pzztz7bycdCwmTjEzCgBwvVVXzeuFV3l5uc/na2xsbG9v7+3tDQaDo6OjqgJbWFjIy9IuOelYTJxiZhQAII22av6+++6rra29++676+vrKyoqPB6PVeFlXE2vKjC1vyrUOjo6VAU2ODioSreZmRlVgeXi00Y56VhMnGJmFAAATSwWU3XS9PT02NiYqpxU/aSqqKamprq6OlVXFRcXr1qBqSpN1WqqAmttbe3q6jp58uTQ0NDExISq59a21l5OOnZznKajJN/dAQDAWaLRqKrApqamRkZGBgYGVAXW1tbW2Njo8/lUBbZq+aWUlpZWVVWpCkzdsbu7+9SpU6oCUw2Gw+FIJGJ6OHWjnHQsJk4xMwoAgF2Wlpbm5uZUwTQ8PNzf39/T06MKKb/fX11dnfR0EonUbjU1NQ0NDYcPHxb1foeYOMXMKAAA6yYSiczOzk5OTg4NDfX19XV3d6sKrL6+vrKyMvHbjhRYLiRnRgEAcI6FhYVQKDQxMfHYY4/5/X456VhMnGJmFAAAx5KTjsXEKWZGAQBwLDnpWEycYmYUAADHkpOOxcQpZkYBAHAsOelYTJxiZhQAAMeSk47FxClmRgEAcCw56VhMnGJmFAAAx5KTjsXECQAAHCDfFcE6kRLnympV86pTnuUOuW6fDuS9A64PkA64PkA64PoAnd8BN5ES50q+j6q8H7V0oNDbpwN574DrA6QDrg/Q+R1wEylxruT7qMr7UUsHCr19OpD3Drg+QDrg+gCd3wE3kRLnSr6PqrwftXSg0NunA3nvgOsDpAOuD9D5HXATKXGuSJrUHGEAs8QAZo8xzBIDmCUGMHtyxlBKnCuSJjVHGMAsMYDZYwyzxABmiQHMnpwxlBLniqRJzREGMEsMYPYYwywxgFliALMnZwylxLkiaVJzhAHMEgOYPcYwSwxglhjA7MkZQylxrkia1BxhALPEAGaPMcwSA5glBjB7csZQSpwAAADrhgILAADAZhRYAAAANqPAAgAAsBkFFgAAgM0osAAAAGxGgQUAAGCzQi2wrly5cuzYMY/Hs2PHjp6eHvWr8a9LS0s33XST1ck2rO6buk2XyWYAV66eyESTfpsuk80APv3004cOHSouLt61a9e999776quvptOm+2Qzhk8++eRv//Zvb9myRY3hF77whZdffjmdNl0my2dx0n0YQF3qAdzwTmm26T5W8VqNTzr3dc0YFmqBFQwGb7311hevUhuPPfaY8a9f/vKXv/GNb1hNqtV9U7fpMtkMoM60AwOoSz2Ahw8ffuqpp6LR6CuvvHLkyJE777wznTbdJ5sxvP3225944onl5eU33njjgQceUAVrOm26TPbP4sR9GEBd6gHMNL+4lVW86ZxN1PW5uFALrIMHD6oUpW2rjdraWv1P586d27dvXywWM02w/qvVfVO06T7ZDKDVLQygJv0BVFR9cO21167apivZNYaqVN22bduqbbpPlgOYdB8GULPqAFoVEKIGcMU63tQfgKS+r2vGsFALrO3bty8tLWnbFy5c8Hg8+p8+8YlPfO9731tJmGD9V6v7pmjTfbIZQKtbGEBN+gOojI2N1dfXr9qmK9kyhm+++eY3v/lN/V1AUWOY5QAm3YcB1Kw6gGrD6/Wqyr6qqur06dOXL19etU1XsorXanxWJOXiQi2wNm7ceOnSJW1bbWzatEnb/vGPf/yhD31I+8jWqoK2uq/V7a6UzQDqTDswgCsZDuBzzz23Z8+e559/PnWbbpX9GGrLO2644Yb5+fnUbbpSNgNotQ8DuJLJEXjx4sVQKFRbW9vV1ZW6TbdKHW/i+KRzX9eMYaEWWFYV7i233DI9Pa1tWz0xXF81pyObAdTxDpa2vbYBnJqa2r1799mzZ1dt061sOQhff/31r3/96x/5yEdSt+lK2Qyg1T4M4EqGR6By/vx5mXlkJb14jeOTzn1dM4aFWmCl+Nx31S8vuP5z33RkM4A61mBp22sYwJGRkRtvvPHZZ59Np023suUgXLlaY8lcx5bNAFrtwwCuZH4ELi4u7ty5M3WbbpVOvMbxSee+rhnDQi2wzpw5s+q3DDZYfHZudd902nSNbAbQ6hYG0MRqAB966KHdu3fPzc2toU03yWYMP//5z587d+7SpUs///nPOzs79TVYosbQlmex6UYG0MRqAFtaWsLh8FtvvaWOQ7/ff/To0fTbdBOreK3GZ0VSLi7UAuvKlSv333+/56rjx48nPU+G1RPD6r7ptOka2QzgisU5ThhAE6sBTPz/OBqNptmmm2Qzho8//viBAwc2b9580003HTly5LXXXku/TdfI8lmc9EYG0CT1Ebhly5Z9+/adOHEiFoul36abWMVrNT4rknJxoRZYAAAAjkWBBQAAYDMKLAAAAJtRYAEAANisUAusTC+Xm/1VUa2+r5vm93iT7uaaS1oCAACjQi2wMr1cri3XNl6xPulcOvdN3M01l7QEAABGhVpgGaVzudw1XNQzKXsLLNecTg0AABi5ocBK53K5a7ioZ1L2FliuuSAAAAAwKvgCK83L5dpyad4U+6ytwHLNJS0BAIBRYRdY6V8uN9OLeqZY0p60J4ln+03n7ryDBQCAKxVwgZXR5XLtuqgna7AAAMCqCrXAyvRyuWu4qGdS9hZYrrmkJQAAMCrUAivTy+Wu4aKeqR9x1dvTubtrLmkJAACMCrXAAgAAcCwKLAAAAJtRYAEAANiMAgsAAMBmFFgAAAA2o8ACAACwGQUWAACAzSiwAAAAbEaBBQAAYDMKLAAAAJtRYAEAANiMAgsAAMBmFFgAAAA2+3/3/2V+JpzRFAAAAABJRU5ErkJggg==)
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