Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit251-07-20020211_230600_20020212_035100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/11 |
Start Time | | 2002/02/11 23:06 |
End Time | | 2002/02/12 03:49 |
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 | | 21.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.26 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit251-07-20020211_230600_20020212_035100-constBx0 |
Minimum Dst Value | | -27 |
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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUATW9uIERlYyAxMSAwMzo1ODo1NSBFU1QgMjAxN3jJJmAAAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNTEtMDctMjAwMjAyMTFfMjMwNjAwXzIwMDIwMjEyXzAzNTEwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIFBvbGFyIHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTAyLTExVDIzOjA2OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wMi0xMlQwMzo0OTowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjAuNjA1NzM3NDk5NSwgIm1heCI6Mi40OTM2MTI1MDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19n7LiZwAAAARnQU1BAACvyDcFiukAADLcSURBVHic7d1/cBzlffhxWxK2bCtGxjLIRjaysYNhFFd2lKnABoQRjhgcIojbKNQBN5BaKaJRG4HVYkAkblAzhlFSByu1aJXETYSjEhVkUGfcqB2lURhRRKoGxRFBBpEKEIkCR3LEAuv7GT3Nfq/3Y2/v7tnbvXverz88q/Xu83P3ns/tPbs7bxYAAABazfO6AAAAANmGAAsAAEAzAiwAAADNCLAAAAA0I8ACAADQjAALAABAMwIsAAAAzQiwAAAANCPAAgAA0IwACwAAQDMCLAAAAM0IsAAAADQjwAIAANCMAAsAAEAzAiwAAADNCLAAAAA0I8ACAADQjAALAABAMwIsAAAAzQiwAAAANCPAAgAA0IwACwAAQDMCLAAAAM0IsAAAADQjwAIAANCMAAsAAEAzAiwAAADNCLAAAAA0I8ACAADQjAALAABAM6MDrHnzjK4+ACTHjQ/PH/zgBxs2bIibshtZ+2os8FVhkAqjOzLWcczxDQA23PiQ3LZt22OPPeZJ1r76zE9/YXxV/WxidLMm+lXpqaee2r59e35+/sqVK2+99dY33njD2ixUWAqRK8OcOXPmrrvuKiwsXLZsWXNzs/wZNdmlS5dG3T1WqWIlG2t9ounE2t6m1k5awz7x48ePX3HFFQsXLpT1t9xyy6uvvmpfSPHcc8/t2LFjyZIlq1ateuSRR5JrnIxueZvtI8XKNFbLJ3rwa2l5N8Qq/Pz5888777y6urqJiQmb3ZMo/+Tk5J/+6Z+WlpaeddZZsldNTY00ctTChK2UhUsuuSQ0C1m++OKLQzew/mt0dPTGG28855xzFixYUFFR8Z3vfEet/9WvfiXl3LBhw6JFiyT3j370oydOnIhb5sjCJL1BJPmIe+edd1LPOgmuRhjWsSQH0s0332x/AqZYmHSGSoRlcRndQIl+RlxzzTVPPvlkIBB47bXX9u7de9111yWXTpj29vYtW7a8OEcWjhw5ErnNQw891NTUFHX3WKWKlWys9YmmE2v7uLV2clrGSvyqq66S77jT09NvvfXW/fffL3GDfSFPnjy5evXqo0eP/vKXv3zppZc+8YlPJNc4Gd3ycbcPFSvTWC2f6MGvpeXdEBlgqYX33nvv5z//+ec+97lt27bZ7J5o+V955ZULLrhAkn3++ed/85vfyKD7xBNPfPjDH45amLCVsiCh0uOPP27913e/+11ZExlg/fSnP5VB/eDBg3LwS+zywx/+8GMf+5j6L8nr05/+tGzw29/+9vXXX3/00UevvPJK+zJHLUzSGyS9SyYGWGpBOv0P/uAPbrrpJvcKQ4DlK9nZQPJR8tnPfva8ObJgfSuSA0IilZKSEvlWqv78m7/5m3PPPVe+3t1+++3yQWNtNvt/v5pHZiHDzJIlS0K3t2G/waWXXirjn1qWha1bt4ZtIAVbu3atnJz2uYSVKlaycbNzmE6s7S2pBFhxExcSMSxevNi+kBJRHTp0KHLfVBonbiF92/Kxtg/lJNPQlk/04E+x5WdmZu655541a9YUFhZK3KBW2pzvhw8fljgmPz+/srJyZGRErT9x4sTmzZtlpfyXioQiT/awYv/qV79atGiRLNTX1//93/+9tf6RRx6RNfblj9pEn/rUp/7yL//SYaOFrZSFY8eOhWYhtfvOd74TWXgZyw8cOBA1C6mOVCpWAUIztfmQnI3R+PYfnonuEvm5HbVbYx0GoeQbl4SYUpelS5fecMMNU1NTTqpjn6kcAJKgbC8NZd9xQr7kLF++PG5ecUsb2iChGUUexqFbxq2+fJ34whe+UFpaumzZsj/+4z9+++231frI8y4yLyfD7uWXX/7tb3/bKrDE/StXrnRyHGao7Ayw5FCorq6emCPfvO+99161Xnr6ox/9qHwftf6UzV6ZIwstLS3W+rCFSD09PVVVVdZmRUVFMuSUlZV9+ctffvfdd8M2th+E5Fi3DnT5KilHcNgGMgbIsR631mGlipVs3OwcphNre4uuACtq4nLmP/DAA9bFmFiFlFNdDgY5h+Uz5eabb56enrbf3kll4xbSty0fa/tQcTMNa/lED/4UW17CBSn/Cy+88Mtf/rKxsVGttDnfa2trx8fHpcz333+/FZHI8dDd3S0DgHy+33rrrVHLGTrkTE5O7tu3T13gkQjjiiuuePTRR2W5q6tLlk+fPm1f/qjdIWWQ0S5qHWPtEvq5JKXasGHDf/zHf8if/f39sixrIj+45Pj/2c9+FjWLa6+99g//8A+///3v/+Y3v4lVjFkHH5I2jR8rzUR3ifzcjtqtsZINtWnTpu9973tSZRnUGxoabrvtNufViZrp/v37pSV/PmfHjh0JBVhx28GmtKENEiuvyC3jVv/BBx+8+uqrX3zxRTm/du/e/Rd/8RdqfdTzLiwvJ8NuX1/fxRdfLMeq+i85+1pbWyNrkTWyM8Bat27dj3/8Y7UsXzUuvPBCtSw9ferUKWsz+dPa7L//+79DNwtbCPPss8+uXbs27PNRPq+HhobkxLOOv9CMbEqbk5OjPqOFLOTm5ob+rxyL73//+59//nmbFKKWKlay9tk5TyfW9hYtAVbUxNXXJvlWPTY2Zl9IWZCPidfm1NXV7dmzx377uJV1Ukjftnys7UPZZxrZ8orzgz/Fll+/fr118cBic75LbKSWf/3rX6tLUGL16tVf+cpXXn75ZZtyzvu/5Au9fESo/3r11VelGZubm+Vfay5aokdOXl5eaGQTeeEhcpew//3a1752/fXXz8792Pd3f/d3kRuoXILBYNQCvPnmmzIi/t7v/V5+fr40YFNTU9QLCXE/JG0aP1bdE90l8nM7arfGSjYWaYGSkhLn1YmV6ejoqFqWHe07ToKMujlJtENYaUMbJGpecbeMWv2NGzf+5Cc/UctybF9wwQVqOep5F5aXw2H3Qx/60D/+4z/Ozv1+LQWQxoxavOyQnQGWfGRYHyuyIH+qZenp0Jmh8meszcIWQsn3xTVr1jz99NNRs5bvxJFfvmN9dqs/7b+7y7fkj3zkIza7xypVcpcKnKcTa/tYtY67PpJN4vLpcN99911++eX2hZT18qdalhirqKgo7vaJXsHKlJa3P24dZjob0fKhnBz8iTZO2NEeempbbM73qCX5z//8z9ra2uXLl2/YsMH6XS/Wxqo8d999tzXtTMi3c9nA+o3SpvyxFBcX20TGZ511VtgvXFIvieFCN5MNVq5c+a1vfUv+tX5lC0vH5gqWRT4SJXK65ZZbok7Oi/sh6bDxQyW6S+Tndtj/2icbSr4GSD9KuKwOKisOTrQ6odtbPSXbxwqwrG8mf/RHf2R9IsXNy6a0se6iiCxn6JZxqy+BY+j3CuuQi3reheXlcNjt6em56KKL3n333U984hPyPSdqLbJGdgZYDr8ZhH45k4XIzcJ+4Z6dC3dWrVr1zDPPxMp6YmJCPtTCVtqHFPazT8rLy7///e/b7B6rVElMdkkonVjbW1IMsOI2tYz0cacrbdu2TeIqtSxfyKwAS9ccrExp+biN6SRTS2jLh3Jy8KfY8hISJXQFy6Yk8qHf29srgY76M3I6S+ifb731lnXR4rnnnpNv3o899tj5559vXclL9MiRgKa5uTlspZXpxRdf/MMf/jD0vwYHB0tLS8M2e+CBB/Ly8qwfWSIDrJtuuumLX/yifUmU6enp973vfZHr435Ixmr8yA9PSxJXsJz86eQKlqz8+te//otf/EIGePk3ssUSPZYSuoIVJm5ecUsbyf4wjpughD7j4+ORyUY978Lycth0ct594AMfuPPOO+V4tqb0ZavsDLDk66b1Y7AE7Pv371frI0+SHTt2qOkFshD5E/iKFStCf5t78MEH16xZY51Olrq6Ojme5FiRjSXfO+64I2wD+5Di8OHDse4/On78+GWXXWZf2VilipVsrPWJphNr+7i1dhJgxUr8k5/8pDTy6dOnX3755YaGBus7d6xCPvLII/KV0fqJ0JrKlmjjJFRIv7V83O2dZBqr5RM9+FNs+b/+67+uqqr62c9+FjoXxPn5bpVZRgIpswRYEneqlWEne+i+b7zxxj333FNZWTk7NwVNhod///d/l+XHH3988+bN6pc+m/JHPeBPnTolWVt3EUp1nnjiCWvLr371q5LLv/3bv705p7+/v6ys7Etf+pJNgrPRAqyf/vSnEkE+9NBD0jLvvPPO008/bd1FeOWVVz766KPyrUP6VMq8d+/ea6+9Nmqa9h+SsRo/rD1DOeyvWA0Y689YyYaS1vjud78rTSGHkDRFZIsleizJ9tYcrA9/+MMJBVhx84pb2kg2h7GTBNva2qRIkoKcHf/1X//18Y9/XK2Pet6F5eW8W+X7nqzs6Ohw0koZLQurNDt3fVI+6NXtDLJgXbeMPEnUDTLLli37zGc+E3kTh4xMhYWFoUdhmEAgIOuPHTu2adOmhQsXSswuB1nopdSw7aOWViJ6CecL5+zbty/0auq2bdt6enrsKxurVLGSjbU+0XRibW9Tayet4aSpFyxYsHr1ahkS5EtY3DaUIaGoqEi6WEIEa5J7oo2T0S1vs32kWJnGavlED/4UW16igb/6q78qKSmRDpW4Qa10fr6rhW9/+9vyTT0/P1/Co+9973tqpc3Jfs4551x//fUvvPCCrL/55pvVhCdFyqCidpvyxzrUX3rppU996lMSZuXl5S1fvvyGG274wQ9+YLXGP/zDP1RUVJw9Rxa+/vWvx01wXrQBWIZASVlKJX33oQ99yHoO1r/+67/KemlGaYe1a9fefvvtVp+GpWn/IRmr8cPaM5TD/opV31h/xko2lHxlla4/66yz5CvHV77ylcgWS/RYkg3+5E/+RBpHmujzn/+8pBy3/M7bIW5pI0UexglV/7333pP1GzdulDNaQnxr9Il63oXl5bxb5SDcsGHDzMyMk1bKaFlYJQCAFlk57LnkRz/6kYSqXpciYe+++66E+OnM8SMf+ci3vvWtdOboFU4eAEB0BFhxNTY2Tk5Onjp16uqrr/7zP/9zr4uTsKGhIetuQbe99957X/va1z7wgQ9YT2rIbpw88FLkr1c+/EDPiEImKisrBe04KuJqa2srKSk599xzP/3pT2fiQwcKCgoefvjh9OQlh1NpaamEdOnJznOcPAAAAJoRYAEAAGhGgAUAAKAZARYAAIBmBFgAAACaEWABAABoZkqAFfWmdAAAkGZeRwRpYkw9jelRAAB8y5zh2Jh6GtOjAAD4ljnDsTH1NKZHAQDwLXOGY2PqaUyPAgDgW+YMx8bU05geBQDAt8wZjo2ppzE9CgCAb5kzHBtTT2N6FB4KBoNeFwEAfM2c4diYehrTo/BKR0fHggULLrvsMq8LAgD+Zc5wbEw9jelReEJFV+oZej/5yU+8Lg4A+JQ5w3E219PMR8cizUZHR6uqqtQxlpOTI//u2rVrZmbG63IBgB+ZMxwbU09jehRpI1HUgQMH8vPz5egqKirq6uoaHh4uKCiQPxsbG70uHQD4kTnDsTH1NKZHkR6Dg4NlZWXqwtWePXump6fV+oGBARVj7d+/39sSAoAPmTMcG1NPY3oUbgsEAg0NDXl5eXJQrV+/vr+/P2yD7u5u9b9tbW1eFBAA/Muc4diYehrTo3BVb29vSUmJHE4SQjU3N8d6LsPRo0fVxa2urq40lxAA/Myc4diYehrTo3DD5ORkfX39ihUrVNhUWVk5PDxsv0tbW5uKw3p6etJTSADwP3OGY2PqaUyPInXBYFDip87OzsbGxurq6qKiIute1NzcXImcHN4k2NzcLLsUFBQMDAy4XWYAyAjmDMfG1NOYHkUSJGA6cuTIzTff/PGPf7ysrEzNoApVWFi4fPnynJyce++9N6GUGxoaVIw1MjLiUuEBIIOYMxwbU09jejSdsubNMB0dHWERlYRZu3btam1t7e3tnZiYUJtZtwo6J6GbpCMJFhcXj46O6i44AGQYc4bjbK4nDxp1VWdn58KFC7dv3+51QVI1OTmp5q2Lz33uc0NDQ3oDR4mxqqur1S2HkpfGlAEg45gzHBtTT2N6ND3Gx8ff9773qaBElr0uTvIk4tm4caPUYs2aNf/0T//kUi6BQGDbtm2Sy9q1a5nzDsBk5gzHxtTTmB5Ng9HR0eLiYuvSYOa+GcaKruRft68tTU1NrVu3TrXYV7/6VVfzAgDfMmc4NqaexvSoQ8E5SexoPam8qqrKWs7EN8OkM7pS+vr6VIC1Y8eONGQHAD5kznBsTD2N6VEnhoeHzz777HPOOedHP/pRQjt2d3eriMq6apWhb4ZJf3SlHDx4UDKVxk9ivjwAZAFzhmNj6mlMjzrxxS9+UV1KWbx4sQz5Di9ldXR0qOcXNDY2hv4m6MabYSToGRkZ6e/vf/jhh2tra6XAulKe9S66UqQ6knVLS0ua8wUAPzBnODamnsb0aFwSUmzYsEEa5KyzzlJhVmlpaWdnp/1era2tauMDBw5E/m/Sb4b55je/uWnTpptuumnPnj3V1dXl5eXWDX1hLrroIsl6bGwsofQjeRtdzc5dPlQP1uIiFgADmTMcG1NPY3rUXlh40dfXJzGNimBk4cSJE1H3amxsnDf31pf29vZYKSfxZpiOjo6cnJyo4VRRUZGUsKqqauvWrWH/JeVMOtLyPLpSuIgFwFjmDMfG1NOYHrURNbyYmZnp7Oy0rhtVV1eHvmXPek5mfn5+d3e3ffrO3wwzOjoqwZMVM1VUVEgZJNobGhqKfOiDlOfUqVMSt+3evVvN9wqLtKampmTH5KrvCS5iATCWOcOxMfU0pkdjsQ8vgsFga2urDPkqdtmzZ48EOjL8qydkOn+bXtw3w0jEJlGRhGvqMlVXV1dCj9GSckZGWrm5ufLvTTfd1N/fL6GbxFuRmR47duz973+/H6IrhYtYAMxkznCczfUM+2nJ6+J4yeHFG4moGhsbVfQjUcv8+fPnzb3jxfl79OzfDDM4OFhWVmbFcKlcv7EircWLF0f9kbG0tLSioqKmpkYy2rx5s1rpk+hqlotYAExlznBsTD2N6dFIif40NjY2JoGLikiWLFmS6GynqG+GCQQCDQ0N6mZDWd/f359ERaKSSGvfvn0f/OAHb7jhhqqqKkncug4XRkLGU6dO6co3dVzEAmAgc4ZjY+ppTI+GSXri0e2337527drk3h5jvRlGMp2enu7t7VVzvCTAam5uTsMroiXIGx8fHxwclKw7Ozv/7M/+bPv27bLsdr4J4SIWAAOZMxwbU09jejSUh9O6p6amLrroIsl64cKF6gJSZWVl6PR5zHIRC4B5zBmOjamnMT1q8fymuW9+85sqtFqwYEFbW1uGvq/QVVzEAmAac4ZjY+ppTI8qExMTnj+SQIIGNSPq8ccf96QAGYGLWACMYs5wbEw9jelRcd9996kHePrhprk0zLjKaFzEAmAUc4ZjY+ppRo/KaF1XV6ceryAx1sTEhNclQnxcxAJgDkOG41kCrKzR29trPRs9Nzd32bJl9913n9eFgiNcxAJgjqwfji3G1DNLezQYDHZ2dlpP75RBuqmpyfOfBZEoLmIBMES2DseRsrme2fokdwmq1HtsWltbi4uLVe1KSkra2tq4BJKhuIgFwBDZNBzbM6ae2dKjgUDgnHPOmTf39mUVWpWXlx89epSHIGQ6LmIBMEHWDMdxGVPPbOnRgYEB65pcTU3NiRMnvC4R9OAiFgATZM1wHJcx9cyKHrWeHSrD8PHjx70uDjRL20Ws7u7uCy+88POf/7zbGQFAmOwYjp0wpp6Z36OeP5kdblMXsRYsWPDEE0+4mtHq1aslo/nz5z/55JOuZgQAYbJgOHbIL/V86qmntm/fnp+fv3LlyltvvfWNN96I3ObMmTN33XVXYWHhsmXLmpub5U/n6Wd6jxJdGWLJkiXSyytWrHA1FxVgKQ0NDYFAwNXsAMCS6cOxc36p5zXXXCNfpuWD/rXXXtu7d+91110XuU17e/uWLVtenCMLR44ccZ5+Rvco0ZU5Nm/eLB29bt0697KYnp6WLAoKCg4ePKhulSgtLe3v73cvRwCwZPRwnBA/1vOtt96S7/GR6y+99FLrFw1Z2Lp1q/M0M7dHia6MIoGO9HVlZaV7WfT09Kg7JGR5dHRU8uJSFoC0ydzhOFF+rKcMAFVVVZHrly5dOjU1pZZff/31wsJC52lmaI8SXZlGelndxOBeFo2NjZJFa2ur+nNmZoZLWQDSJkOH4yT4rp7PPvvs2rVrT548GflfOTk5p0+fVsuykJubG7bBPFuuF103oiszSXQlne5ej5eXl0v6g4ODoSu5lAUgPTJxOE6Ov+op357XrFnz9NNPR/1fo65gEV0ZSwU6Lj3hzJqAFflk2rBLWf/yL/8SDAbdKAMAk2XccJw0H9Wzq6tr1apVzzzzTKwNzJmDRXRlsvr6eun6Q4cOuZF46ASsqEIvZUmw9dxzz7lRDADGyqzhOBV+qeeDDz64Zs0a+XCP/C+rMw4fPmzCXYREV4Zra2tTv9O5kXjYBKyoZmZm6urqVIz1sY99zI1iADBWBg3HKfJLPSOnTFmzQKzOOHPmzJ133lk4Z9++fVn5HKyTJ0+uWLGC6MpkfX19cgBEvc8jdVEnYEWanp7eunWrbHn11Ve7UQwAxsqU4Th1xtQzQ3r0gx/8oIovBwYGvC4LvKFuJCwqKtKess0ErEhTU1PqV0JmYgHQKFOG49QZU89M6NFAILBw4UIpam5uLpevTKZuJLRu6dAl7gSsMOpyFw9uAKBRRgzHWhhTz0zo0fb2dinn5s2bJyYmvC4LvKSmmWuPbJxMwArV3Nws28u/eosBwGQZMRxrYUw9M6FHKyoqpJxdXV1eFwQe27Nnjxs3EjqcgGVRs8HksNRbDAAmy4jhWAtj6un7Hh0ZGVGP8GbKCw4ePKj9RsKEJmApciiqx2LJvhpLAsBk/h+OdcnmembWk9xlNHXv5nxklt7e3oQmSzmR6AQspbq6mquqADTy/3CsizH19HePBoNBNa95ZGTE67LAe+Pj43IwFBcXa0wz0QlYimwve9XX12ssCQCT+Xw41siYevq7R48ePSolrKys9Log8IuCggK9v80lOgFLGRoaUm/O0VUMAIbz+XCskTH19HePVlVVSQnb29u9Lgj8Qt3xkGg8FEsSE7As6trq2NiYlpIAMJzPh2ONjKmnj3t0dHRUDX7Ww+sBdSOhrpg7uQlYinptDtE/AC38PBzrZUw9fdyjTU1NTHNBGDX5qbGxUUtqyU3AUjo6OmTfXbt2aSkJAMP5eTjWy5h6+rVHZ2ZmiouLNf4YhOyQyjWnSMlNwFLUjPvCwkItJQFgON8Ox9oZU0+/9mh3d7eUrayszOuCwF/UD8clJSWpJ5XKBCxl/fr1fAcAoIVvh2PtjKmnX3u0pqbGjWd2Iwuoh3ymPjMv9Yth9fX1ksKBAwdSLAkA+HY41s6YevqyRycmJqRgMo7ypGxEUr/rDQ0NpZhOKhOwFHWdtaqqKsWSAIA/h2M3ZHM9/f8k95aWFilYXV2d1wWBH6nb9zo7O1NMJ5UJWIp8AcjLy5NvAtzoCiBF/hyO3WBMPf3XozMzMyUlJVKw/v5+r8sCP1I3EjY1NaWSSOoTsJTKykpJp6+vL5VEAMCHw7FLjKmn/3pUvW9u48aNXhcEPqXmTu3cuTP1RFK/G3H//v2pR3sA4MPh2CXG1NN/Pbpr164UZ8Ygu6kbCVN8TU3qE7CU/v5+bncFkDofDscuMaaePuvRycnJvDmy4HVZ4FMzMzNyhKR4I2HqE7CUYDCoXo/IEQsgFX4bjt1jTD191qNqeg1Px4a9srKyVG4k1DUBS1GPFDl69GjqSQEwlt+GY/cYU0+f9ah6ciNThmFP/Y7c1dWV3O56Hwff1tYmqe3Zs0dLagDM5Lfh2D3G1NNPPaqms5SUlGi5roAsph7k0dzcnNzuuiZgKSMjI7oeLg/AWL4ajl1lTD391KPq+UYydnpdEPidesJnbW1tcrvrmoBlUe/NHB0d1ZUgANP4ajh2VTbX058PGp2amsrPz8/Ly5uYmPC6LPA7ddEouWd56J2ApezevVvSbGtr05UgANP4Zzh2mzH19E2PHjp0SOO0GGQ360bCYDCY6L56J2ApnZ2dqT+aC4DJ/DMcu82YevqmR9V9Yd3d3V4XBJlh48aNcsAMDw8nuqPeCVjK5OSk9qtiAIzin+HYbcbU0x89+o1vfENKsmLFCsYnOFRbW5vcjYTaJ2ApKuAbGBjQmywAQ/hkOE4DY+rpgx6VoCo/P19KsmrVKq/LgozR3Nwsx8z+/fsT2suNCViKujDGLRoAkuOH4Tg9jKmnD3r0wIEDarr9jh07vC4LMkZXV1cSz6R1YwKWot6hWVlZqT1lACbww3CcHvrrGQwG5dv2hRdemJ+fL//ee++977zzjvZcEuV5jw4MDKh347S2tiYxYRnGGh4eTuIlgG5MwFICgYA6klN5gQ8AY3k+HKeN/nrecccd27dvHxkZkTBC/r3qqqs++9nPas8lUd726PT0dElJSSpPjISx5DySI0cCmoR+7HNpApZSVVUliff09LiROIDsRoCVvPPOOy/0CU+yLGu055Iob3tUzVPetm0bc9uRBDWvXL6uONz+5MmTrt7rp54v39DQ4EbiALIbAVbyCLDCqAdfFRYWjo+Pe1UGZDQVoDt8tEcgEFiyZIlsv379epfKMzg4mPTjTwEYjgAreXfccUd1dfWPf/zjYDAo/8qyVz8R+uFJ7sPDw+rOQX5PQdLUjYQOb9ybnJycP3++bP/7v//7LpVnZmamoKBAsuA7A4BEEWAlT+Kqu+++e926dRJYyL/33HOPsZPcA4GA+nGnvr4+/bkja6jnpzu8kXBsbCw3NzcvL0++3rhXJHVRTQrmXhYAshIBVrbxpEf37Nkj+ZaXl3PbIFIxNDTk/EZCddQ1Nja6WqT29nbJpa6uztVcAGQfAqxsk/4eVY8vKigocD43GYgqEAjIsZSfnx93y7Gxsby8PNlycnLS1SKNjo5KkYqLi13NBUD2IcBKnsQTW7duXbRokefzn0KluQwyzqlJKh0dHenMF9mqtLRUDicJa+w3S8/lK6WoqEjyOnLkSBryApA1/BASpIf+elZWVt5///2//vWvtaecinT26MzMTEVFBT+gQKOdO3fGvVUibZevlNzcXCmSRH5pyAtA1iDASp58vr/99tvJFCXe5a5U7gpMZ4+qh2jLwMOjrqFLU1NT3Cezp/Pyldi0aZNkt2XLlvRkByA7EGAl74ILLkjl5m37AMuNZDWanp4+evSoeu720NBQGnKEIdSNhDbXRNN8+Wr2d0/DqqioSE92ALIDAVbyHn744dra2qQ/5TM3wJKwcuHCherq2sGDB93ODkZR0Ux5eXmsDdJ8+Wp27uuEw6n3AGAhwEowlXgSSsrmv4qKihYvXlxWVvblL3/53Xff1ZKsLr29vaqyl1xyidt5wTT20Uz6L18pDqfeA4CFAMszcZv+nXfeGRoa2rp1a+SXdV1BXnK+9KUvSS6LFi164YUX3M4LBiouLpYDTGKpyP9K/+UrRU29d/gOHwCYJcBKxfz581PZ3WHTv/TSS4WFhdqTTZr1Spze3l5XM4Kxampqoh5gXl2+mk3wHT4AMEuAlYrzzz//f/7nf5Le3WHTJ/oOaVd7NBgMlpWVSRYNDQ3u5QLDqbtTI6f3eXX5avZ3T9Otra1Nf9YAMhQBVvIeeuihG2+88dSpU2fOnEmmQBFNb62pq6sbGRn57W9/+/zzz1dXV99xxx2pJKuRGvk2btzIcxngHvV2GgmnQld6ePlqdu6pwlKk9evXpz9rABmKACuFFJOd/xRrF2v52LFjmzZtWrhw4YUXXnj33Xcn9II/93q0r69v3txzGYaHh13KApiN8VgEDy9fzc49U1f9Ms5XCwAOEWBlG5d6dGpqqqSkZF68J0ACqVM3EhYUFFhrvL18pZSXl0upeOobAIcIsLKNSz1aW1srKVdVVclXeTfSB0KpGwmtB/l6e/lK2b17t5Shvb3dwzIAyCAEWNnGjR7t6OiQZAsLC1N5cj3gnITy1o2Efrh8JQ4ePOh5kAcggxBgZRvtPSrDW0FBgSTb1dWlN2UgloaGButGQj9cvpr93fN1JfLzthgAMgUBVrbR26MzMzOVlZXzbN8NB2h36NAhOerq6+t9cvlKSAHUdVxviwEgUxBgZQP3nuS+f/9+SbC0tHR6elpjsoC9/v5+OfAkuPfJ5StFoispjOehHoCMQICVbTT26ODgYN4cGe10pQk4MTU1pW4k9MnlKyV0ZhgA2CPAyja6ejQQCKgX3DY3N2tJEEhIUVGRuiLrk8tXs7EfMQ8AkQiwso2uHlU/zZSXl/NcBnjikksuUQHWs88+63VZ/pd6xPzu3bu9LgiADECAlW209Gh3d7f6gWZ0dDT11IAkXHbZZSrAGhgY8Los/2toaEh96/C6IAAyAAFWtkm9R48fP75gwQJJ59ChQ1qKBCThlVdeuf766//2b//W64L8f4FAQM6L/Px8LusCiIsAK9sk3aNTU1NtbW0VFRXqssH8+fO5cxAIs379ejk7RkZGvC4IAL8jwMo2ifZoMBjs6urauXNnXl6eCq3US23XrVvH13QgjHpnFA/dBRAXAVa2cd6j/f39t912m3pKu5AASwaP7u5uCblGR0flX1fLCWSilpYWbq0F4AQBVjZw/qDRmZmZf/7nf77xxhvPP/98a/vKyspDhw5NTU2lrcBAhlL3f+zcudPrggDwOwKsbBO1R8fHx9vb23ft2qUeRa2Ulpbu379/bGws/YUEMtTo6Kg6dzzJfWJigpmRQKYgwMo20qPDw8Ozc3c89fT01NfXq2m5lpycHPn32muv9bqkQEZSkxTTH+j09fXl5uZK7hJmpTlrAEkgwMo2KooqLy+3Jq3Pm3tD7a5du9rb28fHx4eGhtra2vhBEEiOutN2cHAwzfmqF/UIibTSnDWAJBBgZRsrqJIAa9u2bS0tLTIScD8goIt6yUH6nxK3YcMGyXfv3r1pzhdAcgiwso306Gc+85menp5AIOB1WYAs1NbWJmdZQ0NDOjOdnJxUL1fgyxKQKQiwso05PQp44sSJE+re23Rm2tXVJZnW1NSkM1MAqTBnODamnsb0KOCJqakpNa8xnZnW19dLpq2trenMFEAqzBmOjamnMT0KeKWoqEhOtPHx8bTlqO4FTv/MegBJM2c4NqaexvQo4JWamho50Xp7e9OTnURy6poZE7CADGLOcJzN9XT+JHcAqWtsbEznD3adnZ2SXW1tbXqyA6CFOcOxMfU0pkcBr6iIp66uLj3ZqQdDtLW1pSc7AFqYMxwbU09jehTwytDQkJxoZWVl6cmutLTUekMDgExhznBsTD2N6VHAK8FgUD3LVxbczsuagOV2RgD0Mmc4NqaexvQo4KGysrL0XFVqb29P58+RAHQxZzg2pp7G9CjgoV27dsm5dvToUbczktBKMpIwy+2MAOhlznBsTD2N6VHAQwcOHJBzrampye2MiouLJaPR0VG3MwKglznDsTH1NKZHAQ/19PTIubZz505Xc5G4SnKRGMvVXAC4wZzh2Jh6GtOjgIfGxsbSEPowAQvIXOYMx8bU05geBbxVUFAgp9vU1JR7WaiZXh0dHe5lAcAl5gzH2VxPnuQOpF9FRYWcbv39/e5lUVhYmOaXHgLQxZzh2Jh6GtOjgLfq6+tdfcD68PCwpF9aWupS+gBcZc5wbEw9jelRwFuHDh2S003CLJfSl9BN0t+zZ49L6QNwlTnDsTH1NKZHAW/19/fL6VZRUeFS+rW1tZJ+Z2enS+kDcJU5w7Ex9TSmRwFvTU9Py+lWUFDgRuIzMzNMwAIymjnDsY/qGXc2+pkzZ+666y75eF22bFlzc7P8mVDiOsoIID71FNCxsTHtKQ8ODkrKGzdu1J4ygPQwZzj2XT1tmr69vX3Lli0vzpGFI0eOaEkWgF47d+6UM66np0d7yq2tra5O8ALgNnOGY9/V06bpL7300ieffFIty8LWrVu1JAtAr6amJjnjWlpatKdcU1MjKXd1dWlPGUB6mDMc+66eNk2/dOlS6+mFr7/+emFhoZZkAeglAZCccbt27dKb7MzMjHqK6eTkpN6UAaSNOcOx7+pp0/Q5OTmnT59Wy7KQm5sbua8NFwsNIIR6VJX2mVJMwAKygDnDse/qyRUsINPNzMzk5eXJSRcMBjUm29LSImk2NDRoTBNAmpkzHPuunszBArJAWVmZnHRDQ0Ma06yqqnJp7jyAtDFnOPZdPSOb3lpz+PBh7iIEMkJdXZ3ex4EGg8H8/HxJc3p6WleaANLPnOHYR/WMNWXKWj5z5sydd95ZOGffvn08BwvwLfU8hcbGRl0JqgfEl5eX60oQgCfMGY6NqacxPQr4QW9vr5x01dXVuhJUE7A0RmwAPGHOcGxMPY3pUcAPJiYm5KQrKirSleC2bdskQYnbdCUIwBPmDMfG1NOYHgV8Qr008JVXXkk9qUAgkDdHFlJPDYCHzBmOjamnMT0K+MSGDRvkvFu6dGnqD2vo6+uTpCorK7UUDICHzBmOjamnMT0K+IR6UoOWtz43NzdLOvKvloIB8JA5w3E215MnuQMeOn78eM6c1AOsyspKOYX7+vq0FAyAh8wZjo2ppzE9CvjHbbfdJqfezp07U0mECVhANjFnODamnsb0KOAfk5OTaqr7iRMnkk6kp6dHUqiqqtJYMABeMWc4NqaexvQo4CvqiaNlZWUzMzPJpdDY2CgptLS06C0YAE+YMxwbU09jehTwlWAwuH79ejkB29vbk0uhvLxcdu/v79daLgDeMGc4NqaexvQo4Dfd3d3qoaNJvEZQdpF98/PzU3/WAwA/MGc4NqaexvQo4ENVVVVyDjY1NSW645VXXik7Ll++3I1SAUg/c4ZjY+ppTI8CPjQ8PKzuBEzokQ2BQGDRokVy8hYUFLhXNgDpZM5wbEw9jelRwJ+SeGRDXV2diq56enrcKxiAdDJnODamnsb0KOBPiT6yYf/+/Sq6Gh0ddbtsANLGnOE4m+vJk9wBX3H+yIajR4/Klnl5eTy9Hcgy5gzHxtTTmB4FfMvhIxsGBgYktErlyQ4AfMuc4diYehrTo4CfxX1kw9jYWHFxsWzT0NCQ5rIBSANzhmNj6mlMjwI+Z/PIhkAgsHHjRvnfmpqapJ/8DsDPzBmOjamnMT0K+FysRzZIRFVdXa0mafFeZyBbmTMcG1NPY3oU8L+oj2yor6+XlcXFxePj4x6VC4DrzBmOjamnMT0K+F/kIxva2trUK3EGBwe9LRsAV5kzHBtTT2N6FMgIoY9s6O3tVbcNdnV1eV0uAO4yZzg2pp7G9CiQEaxHNjQ2NhYUFMhCS0uL14UC4DpzhuNsricPGgX8TD2yQdm9e7fXxQGQDuYMx8bU05geBTLFwMCAiq5KSkqCwaDXxQGQDuYMx8bU05geBTLF1NTU2WefnZOT841vfMPrsgBIE3OGY2PqaUyPAhkkGAxOTEx4XQoA6WPOcGxMPY3pUQAAfMuc4diYehrTowAA+JY5w7Ex9TSmRwEA8C1zhmNj6mlMjwIA4FvmDMfG1NOYHgUAwLfMGY6NqacxPQoAgG+ZMxxncz3nAQAAn/E6OkgTU+qZovQcEOTi24zIhVyyI5e0ZUQu5AJawZFsOiizKZe0ZUQu5JIduaQtI3IhF9AKjmTTQZlNuaQtI3Ihl+zIJW0ZkQu5gFZwJJsOymzKJW0ZkQu5ZEcuacuIXMgFtAJcwQnmW3SNP9EvvkXXIDkcN3AFH0m+Rdf4E/3iW3QNksNxA1fwkeRbdI0/0S++RdcgORw3cAUfSb5F1/gT/eJbdA2Sw3EDV/CR5Ft0jT/RL75F1yA5HDcAAACaEWABAABoRoAFAACgGQEWAACAZgRYAAAAmhFgAQAAaEaABQAAoBkBFuI7c+bMXXfdVVhYuGzZsubmZvnTfr2ufRGXTTPO+51E96VrUherDZ966qnt27fn5+evXLny1ltvfeONN5zvS79oEasZjx8/fsUVVyxcuFC65pZbbnn11Ved70vXICoCLMTX3t6+ZcuWF+fIwpEjR+zX69oXccVtRpsAi65xT6w2vOaaa5588slAIPDaa6/t3bv3uuuuc74v/aJFrGa86qqrHnvssenp6bfeeuv++++XONj5vnQNoiLAQnyXXnqpjApqWRa2bt1qv342ZFxPYl84F7cZIwMsuiYNnLShDORLliyx/qRf0sNJM0oEvHjxYutPugbJIcBCfEuXLp2amlLLr7/+emFhof362ZCPpCT2hXNxm9EmwKJr3OOkDXt6eqqqqqw/6Zf0iNuMb7/99gMPPBB6cZGuQXIIsBBfTk7O6dOn1bIs5Obm2q/XtS/iituMNj8R0jXuiduGzz777Nq1a0+ePOl8X/pFC/tmVNMWzz333LGxMef70jWIigAL8aXyvY3vfK5K4gpW3H3pmtTZt2F/f/+aNWuefvrphPalX7SI24xvvvnmfffdd/nllzvfl65BVARYiC+VmQfMWnBVEnOw4u5L16TOpg27urpWrVr1zDPPJLov/aKFk2aUGCt0elzcfekaREWAhfgOHz4c9R6ZWOtnQ8b1JPaFc3Gb0WYOFl3jnlht+OCDD65Zs2Z0dDRyF/olPWI14yc/+cnnn3/+9OnTL7/8ckNDQ9Q5WHQNEkKAhfjOnDlz5513Fs7Zt29f6NNfoq6fDflISmJfOGffBaFC19vvS9ekLlYbzosQCASs/7Lfl37RIlYzHjt2bNOmTQsWLFi9evXevXt/8YtfWLvQNUgOARYAAIBmBFgAAACaEWABAABoRoAFAACgGQEW4ov1htpEX33q5E23qe8+G+M9x853BwAgRQRYiC/WG2oTffWpkzfdpr67JSzASnR3AACSRoCFxIS+oTaVx+6Fvek2VIq7W2yeselkdwAAkkaAhcSEvqE2lRdHhL3pNlSKu1tsAiwnuwMAkDQCLCQg7A21Sb/61OZNt6nvbokVYDncHQCApBFgwanIN9QmdwUrMp2wOekp7h663kktAADQjgALjkR9Q20Sc7Divuk29d0tkQFWQrsDAJA0AizEF+sNtYm++tTmTbdOknW4uyUswEp0dwAAkkaAhfhivaE20Vef2rzpNlSKu0dumejuAACkiAALAABAMwIsAAAAzQiwAAAANCPAAgAA0IwACwAAQDMCLAAAAM0IsAAAADQjwAIAANCMAAsAAEAzAiwAAADNCLAAAAA0I8ACAADQjAALAABAMwIsAAAAzQiwAAAANCPAAgAA0IwACwAAQDMCLAAAAM0IsAAAADQjwAIAANCMAAsAAEAzAiwAAADNCLAAAAA0I8ACAADQjAALAABAMwIsAAAAzf4fyp4KcifLRY8AAAAASUVORK5CYII=)
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