Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit269-12-20020327_183600_20020327_231600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/27 |
Start Time | | 2002/03/27 18:36 |
End Time | | 2002/03/27 23:14 |
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 | | -8.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit269-12-20020327_183600_20020327_231600-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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIEphbiAxOSAwMjoyOTowNiBFU1QgMjAxOLmrVG4AAAHKdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoib3JiaXQyNjktMTItMjAwMjAzMjdfMTgzNjAwXzIwMDIwMzI3XzIzMTYwMC1jb25zdEJ4MDogR1VNSUNTIHBsb3Qgb2YgcmhvIGFsb25nIElNUC04IHRyYWplY3RvcnkuIiwgCiAgICAieGF4aXMiOiB7ICJsYWJlbCI6IiIsICJtaW4iOiIyMDAyLTAzLTI3VDE4OjM2OjAwLjAwMFoiLCAibWF4IjoiMjAwMi0wMy0yN1QyMzoxNDowMC4wMDBaIiwgImxlZnQiOjc4LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6InJobyIsICJtaW4iOjMuODAwMDI5OTk5NSwgIm1heCI6Ni4zMjkzNzAwMDA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19UU81PwAAAARnQU1BAACvyDcFiukAAD+LSURBVHic7d1/WBXXnT9wBNQrKgGlARWtv0OyaNDSPliJQYuGtGhJay2Jv4ihG2pww3ZRSfyZrkloH+ND+thKqrbmWVOJsYYnQcvTZcN2saUpqcZlK0mxQYNdjCSh6U2LipHv53s/T2en996ZO/fOzzvn/frDZxjnnjlnzr1zPjNz5pyYQQAAAAAwVIzdGQAAAABwGwRYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAZDgAUAAABgMARYAAAAAAYTNMCKiRG04AAAephx8vzVr341Y8aMkCmbsWu0BWAeQb9bSj8q/NgAAFSYcZLMzc09fvy4LbvGOZ/hOJhB0GMa7qXSz372s0WLFnk8nnHjxj300EPvv/++9F9vvvnmkiVLRo4cOX78+IMHD/LKvr6+NWvWjBkzJiUlZceOHeo7Yhp3p2Wzmzdvbtq0KSkpKTk5uaqqiv5UXx9uOidOnFiwYMHw4cNp+7Vr116+fFk9nZi/l5iYqHJAlI7JH/7wh8LCwiQfWqA/1TMzqFA14R4ccY68UiIqRzhoTZl65M3gl3+pUEOGDElNTS0uLu7u7lb5eAT57+npWb9+/eTJk4cOHUqfKigooIMcNDN+K2nhjjvukO+Clm+//Xb5BtJ/dXR0fOUrX6Gz0LBhw7Kzs1966SVe/6c//YnyOWPGjBEjRtDev/zlLzc1NYXMc2BmIt4gEH0zr169qn/XETA1sAir4hh95ajtUDrnK50Gg+7UAgjL1Al6dMI9RyxevPjkyZNer/e99957+OGHv/SlL/H6t99+e+LEiYcPH/7www8vXrx4//338/qSkhI6L1/2WbFixY9+9CNDdudHabPa2tq5c+e+40ML+/fvV18fbjoLFy6ky00KIv/85z8/8cQT1Cprz/aePXsqKyvVj0bQYzJv3rwtW7b0+Tz22GP0p3pmlKom3IMjzpFXSkRppxK/mjL1yJshMMDihU8++eSPf/zjv/zLv+Tm5qp8PNz8X7p06dOf/jQle+7cub/+9a/UlL766qv33HNP0Mz4raQFCpVeeeUV6b9efvllWhMYYP3+97+npnr37t1UBRS7/PrXv/7qV7/K/0X7+sY3vkEbXLt27cqVKy+++OLdd9+tnuegmYl4g4g/EtUBlsaKo6/H1772tQceeCBogkqnwaA7tQACLHVuOzp0Knn00UdTfWhBuiqi7wE1MOnp6XRVyn9+5zvfufXWW+ny7pFHHqETjbTZ4N9f9wfugpoZujTnZWo89u7dG7jN2LFjqZXiZYqx1E/Qg6pfU/nuVMg3o18dtZS8TAvz589XXx9uOnLUHickJGjMNh3nKVOm0BkkZHEGA44J7YXS5OWPPvoo6E7lmVGqGj0HJyj3HXmlRJR26ldTJh35gYGBbdu2TZo0ia7dKW7glSq/93379lEc4/F4cnJy2tvbeX1TU9OcOXNoJf0XR0KBP3a/4vzpT38aMWIELZSVlcmvlA4ePEhr1PMf9He9bt06ahqDllHpI/K8HT16VL4LKt1LL70UmHlqoXft2hV0F1QcKpRSBuQ7VTlJDiocfPWTZ7gfCTxvB61Wpa+BHMX9FGJSWRITE++7777e3l4txVHfKX0BKEHang6UURVHqO2gFiQwtUENp8Gg32f5MQx5HOi64l//9V8nT56cnJz84IMPfvzxx7w+8AcYuC8t7e9dd9115MgRKcN0ATBu3DgtX8ho5LYAi74B+fn53T505b19+3ZeTxX85S9/ma5HpT9ps0s+tLBz505pvd9CoPr6+ry8PF6mrxHtkb4f9H1ds2YNXVXwevp50KUhL9Ovhb6R6tnWuDsV8s3olyP9bCgb0t6V1oebjoR+e08//XTQ+yVBs01NGv1iQ5aF+R2T5cuXU23S75AO8tatW+lP9cwoVY2egxOU+468UiJKO/WrKZOOPIULlKXz589/+OGHFRUVvFLl915UVNTV1UV5fuKJJ6SGjXJ17NgxOu/Taf2hhx4Kmn95S9PT07N582a+wUMRxoIFC1588UVarquro+Xr16+r5z/o75ryQI1c0DIqfUR+XqJczZgx45e//CX92dzcTMu0JvDERbUQ9PkRuffee1esWHHq1Km//vWvStkY1HCSVDn4SmmG+5HA83bQalVKVm727NmvvfYaFZnOIeXl5aWlpdqLE3SndBaiI/lHnyVLlhhVcYOqAVbI02DgwfQ7hiGPwzPPPPOFL3zhnXfeoR/aqlWrvvWtb/H6oD9Av31paX8bGxtvv/12Kjv/F/0Mq6urgxbWBdwWYE2dOvV3v/sdL9OlxrRp03iZKvjChQvSZvSntNn//M//yDfzW/Bz+vTpKVOmSOfHuLg4+gq+51NcXFxSUsLrV69evXLlSl5Pl5Lx8fHq2da4OyV+m8XGxvKpn9ACZVJ9fbjpSHkmdIHb2dmpJdv0i5o5c+a5c+fUyyJPX/4nP1jhndKCdL5QyoxS1UR8cIJy5ZEPmojKTv1qyqQjP336dOnmgUTl906xES//5S9/4VtQZOLEid/73vfeffddlfzH/D26jqdTBP/X5cuX6chUVVXRv1JftHC/OXQ2kEc2gfcbAj/i97/PPffcsmXLBn0P+374wx8GbsB76e/vD5qBjz76iBrCO++80+Px0AGsrKwMev8g5ElS5eArlT3cjwSet4NWq1KySugIpKenay+O0k47Ojp4mT5oVMXRma3YJ2jO1U+DfklJf8qPYcjjkJGR8dZbb/EyfclpL7wc9Afoty+N7e9nP/vZF154YdD3IJsyQEc1aPZcwG0BFp0ypNMKLdCfvEwVLO9gSH8qbea3IEeXHZMmTXr99delNXTxKr9TlZKSwssffPABxVV0aqbryCeffDItLU1KVn4yledHy+6CfjxoriK4VaA9HQn9Pnfs2HHXXXepp8Poon/p0qWBxVTiV0y6MHrsscekzgf0p3pmlKrGwDtYrjzySoko7XQwoKaMOvJ+33b5T1ui8nsPmsPf/va3RUVFY8eOnTFjhvRcT2ljzs+WLVvk3c7oopw2kJ5RquRfCZ0NAi+ZpJ0OHTrU7wkXlYtiOPlmtMG4ceN+8pOf0L/SUza/dFTuYEnolEiR09q1a4PeCg15ktR48OXC/Ujgedvvf9WTlWtra6N6pHMyf6mkODjc4si3l2qKttcSYKlXnHQNQxfn0i/I71cQ8jQYNMPyYxjyOFAEKb/AkL57QX+AfvvS2P7W19ffdtttN27cuP/+++mCJ7AIruG2AEvjFZL84owWAjfjx9Vy1EqNHz/+jTfekK/Mzc2V97WS2hK573//+0o9FuX50bK7QEE3i6CzS1jpyFGjK++so5LtrKysU6dOqRdHzu+Y0M8+ZB8seWaUqsaoPliuPPIhv3V+O2V+NWXSkaeQKKw7WCo5pHN9Q0ODdNnj92P325i+ddJNizfffJMuuI8fPz5hwgTpTl643xwKaKqqqvxWSju9/fbbf/3rX8v/q7W1dfLkyX6bPf300/Hx8dKzlcAAi845Tz31lHpOGDXVo0ePDlwf8iSpdPADT56SCO5gaflTyx0sWvn888/TpS+16/Rv4BEL97sUwR2sQQ0Vp07LaVD9+xzyOFDo09XVFZhs0B+g3740HkP6Ac6aNWvjxo30xZb69rmS2wIsutyUngFTnL5161ZeH/gjWbJkCXcvoIXArgCf+tSn5I9UnnnmGbqsl35OkoMHD0qPAouLi6VuLrSSMkBnriNHjkycOFG646rEL3tKu/OjtNm+ffuCvtaktD7cdFavXk0H5/r16++++255ebl0+auS7RMnTnz+859XL44fv2NCzRjVJl+6Pf7441IzppQZpaoJ9+AE5cojr5SI0k4lfjVl0pF/8skn8/Ly/vCHP8i7gGj/vfMC5YcaADqnU4BFoSSv9Puxyz/7/vvvb9u2LScnZ9DXBY1ahV/84he0/Morr8yZM4ef9KnkP2ireeHCBdq19BYhFefVV1+VtqTrMdrLf/7nf37k09zcnJmZ+d3vflclwcFg7fTvf/97iiD37NlDR+bq1auvv/669Bbh3Xff/eKLL1LsS3VKeX744YfvvffeoGmqnySVDr7f8ZTTWF9KB1DpT6Vk5ehovPzyy3Qo6CtEhyLwiIX7XaLtpT5Y99xzj8YAK9wN/CidBuVUvs+DGo5DTU0NHQdKgX4m//3f//31r3+d1wf9AfrtS3v90rUcrTxw4EDQo+EabitPf3//hg0b+C0GWpBuVwb+SPgFmeTk5G9+85vylx14gRqbpKSkwPu3Eq/Xy/9F5x26Rqd0qB2S+vNSG0PnULq8WLx48enTp1Uy7JdsyN2pfFbajK4P6OKAx0rZvHmzfMChoOvDTefo0aOzZ88eNmwYxY50dqbLoJDZzs3Nra+vV626EMeEGoyCgoJbfOi8dv78efXMKFVNuAdHSw7dceSVElE5wkFryqQjT9EAtSjp6emULMUNvFL7750X6IKHLtA9Hg+FR6+99hqvVPmxjxkzZtmyZfxlW7NmDfebYZQHjh1V8h+j0GBcvHhx3bp1dIqIj48fO3bsfffd96tf/Uo6Gj/+8Y+zs7P5q04Lzz//fMgEY4K109TyUcqUK6q7z372s9I4WP/xH/9B6+kw0nGYMmXKI488Iq9TeZrqJ0mlg+93POU01pdSeZX+VEpWjq40qOqHDh1KVxHf+973Ao9YuN8l2uAf//Ef6eDQIfr2t79NKavkP6yKU6F0GpQL/D7L/zfkcfjkk09ofUZGxvDhwynWl84eQX+AfvvSXr/0bZwxY8bAwEDQo+EabisPAADo577Wzjxnz56lUNXuXETuxo0bId/EMtbSpUt/8pOfWLlHW+AnBAAA/hBghVRRUdHT03PhwoUvfOEL//zP/2x3diLX1tYmvS1otk8++eS5556bNWuWNFKDi+EnBPYIfCDlwBN6VGQyXK4sFBgO34qQampq0tPTb7311m984xtRPdbAqFGjfvCDH1izL/peTZ48mUI6a3ZnL/yEAAAAAAyGAAsAAADAYAiwAAAAAAyGAAsAAADAYAiwAAAAAAyGAAsAAADAYKIEWEFfTQcAAACL2R0RWESYcgpTowAAAI4lTnMsTDmFqVEAAADHEqc5dnM5xbwnCQAA4FjiNMfClFOYGgUAAHAscZpjYcopTI0CAAA4ljjNsTDlFKZGAQAAHEuc5liYcgpTo+Am/f39dmcBAMBI4jTHwpRTmBqFaNfT09Pe3t7c3Py1r30tLi5uzZo1ducIAMAw4jTHwpRTmBqFqNDb23vPPffccccdGzZsKCkpyc/Pz8rKSk9PDxyRj2Is3McCANcQpzl2czkxTAM41oEDB5TGOE5JScnIyMjLy1u4cGFsbCytOXbsmN35BQAwhjjNsTDlFKZGISqcP3+eg6fy8vJDhw41Nja2tbV1dXX5bbZ3714Oubq7u+3IJgCAwcRpjoUppzA1ClHh8OHD9J3MyckJuWVhYSFtmZ+fb0GuAADMJk5zLEw5halRiAoUMNF3sra2NuSWPT09KSkptHFNTY0FGQMAMJU4zbEw5RSmRsH5uru76Qvp8Xj6+vq0bN/Q0MDbnzlzxuy8AQCYSpzmWJhyClOj4Hy7du2iL2RxcbH2j5SVldFHsrKy8EYhAEQ1cZpjYcopTI2C802fPp2+kI2Njdo/4vV6MzIy6FMVFRXmZQwAwGziNMduLieGaQAHamlpoW9jenr6wMBAWB9sa2uLj4+nzzY1NZmUNwAAs4nTHAtTTmFqFByutLSUvo1VVVURfLa6upqDs97eXsMzBgBgAXGaY2HKKUyNgpP19/ePGjWKvo0dHR0RfHxgYCA3N5c+vnz5csPzBgBgAXGaYweV880331yyZMnIkSPHjx9/8ODBwA1u3ry5adOmpKSk5OTkqqoq+lN74uLUKDiZ9uGvlHR1ddFPgBI5cOCAgRkDALCGOM2xU8r59ttvT5w4kZqfDz/88OLFi/fff3/gNrW1tXPnzn3Hhxb279+vPX1xahScTPvwVyo4Shs1alTgyO8AAA4nTnPslHJSRLV37171bebNm3fy5ElepoX58+drT1+cGgXHCnf4KxXFxcV8JyzcnvIAAPYSpzl2SjlTU1O3bds2bty4MWPGrFmzJmgLlJiYKPXtvXLlSlJSkvb0xalRcKwIhr9SQj+Q9PR0Sm3nzp36UwMAsIw4zbFTyhkXF7dq1ar3fKgFKikpCdwmNjb2+vXrvEwL9BG/DWJUmV4GAFURDH+lorm5Od6ntbXVkAQBACwgTnPslHImJiZeuXKFlynGSklJCboN7mBBlIp4+CsVlZWVlOYtt9xy4cIFo9IEADCVOM2xU8qZm5tLcRUvX758OWiAhT5YEL30DH+l5I033uC7s3l5eQYmCwBgHnGaY6eU8+DBgytXrpQeET744IPSf0mVsW/fPrxFCNFI5/BXSnp7ez0eDyU7depUA5MFADCPOM2xg8q5ffv2lJSU5OTk1atXyzu5S5Vx8+bNjRs3Jvls3rwZ42BBtNA//JWSS5cuJSQkUOLd3d2GJw4AYDhxmmNhyilMjYIDGTL8lZJVq1ZR4jU1NWYkDgBgLHGaY2HKKUyNgtMYOPxVUHx7LDc314zEAQCMJU5zLEw5halRcBoDh78Kyuv1ck+snp4ek3YBAGAUcZpjN5cT42CBExg7/FVQRUVFmJ0QAKKCOM2xMOUUpkZBp/Pnz3/72982arQqM4a/CsRPCfPz883bBQCAIcRpjoUppzA1Cnr09fUNHTqUvi1LliwxJEEzhr8KRNnmUd2lkXgBAJxJnOZYmHIKU6Ogx9mzZ/mB8rhx4/SnZtLwV0Hxi4p4SggADidOcyxMOYWpUdCjoqKCA6z4+Hj9L/2ZN/xVIAqtaF9FRUUW7AsAIGLiNMfClFOYGoWIUUTFN5y4WzqFRzoTNHX4Kz+9vb0UFHo8Hq/Xa8HuAAAiI05zLEw5halRiBiPp1BQUFBTU0MLq1at0pOa2cNfBcrNzTUkLgQAMI84zbGby4lhGkC7/v7+tLQ0+p40Nzd3dnbSQlJSkp5X/8we/ioQx4V4SggATiZOcyxMOYWpUYhMbW0tfUmysrL4z4yMDA62Ik5wypQpZg9/5YfvmY0aNYqCRct2CgAQFnGaY2HKKUyNQgQGBga439WxY8d4TVVVlZ7hFe666y76+OjRo00d/ioQPyWsr6+3cqcAANqJ0xwLU05hahQiQBEJ922X4qHm5mZak5GREVmCw4YNo4+npqYal0dNqqur9fceAwAwjzjNsTDlFKZGIQLZ2dn0Ddm7d6+0hiKtpKQkWtnZ2RluatJopdb3N+feY3hKCACOJU5zLEw5halRCBffrEpLS/MLSlatWkXra2pqwk1w9+7d/DaicXkMQ1ZWlsV9vwAAtBOnORamnMLUKISrsLCQvh47d+70Wx/xBH/cnauhocGgDIaH314sLS21Ze8AAOrEaY7dXE4M0wAhnTlzRmm0KmmCv7CG7mxsbLRgdmcVHR0dlIGUlBS7MgAAoEKc5liYcgpToxCWkpIS+m5UVFQE/V9+KU96tVCLoqIi+kh1dbVBGYwE30JramqyMQ8AAEGJ0xwLU05hahS06+7u5ntUXV1dQTfgl/IoCAsrQY/H09PTY1guw7d161bKdllZmY15AAAISpzmWJhyClOjoB1P7awyqIH0uE1jgjx6lpWjtwfFzz3T09PtzQYAQCBxmmNhyilMjYJG0tTOFI6obMaP21paWkImODAwwJPtaNnYbNqzDQBgJXGaY2HKKUyNgkbS1M7qm5WXl9NmW7duDZlgXV0dbZmZmWlQBnXhm3NKfcsAAOwiTnMsTDmFqVHQQj61s/qWTU1N8jkKVXCP+NraWmOyqE9LS4tbnxL+0z/908yZM1tbW+3OCABEQpzm2M3lxDANoMRvamcVFIrxk8Tu7m6Vzdrb23kI9bDGdDAVRVchH4BGHR6qnnzmM5+xOy8AEAlxmmNhyilMjUJIgVM7q1u+fHnIW1P8JJH+NSiPBuCnhFoebkaR1tZWDrDmzp1rd14AIBLiNMfClFOYGoWQAqd2Vnfo0CH13lper5fvcrW3txuXTb344SYV0+6MGCkvL48DLDrgGEkVIBqJ0xwLU05hahRCCpzaWV1PTw+P9q40gzIlRRtQ229cHg1A8UdKSoqbnhJyZEyF4huQIfvPAYADidMcO6WcWvpL6elTJU6NgjqlqZ3V5eTkxChPL5iZmRnugO/WKC0tpYzt2rXL7owYgOLFjIyMGN/02/z0M3D6SABwPnGaY6eUU8sR11Mr4tQoqFu8eHEEbbPKDMr8vh5FbA58YqX9FUjnO3DggPRgl29l5ebm2p0pAAibOM2xU8qJAAsssHHjRvomxMbGBk7trE5lbPTi4mLH9iWnWGTkyJGUvSNHjtidF12kYTXq6uoGfZ3eIpiHGwCcQJzm2Cnl5K4VCQkJmZmZzz777I0bNyLbRiV94zIL0WrSpEkcYPX29ob7WR71oK2tTb6yp6eHW3r1QRxsdMcdd1C2hwwZYu/0iDrt3LmTSpGdnS2t4Ye2jY2NNuYKACIgTnPsrHJevXqVGrD58+erjECtsk2MKpPzDk5HMVBcXByFGtXV1RF8PGh/Jp4Nevny5Qbl0Xjr16/n7/+ePXvszkuEKDRMSkry69XOE1pXVlbaly8AiIQ4zbETy3nx4kU6n+rfRk6cGgUl3DM64pmYGxoa6OM5OTnSmoGBAb6t5eT7KJRJikL4LcgofZ2QxxgrLCyUr+SXFdzRvQxAKOI0x04sZ3d3d2pqqv5t5MSpUQiqr6+P74JEHGT09/dTjEIpSM/auKt1RkaGcdk0S1lZGfcQj7pOS52dnfwQ1m+MMak6InjaCwA2Eqc5dko5i4uL6QR67dq1c+fO5efnb9iwQfovqTJUtglJnBqFoPhZHn1t9CRSWFhIiRw4cID/LCgo4FEDjMiguSgcycrK0nMDzy48jH5JSUngf1FtSt3eASBaiNMcO6WcR48enT179vDhw6dNm7Zlyxb5GEVSZahsE5I4NQqBpHfQdD7L4xkMuccVT4rn8XjCfSHRLpRhHm7eIdNRa8ET49BBDtpDn4PmsrIy6zMGABETpzkWppzC1CgE4rlu9PfX6e7ujvFN0kIRG3dsCjoylmPV1dVFV2csnhhHaQgMDr9cNhcQgOuJ0xwLU05hahQC8Qjghw8f1p8UP2hraGjgHl1+ozY4XxR1xpImxlG5R8i10NXVZWG+AEAXcZpjN5cTwzTA4N/a6fT0dENGWufRAfjlQfkbhdEiWjpjySfGUdmsqKiItjl06JBlGQMAncRpjoUppzA1Cn74MZNRXdH5sRSL0nY9KjpjySfGUdmMp9l2eLAIAHLiNMfClFOYGgU5joeSkpIMfCI2ZswYSnPkyJFhvWbhKA7vjOU3MY6Kjo6OGN9EkNZkDAD0E6c5FqacwtQoyPEjpKqqKgPTnDNnDt/BiroOWHJO7owVODGOCg7FKNIyO1cAYAhxmmNhyilMjYKEx6hUesk/YvxO4qhRo6J6iEvHdsYKOjGOipKSkmgZjQwABkVqjoUppzA1ChK+SWPGSAoUukXL8FcqnNkZK+jEOCo43i0qKjI1VwBgFHGaY2HKKUyNAuvp6eGpVPDwSIXUGevEiRN25+X/407rsbGxfhPjqJAGJzPkLVEAMJs4zbGby4lhGkTG/XhwYyMkvs9Htm/fbm9OvF5vYmIiZyasG4Q8oENra6t5eQMAo4jTHAtTTmFqFAZ9HYy4H09LS4vdeXE6OlaxsbF0rCZMmGBvNnJzcykb8fHxQWceVMExYnV1tUl5AwADidMcC1NOYWoUSE1NTZQOBGqLp59+msIaowa7j8DAwABP6pyWlhbBsOzHjh2jz+bl5ZmQNQAwmDjNsTDlFKZGgVrr6dOnU43X19fbnZeoIb0a2dnZaf3eS0tLebiyyDrM9fX1cU+y6B2ZDEAc4jTHwpRTmBoF7riNOYDDVVxcHOObEtvi3uI8bTbFdnqe52ZnZ1MiTU1NBmYMAMwgTnMsTDmFqVHg4Z0cNfRAVPB6vXznr6KiwrKd8sPc+Pj4hoYGPelUVVUZPqIsAJhBnOZYmHIKU6NutXv37pEjR65du1Z91NDm5mbuyoOnRRFoa2vjzlg6wx2NDh8+zO8MhpwSJ6TGxkb0ugOICuI0x24uJ4ZpcBOKrqSqTEpKoqa0rKyspqaGWlYp5Oro6KD1tMGuXbvszW304ltKKSkp3d3dpu6ovr6egzlDBmH3er0ej4cSdMEAsADuJk5zbHw5+/v7t27dOm3aNDrf0b/bt2+/evWq4XsJlzg16krUag4dOpR7VlHbHxOAQq4777yTl2lLtLJ6FBQU8Et55nXGamlp4UHkDXyoRxnGmw0AzidOc2x8OTds2LBo0aL29naKtOjfhQsXPvroo4bvJVzi1Kgr7d69m2qQGn7+s7e3t7m5ee/eveXl5dSs+oVc9JWzN7fRjg5veno6HcmdO3eakX5HRwdHV2VlZQYmy0PL0lfCwDQBwHDiNMfGlzM1NVX+cIGWaY3hewmXODXqStz5WqVjEIdc69atW7FiRVTPwewQTU1N8T6Gj9Ta2dmZlpZGtbl8+XJj75C1trZSshkZGQamCQCGE6c5RoAFTsf9l9PT0zHZnJW2bt3Kh93AgPXEiRMTJ06kZHNzcw2vTUqQb4ypvwYBAPYSpzk25RFhfn7+7373u/7+fvqXlvGIEPQoKirCRCjWo3iF564xZD5HCnpWrlzJz3CnTJni9Xr1pxmIe48dOnTIjMQBwBDiNMemdHLfsmXL1KlTPR4P/btt2zZ0coeIdXd3x8fH03cJtyWsRwefp3TU86IfVVxFRQXVoNRJ7rvf/a6BmZTjVyDDncoQAKwkTnPs5nJimAYX4AEki4uL7c6IoOrr62N8s9CcOXMm3M/KQyuewnn//v2HDh0y71EvZZL2NXnyZJPSBwD9xGmOhSmnMDXqJtQSc4dow7tag3bl5eVUBQkJCXffffeFCxe0fCQwtLJsikP+wkQ2pyEAWECc5tj4cra3t8+fP3/EiBGOunvkhDxAuHhWwczMTLszIrT+/v7x48eHHOWVNmtubqYIzK7QivGMipgoCcCxxGmOjS8nnXyfeOKJv/zlL4anrIc1NXr58uVvfvObv/3tby3Ylwi4kzUaS9tRIDVy5Ei6ahozZkzQUV7pV8+vB8bGxtoVWjH6tvAYENbvGgC0QIAVObp4/fjjj8POh4b+Ujdv3ty0aROdzZOTk6uqqujPsNIPN0sR4OEZqXW5dOmSBbtzt/b2djqYo0aNMumNMwiL1HFKfZTXIUOG2BVasa6uLo757MoAAKhDgBW5T3/603SOCzsfGo44XZvOnTv3HR9a2L9/v7Hp60RNjtTM3HbbbXjrTSfu+oOBuZ2PQ67HH388Nzf3lVdesTs7gxMmTMBNLADHQoAVuR/84AdFRUXhhhdajvi8efNOnjzJy7Qwf/58Y9PXQ5r9Y+XKlVOmTInxjdCInrYR83q9fDzb29vtzgtEmVmzZvF1Tmtrq915AQB/CLDCTCUULSmkpKQkJCRkZmY+++yzN27cCNwmMTFRGlT6ypUrYT0FMLVGBwYGcnJyYv42AE9fXx93HkpLS8MpPjJ8OzAvL8/ujED0ee655+jLExcXd/nyZbvzAgD+EGDZ4+rVq21tbfPnz6+oqAj839jY2OvXr/MyLdAJ1G8DnUFexHbt2sW3rCi04jVer7ewsJC7EDU3N5u3a7eiOJuO3rFjx+zOCESlpUuXxpg2WTUA6IEAK3JDhgzRmcLFixeD3p1y5h2sM2fOxMfHU/p+gdTAwAC/MU7/i0AhLC0tLXz/D5MPQmR4xFE6RUjXPADgEAiwIjdhwoT//d//1ZOC0vzQDuyD1d/fz/dalPpiV1RUcIy1d+9eMzLgShyYbt261e6MQBTjKSxxEwvAaRBgRW7Pnj1f+cpXLly4ENYwCtSmtre3X7t27dy5c/n5+Rs2bPi/LP6tMvbt2+e0twgrKysp5YyMDIq0lLaprq7mZ5S7du0yIw8u09PTE+9DcbbdeYEohptYAM6EAEtHihH1fzp69Ojs2bOHDx8+bdq0LVu2yOMV6eMUsW3cuDHJZ/PmzbaPg9Xc3MyhQMie7LW1tfwYMWjfMpDjeBTv2IN+uIkF4EAIsNzG8Br1er2TJ0/Wfvo+duwYx1gUOqBrkRI6MjxYa2Njo915gaiHm1gADoQAy20Mr9HS0lJKMysrS3u01NLSwmM7TZs27fz588bmxx3q6+v5kavdGQGXwE0sAKdBgOUG5g3T0NDQQAl6PJ5whxJtbGzkzIwdOzaC8e4lP/3pTwsKCl577bWIU3AmKhQdnJqaGrszAi6Bm1gAToMAy20MrNHe3t60tDRKcPfu3eF+tr+/f/To0RxjUSKRDZF17NgxnlI3Li6OLs1d03J0dnZy2OqaEoET4CYWgKMgwHIbA2t0+fLlegYZp/js5MmTfKsmPj7+wIEDYX2W9y5HV+fuCLP4lczS0lK7MwKugptYAI6CAMttDKlROlM/9thjPD67ngd8g77e3FVVVRwhlZWVaenIdezYsZSUFG4qDh482N7eTvnhq3MXhFn9/f1UBCpIW1ub3XkBt8FNrGikMvYNRDUEWG6jv0YpoJFuGh06dMiQXB0+fNjj8fD9MGmQ+kDyG1eFhYV+A0S5I8yiQ0r5z8nJsTsj4EK4iRV1Hnzwwbi4uOrqarszAsZDgOU2+mu0tbWVg5jMzExDssTa2tq4R9fkyZMphgvcQH7jSiWwi/YwKzs728DIFcAPbmJFF4quqL5uueUWDGrjPgiw3MaQGuVZcY4fP64/Kbmenp6cnBx+8lhfXy+tV79xFZQ8zBo6dOjMmTOjYjyIl156iXukXb582e68gDvhJlYUka5mYzBwoBshwHIDw4dp4E5CFA/pT8pPf39/SUkJ55MvsjXeuAqK2pI5c+ZwahMnTtTZXcxsXq93/PjxnFvMig3mwU2saJGXl0c1VVxczAMHYgIMl0GA5Tb6a7S7u5sSoaDHkPwEtXv3bh7tfcSIEWHduApEnxo3bhynFvF4EBagyDI3N5eLvGjRIgq27M4RuBZuYkUFHm2YzrRUTdLgzJj63U0QYLmN/hrlwUXz8/MNyY+SxsZG7vZOqqqq9CQ1MDBAZ6jIxoOwBuWQn4FSCOjw22zgDriJ5XB0TsjIyIiRjTYsTTKG8YddAwGW2+ivUZ6E2IKb1UeOHBk9evRtt91myFvKEYwHYRmebigpKSncAfEBImP9TSz6Fau8IAx+6DqQKmj69OnyM9Xhw4f5DFZXV2dj3sAoCLDcRn+N8r0Wa15zMzwM0jgehJV4WNFRo0a1tLTYnRcQiJU3sSiMGz9+fGxsbHFx8U4F5eXl2dnZ3/nOdyzIj8NRMMqvVAcGUjU1NXwnXv4aEEQpBFhuo79G+RVCugI2JD/WCzkehJWk02VDQ4O9OQHRWHkT6xe/+EWMZr/5zW/Mzo/DUbhJx4HCzaD/y3ficUnmAgiw3EZnjdKlFQcEUT24sNJ4EBbDDX+wl2U3sfi29+jRo7/1rW8p3cFatmzZkCFDaLPbbrvNjDeUowWVnV/TVnkjp7y8nE9ftl8iBnJU7wuHQ4DlBn4XiHqSamtrizF6iFFbBI4HYTEK7NBlFezFN7E8Hs/Zs2fN2wvfcdHSxZCyQdEVbZyeni5sf0QOngoLC1W2kb8W46gDRSF7QkICXTranZHogADLbXTWKHe9LC4uNio/9pLGg5g9e/Yvf/lLy/YrvXSt8wVJAJ24SyI1iibdC+EzBv3KNI6Q0tfXx+OVUOjQ2tpqRpacrLOzM94nZHVQjJWfn88d4Z1ww4/yUFFRwZesU6dOtTs70QEBltvorFH+CVFcYlR+bNfY2Dh06FAq1LBhw6w5T9EVJ0dXZWVlFuwOQAXfMeLnTYa/udLU1MQXMGGl7PV6CwsLOUuOHbjOJHxfqqSkRMvGdKA4GM3IyLBxSDMOrThSj42NtfJcGu0QYLmNzhrlkYVd1iP7nnvu4TaGzlOmnhco8f3796empsZg4gtwBmqYX3755dWrV/NPgJp2owa5lS4kIhgbk34axcXFfOtLnFkNeGIcilS0n4V6e3tnzJjBN/x0zq918uTJRx555PXXX9f+EXloRTVFX57Ozk7u2IdB57VAgOU2OmvUvElybNTf3//jH/+Yz1Omdv741Kc+xc0YXXciugJHOXToEMdDmZmZ+h8X0ili8uTJOrsT8P1yarn37t2rMz9RgS9fw41Hn3nmGT6rLF68OOJd00lP6qRLsdqqVavo+6Byng8aWklJ8VNOaQ0oQYDlNnpq1IJJcmxkaucPiuGqq6v5Jank5GTMhAMORHEVD8Ki83Ehfb35LV36Qel83ZiHNSa7du3Sk47zySfGCeuDVGujR4+mz8bFxbW1tUW29z179vBx5ktoCX0fKisrGxsbpXpUCa0k/P6QxgedIkOA5TZ6atSaSXJsZFLnDzpu06dPl05Ypr6xBaAH/QSkt2sjflzIHYmM6nxdW1vLHblc/NQpcGKcsFD0w3f7KK6N4ON05cxx1datWyknHR0dlI2CggK+o8koolq0aNHixYuHDx+uEloxqau+o95wdCAEWG6jp0YtmyTHRsZ2/qDzC8+ByB28mpqaDMkkgKn0PC7UPiiDdtI0fG7tuRh0YpywUCicnp5OiVA8Gu5n+aqSjq3feorb6DqTKjQ7O1t+W+uBBx4I+fiPA76ioqJwMyMUBFhuEPP3Ik7Hykly7KW/80dfX19lZSW3CtTY0BWhKxsGcKvIHheGOyiDdtLIJrfccsvLL79sbOL2UpkYJywUhvLZJqxJwKhy+dGk+qfof/lloOHDh2tJv6enhx8jRu+cHxZAgOU2emo02ifJCYuezh/UzPAZk1qa0tJSh0x6CBAW+ePC8ePH//SnP1X/Jkc2KIN2PMoxmTRpkhnp20V9Ypyw8P1y7Z2fpIeDWu7W00UjXXBq75/K9zJd3KVEPwRYbhNxjbpjkpywhNv5g85Wp06dkm6n5+bmRtznFMAh1q5dK7//TVcOhYWFlZWVdXV17e3t0n3Z3/zmNxEPyqDdvffey9lwzTR8WibG0a6zs5PvG2k8PkoPBw1BAZmBRXMlBFj2oCvFiRMnKh19PY/8Iq5R10ySE5aQnT/o/EjNDJ1B1q1bxy8JxvjGesBkEeAOXV1dEyZMSExMnDNnjrzXM6PmPMuH/7Rgjoft27fH+Ho0uuNKj0cgU58YJyy7du3iE3XIPgkaHw7qwTfn8vLyTEo/2iHAssf69eufeuoplQAr4pQj/qzLJsnRTur8MWPGjIqKipKSkvz8fGpRuEtpIKo7jMIAbtXZ2VlfX08NZ1FRkfRuLIuLi7Pgmy+9cOeCaaZqamr40P3Xf/2XUWlS3Mn1Ul1drbJZWA8HI0bfB+4sQd8Z8/YSvRBg2eDcuXPTpk3jR3JBN7AlwHLfJDnaHT9+PGgsxdd/dLqnSzRqb2jBBSd9AO2oBW1tbX300Udvv/32ffv2WbNT2iOPAhDV/UEpUpQu0owtSFNTU4zv7YSuri6lbUx9OCjHQSRdkZq9o2iEAMsGX/ziF1944YVB5aPP7XpCQkJmZuazzz5748YN7YlHXKOunCRHo56eHh79ZenSpYcOHWpsbGxra1M5eQGAqfh6j5rt6H05t7y8nMMgM65aeawZpVESLHg4KOnv7+c4Uuc7kq6EAMtqP//5zz/3uc/dvHlzMNTRv3r1KjXz8+fPD+yCrXS7hUWWMVdOkqMdhVPoqgngEF6vl6fiidJ76ocPH47xvTNk0nsw0hPAwEtiax4OynE8p2eUL7dCgGW1WbNmSS+AaDn6Fy9epF+L9vQjq1F3T5IDAFGHH4R5PJ6oGy78zJkz3K3zwIED5u2Fn81RGOr3NoBlDwclFFdxtzARxlAMCwIsq4V7w4lCn9TU1LDSjyBXrp8kBwCiDg/TFV0vqfX19XG0YfZUfRTW8Nud8oEzrHw4KFdXVxfje73aHe9+GgUBlp38jr70Z3FxcXt7+7Vr186dO0dBz4YNGyJOUyMRJskBgOhCwQq/pBbxjAvW47FAs7OzLQg1Wltb+UEk3+Sz/uGgHEd7kU226FYIsOykFGAdPXp09uzZw4cPnzZt2pYtW8L6oUZWo+JMkgMAUUSaH4aiB7vzEhqPC5WSkmLZKzKlpaXSwwfrHw7K1dfXx/gGqqWw2JYMOBACLLeJrEaFmiQHAKIIX/4ZOFanSRobG/l+kpWTvlM0Q/Ec7XfhwoW2PByU41fRKcpU32xgYKC1tVWEHvEIsNwmghoVcJIcAIgW0pMvJw8E0NnZyZmMYG5TnXiMaGbLw0FJc3Mzv5dQUFCwUxn3UVMaY8JNEGC5gc5hGsScJAcAooVdfbc18nq93APJrqBh9OjRtPfhw4fbflto5syZSuMH+Rk7dqy9WbUAAiy3iaBGhZ0kBwCiBT9+WrVqld0ZCYJyFeObP9GuSbT+/d//fcGCBa+++qote5d78cUX6VDExsZWVFQo3cFas2YNbTNs2DDXD7uIAMttIqhRkSfJAYCo0NXVxYNLOW22ib1798b4Rmxvb2+3Oy+O0NnZGTJyKioqEuG9dQRYbhNBjYo8SQ4ARAu6COQHYQUFBU7oMNrX17d///74+HjbOz9FHQpG6bh5PB6KxuzOiwH6fQLXI8BymwhqVPBJcgAgKgwMDEyaNIl78NTX19ubmbfeemvkyJGcmcrKSnszE414FFmzh2PV79/+7d+ysrLWrVun9MRz/fr1CT7l5eXSyu3bt/Pbr3Zn3yLClDPMGsUkOQAQLV555ZUhQ4bQKev555+3cr9dXV0NDQ27d++mgCA7O5sfVrL09HTbu5ZHo87Ozngfh9/E4juUEbM7+xYRppxh1igmyQGAKMJ9nuia0NShR8+ePVvg4xdOSdLS0ubMmZOTk0NbmpcNdysrK4uxb2RULfj1VbJgwQKlO1hVVVWzZ8/Oysp6/PHHpZV8+woBlhvoCZkxSQ4ARBcesty8y0Kv18sdJ+ThFAVbdJ6sra1tbW3FYOWG6Onp8Xg8MU4d41oagC2ySbv55oXhuXImYcoZZo1ikhwAiC7UMPPw5WbMfNff35+bm8txVXJy8qlTpxBOmYffYXfmoKP6px5CgOU24dYoJskBgKjDtwc8Ho+x566BgQG+5kxLSzt8+DBCK7P19vbyXaLm5ma78/J3DBnbFgGW21CNPv744xo7XWKSHACIUtyDJysry8DTF8+dTE1+R0eHUWmCOp4hOy8vz+6M/B/p4aDO0TcQYLkN39leu3atlo0xSQ4ARCmv15uRkWFgF9LKysoY35ChLS0thiQIWvT19XE0Y+Uk2er0PxxkCLDchgOs0aNHa7mqwyQ5ABC96BKR36LX3zbX1NTw7XwMuWw9HkI2KyvL7oz8fwZOfIkAy22oRufOnaux+ycmyQGAqMbvQaenp+tpDg8fPsyXpnV1dQbmDTTq7+9PS0uLccD4sUY9HGQIsNyGv6P07/Tp00P2xMIkOQAQ1egsxy/9RfxAh06YfBvMjHcSQSMe3iwzM9PeUVuNejjIEGC5QeA4WBRdabkawyQ5ABDturq6Ih6vqKWlhccRraqqMiNvoBHFVdxs2ThmkIEPBxkCLLfhGq2trQ35SBuT5ACAO/AzPgqVKNjS/qmOjg6OrsrKykzLGmjF8Y2WZy9mMPbhIEOA5TZco9IjbZXBRTBJDgC4RnFxMZ3QcnJyNDbPb731Fp8kly9fjskEnYBqgV8Lra2ttX7vxj4cZAiw3Eaq0V27dtFyQUGB0paYJAcAXKOvry89PZ3OaTt37lTf8vTp07Ql97vKzc1FdOUc3IGYAl+Lh2Y0/OEgQ4DlNlKN0ulGfZonTJIDAG7S3Nwc79Pa2iqt7Orqamho2L17d0lJid/MzRMmTPB6vTZmGAJlZWVZ/MKBGQ8HGQIst5HXKI/CQKeVoFtikhwAcBkeLHTo0KE5OTl+4ZQkNTV13LhxU6dOPXv2rN35BX+NjY18M8myeYrMeDjIEGC5jbxG6dKNr+coQvfbDJPkAID7DAwMUHQlD6fS0tIKCgroarO2tra1tRXTCzofjx8U9FFvT09Pe3t7c3Pzjh077rzzzmXLlu1Utm7dOgqbfvjDH9L2HR0dQR//mfRwkCHAcoPAYRok3PEzsKMVJskBAFfatm3biBEj7rvvPoRTUYriIWqeEhISNm3aVFJSkp+fn5WVxR3s9Js8eXJ2djbF3JRyZWUld6Qx/OEgQ4DlNn41eubMmRjf3KV+JxpMkgMAAA7U0tKiFB6lpKRkZGTk5eV95jOfoT8nTZqkdPuqqqqK32P4h3/4B9p++vTp3NEqKJPm9kaA5TaBNUrhP62srq6Wr8QkOQAA4ED8gIV8/etfP3ToUGNjI60JHOEssOuLn87OzoaGBvlborRM6bS2ttJ6SnnZsmW0F4/HY8bzwUEEWHah6pw4caLS0b958+amTZso3E5OTqYwnP7UnnJgmtxn0O/FV0ySAwAAzkQRFbVc1uzIvLlMEGDZY/369U899ZTS0a+trZ07d+47PrSwf/9+7SkHTZNffJWPyIBJcgAAAMyDAMsG586dmzZtGr/HF3SDefPmnTx5kpdpYf78+doTD5omzyORkZHBf2KSHAAAAFMhwLLBF7/4xRdeeGFQ+egnJiZKj4SvXLmSlJSkPfGgaQ4MDPArGPX19YOYJAcAAMBkCLCs9vOf//xzn/scd6tSOvqxsbHXr1/nZVqIi4vz20D9NdSgadbU1NB/5eXlDWKSHAAAAJMhwLLarFmzWlpaeNmyO1jE6/Vyv6vW1lZMkgMAAGAqBFhW03LDyfA+WKyqqor+t6ioCJPkAAAAmAoBlp38jr705759+4x9i5D19PR4PB4eew2T5AAAAJgHAZadlAKsmzdvbty4Mcln8+bNOsf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