Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Adam_Liebers_060823_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 01, 2000 |
Start Time | | 2000/01/01 00:00 |
End Time | | 2000/01/01 02:00 |
Key Words | | sim_run |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -26.68 |
Dipole Tilt, in Y-Z GSE plane, deg | | 15.33 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 125.60000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Adam_Liebers_060823_1 |
Minimum Dst Value | | -50 |
SW Source | | ACE-L2 |
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUARnJpIE5vdiAxMCAxNTowNjo0OCBVVEMgMjAyM/pI3KMAAAGpdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiQWRhbV9MaWViZXJzXzA2MDgyM18xOiBMRk0gcGxvdCBvZiByaG8gYWxvbmcgUG9sYXIgdHJhamVjdG9yeS4iLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDAtMDEtMDFUMDA6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDAwLTAxLTAxVDAyOjAwOjAwLjAwMFoiLCAibGVmdCI6NzgsICJyaWdodCI6NzIyLCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IlVUQyIgfSwKICAgICJ5YXhpcyI6IHsgImxhYmVsIjoicmhvIiwgIm1pbiI6LTAuMDAxODY2MzYwNSwgIm1heCI6MC4wNjM0NzcxNjA1LCAidG9wIjo1MiwgImJvdHRvbSI6MjM1LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19gYWUcAAAAARnQU1BAACvyDcFiukAADXaSURBVHic7d1/TJz3fcBxGkOBgmM8sQylyGUMz3RxZpyhiFmUnDK2kBkvTkPUU8Y8atEIK0QiCtbYiY2qtkZWmqIMWaiyFdLRlSqsRRGVbhGbD5lpTCMSsm4Timh01ojCBJFRhCoUIXT7lO/25Mlxdzx3z3P33D3f9+sP67nz93me74+7+3x4fnyfgigAAAAcVeB2BQAAALyGBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBQAA4DASLAAAAIeRYAEAADiMBAsAAMBhJFgAAAAOI8ECAABwGAkWAACAw0iwAAAAHEaCBXcUFOTcZy8Hq4REMjFYd+7cqa6uPnTLmdh1Tn32cqoyQP7iiwR3ZP9H3JXAiQzJxGA1NTXNz8+7suuc+uzl4HcTyEd8rOG8119/vbS0VP5NUiajP6npbTybv/KDg4Nl+wKBgPn9cDjc2toqvVddXf3WW28lL3/v3r3z58+X7pOFDz74QL1/+/btJ598sri4+OjRo5cvX97Y2DDe9/l86v1Lly599NFHyStZ8P+stChusYLPM948c+ZMTMmzZ8+m1P+ZSJelZxzZdRoy/XVQ5HPi9/uNz0MmKpPNLxFpGXIcH1A479SpUz/4wQ9OnjyZpIzOCdatW7daWlo+3icZj7xU76+srNTW1gaDwb29PYmCL7/8cvLykqb8zd/8ze6+69evS46i3pdka25uTjays7PzyiuvSLKl3n/qqafeffddKSz/NTo6+vjjj1uprc0EK+6bTU1NUkPjHWmyvON6gmWnpTZl5+vwySefSML93HPPZa4yJFiAgQ8oHHb79u1z585F90+4mIPop59+2tXVVVxc/NBDD42MjBg/jh9++KH84svf1kVFRU8//bTx57UUuHHjxokTJ+T9Rx555F//9V/ffPNNyT/kpWQS//Vf/5WkDocG+0AgcPz4canMCy+8sL29bRR4/fXXpXryvlRVspNDy4+NjVVVVR05ciS6nyU8+uijUqampkaqmqR6ki0Zp6Jkobm5WS3LTs1HrQ4tr/ZriHsARnIp6bG41Uj7gE1KuVTcN2dnZyVTNN6RFr3zzjuJCscdFKOwvHPlyhV1eE8WVIGDh83MUl0lZqDlpeS46pMpH8W7d+8m2WyMJJ/25BtJtNNEX6uY+hvLv/zlL41xT7KvQ2tr7hDzjg4erTSXPLT50QTfNfEXf/EXx44dO3r0qGww7r6SNMeog3zq3n77bWObH3300cMPP2zeC+AgEiw47MKFC3//938vCz/60Y/Onz9vvC+/j88+++wn+2TB+FmU5Onf/u3fJA/Y3d2VMhIt1PtSwO/3/8///I/81xtvvCHxw/xS5XCJJA8z3/72t5955pmPP/5Y9tjd3W0cKJIC5hpKZQ4tf+nSJePXubKyUiWU5oNPcUmAkVaoZVmQl2pZ4sf4+LhEAokuzz///P3795OXl1h1/fr1vX3f+c534h6ZkLTPOIJlUH1oHp0kMpFgRfcPc7733nuyIKMvy0kKxx0Uo/DVq1dldIwC8jLJrtNbJWag5aXEfvk8SDdK8mccCEy0WbMkn/ZD6xZ3p+prJXWT8vIBSCnBOrQfktTW3CGJ9nWw5KHNT/Rd++u//mtJyOR9SSgPfgYObY5Rhzt37shfQcYqL730kmSlB1sBOIIEC0767//+7+rqapUNyL+SK9y7d0/9l/ylKP+rluXNuJFAVpG/UNWyFDB+l+X9mJeJjsoY6yZ5U2po1ETijaQ1RgFzDaXyh5aXX3xj+ydOnJA/lA+9sOlg9Yy2yPsSVCSEyB/fL774ogTU5OU//PDDmpoa9Ue8LEj2GbOjcDgsIc0YAmNrQhLW1dXVQ6t6cO8pFSv4PHNJSSUliYzuZ+TqgF+iLcQdFKOw+TMmC9KuQ6ud6ioxAy0vjaMj5o9ios0mEvNpP7RuiXYqHwO1LAvJP/kxpwhT6oeY2po7JO6+Di0Zt/mJvmvy6xHzMT64ryTNMdehqanpJz/5iSx88MEH8p2Vr1vc6gH2kWDBSYODgzEx1bgo++Avr1qQv2hbWlpKS0tVeeOkQ6LycV/GSB5mYmqYaI/mvMdK+bt370rGICHh1KlTwWAwSfUSHZGSBSOIyu++caQhUfnW1tbr168b12DFHKmSP9ZPnjxpnEsyk43IH+7JjwIabCZYid6UOkg0feedd4yM3MoWzINisUAa20xePtHLRJs1O/TTbrFuiconT3PlE2W+yP3QfVn8biapQMxLK8238l2zsq9EXffuu+9+9atfje6fkVdnG4EMIcGCYyTMyx+Rxh+g0f0DWvJ3pAqfiY5gSXydnZ2VddUWLEYOOwmW7DHujVQFiY9gJSofd++S2RjrxhVzTZW8VMs+n8+cYBmJVKLyMSHc/HJmZkb+Ol9eXk5SjeRHAQ0ZSrCEJHllZWXG3aaJCh96BMtcwOIRrJRWsfhRTLRZs0M/7RbrZi5vHMGSFa2PgpV9WfxuJtlXzMtDN5jou2bxCJbFYT179ux3vvOdmpoa4+8WIBNIsOCYH/3oRwcvA3r66afVhdvGxSLimWeeMX71jh8/bly61NnZmYUE67XXXrtw4YIKS6urq+YLQYwami/3SVLevH15X8UASbCkUUmqp+4KlPbG3BUoHfXiiy/u7Ovu7r506VLy8ipOGNdgGXcR3rhxQwLVyspKzH6vXLmipnL45JNPAoGAkagld7Az08ilDn0zSeG4g2IUNq7tU58r48obSd0OnjNNvorNBCvRZs0O/bRbrJu5vHzpVP88//zzKXX4ofuy+N00i+n2mJKHbjDRd01dgyVrma/BitmX9WH96U9/Km/G3FBi8Q8JwDo+UnDMuXPnDs7TKL+nTU1N0f1DMpI0FBUVyY+s+XanYDBYW1t75MiREydOSGbgVIIVI2YV+R2Xv19lp2fOnDHuKpICUjF1B5O6FurQ8uadyvtf/epXpYGPPvpo8lOE0f1bpeLOg3X9+nVVAb/fb1zknqi8RCA135WQBeOaqrjNj+4f1pL6y0vZhXl+LIvdaH7/0MIH+zz56kkKxx0Uo7Akoy+//LLqhJdeeskoMDo6Ku/E3WaiVWwmWIk2a3bop91i3czlZSiNr1Xco5KJ2nXovix+N81iuj2mpJUNxv2uRfevYZfPv3EX4cF9WR9W+SKos4RWeglIGx8pALmLsGfdBx98IKmJ27VIR8x0D5n23HPP/fSnP83mHqEnfrwA5C4SrENdvXp1e3v7/v37ic5L5jjJC5Nfs+isn/zkJ+aZGoDM4ccLeaw4Hrcr9Zkcr56S45XMqcrkphs3bjz00EOlpaUxs+PmC6n5D37wg+zsSz5OJ06cUBOwAZlGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcJguCdbBaaYBAED2uZ0RZIk27dRmRAEAyFn6hGMvt1PPlBkAgJylTzjWpp3ajCgAADlLn3CsTTu1GVEAAHKWPuHYy+3kFCEAADlFn3DsQjsHBwfL9gUCgVTLhMPh1tbW0tLS6urqt956y/pO9RlRAABylj7hONvtvHXrVktLy8f7fD6fvLReZmVlpba2NhgM7u3tbWxsvPzyy8n3xREsAPCM3d3dSCSyubnpdkVgiz7hONvtlMxpfn5eLctCc3Oz9TJdXV0pHbUy02dEAcCTvvGNb8gv+Ze+9CX5Y9vtuiB9+oTjbLeztLR0b29PLcuCvLRe5tixY+Pj41VVVcXFxc8///z9+/et71efEQUA7xkdHTVOR4RCIberg/TpE46z3c6Yni0qKrJeRt7v7u7+9NNPd3Z2XnzxxRdeeOHgikwdCwBesrS01NTUZPySl5WVbW1tuV0ppE+fcJxPR7BkQVIrtSxpVnFxsfX96jOiAOANkkj19vYWFhbKD3h1dfXNmzdLSkpkORKJuF01pE+fcOzyNVjy0noZn89nTrDiJmeJ6DOiAOABU1NTklSpo1YDAwPb29vR/SggL69du+Z27ZA+fcKxO3cRbmxsHLyL0Oj0RGXeeuutF198cWdfd3f3pUuXku+LU4QAkHdWV1fb2trU73ZTU9Pi4qLxXxMTE/Jma2uri9WDTfqEYxfaGQgE4s5xZe70RGWuX79+/Pjx4uJiv9/PRe4A4CXyx/PQ0FB5ebn8Ysu/4+Pju7u75gKRSET+q6SkxDibgbyjTzjWpp3ajCgA5KO5ubnTp0+rA1ddXV1ra2txi6ky3EiYv/QJx15uJ6cIASD3ra+v+/1+dTF7XV3dwsJCksK9vb3qqqysVQ/O0icca9NObUYUAPLI+Ph4RUWFOic4PDysLmZPYmZmRgpXVVXFnD1EvtAnHGvTTm1GFADyQjgcbm5uVmcY2traVldXray1tbWljnXJ6pmuITJBn3Ds5XZyihAActDOzs7AwIAxwdXs7GxKq/v9fllxbGwsQ9VDRukTjrVppzYjCgC5aWtrKxKJvPPOO3V1derv3p6enjQe3nzz5k1Zt729PROVRKbpE4693E6OYAFAjlhdXX3wwQeNH+TTp0/Pzc2lvSnZQkVFBZdh5SN9wrE27dRmRAEgB4VCISO7GhkZsZkb1dTUyHZmZmacqh6yRp9wrE07tRlRAMhBW1tbZWVl8lP8J3/yJ/a31tPTI5vq7u62vylkmT7h2Mvt5BQhAOQINQl7eXn5oRMxWBEMBtWkWfY3hSzTJxxr005tRhQActDk5KT8Dvt8Pke2tru7q2bPSjThO3KWPuFYm3ZqM6IAkIM6OjqcnVtBbXBiYsKpDSI79AnHXm4npwgBIEdUVlY6Ozuo5GpqhlKnNojs0Ccca9NObUYUAHLN3Nyc48+3UZM1lJSU7OzsOLVNZIE+4VibdmozogCQa4aGhuRHuLe319nNVldXy2ZTnQge7tInHHu5nZwiBIBc0NDQID/CU1NTzm5WTdbQ39/v7GaRUfqEY23aqc2IAkBO2dzcLCwsLCkpWV9fd3bLavLSxsZGZzeLjNInHGvTTm1GFAByirMTNJjt7OyoyRocvHYemaZPOPZyOzlFCACu8/v98gt87dq1TGy8vb1dPXsnExtHJugTjl1o5+DgYNm+QCCQUhk7CZM+IwoAuWN3d1ddip6hg0yjo6OycUmzMrFxZII+4Tjb7bx161ZLS8vH+3w+n7y0XiaNpIojWADgosXFRfn5raiocHCCBjPJ29QTeJisIV/oE46z3U7JnObn59WyLDQ3N1svY2dU9BlRAMgdIyMj8vPb2dmZuV1UVVXJLhYWFjK3CzhIn3Cc7XaWlpbu7e2pZVmQl9bLyKgcO3asqKjo1KlT169fT2m/+owoAOSOxsbGTEzQYDY4OCi76Ovry9wu4CB9wnG22xnTs5ItpVHm/ffff/rpp69evXpwxSScqD4AwKrt7e0MTdBgpqaJr6mpydwu4CB9wnE+HcEy++STT8rKyqzvV58RBYAcMTU1laEJGsx2dnYkh5MdRSKRjO4IjtAnHLt8DZa8TK8MCRYA5Liuri757R0aGsr0jiSHkx1NTExkekewT59w7M5dhBsbGwfvIjQ6PVEZ+a6urq7Kwocffvjss89euXIl+b44RQgALqqpqZHf3lAolOkdDQ8Py446OjoyvSPYp084dqGdgUAg7jxY5k6PW2ZmZubMmTNS7OGHH7569WpKN+XqM6IAkAvUBA3V1dUZmqDBLBKJyL4qKyu3t7czvS/YpE841qad2owoAOSCoaEh+eHt6urKzu7U0bLZ2dns7A5p0ycce7mdnCIEALdk+bqonp4e2V1vb292doe06ROOtWmnNiMKAK7L/p19oVBIdnf69Ons7A5p0ycca9NObUYUAFynJmhoamrK2h6NlG5zczNrO0Ua9AnHXm4npwgBwBVZm6DBrK2tTXY6OjqazZ0iVfqEY23aqc2IAoDrsjZBg9nExITstLW1NZs7Rar0CcdebidHsAAg+9SkCSUlJSlNpuPUfsvLy7O8X6REn3CsTTu1GVEAcJea9tPv92d/164cOUNK9AnH2rRTmxEFAHe5+OCagYGB7F/7hZToE4693E5OEQJAlrn76GU1WUNjY2MWpo9HevQJx9q0U5sRBQAXqRSnpqbGlb0b6V04HHalAjiUPuFYm3ZqM6IA4CI1o/rAwIBbFfD7/VKBsbExtyqA5PQJx15uJ6cIASDLXL/MXE3WcPHiRbcqgOT0CcfatFObEQUAt7g1QcPBOlRUVHAZVm7SJxxr005tRhQA3KKOHvl8PnerUV9fL9VYXFx0txqIS59w7OV2cooQALJJPaxmfHzc3WoMDQ1JNbq7u92tBuLSJxxr005tRhQAXOHuBA1m6k7Guro6d6uBuPQJx9q0U5sRBQBXuDtBg5mkehUVFVKZtbU1t+uCWPqEYy+3k1OEAJA16sRcV1eX2xX5FamGW7PJIzl9wrEL7RwcHCzbFwgE0ihz//59dRtwSjvVZ0QBwBXq0vJgMOh2RX5FXW7vyvMQkZw+4Tjb7bx161ZLS8vH+3w+n7xMtcyrr7762muvWRkhjmABQHbkwgQNZmtra4WFhVKfra0tt+uCz9EnHGe7nZI5zc/Pq2VZaG5uTqnM+++/X1tbu7u7yxEsAMgdOTJBg5l65vTs7KzbFcHn6BOOs93O0tLSvb09tSwL8jKlMhcuXHj77bejqY+QPiMKANmnrnkaGhpyuyKfUdeE9ff3u10RfI4+4Tjb7Yzp2aKiIutl7ty5c+7cubhljDeTcKYBAIDPM+7aW1lZcbsun1F3NTY0NLhdEXyOPuE4n45gnTlz5r333lPLHMECgByROxM0mO3u7lZXV0vFNjc33a4LPqNPOHb5Gix5ab2MnYNS+owoAGRZTk3QYKZOXI6OjrpdEXxGn3Dszl2EGxsbB+8QNDo9SZmDhZPgFCEAZIG6nDwHJ51Sl963tra6XRF8Rp9w7EI7A4FA3DmuzJ2eqEzcwlboM6IAkE25PCGCVEkqVl5eniOTRyCqUzjWpp3ajCgAZFMOTtBgpo6u5cj0p4jqFI693E5OEQJApuXgBA1mIyMjUr2BgQG3K+IF3/3ud8+ePXvp0qXt7e20N6JPONamndqMKABkk7pTb2Fhwe2KxLe4uMhkDfZJRqVuZVDKy8t9Pt+1a9dWVlZ2d3dT2pQ+4VibdmozogCQNcvLy/LrWlFRkWqUzaaqqiqp5NramtsVyVdTU1MqjVa+8IUvmM8OVVZWXrx4UcpY7GF9wrGX28kpQgDIqOHhYfl17ejocLsiyaiTmJOTk25XJP8sLi42NTWpGHr69Ok333xzYmJC3oxEIpJRScdKdmWOs/X19YODg8FgMMkdD/qEY23aqc2IAkDWNDc35+YEDWaSCkgl/X6/2xXJJ2tra9JjhYWFBftTyMoQJzpIubKyMj4+3tbWpmbzN84htre3S/69vLwcU16fcOzldnIECwAyZ2trSwXgHD/7FolEpJ6VlZW5fB4zd6jLrSRDkpGVfhsYGLB+SfvCwoKU9/l8JSUlRvCV/Kyrq0vSXDVZhj7hWJt2ajOiAJAd09PT6syR2xU5XENDg1Q1FAq5XZFcZ77cSrKi1dXV9Lazubk5MzPT398vHw8j0/riF79YWlqqTzjWpp3ajCgAZEdPT4/8tPb19bldkcOpO+C6u7vdrkjuMl9u1djYuLS05NSWI5HIxMSEccJRn3Ds5XZyihAAMkcd6siLOTzn5uakqlJhzhIeZL7cqq6uLsnlVjb9+Mc/1ioca9NObUYUALIgHA6ra5nz5Sk06n63g9dc68x8uVVJScnw8HCmR1OSOX3CsTbt1GZEASAL1AzpefQc5YsXL0qFpdpuVyRXxFxulbU7FfQJx7baKUNy9OhR6axjx45dvnzZqTo5hVOEAJAh6hl/o6OjblfEqsnJyfzKCB23s7MzPDw8NDT085//3Ljcqrm5eXFxMZvV0Cccp9/O55577plnnlF3b8q/Fy5ceOGFF5yrmMP0GVEAyDT5zVf34YfDYbfrYlUkElEnwpLMgeltKsUUDzzwgPxbVVWVucutktAnHKffzqKiok8//dR4KcvFxcVOVCkj9BlRAMi0mZkZNb+R2xVJwfr6upoj4Otf/7rbdXGHkWAV7D/92q1EU59wnH47JZ0yXw0nCZZ8dp2okmM4RQgAmdDb25svEzQYQqGQEQ6k5hoex/qXf/kXdezqxz/+sYvV0Cccp9/OZ599trW19ZNPPpFl+ffJJ5/s7Ox0rmIO02dEASDTampq5EfVwamSsmBlZaW4uNg4QVZZWenKCTIXNTY2SsP7+/vdrYY+4dhWO7u7u8vKyo4cOXL06NErV644VadM0GdEASCjVldX1RU8eZedbG5uRiKRf//3fzc/wHhhYcHtemXD2NiYmgnM9Wk19AnHXm4npwgBwHGjo6MF+f/s5ImJCXUcTrS3t6f9TJi8sLW1pZ7EPD097XZdSLAyaXBwsGxfIBBIqczt27d9Pl9xcfHRo0cvXbr00UcfWd+pPiMKABnV1tYmv6iTk5NuV8SunZ0diTXGU41l2asXZvX19UkbJYC6XZFf0Sccp9/Oe/fuPfTQQ9JTR/5fUVHRoWvdunWrpaXl430y2PLSepmnnnrq3Xff3d3d3dvbkz+hHn/88eT74ggWADjLmKAha/NSZtr6+npnZ6cKE5WVlTdv3nS7Rg5bXFyU9FFGbWVlxe26/Io+4Tj9dlZVVb355puS66S0lmRO8/PzalkWmpub0ysT3b+N0fp+9RlRAMic2dlZ+TltaGhwuyIOW1hYkFij0ixp3dzcnNs1cow0Rxo1ODjodkX+jz7hOP12Sh+lml2J0tJSYy1ZiDuzw6Fl5M033njj/PnzKdU21aoCAGKok02u34mWIZOTk1VVVSrN8vv9HrgwS819VVdXp2YFzwX6hOP023ns2LE0bkaI6dm4ZxWTl1Ef/YceeujgR78gqVSrCgCIUV9fLz+noVDI7YpkisS1a9euqdOghYWFAwMDuZOapGpra0s94npqasrtunxGn3CcfjtHR0e7urpSvU3XqSNYIyMj586ds75ffUYUADJETdBQXl7u+q3+mRaJRCTAqT/Oq6qqxsbG0p6TQvIz2drCwsLrr7+uppL/3ve+52xtE1Hzwba1tWVndxbpE45Ta+eRpKxc5B5zfZW8TK9MNMHRr0T0GVEAyBA1l1J7e7vbFcmSxcVFNTmnujDrn//5nyVV2tzcjCm2vr6+srISCoUmJyflj/+BgQFJziStkVXULYoxJGPLwlExqVLhvuXl5UzvKyX6hONst1PdIbixsXHwLkKj0xOVuXLlygcffBDdnzg+EAgkSrzMG+QUIQA4RVIr+S2VNMvtimTV9PR0dXW1EUqKi4v/+I//WGKT5E/yvmQwya9OkQI1NTVNTU1f+9rXjhw5ot7s7u7OdLVbW1sLcvJqOX3CcfrtlA9KeitKbhR3Hixzp8ctMzMzc+bMGSl2/Pjxy5cvSwZmfaf6jCgAZMLOzo66MikSibhdl2zb3t4eGhpSz9g5qLKysr6+XlIuv9/f19d37dq1iYmJYDC4tLR0cGKtcDisDmsNDw9nrsLq2nbJ/3JwZi99wnH67Tx69Oinn37qYFUySp8RBYBM+OEPf6iSibx7Qo5TXnrppYqKipMnT0r+FAqFJH+SXDON3pienlZHtjL0lB6pUl1dnexC6pmJ7dukTzhOv52vvfZaV1fXL3/5Swdr4yxOEQKAUx5++GH1W+rhWwizpr+/X12Mtb6+7vjGBwcHZeOtra25mQrrE45tnSJM4yJ3t+gzogDgOAnV8guvEixNno6caR0dHQX7j69x9pbMcDhcUlJSWFiYI/O2H6RPONamndqMKAA4bmZmRn5FH3zwwe9///u5eVwk72xvb6tJxbq6uhzcrLoRYWBgwMFtOkufcOzldnKKEAAcoR7wPDQ05HZFPGV1ddXZC95nZ2cLCwurqqpy8Np2gz7hWJt2ajOiAOAs4wHPmbhgSHMTExPqEMDMzIzNTe3s7NTU1BTk2LztB+kTjr3cTo5gAYB9KglobW11uyLeNDAwIN1bUVFhc/6LkZER2U5zc3OOn8PVJxxr005tRhQAnOXz+Rw5xIJE1KSgp0+fTnuG97W1NXWUcWlpydm6OU6fcKxNO7UZUQBw0OrqamFhoQTvXL6sJ9+tr6+rs3t+vz+9Lah7Ent7e52tWCboE4693E5OEQKATUNDQ/L7KfHb7Yp43NraWlVVVUFaTyIKhULqJGNeJMH6hGNt2qnNiAKAg9SRFea+yoJgMKgezywL1tfa2dlR0z2Mjo5mrm4O0icca9NObUYUAJwieZX8eEqOlePXTXvG8PCwdHh5eXk4HLa4yrVr12SVpqamfBkjfcKxl9vJKUIAsKO7u5vpr7Kss7NTJbVWJsUwZtJaXl7OQt0coU841qad2owoADhie3u7oqJCfjwlirtdF40YM7xbmXDB7/dLScnJslM3R+gTjrVppzYjCgCOmJyclF/OhoYGtyuiHeOC9+RPvAkGg+ra9s3NzazVzT59wrGX28kpQgBIm5qcaXx83O2K6Ehd8C79Pz09HbfA7u6u5L7p3XXoLn3CsTbt1GZEAcC+zc1NCfDl5eV5cee/J6kL3ktKSlZWVg7+r5q3vb6+Pl+ubTfoE461aac2IwoA9o2OjjL9lev6+vpUFhWT5q6tranL4+bm5tyqW9r0CcdebienCAEgPer0U6LzU8iO3d3dpqYmGYi2tjbz+11dXXl3bbtBn3DsQjsHBwfL9gUCgZTK3L59+8knnywuLj569Ojly5c3Njas71SfEQUAm5aXl+U3s6qqKu9OP3nP2tqamuvVuOB9bm5OzUeap3d36hOOs93OW7dutbS0fLzP5/PJS+tlzp8/Lx+svb29nZ2dV155RZKt5PviCBYApKG/v19+M7u7u92uCH5laWlJPch5ampKUl41icO1a9fcrlea9AnH2W6nZE7z8/NqWRaam5vTKyNpVlFRkfX96jOiAGCHhHB1yGRxcdHtuuD/SGolI1JcXPzEE0/IwunTp3d2dtyuVJr0CcfZbmdpaankRmpZFuRlemWCweChR7DM9BlRALBDza5UV1fH+cGc0tvba5yQ+Yd/+Ae3q5M+fcJxttsZ07Nxj0IdWiYcDj/yyCP37t07uGISTlQfADxOTQ6eL08O1kppaakKZ7/4xS/crkv69AnH+XcE686dOydPnrx7925K+9VnRAEgbZubm+rZdnl6AbW3ffvb3/7N3/zNP/uzP8vf84NRncKxy9dgycuUyszMzJw4cSKNp1rqM6IAkLbx8fGDkwIADtInHLtzF+HGxsbBuwiNTk9U5saNG9XV1XHntI2LU4QAkBJJreTX8ubNm25XBJ6lTzh2oZ2BQCDuPFjmTo9bxs5lVfqMKACkZ21trbCwsKSkJL8eHoz8ok841qad2owoAKRHPfwuT+cHR77QJxx7uZ2cIgQA69QMlqFQyO2KwMv0CcfatFObEQWANCwuLsrvZHV1NdNfIaP0CcfatFObEQWANKh5LPv6+tyuCDxOn3Ds5XZyihAArNjZ2amoqJDfSeu3aQPp0Scca9NObUYUAFKlHnVXX1/vdkXgffqEYy+3kyNYAGCFmv5qZGTE7YrA+/QJx9q0U5sRBYCUqOmvhCy4XRd4nz7hWJt2ajOiAJASNf1VR0eH2xWBFvQJx15uJ6cIAeBQDQ0N8gs5MzPjdkWgBX3CsTbt1GZEAZitr68vLy8Hg8HHH3/8+PHjTzzxxM7OjtuVyiHhcFh+HisrK+kWZIc+4VibdmozooBWtre3I5HI4uLi9PT02NjY4OBgd3d3e3t7Q0NDdXV1YWHhwWeYVlVVSZm5uTlSCtHX1yd90tPT43ZFoAt9wrGX28kpQsAzlpaWvvKVr1RUVHR0dPj9fp/PV1dXV15efjB/ilFZWVlfXy/lVeEjR44Y/yVbk8QiFAppO3e5NFz6R7pCMlS36wJd6BOOtWmnNiMKeM/29vYTTzwRN38qLCysrq5ubGy8ePFid3f34ODg2NjYzMyMZAyrq6vmY1TqWJf8Ozc3JyVVYqHIFiTTmp2d1e2YlnSUNF9SVW1TTGSfPuFYm3ZqM6KAl0jgHx0dlQTISIa+8Y1vTExMBIPBcDi8ublpZ8tLS0v9/f3mjUvWNTAwsLCwoEnC0d7eLq0eGhpyuyLQiD7h2Mvt5BQhkNemp6dPnz6tvr8+n+9nP/tZJBLJxI4ko5K8qq6uzpxpdXZ2evuYlqSnJSUl0tjV1VW36wKN6BOOtWmnNiMKeMDc3FxTU5PKderr67M2g8DS0lJMpiUpSE9Pj9THe8e01PRX0s9uVwR60Scca9NObUYUyGurq6vqvFXB/u1+k5OTrhxDWlxc7OrqUs8/Vo4dO/bggw/W1tZm6Cha9qnpr8bHx92uCPSiTzj2cjs5RQjkkc3NTclp1MQKktkMDQ1tbW25W6Xd3d1gMBiTaT322GMrKyvuVsw+ySDVLQJ2rmMD0qBPOHahnYODg2X7AoFAqmXSzpb0GVHkpr6+vtra2o6ODg9f05O27e1t+cqrJEZCviQ06+vrblfqcyTT+uY3v2n+g621tXVmZiZ/zxvyeBy4RZ9wnO123rp1q6Wl5eN9Pp9PXqZRxuLwcAQL7pLou7i42N3dXVVVZXwOv/Wtb5FjGaSLRkZGampqVOdIvM/lC64jkcjdu3dHR0eNi7Tq6+vdOolpk9S8gMfjwA36hONst1Myp/n5ebUsC83NzWmU4QgWcpmEW8mrent7zeeVvvCFLxjL1dXV09PTblfTfdIJKswL+ZqHQiG3a2SV5IUTExPGHY5qcoc8Otemzg9K3p+/R+CQv/QJx9luZ2lp6d7enlqWBXmZRhkSLOQgiVVzc3N9fX3m41Xl5eUXL16cnZ398MMPJYH44Q9/aKQUOX60JqPMNwk2Njbm77k2GVnjknzJp2X08+LyrJ6eHqmw1NbtikBH+oTjbLczpmeLiorSKJNoeAqSsldxID7JDCTKSqwyzwwusVbyKskbDp48kvLDw8PqsS0lJSVDQ0Pb29uu1DzLpCsikch//Md/tLW1GUfyRkdH8zS1MltaWurs7DRGXxq4sLDgdqUSks+bOrYq1Xa7LtCRPuGYI1hAmoLBYG9vr3H9kDpV1NHRMTU1dehFOWtra7KuumOurq5OhzOGtbW1xqlSyS8ly/RYZhkOh3t6etTUnQX780tZ+SRk3+TkpLp6zO2KQFP6hGOXr8GSl2mUIcGCi0KhUHd3tzmvknShs7NzYmIi1YxhZWWltbXVOOzhmQmWYki7urq6jO6SLETyS7crlSnStKGhIeM0sSzcvHkzp9Is9ZGTBNftikBT+oRjd+4i3NjYOHiHoNHpScrElEyOU4Rw0He/+92GhoYvf/nLB/Mqm1c3T01NqcfhFRYWSvLh+uRPDpK2SLahzoeqHvujP/ojtyuVDZJqm282rKyszIVpvaL7ya46burVbB65T59w7EI7A4FAojmurJRJL2fSZ0SRCX/3d39nfOpKSkokr5KsyMF4KfHYOGMowViSNqe27BaVWhn3Uba1tWl4xY+62dC4nF8+OY899tj3vvc9Fy87u3btWsH+gx3dqgCgTzjWpp3ajCgcNzo6+sUvflHFyLNnz2bubvyVlRWJfMYVPOFwOEM7yihJFs2pVWtrax7Nv5AhwWDwa1/7mvnYZ1dXl3RLlk8dygdMnbu8efNmNvcLmOkTjr3cTk4RwibJFTo6OtTn5w//8A//8i//MgsnVqanp41TS36/P9fmNE9CHbBRpzsL9qe2mp2ddbtSuULGUR2hfOCBB2IyLUm/snC9/y9+8QujArlwshLa0icca9NObUYUTgmHw2rOqsrKyixPeL2zs9Pf36/CocTgsbGxbO49DSq1MvLChoYGSRrcrlTOkU/R0NDQ/Pz83NycpM7meWhllHt6euLO62GH/D0g4yJbPn369JEjR9S+ysrKHNwFkCp9wrE27dRmROEICUvq0uzGxka3LgdeXV017jGUAGkzyVPTUGXi0IXkUsac5pJjTU5OemBqq+yYnZ2VTMs8M61k83YyLVkrFAoNDw+3t7ebJ2Yr2L+FQt758pe//P3vf9/xhgDW6ROOvdxOThEiDZIcqHmuC/anunb9BnuJwcaRoQceeODZZ58dSstv//Zvq/gtG3RqlgSJ5UYKKFmCZKWkVmmQTpOMqqury5wSybK8Y2WOe0nEJamVz6r8MWDMwmUcGJNMS0ZfRorTgsgR+oRjbdqpzYjCDsk81D1fEply51Y+CbFf//rXCxxVUVEhedvFixcHBgZGRkaCwaDEaetXAi0tLUlqpU5i1tTUSF+5nol6gAz09PS05PfmTEsyV7/fLwNkZFrS1QsLCzJqHR0d5qNfigyHZGbj4+PLy8sMCnKQPuHYy+2M+d1xuzrIdXNzc2r6UPk3154ot7i4qLKZP/iDP0jvCJYkjg8++OBv/MZv/P7v/7756p8YknX5fL7u7u7R0dHJyUlzkJY6hEKh//zP/+zs7FSVke3o86ifbJI+n5mZkUzLmEJMfOlLXyrYP4qpFgwlJSUyZNeuXZudnc2jB05DW/qEY23aqc2IIj2SKKikoa2tLTej1Pr6eiQSceocnGwtHA5PTU1JYO7t7W1ubpa0UvXAQRLmT506pZbVTXAqteKsU6ZJphUMBru6usyZlsqD/X6/jF3253oAbNInHGvTTm1GNC6JphIOh4eHuUTmIMkS2tvbVdySiKVzF0moXl5enpubGx0d7enp6ejoqK+vj8m6JMGSeJ9Hk0d4gwyN5MHS/0VFRT//+c/drg6QPn3CsZfbySlCZXt720ggrl69urq6yp+8hqWlJXUJeVVVFfNhJrK5ufmP//iPZ86cqa2t/dnPfuZ2dQDkMX3CsTbt1GZElfX19ZmZGfmT1/xMYkNhYWFDQ0Nra2tfX9/w8PDs7Ozi4qKGV9LcvHlT3XXl4lwMAKAVfcKxNu3UYETVJTVdXV3GVNqG3/qt35JMq76+/vHHH4+5mMNMVpTES13bIfnZwsKCcTXS1taWpCCeOfQlDens7FStzoW5GABAEzqEY8XL7fT8KcLd3d3FxcXx8XHJFWLu1i4pKWlqaurv75+enj54ucza2trS0tLNmzeHhoZk3dOnTx+82dtQWVkpm1IP4/ud3/mdUCjk1CxKblldXZU8smD/2m3pH7erAwAa8WQ4jkubdub5iEYiEclsJFWSpEpyo5GRkYsXL8bM1FxRUdHR0ZH2jUVWLnA2Z12So0gdBgcHJcNbWFjIl6uepXNUv9XV1eXaXAwA4Hn5Ho6t06ad+Tyi77//vjqvV1ZWFnOCr7q6Wk0quLi4mKHb3zY3N//pn/7p0UcflQTu1KlTjY2NiU4ylpSUyP9KZtbf3y9ZmuRquXNB/dra2sTExKVLl3J8LgYA8La8Dscp8XI78/cUoeQl09PTg4OD7e3tBy+oqqur6+7ulgIrKytuzSkg+crCwoJkUVLJixcvSpUSZV3yfn19fUtLy2OPPfbUU0/91V/9VRqTZMpasoWGhoY//dM/TW+aTeNpM0eOHBkZGdF5LgYAcFF+hWM7tGlnro6oRPpwOCzZ0tjYWE9PT1NT08FMpbKy8itf+cqJEyeuXLmSy2fiJC8MhULj4+PqDKOR0+SUv/3bv3W7nwBAXwW5Go4dp007c2ZEt7a2JAtR6dTBh7Mqkpqoq6kcfC6vWyTrmpmZqa+vV0378z//8zSOP33rW98yeia9I1jf/OY3z549++qrr3LsCgBclDvhONO83M6YrEXSmkwH152dnci+paWl0L6pqamJiYm+vr4TJ078+q//enV19cHLxlU6JfmWZF0LCwuenI9K0izJckZHR9Megrm5OelJZqsCgLxGgpVBg4ODZfsCgUCqZaysG5dKZZ566qn0jn/87u/+bkVFRWNjY29vb1dXV2dnZ2trq8/na2hoqNkX90BUXOXl5bKd7u5uD6dTAADERYKVKbdu3Wppafl4nyQo8tJ6GSvrmlnMeBwkaZbKtySF8u3z+/2SkP3e7/2eKvDGG2/kyF11AABkHwlWpkiGND8/r5Zlobm52XoZK+smIiMqec+VK1fSO4JVUVEhW/i1X/u1sbGxiYmJycnJubm5UCi0vLyszgkemjZJ4cXFResVBgDAe0iwMqW0tHRvb08ty4K8tF7GyrqJ2BzR7e1tyaI4nQcAgB0kWBnb3+d7tqioyHqZQ9dNfv7OgdoDAAAb9AnHHMECAABZok84dvkaLHlpvYyVdRPRZ0QBAMhZ+oRjd+4i3NjYOHgnoNHpicokWTcuThECAJBT9AnHLrQzEAjEncvK3OmJyiR6/1D6jCgAADlLn3CsTTu1GVEAAHKWPuFYm3YCAIAc4HZGkCW6tDN6IGtO/tL18q5XIO8q7HoFqLDnK0CFPV8BKpz9CniYLu2Muv2pyruvQd5V2PUKUGHPV4AKe74CVJgEy0G6tDPq9qcq774GeVdh1ytAhT1fASrs+QpQYRIsB+nSzqjbn6q8+xrkXYVdrwAV9nwFqLDnK0CFSbAcpEs7ozoNaobQgTbRgfbRhzbRgTbRgfbp04e6tDOq06BmCB1oEx1oH31oEx1oEx1onz59qEs7ozoNaobQgTbRgfbRhzbRgTbRgfbp04e6tDOq06BmCB1oEx1oH31oEx1oEx1onz59qEs7ozoNaobQgTbRgfbRhzbRgTbRgfbp04e6tBMAACBrSLAAAAAcRoIFAADgMBIsAAAAh5FgAQAAOIwECwAAwGEkWAAAAA7L4wRrcHCwbF8gELDyvlPrekbanXD79u0nn3yyuLj46NGjly9f3tjYsL6ul9j8FN2/f7+mpiZmShitOjCauL0F/y+NdbXqw7Q7kG+xYucTGOVbvC9ue5N8wA5dN8n7+SVfE6xbt261tLR8vM/n88nL5O87ta5n2OmE8+fPz83N7e3t7ezsvPLKK/Itsr6uZ9j/FL366quvvfaa+adZqw6MWmhvkvDGtzhqrwP5FkftdaDCtzhRexN9wKys65k+zNcES3p/fn5eLctCc3Nz8vejpq9KGut6j50ONJPvT1FR0aHreo/NDnz//fdra2t3d3fNb2rVgVEL7T34keNbbGanA834FkfT6kC+xVFr7TV/wKI6fYvzNcEqLS2VMVPLsiAvk78fNQ1qGut6j50ONAsGg8afJnRgkvejn+/ACxcuvP322zFvatWBUQvtTRLe+BZH7XWgGd/iaFodyLc4aq295g9YVKdvcb4mWDGfeyM7TvS+U+t6hiOdEA6HH3nkkXv37qWxbr6z04F37tw5d+7cwfJadWDUQnuTnKDhWxy114EGvsWGlDqQb7FyaHtjPmBW1vVMH+ZrgmUn8/V81myF/U6Q35eTJ0/evXv30G16kp0OPHPmzHvvvaeW+dtXLVs8fnDoulr1oZ0OVPgWp92BfIuV5O09+AGzsq5n+jBfE6yYc7TyMvn7Tq3rGTY7YWZm5sSJE8vLy1a26Ul2OrDgAOvresmh7U0S3vgWR+11YJRvsb0O5FusJGlv3A+YlXU904f5mmCpuww2Njbi3n1w8P2o6auSxrreY6cDb9y4UV1dvbKyYnGbnmSnA80O3n+kSQdGLbQ3yRUwfIuj9jqQb3HUXgcmelOrDowmbm+iD1hUp29xviZYIhAIxJ0nI9H75u9Aqut6UtodmOhPtyTrepKdT2CiN7XqwGjSvor7AeNbHCPtDuRbrNj5BCZ6U6sOjCZob5IPmD7f4jxOsAAAAHITCRYAAIDDSLAAAAAcRoIFAADgsHxNsNJ4UqnNh0rafCaozdUBAEAeyde4nuqTSm0+VNLmM0HtP1IUAADkES/EdStPKrX5UMk0ngnq4OoAACC/eCGuW3lSqc0p+W0+ksL+Ey0AAEAeyfu4bvFJpam+H+PQYskzJJurAwCA/JLfcd36k0pTfT/m2vNUD0HZXB0AAOS1PI7rKT2p1OZDJW0+VNXm6gAAIL/ka1xP9UmlNh8qmcYzQR1cHQAA5Jd8jetpPKnU5kMlU30mqLOrAwCAPEJEBwAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMNIsAAAABxGggUAAOAwEiwAAACHkWABAAA4jAQLAADAYSRYAAAADiPBAgAAcBgJFgAAgMP+F+AL7ZIPoDgZAAAAAElFTkSuQmCC)
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