Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Yide_Jing_042022_4 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | November 09, 2004 |
Start Time | | 2004/11/09 00:00 |
End Time | | 2004/11/11 00:00 |
Key Words | | electron density |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -20.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -6.36 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 138.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Yide_Jing_042022_4 |
Minimum Dst Value | | -263 |
SW Source | | ACE-L2 |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Diagnostic indices for this run.
Choose variable to plot:
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE1heSAyMSAwMDozNDoxMCBVVEMgMjAyMtye00IAAAF6dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIFlpZGVfSmluZ18wNDIwMjJfNCIsIAogICAgInhheGlzIjogeyAibGFiZWwiOiIiLCAibWluIjoiMjAwNC0xMS0wOVQwMDowMDowMC4wMDBaIiwgIm1heCI6IjIwMDQtMTEtMTFUMDA6NTk6MDAuMDAwWiIsICJsZWZ0Ijo3OCwgInJpZ2h0Ijo3MjIsICJ0eXBlIjoibGluIiwgInVuaXRzIjoiVVRDIiB9LAogICAgInlheGlzIjogeyAibGFiZWwiOiJjcGNwbiIsICJtaW4iOi0xLjAsICJtYXgiOjM3My40OSwgInRvcCI6NTIsICJib3R0b20iOjMwNywgInR5cGUiOiJsaW4iLCAidW5pdHMiOiIiIH0KICB9CiBdfeDiNWkAAAAEZ0FNQQAAr8g3BYrpAABQYElEQVR4nO2dDYgV1924BbNsFhUjFBERkRBJIC2mbJEkbGSxoamYJYptMSENy0Yk0ggGu02ybPLKa0gMEtIiJoQuTXnTl/Imf1hoCBIMKoZSSgNLuhSRTYjYtNJVFCOyiFnu/9z9Xc+ePfNxZ+aeuXdmzvNwucydOx/nzLkz57nnc1ENAAAAAJyyqNMBAAAAAKgaCBYAAACAYxAsAAAAAMcgWAAAAACOQbAAAAAAHINgAQAAADgGwQIAAABwDIIFAAAA4BgECwAAAMAxCBYAAACAYxAsAAAAAMcgWAAAAACOQbAAAAAAHINgAQAAADgGwQIAAABwDIIFAAAA4BgECwAAAMAxCBYAAACAYxAsAAAAAMcgWAAAAACOQbAAAAAAHINgAQAAADgGwQIAAABwDIIFAAAA4BgECwAAAMAxCBYAAACAYxAsAAAAAMcgWAAAAACOQbAAAAAAHINgAQAAADgGwQIAm9OnT69Zs2bRonY8H9pzFgCANsOjDQBs7r///lOnTrk9ZpRItShY+BkAFBOeTQBg093dnXnfhx9++OjRo/qjWlZrYrbPZkj5edXo6OiSOUZGRqyvLl++vG7dOvPUJ06c2Lx5s7pcy5YtGxoamp6ejj9O1PYxx4kiGBgAKBTcnABg00q2/fnnn69fv16WZ2dnlQSoNc7PlZNYjI2Nbdq06dIc/f396qP57f79+w8dOmSeeuvWrcePH1fRnJmZee6555QkxR8navuo9TEEAwMAhYKbE6CgPP/888uXL1+2bNmRI0dkjcpN33jjjZUrV3Z3dw8ODqrMOMPGar3K79euXdvV1fX9738/aD+LDNRHteOePXukMEYtmMdR51q1atXixYutI+zYseMPf/iDWlDvallvLws3btxQ4VGhUmE7fPiwqQgjIyMrVqxQXz3xxBPXrl2LuTh6L3MhNF4xpwuirEjXjaqFvr4+/dXZs2fvvPPOmzdvRh1B6ZE6ddPjhG6fZL1J08AAQMfh5gQoIi+//PKWLVsuXbqk/EDJk6xUuen27duvzqEW9PpUG6v1Sl/UxiojVwa2cePG4NnNbHt4ePixxx7Tx1Ef9TZPPfVUqAap7H/Dhg1qQb2fOXPGOqYKiRkwvf7AgQPqRCpgyht27dq1d+/emOsTKlih8ZLTqXCq0ynbizeSnp4etbssqwX1UX81MDDw/vvv16ILz44dO6ZLnmKOE7p9kvUmTQMDAB2HmxOgiKxevfrcuXPWSpWbnj9/XpbVt6tWrcqwsVqvS6GiCkvMbFvtqA+uFlauXKm3UTYTFf6hoSFlSOo9eEwVWjNgev2aNWv0+uvXry9fvjzq4LUIwQqNlwr/119/LctqId5IrG/1QU6fPv3ggw+GbiNMTk7ee++9+kJFHSdq+6brTZoGBgCKADcnQBEJzTijsu1WNm66b6qTapQqqQ1MUQgqUXC9SbDmMWqvpoeNilqQqJKnDRs2fPbZZ1FHUMazfv16s7I1vgQruH38eov4wABAQeDmBCgiuZZgWZsFz26VYJnHMUuw4qMQdaKYEqwkveesozUVKbMES7Qv5rBW2yn1UR/NQu8yPj6+du3aiYmJJMeJ2j5mfZCYwABAceDOBCgi0qxKCUewWdW1OYJtsBJunFawdJMpdZzHHnvMbIMVH4WoE+lGUXJAvf7QoUMDAwMiQ1NTU4ODg0kO3lSw1Ol27Nghp/vpT38aH2zp/aeuZGgvwuCJjh49qrxQtzNrepyo7aPWNwW7Aigs3JwABUWpzJIlS6yOgYcPH5Z+drt27VI6lWHjtII1MzOzd+/e7jl+8YtfRB0n/iDmR3UEFZ6uri4VNqtbn3KsdevWLV68eMOGDdKIu+nBmwqWCv/Q0JA+XdMOeiMjI1HjYAVPFFOYFHqcqO0zF0ohWACFhZsToDSkyk0rnPVG9ctrypdffqkEznl4AACCVPYRDFA9ECzh7bff7u/vT7798PDwtWvXLl++bFZxAgDkSmUfwQDVI9UMNq1Md1McugMocfze9743OTmZ/CBHjx5duXJlT0+PHnA1eNgCXq5SBBIAokCwAAAAAByDYAEAAAA4BsECAAAAcAyCBQAAAOAYBAsAAADAMQgWAAAAgGN8EazgQMkAAADQfjptBG3Cm3h6k6IAVebnP6j1Lqq9uLPT4QCAjPiTHXsTT29SFKDKKLtSr599t9PhAICM+JMdVzmefpZJAlSWb640BOv1ZzsdFADIiD/ZsTfx9CZFASrL6Q8bgvXOf6XYS22cdhfoNJ9++um6deva2y4IHHD77bfv3Lnz4sWLMYm7yJvs2Jt4epOiAJVl7GAWwZJdenkClAllV7/97W9l4kgoEUqtXnjhhXvuuSdmG3+yY2/i6U2KAlQWKYtCsDxAPbGxq/ISn+H6kx17E09vUhSgsiBY3sATu9QgWII38fQmRQEqC4LlDTyxSw2CJXgTT29SFKCyIFje0OYnNhmEWxAsocrxtHo3dDo4ANAaCJY35PTEjjpsi6cjf7FAsARv4ulNigJUlhYF6/xUXgED17T4xH744YePHj2qP6pltcb56fLLVkZHR5fMMTIyYn11+fJlGcBCrzlx4sTmzZu7u7uXLVs2NDQ0PT0df5yo7WOOE0UwMAKCJXQynio5+/v7JTmfeuqpf//7340wRZc8xfzs4vEnRQEqS4uC9eozeQUMXLPgif3tzdqfj9VupOhU+Pnnn69fv16WZ2dnlQSoNUlPly2Q7hgbG9u0adOlOVQWqT6a3+7fv//QoUPmqbdu3Xr8+HEVzZmZmeeee05JUvxxoraPWh9DMDACgiV0Mp6PPPLIxx9/fPPmTZWib7755saNGxthirj68T+7ePxJUYDK0qJgPX5fXgED1yx4Yn92sp58Dy2tvfRk7a/H676VgB07dvzhD39QC+pdLVuHvXHjxuDgoPp7v3LlysOHD5unU//eV6xYob564oknrl27liSQ5oLKmNauXdvV1fX9739fW13M6YKobO7UqVOyrBb6+vr0V2fPnr3zzjtVphl1BJWZqlM3PU7o9knWm8QEBsESChRP9eOThairn+TnEoU/KQpQWVoUrCMv5BUwcI1dgvXJB7X922oP3F5Pxy1rar/+Ze2LyfgjqOx/w4YNakG9nzlzxjrs888/v3379qtzqAW9/sCBA4899pj6D6+8YdeuXXv37k0SSHNBaZnaXQnKG2+8oUsN5HRK19TplO3F50c9PT1qd1lWC+qj/mpgYOD999+3r4/BsWPHdMlTzHFCt0+y3iQmMAiWUIh4qrT/zW9+s3XrVvmorv7y5cuVPt99992vvPKK3izJzyUKf1IUoLK0KFjMllMewp/YVy7W/t/btcH754sk/+dw7dKFqIMMDQ0pQ1LvwcOuXr36/Pnzsnzu3Dm9fs2aNXr99evXVU6UJJDmgh4f1SwEWrVq1ddffy3LaiGVf+iDnD59+sEHHwzdRpicnLz33ntVdOKPE7V90/Um8YFBsITOx1MaWq1cuXJqym6Cqv6CbNmyZXh4WG9pfhv8uSyKJb8oAEA7yCZYB3chWKWjyRP7/FTtrdHawLpGyu79ce2j94KNtJQqqeOYohBUouB6k8WLFycJZJLDJo9dVFHChg0bPvvss6gjKONZv3692dQsvkgiuH38eov4wCBYQiHiqdL+8OHDWodNrl69umTJElmmBAvAa7IJ1hv7EKzSkfSJPfFpve9C/x319D39YdPjJCnBStJ7zjpaU5EyS7BE+2IOazWGUR/10aJKDcbHx9euXTsxMZHkOFHbx6wPEl+EgWAJBYpnaJM6U7Bifi5N8SdFASpLNsE6MIhglY50T+xvb9Ybv18PaZAelfHrRlGKxx57TK8/dOjQwMCAyNDU1NTg4GCSQDYVLHW6HTt2yOl++tOfxsdOunMpz4vpzmUe4ejRo8oLdTuzpseJ2j5qfVMowYqik/Hcs2fPl19+WZuzqJGRES1M6jct1YXqV67uAbWZrE/ys4vCnxQFqCwIlje4emJHGc+NGzd27dql/tWvWLHC6tanHGvdunWLFy/esGGDNOJuevCmgjUzMzM0NKRP17SDnsoQ4wckMk8UU5gUepyo7eMLpWJAsKLoZDzHx8fVL1hda/WbM4c10+tXr149PDxszqne9GcXhT8pClBZsgnWizsRrNJR/Cd22mYqmi+//FIJnPPwFAoES/Amnt6kKEBlySZYu/sRrNJR/Cf222+/3d/fn3z74eHha9euXb58+bHHHtM9t6oKgiV4E09vUhSgsiBY3lCoJ3Z3ABW8733ve5OTTcbiMjl69OjKlSt7enoGBwelWiZ4WD0YZHHIFkgES6hyPLNVJwNAQUGwvIEndqlBsARv4ulNigJUlmyC9fh9CFbp4Ildam677baYb/1JXG/i6U2KAlSWbIKlh6NEsMrD0qVLL1yIHKIdiswf//jH+NZp/mTH3sTTmxQFqCxasA7uqo0drP3nn4n2QrBKyODg4AsvMHdk+VB2dccdd5w8eTJmG3+yY2/i6U2KAlQWLViphGnLGgSrdFy8ePGee+4JjswERea2227r7+8/fvx4fOIu8iY79iae3qQoQGWxBOuNfYn22ngbggVQHPzJjr2JpzcpCpCI//yzPl3upVI1c8lWgpV2ewDIE3+y4yrH0yq97HRwAIrEkRfqzjFQqhGlESyA8uNPduxNPL1JUYBEvPRkQzvOT3U6KInRk94kF6ZLFxAsgELhT3bsTTy9SVGAROjSoLGDnQ5KYky7SihM//oKwQIoFP5kx97E05sUBUhEtjGlOguCBVB+/MmOvYmnNykKkAhPBOvsBIIFUCj8yY69iac3KQqQCE8E67OTCBZAofAnO/Ymnt6kKEAiECwA6AT+ZMdVjifDNABEgmABQCfwJzv2Jp7epChAIjwRrI/eQ7AACoU/2bE38fQmRQESUTrBujGTRbD+9C6CBVAo/MmOvYmnNykKkIjSCdZ//olgAVQAf7Jjb+LpTYoCJKIsgvXVmXoI1fvf/2ILlnr966smu48dzEuw1KnVAZX2AUAa/MmOvYmnNykKkIiyCNbu/nog1fvpD0ME68gLTXY3py90G9PXn60fc8sal8cE8AB/smNv4ulNigIkoiyCpfVIKvv671ggWC892WT3/ARr8P7GYW/MuDwsQNXxJzuucjwZpgEgknIJ1g+/06jse/y+dM2w8hOst0Ybhz057vKwAFXHn+zYm3h6k6IAiSiXYA2sawT44K6iCFZZLiBAwfAnO/Ymnt6kKEAiyuIHlmDpciMEC6Cc+JMddzKeJ06c6O/v7+7uXrZs2VNPPfXvf/9bfzU6OrpkjpGREXOXqPVN8SdFARJRFj+QQD7d1wiwKUwIFkAJ8Sc77mQ8H3nkkY8//vjmzZuzs7Nvvvnmxo0bZf3Y2NimTZsuzaEMTH2MX58Ef1IUIBFl8QMJ5O5+BAugGviTHRcont3d3bKgLOrUqVOyrBb6+vri1yfBnxQFSERZ/MDsMIhgAZQff7LjQsRzdnb2N7/5zdatW+VjT0+PWqO/Uh/j1yfBnxQFSIT2g599t9NBicUa+ArBAig5/mTHnY+njKGwcuXKqakpvcbcoKurK369dagocosBQAnRfrDxttr5qU6HJhongqXiqN7f2OcyYAgWQCb8yY4LEc/Z2dnDhw8/+OCD8pESLIDcMU1l7OD8mqLpgiVY0h4rrWBtu6v+/qufuAlSWskDAAN/suMCxVOXSFltrdTH+PVJ8CdFARIRrDvTHwtFULBkdsIXd6YQrL0/rr8/fl8uQUKwANLgT3bcyXju2bPnyy+/VAtXr14dGRnRwiS9Baenp0N7EQbXJ8GfFAVIhCVY//qqNIIlJCxvk81k3sCHlta+vek+SAgWQBr8yY47Gc/x8fENGzaoa71ixYqhoSFlTvor5Vuh411FrW+KPykKkAhLsMx6t0LhRLDUu0xi+J9/ug8SggWQBn+yY2/i6U2KAiTCEqygwRSEtIIlFYjq3dpM5mb+7KT7IL36jINjAniDP9lxleNJL0KASGRYqYIL1n/+mVqw9m+rr3+6z95M4jv+WwehssKz52EHxwTwBn+yY2/i6U2KAiRCaYHuXldYwTJbhiUUrB+tCt9MmmE5qc6jihCgBfzJjr2JpzcpCpCIH36nLge/+klDEWSkqAoI1s++G75ZTJst8yurhjGUYJBUOAEgGf5kx97E05sUBWjO+alGr7q3Rhtuob2kUIJ1diK1YEnJXCrBMo8sNYnxo9sHg0QhFkBi/MmOvYmnNykK0JxPPmg0VLKaKBVNsD47aauMbqUeJUxW27K0gpXkIiBYAC3gT3bsTTy9SVGA5owdbNQPWv5RNMEyB4+wwhYlTAd32eqTn2DFHxYAwvAnO/Ymnt6kKEBzgtpRTMGKqh+sRQtWcB6bbIJ15WLzUCFYAOnxJzuucjwZpgEgHAQr9CzSNE1efz7WPFQIFkB6/MmOvYmnNykKEIc1vmhQsF7c2ekgGrRZsKTmVC83DRWCBZAef7Jjb+LpTYoCxGHJR1CwCuUKTQVr4232kArxghU66rq1cdPrgGABtIA/2bE38fQmRQHiqJhgqdf+bQt2iRIsGb4hdNT1VIJlDi6PYAGkx5/s2Jt4epOiAHE0FSw9yUwR0EGV8RrMmQR1gLfdtWAXU5Iev28+gq8+07yKMIlgfTE5v83JcQQLIC3+ZMfexNObFAWIo6lg9d9RuzHT6VDeIlhwpdEB3vdo+Hr1OvLCfAT1yBQxZ0kiWDKEmLzUhUKwAFLiT3bsTTy9SVGAOCzBklGjDgwucIuT450O5S1e3FkPT2i7eyVPEtpf/3LB+qhW/Kc/rC+EDtEeKljqmoTyp3cbG2xZM386BAsgMf5kx1WOJ8M0ANgE2yelat/dZsSiQjv0ySyKwdBGCdY3VxrzLVoDXH17M/wihBab1WrzPQ1l/kEECyAl/mTH3sTTmxQFiCNKsHSBUKF04cBgPTzjvw35ygytzNB8fqq+PkqwFD//QX35kw8WHOf/vR0pWKFVpZZRiW+9/qy7OANUHH+yY2/i6U2KAsQRJViP31dEwZIqwo/eC/lKh/aB2xszVQ/eX19vCdavfzkfIzmaFTsRqVDBCq0qtQRLmmRZ7cBah4IxqC7+ZMfexNObFAWIwxKs4GzKhcrXZS7Cvx4P+coseTIr9SzBkrmfpQxMvjowWC92unShcZwo44y6Dpb6SKdCqydj68RXUwKUGX+yY2/i6U2KAsQRFAjTKh64vZOCFSy2Gby/vmbi07jt4wVLjiDjO5hfyYBY31wJqU9MJVg3ZhpNu65fc3MRBAQLqos/2bE38fQmRQHiiBesgXWdFKygVUh4pHFVkCSC1X9HfeE//wzZXiFdC1sRLIVUUP7jb06uQQMEC6qLP9mxN/H0JkUB4pDilijBElcojmD9aNW8HgUJCta3NxesfP3Z+vtDS+vrg9vXagsmH9SCJfWSyQVL+jP+z+HGRxXat0YbfQwdXgqAquBPdlzleDJMA8ACrlxsUoIlblEQwdIBEz0KEhQsJTfmyr0/rr8/fl/49rXoLocxbcyDX8lF0+3cxepklCxXlwKgQviTHXsTT29SFCASc5qXUMHav61AgtVUMoKCJUalX9vuqr/r0dudCFYwVDJYq95YWn313hrlIVt/QOeCdX5qQdN+gM7hT3bsTTy9SVGASP56vIlgybhT5RUs6yX1oa8+E759zZFgWRu/NdrYQEZ5yKBK+gi67K11ZAywl550dkCArPiTHXcynidOnNi8eXN3d/eyZcuGhoamp6cbYYqu2hsdHV0yx8jISKpz+ZOiAJF89F4TwTJHjWo/zgXLjGZw+1omwdIttKxgBM+iFi5dyCJYepcjL6TYK8kxQ2cKAmgv/mTHnYzn1q1bjx8/Pjs7OzMz89xzzynZaoQp4uqPjY1t2rTp0hz9/f3qY/Jz+ZOiAJGYbbpDBauz41s6Eayn+/IVLBny3vwqRrCkjjKzYLlKCD0aBSPOQwHwJzsuSjyVZnV1dcly1NVXdnXq1ClZVgt9fX3Jj+9PigJEEjoMgV75o1UdFqyHlqYTrDf2tVSCdf1auKLFC9arz9S/+r8j82uiBEvX9MlLWU4SLOdzgh6NolMpC2DgT3ZclHgeO3bMLMFavny58q277777lVde0dv09PQoD5NltaA+Jj++PykKEInlE1IDpVcOrOuwYMmoV8kFS9oVZRas81ONNebQFU0FS9rRK2XR6INYo23p1u69RpOspoSGvEV0ySWCBQXAn+y4EPGcnJy89957z507Z60/e/bsli1bhoeH5aOVKrrES7MolvzCD1AOLMOQNtSmEHRWsHbck06wLDEKnfbHjI5VQ/rX4434ynQ6CQVLAvnF5PwaXZBmlQgGvS0JwYHKWsestQToNP5kx52P5+nTp9evX//555+Hfnv16tUlS5bIMiVYAC0RrBEzV+7u77BgWe3HmwpWTFxCzebPxxas/+i9+fg2FSwZPvT8VGM2IXNiHNPbrIG4MgiWDFuKYEF18Sc77nA8x8fH165dOzExEbWBKVhWGyz1MfmJ/ElRgEjiBeulJ4slWC/urC+r9yjSCta3N2s//M78+v85PB9faVklr/99M+Q6SHN1GSdMHcTEGr5VhsXKJlhnJxbsolLEyeBVUYLlZNB5gJT4kx13Mp5Hjx5ds2bNmTNnrPWDg4NTU/XZx77++uvt27fv2bNH1ksvwunpaXoRAmQhXrCUGcjy68/WF6ImqMmPfY/Oh0rl+k29ROoEJcwynbNuVy5z/gSPYLaLCnYblNcnH9iCpczMvGg//4EdEnN3q2YwlWCZaWFqVotECZb4Yi/PRmgr/mTHnYxnVDOp8fHxDRs2qI+rV68eHh6emZnRu4yMjDAOFkBG4gVLe4ZWhDY7lgxzGgxVcrQ/PX5fuNnEj8sgr7//xRYsXbcozfD10PChh7VeD9xuD/UegxxHm66WxRYJvZgqcfUpbsxE7gvgGn+yY2/i6U2KAkSSULD0a+xgW4On6+nMUKWqwBKV2bJmQQmQaRUyilW8YOl2VMHW8dIASx3cIkaw4pvMm6iYitoGE6JF0w0VLLPpWMIejgAu8Cc7rnI86UUIsIC0gtXmxlj67Ho5bQB0oyKzeMY8iNWEPFSwvr1pn73pZXEiWPogb+xznBChgmUV5gG0C3+yY2/i6U2KAkRiZdvSbqmAghVUnFaOZh7EapsVFKwta+b3TS5Y1gAQ5uvXv0waF3O4B+uM6qtWCL0UHUxo8Bt/smNv4ulNigJEIhmtdNYTu6oVUrCClXStHM08iDXKlD6LNiRLsC5dqL372oI+hqGh0kOlB1/7Hk1XgqVC+K+vQorEXn82e0UhggVFwp/s2Jt4epOiAJGE5vQFFCxtGM4FK6ryzpqVWa83JxOMuSx6sr/gSx0hlWDJZqF1jpmvRuil0INiIFjQXvzJjr2JpzcpChBJWsFqc9arz/7VmXYLlvlVzbhQoc4UGqoowdLHSSVYb+ybnzhIvzJXFNIGC4qEP9mxN/H0JkUBIskgWL1tvHH02T87WQjB0uNyWa9gL8KaC8H69S/nNwtt1PXqM24uxb++skdDRbCgjfiTHXsTT29SFCCSDIK18bZ2B693bpbA1vUuVLD2PBwpWPLV7v75faOGDA0NVYxgiS0FR88y0XWUMjTGlYv17pDWxDsD6zJeCl0bGFX/iGBBG/EnO65yPBmmAWABGQSr9WHEU4VNXn96Ny/BUh6jDEZGNLUES76SYbeiKgcTCpYeMVVen3xQf3+6Ly60usjKaskuzdG0F058mvo66DHxe436RyuoCBa0EX+yY2/i6U2KAkRS5DZY5kndCtb/vhn+lSVYoftmEyy1u0zjI6/zU/X3h5bWh5+ID21MKytpknXkhWSRjw6YGbuOT+8NXuJPduxNPL1JUYBIyiJY/+9tl4L1yQfhX+UqWLVbUyXKcBgyyfQXk01CG3O1ZaiIDMlhBuz1Z+trXnqyvmyOB6GWW59SGiAZ/mTH3sTTmxQFiCSVYLW5bMMSFIeC9fe/hH+l3kU1chIsE6nj++i9JqGNudpNNxBbOj8VF7CffXc+ahIY/VGFEKAt+JMdexNPb1IUYJ5LF+qVSno6v7IIVrzKJETHJTg+p45alPeEduJTm8mCHqM1KvzBixZlcsEgpdpApawKqkRQThGcGTrqwkpxmhOXBUiDP9mxN/H0JkUB5rEa7iQXrAODbRWsr87Y2b8OSWb0vM7Blk86alE1d+ZUhvoV04Kq1kywWi+gik87FWA9C1BUwKxOkRIdBAvajj/ZsTfx9CZFARpI2+peoydgcsF659bsMdJqJ2/MOZhdlWBJiU7oESSaskFU23Ozq12SkJit2vMTLKsVvA6kSiwdXzM65gj15jyMOjoIFrQdf7LjKseTYRrAa3Q9l862UwmWDC6w79F2BHXLGveCpYc2CCLRFOGIGj0h2AyrKaEDQ5hftSJYOjW/OhN+Rr1sFsj9/S/z4TctVtckIljQdvzJjr2JpzcpCtAgmN+nEiyVT/fOTaXXBqzCFSeCpacRDKK7zvVGj/9pCVb8KFbWLnkIlq61lJFIg2e0Wq8LH/+xsfKzk/NTVquI67bw8YIlA76HjlwPkBV/smNv4ulNigI0sPJ7PeBkQsG6MdNQkOvXcg+qOcC6K8F64PYmghUlQ8FteheF9M4LYlbYhR6tFcGq3dIdc5uotNO8+9q8IYVuYEbTaolvNkTLwJWL9UMFexiA9/iTHXsTT29SFKCBlaHqRt9RgtW7yN5FCpb+8bfcg/riTveCFXMEs5NgU8HasmZBrVwMUaOx18Kqa0NPFy9YOkhWt9AYwTIPG7pBaH9JXdDVSirEXI2K0eb+tuXHn+zYm3h6k6IADawMVTeCtma/iREsabUTM3qTK3Ttlbx07V4rgmWO82khzcsSClboEUKRCQS1/ZhMfBoSIxlkQexNpgtMKFihzpRNsEL7SwZfKmoJUQdUF+HShbjyvIrR+m/VM/zJjr2JpzcpCtDAylD1x1//MnyzoGBlHj08OUov3vmvefnThUa5ZlrSvCyhYLkqgNFn1LWNg/fXP764s97vTwaMODkedwRzVkG5MmZ66WrWVIJVS+ZYwdHwo5CC0oF1cS3SKgaClRJ/smM38Tx37tzKlSvVVVt8i66uLidHdoU/KQrQIEqwrOZEMYLVhrqPmAEa8su0dPOymNi9/mxjg/jhr5KjY6RLdHRxnUwN1H9HPWAJD3JgsP5RV62qWGgrTStYtYC6BV/JfwNmQSmCBWH4kx27ieeqVat+97vfzc7OOjmaKximAbwmoS3FVDO1QbB0baBViNWbsnouLQ8tbZL97/2x41wzKCvyUSmmtF5XhpT2ID//QeOj2UsgSrDi6+xcCZb+CTVV2Mog0Ry8v9PhKA3+ZMdu4qmuV9HsysKfFK0O//ln/dGcsH0xBCmFYGkzsDoSRo2e4Iqm6qD9wBXWSKS6VZY2SymUSh7sb67MB9JskB4lWPGtzp0LVoZ9y8iNmUY0lZFDMvzJjt3Ec/ny5TMzzQq3O4o/KVodpAhh/7ZOh6O0lEKwQguu2lAe0DT71xs4REqqegOz1iQXEW1pauPTHzaXITMFY9rg1xb6H4KVHN2e7+c/6HRQSoM/2bGbeL755puDg4M3b6ZrrHDixInNmzd3d3cvW7ZsaGhoenpafzU6OrpkjpGREXOXqPVN8SdFq4M8tvrv6HQ4SkspBEsPHmG9rK6OzumIYGmvkjkirVeU+lhIQdSvfhI5wkKUYCUBwUqL7pH6w+90OiilwZ/s2E08FwdI0sh969atx48fn52dnZmZee6555RsyfqxsbFNmzZdmqO/v199jF+fBH9StDrIY0vP6QFpKYVgBfPj9uTKMixCzIliRnnIjJMiIim4UvdFkkuHYOWNqbltGJK3EviTHRclnkqztJMpizp16pQsq4W+vr749UnwJ0WrQy8tG1qj1IKV9/QsTUf+zIOYAeuTB0M3vdL9HB0KlmhlaDgTDlfhm2CZ8TVngYRo/MmOixLPY8eO6RKsnp4e3WReLaiP8euT4E+KVof2ZLQVJqEtmZ3L3hptLMuATO0XrP3b5pdzRdfstDP7v3QhvPVV2mBI58GoCRxbESzBHBlLBzhJJ8ea34J1+sNOh6Yc+JMdO4vn0NDQsmXL1IVbvnz57t27U+07OTl57733njt3rhGmhVdfl2xFrdcsiiVdfKCz6L45KsuHbCQULLNzmQx9qV4yIFObBUstmxUuuXJ+qjM/sKgRp1Jd5JiZhdRLGbMyuSMv1M+VOQW1dpu9EJoO01XzW7B4WCXDn+zYTTwHBgZ27tx57Vq9Blq9b9++fceOHQn3PX369Pr16z///HO9hhIsmM//qv10zpWEgmV2LrMGZGq/YCkzkN6j+Y2ApZGT5j0eRNR55dW0KVgo5kXTc1oHXwcGs99E5o9HHzB+oPlg2Hy4hc34Pn5f/R9C5edebBl/smNnjdzNcbBu3rzZ3d2dZMfx8fG1a9dOTEyYK622Vupj/Pok+JOiFUGPElTtp3OuZGhQJRPJWXMJt1Ow2omcdNtdbT1pzRCsWuzo6jGYF01GgZe6vKihFpKIUdQp0iZQjGDJ3IvKoauEb0LpAn+yYzfx7OnpMcdouHHjxpIlS5rudfTo0TVr1pw5Y48kKb0Fp6enQ3sRBtcnwZ8UrQgfvcfTqlVab7FebcHSUwG2GYeCdXBXvc17r9FGSg+1Zb6SVO1FnUItmINvJd8xmKxSXLfn4dSBKTLB+L6xr9NhKjr+ZMdu4nngwIGBgYGrV6+qZfX+yCOPHDp0qPm5o5tJjYyMhI53FbU+yblSbQ8d5t3XEKxWQbDikQKV9k8V4FCwZC9dP1ULy+97Mz36Mv94zPZhurejoNcnHPGrFFCClR5/suO8xsEq2qzP/qRoRciW8YCJbqeMYBUKc4Qth4JlGVv7BSt4ahlPdd+j9W91q8qKJTSClR5/suMqx5NehCUGwWod3f8LwSosbRCsbN0FrJmhk/wSgmL36jP1d5n1yOwfenBXdRqDI1jp8Sc79iae3qRoRUCwWkdGS3IiWPmZFoKVIe6W/ZiCpb8y6w0zYM0MnU2w/vG3+nv/HbVvb1ZWRKoarzzxJzt21gbr5Zdf1h+ff/75JG2w2ok/KVoREKzW0UNEti5YrVQ2JTmFt2mtoy+qlBDLfszUCU5QmA1rZuhsgqVHs7t0oXEEc5zVajQGR7DS40927CaeXV1d2YZpaBv+pGhFQLBaxBzQEsEqLLoa9/xUir0s+5GZbXb3N756us+BYFk0/fFol9IvmUX0oaX15S8mG0eQSsMqJTeClR5/smM38VQ6NTMz3xP4+vXrqUYBbQP+pGhFQLBaRE8FI9dQ5bsZrqclWBtvcx9OzwVLl+i0wqUL9YIrq2ue28mqpWAsZuZ1qQ2U14s7672ApXum2N7Hf5z/Len5gqqR3AhWevzJjt3Ec/fu3Zs3b9bDNPT39+/Zs8fJkV3hT4pWBASrRcyqInUNdclBqnoZS7AG1rkPp+eClV/RoFt0H0DpEhjk5Ph8XHbcM79eRpP/3zcXlIG1ofNE20Cw0uNPduwsnsPDwytWrFi8eLF6TztIVRvwJ0UrAoLVIuZz3xx8spUSrKf78g2nh2nttpwpV3QyhY4cZrX90ojZW/0kZOP2T1KUBwhWevzJjqscT4ZpKDEIVosEx3uUV6oxHi3BeulJ9+E086f2D6oOydGVgKHt8S3PsNZbgnX6wyYVjiUCwUqPP9mxN/H0JkUrAoLVItZDP1tVlCVYb426D2dUxgwFRIqjQsUolWB9c6Uh/VcutifgOSLxklmA5J1HVjP8yY6dxXNoaGjZsmXqwi1fvnz37t2uDusKf1K0rFgTwSJYLeJQsHQNY97jYCFYBUe3xAqWZZrpKP0ZzfXBodRkkLZPPmhPwHOkqm3L8sSf7NhNPAcGBnbu3Hnt2jW1rN63b9++Y8cOJ0d2hT8pWlasiWARrBYJtau0bX0kFWQUAAQLatGt8vUoDFZ/xijBkirsCtzdCFZ6/MmOnc1FyDhY0BLWgxvBapHWi69qt1Jh211tEqxvb7o/Prjl9WcbiWVNdBPlFlGCVRkXQbDS40927CaePT09Sqr0xxs3bixZssTJkV3hT4qWFQTLLQ4F64Hb2yRYUHyUV/WGNXX3VrCOvIBgpcWf7NjZVDkDAwN6HKxHHnmEqXIgBVYu63nXfSc4FCz9ynWYhmr0KfMBme7QujG9FSxp+P9/R+rLlYlUzviTHTurIoyiq6vLySkywDANpcHMxSc+XfCRp1UG9Ljt0rJNXh+9l/o4lmD131GfEcUh5vFDR1eCAhKqEfGCJcONVlKw9v64HpHTH9aXKxOpnPEnO/Ymnt6kaDn4zz/rHZEO7qp3G9SVDqEvnlYZ+GKy0XbKNJhUs90JwZmDT467DCepXEYyCFYwoSvjIjvuqUdE3XG1CkUqZ/zJjr2JpzcpWg50U9k9Dy8oZUGwnPDX440aPZ299d+RpQn5R+/lmxykchlpRbB0B8PKuIi0ULxe70FfnUjljD/ZsbM2WC+//LL++Pzzz9MGC8L56kz9AfSjVXFShWC1iIjRS0/OZ2/Zmk9Z1bW9c/3wHUIql5HMgnVgsPn25eLShXosfvidxkcd2VTzJfiHP9mxm3h2dXUxTAMk4lc/aaJTCFbrSNXewV3zdXzZ5n3TA0vqlx6ozAmkchlJJVjWpONNty8Xf/9LPRY//0HjI32fk+FPduwmnkqnZmbmW79ev369p6fHyZFd4U+KFp2ffRfByh2de+k6vmyX8cYMVYRgk0qw/nwsPJVFvPLol9pOPv7jgn8v//qK33MS/MmO3cRz9+7dmzdv1sM09Pf379mzx8mRXeFPihadmBKsKxcXCNbj9/GoyojO7eQfdiuXMYlgSbVv2m6Aant92ApMmeIPqQTr25v1GjRJZXPoLBEv5/1S28y7rzWKijXVKJnLGX+yY2fxHB4eXrFixeLFi9X7yMiIq8O2AsM0FBEZly/0VVvYYsMcwQ9SoZ/yeryGzPM0JxEskWZdUZIQmSxFuzWUhVSCVZv7CT20tP5u9mPV4uW2X2qbCcYawUqAP9mxN/H0JkWLTrASUF4yzqQ1xCiPqmyYl04upvknOxVJBMtU5GxHhhKhb1Jztpx4wQpN5cH7S3+DI1iZ8Cc79iae3qRo0YkSLKlgeunJxkf1Z5dHVWaCgrW7P+OhECywMG9h7VgZBCuqSfi/vqoP47Lxtto//uY87I5BsDLhT3bc4XiG1t/FVO2Njo4umSNtLaQ/KVp0ogRL0E3gazyqWiAoWFvWZDyUbkCDYIFg3sK6WVXM3frZyfpX6t1CptwJ/gBCBa6YBGMtjfezddr1Bn+y40LEMyhYoZuNjY1t2rTp0hz9/f3qY+ZTQMeIFywpwTKrCxGsDAQFK7PE6GbyG2+rv4d2+0KwvMK8hfW4aBnuVnMEh6jjW1NK12qNrjAFEa9grE9/OP8Egwj8yY4LEc+EgqXs6tSpU7KsFvr6UnTx9SdFi4759Nyyxn7Cmv3REKzMOBSsb282dv/5D+rvod2+9ClSDRav9+Lvfrn411fzd/GOexorM9ytMkpnsKTKaohpobWsCI4VjPU3Vxp/Rei3EY0/2XEh4hkUrOXLl3d1dd19992vvPKKXt/T06OHM1ULqYba8idFi4759JR5UqOyfwQrMw4FSx/h4K7Ibl96sqNU47zrgKXtfghFQM92Jb80mc457d2q5yFV2qSW3xqtW1e8YOmKxWDhVvsJfUbJXxFGHonGn+y4EPGMutxnz57dsmXL8PBw6GbKwILHiSGPkENqzKenPIkQLOfkIVi/+klkty8zTdMetteYaQRKhDmMWYwPNUWESe0ow7IMrFvQNivmxyZfKS1797W6lnWE0GeUjD/Cgysaf7LjQsQz5nJfvXp1yZIlskwJVhWIryIMbslzKgN5CJaeOtq5YO39cfawQQeZ+LRRHdaKYMmPR0mV7kHca7T5iynBUgtnJzpcmpV2SDCYw5/suBDxTChYVhss9dHJKaCtmJnxA7dH9jCq8ZxqgTwEa2BdIsFKPs2t3iXtEPBQKOJr9Jqi21RZgnVwV2Phkw/q26iP6qW7XMhLj1WrZEuji8TaAIKVCX+y40LE07rcg4ODU1P1MX+//vrr7du361l3pBfh9PQ0vQhLjNUGq+mW6v3ShbhaAB5nQcxrEqOwCZHEemhpIsE68kK6w7ZiflAElNDseXhektKim2GZL3XMqO7GoS/9mzSP1oZW8NUQLPWnSClsG6tZ/cmOizIOltlManx8fMOGDerj6tWrh4eHzWmkR0ZGGAer3MjTR/31fKfZ7HX6OTWwrlFloB8BbktoqofbR7yZjYUe1pr+KO1hodSYoy38+pdZjqALq8xfmp44OVS/rF30sAhmYFJ1uchGjGCVyLGkk4qy5HbhT3bsTTy9SdGikzzvly3NigM9oZ5u+VEjnw6jzYJl5XZpDwulRgqY//G3ul2Zsw0mJ+hS8hsb/23jo9kbRgRL7WI1/5r4tL6LWe617S6HsQwnXrDK8ttue2j9yY6rHE96ERYOXYCfXLDMx6iugHj8Pluw9Hg8UGu7YOlhGpI/pvXwWmXJhCBXdCWjViih91aDd2VUunm7/AKV2I0dnLcZeThYFYt51xI2FaxiFmLJSGa6QgDByg1v4ulNihYaPXZOcsEK/q9V7HvUFqwDg62GTR467W2LkBdtFiyzN2jCx7RW7VYah0FlEFvSbdj1b8z6UamfjdrM6kihnyoHdzX+j736TGNN3r0LxQtjBKuY/x/0iBiCWSHQFvzJjr2JpzcpWmi0GCVpCh0lWGaFgh4MunWZ0KcrwgCGLZKTYEkDF2u2nG+u2MmUBElE/YgHEMS0tEIl6aIRHJFL/fJ//ct2FCBJ81DlhSbWgyum2rQjzeHN56eETT+Wg5M05IM/2bE38fQmRQuNfvQ8fl+KjS3BCh1Jy6FgFbNUPxU5Cdafj9Xfrdly/vG38FLGeKSsYvB+NyEEzzHHJu01OiHmei/Lb/ihpbaXmGPcm3/Ygp31OlLKZVboS9j0o0/d2smHWWkBf7Jjb+LpTYoWmlTNP82NpRBbJq0L7b+NYJnkJFjf3gyZLeej9xpJk+qkUjKhnvUArWMJlvoRtkGwpEA3ONHTjnvmqyzNMGiz0RLTEcGK/8uafJiVFvAnO/Ymnt6kaKHJLFg/++585VTUADkv7gz/+yWNq6TjdwzmCNFlJyfBUgRny5Fs5tVnECzoGHp0hr//pVHD+M5/5X4vR/3gdZMmawNLa3Q/jyTF+SaXLtQ1KHNRU7xgZRjJLD3+ZMfexNObFC00mQVLBmt4aGn9qRQzAmHo3y+ZhjY+77dGO2zDEIW5kp9gBY+s16Q6qZR7teVpDtXnysX6GC6mc2jlcnsvm//Won7wpr7oDf563NYaqXDPUGiUudxLwiPtxsyQ6CK3dpXf+5MdVzmeDNNQODILllqWyqkvJuMEy+yqHfXHsXarMYT55DXHJ+wtfzv34gvWn96tb9x630+AUPRfJif3shI49cNWx9RDvsX84EMFyxyMV9boZ06q+/T8VHbBMh9xT/c1Tm3NUNSbZrarrPiTHXsTT29StNBoN0rSOd8SLFnYdlecYMmjKigE5rfqWRksqdIVCtZYOyWl+IL1P4frG2cb+BsgCQ4nJbT+gMX/4HXPR9lLRpkPPoiyNfo0Q5Kq059VSK8DH3zG5v/o8yc79iae3qRooUmVB4fe/L3GIDfBl8zAYwqB+e2Bwfrjydxd/7u1LCHbH8SC4PxBGS9YUgOr/gdnSNxSWywUHIe/MasRfe9cA3apWYspITs/VW+PpV5qwZVgmccx+5o0xZxU26zf3PvjxrNRD99glvSrZWnW5rSm1Z/s2Jt4epOihcaJYCV/1WpNNtAhCRWsdo0K45hg7FwdsBaWgsH/xElAsCBvUv3GdCVgzKGCL5GnGETClL5YE/uoNa0LVoYddat/K0am8+nDmuNNOL1V/cmOvYmnNylaaJwIlh5ctPWXZVRq2fyrmuoPYnFw/kw0B3tsRbC+OlP/Vlp4IFiQN6l+Y/GN4s2nxI9WzS83naHL8hhTs7K1RmhRsKy/lPp1dsLexpog8sWdKc7VDH+yY2/i6U2KFpqcSrDEAFK9pGIr+DfObOJQ0uw/1/BbKWgO4y5fSS1t8G+9fl7L4KIIFuSN2eLz4K56eUzULFhm+6TQKj/zQaEeHWYzg4RhkFdo84b4u8AaZca5YCnn004pTz91oYIh33aXw4pCf7Jjb+LpTYoWmsyCFWxkar7MjWth1YJW+bzZBMF60kl/b61fZcQchsc5Vgqe/jBSgq2zm+NHB48D4Jzgv7I9D4dsdnaiue7IodSdJaJjTs6TKgzqY+i/wZgbQY8yo+Ss1oJgWU3+QysoP/mgvmbfo/PbB18qPJanagV8p9lYg7fwJzuucjwZpqFwZBYs9c9JHkwfvdcY69J8TtXCHqbmS3eu1mePEiwhydBZhUX912ybYGnxVckRTAIT03GDxwFwjlXJFeVD8X8MhGB7dhnILYNgBVeKujWNgthhNsEKDloROvzyF5P1bdQDJDSQ+mVNIZo+SP5kx97E05sULTTZBCtqOOZQwZIJwoJ/ENUjRv0FVKZltQHqvyPk6RD6RJZHkjWbWAFRD+K2CZb5MV6wfv6D+fXXryFY0A6Cv0n1fFArpcZQ+sdJtd3eHzf+AwR/k2ZnwBYDII8ys3pO/wNsuru1b++tMq0kJBx29cZMI0jqDtVOGWpa+lJYFpssSP5kx97E05sULTTZBCtq+1DB0v8szVewXcU7t/rUmCUroYKldUqfouCjN+mRA9ssWMFqXBOzxuEff0OwoB3EF2xb/8H0M8FCfthN27OHYt0U1l8R3U0v6kawwq/0yFxjlSSZu+gDSu9IKcJPMnGQTEr28R/nnTK0rtAa4Ea/gjMzhuFPduxNPL1J0ULjVrCCvdt65xoQWP8Ozf9b1sHNYpUowdKPEuVV5pNOKGCxlh4z+q1R9wePESw99UeoYJkPYiXBCBa0Af2rCw6UEBSsqGKeVn6r+qZQf3tkkkQrVPEHl291CwddniSl1KGFatbdl7bXzq9+0rBJ7ZT6CCouelmK3EIrYRM0w/InO/Ymnt6kaKFxK1ihG5sOpAwj/n+e9czVJzIbeMlKa2wIbV26tdYDtxfFsfSliKp3aP3goYL17c3GdEZNBUuXFiBYkCtaCN7Yt6BluoyuaXa8ODsx31BJutFpWvmths7obN0LTQXrnVvDx+injYpX1DCn1t1nlj8liYLZz1G2t+Z51M9MqzhN/WuSWQ4TzH/lT3bsTTy9SdFC007Bqs1ZUVTX4tC6A+tEofVf8g9Pb6mem0Hr6iw6aioXyengoYKlUIL10NLw/7IIFrQf7UzyS9Ml1hr1iHj3tflHhN7A/LPU4m9VOp2Y2mEW/Oj7IvTvmT619bzSQ8MHQxU8cirBsu7TIObjTm8sd7p6141cY/EnO/Ymnt6kaKFpm2A1neswtGFBqGCpf2zq2afbZ5hRsKb3Kogx6Eshk6DlcfAowbJKBGXIK8Ga7BbBgvagblJdNyf/uGIMQJffqF+y3qzF32roSa35CtVL/TkJ/hvUp9Y9V7QghobKLKVr+nwLpalg6dL9Fu5if7LjKseTYRoKR3sEK8n2oQNrhQpW71yVgfVX0irWSj7wYBvQwe6/I6+DRwlW8JJq5BKZfTYRLCgaSoOCw8jl+mcg+CdNSZJGn9qctcZsdXpgsPHVxKf1lVK+7kqwokzU+jeLYEXjTTy9SdFCk+pRpfUlrTAl2f7KxeYPILMkX9qZWoKli7XUn1TdPMJsdqqO4Hqe1OZ0sIow9JLKu3Q+kD5KCBYUFnUvi2NJ0XUt/zHbrOHdzZYG+tTKn+Rb3aI0WAOonjN6DLzMgmU+9KJAsBLjTTy9SdFCk+pRpUxFbuCXnmy+sX4AJT9+kjYK5h/HKMHSewWbnepTtNOx9EnNv8JuD55csPRLGqtJ42L9SpKyAG3GLJmu5S9Y1sgy5onMU+v7yAqkaWZP97UqWLWFvbNDMcv5ehN1G7TwJzvucDyj6u9GR0eXzDEyMpJkfZITtRpWaJ20jyq5gaOGObbYsiajYEln6XfC5nmwCvDjBUs+qoeyHiV5/7aQf6WtE38Zc80PMguWdDDUF0ReBR9RDPzk0oV6p2D5iX4xmbtgWWMjxwuWLlgKbQAarCJUK/OYl0IaloU+MxPgT3ZciHhal3tsbGzTpk2X5ujv71cf49dnOAV0hmyC1Zss7fS/N7dtvKz/iPLHUdqPW0VW0hBVvScpGxPUU/Ld11KP7xB/WYopWNZr36N1u8owNDZAG9CtxQfWzTcPyAmruUJCwaoFbjerqVbvra6LqRqztgV/suNCxNO63MqiTp06Jctqoa+vL359hlNAZ0ib9zctrA4ePHlxUcLnjjkmlvIhPW/Gn4/ZE2hIWwq1xmrKHXWK4ARhCZG9ZMqwqHjl9DDVFRMytmqUYFmKKeUBuoixN3GpJECnkIn5mv5HcoKYXPBE5l+44MPQut10+br5qiFYnaQQ8bQud09Pz+zsrCyrBfUxfn3SU6g/JeoX5vxPs3QDbnND5pKSa96vp4hJmMTJnzvWYDny1BNpMCfQCD7d4p/O5iiICZFW87LXr34SF6+cLvLpDxeU50UJVm3h1ZAGWDJLd3zxG0BxMAdz+eSDHE9k3hcHd9WfNiq3ajoHYkLBCp3XuaMgWG3FutzWx66urvj15o4xNOqnzbF5WufsRNH+HBSaXPP+tDl35ueO+RQz42K1/TRfoQqV4Z+leeqomXByvcjfXFkQ94SCJZflxZ0LigMBCo75G75yMccTBZ8YP/tu8zkQmwpWwrL/toNgtZU2lWDpLuIO0T/o5IUQPlMowcpMlGDVAjPq9C5aMLNE1HGSX5AkE1/k3SY3g2DJSyaCTVXtC9BB9G84jzF7TUL/lTW9kfWtFBSsqPYDxQDBaivxbbDUx/j1SU+hB8N1hVliIR1680YKXfLoft8ecs3725ZzxwhW7Vb/Gt1zx5yoNeo42UqwOiVYejoRFTURvoSC9eLOvIIEkAe6Or4jgiUt1pPcyEHBemhpvgFuDQSrrYT2Ipyeng7tRRhcn/QUuofFtzfdhNvMQpS9JSdz5ZQ0M5KSgFyRVkfOZy/OO+9vD8ktRzawLESji6PKJVjmUISWO8YLVtnTHXxDd0PJu09GqGBJlUs2wcpjkGF3IFjtOn3EbDYjIyOh411FrU9yovkfnxNvsLKZVFWEOiRpy730SAR5I/e2Nat86/gpWKGxNoexKZdg1QL5ga79RLCgYpg/6fyQ0vc/vRuiWdkEq9i1HAhW1ainqK61+WLSwRF399t3QnJv07dB2hb3b402drx+bX6l9CxzW9qkI3V2wmVRVjUEK8m0POY8P6Gx1lWH1lfxqVkQwTLbqpt5j1lLi2BBBWhzk8Fsd40lWIW/0RCsqlFPUd12xMkTXx9E55TJy3vMuyiVu+gdT47Pr5Q+8KnqKOP5x9/sC+VqIPKS3P9N0HP49EZPE2HO8xMaa1PQzRYeen3oD6MgglWbE0Ed1FCCU3mUPd0B8gbBqhZVjqdd/xgsfW2l4Fcf4Y19DXVLrjjmXZTEXVRmpovfrLsuj1YCwaxx/7aMjcYsSnL/N0dGBYyf6UVvExprWfl0nz3UTfzjtTiC1RRzxCwECyAJ2QRLntgPLS3LjYZgVY1wwcosJX89vuAG0NOhv/5sohFHk2STJpZd9RqNt7QM9d+RMS61uSbtR15oyFPMYE6t37oFyftbR7oKxuum3iZGsNS7OVizWTYW+hMtkWCZI2b13irrBYAYsgmWDElann8yCFbVCBcs84mfKltSOiKZn+SgSRrlmKQVrGB7L11apt0rasDfJAPNm+UxwXNZ+X0r7bEKkve3GbPBu3ay0FL9YNmhJSUlEqxaWN8oAIghc8W6nmmnN7rdQmFAsKpGuGDp366Zb8VjbqkzP7NHWJLuhKkEK9grXu9otTUO1jbqgMWcxWwtVIvoMBzqdsEYNY2LNNJ31aKrLIT6d6hgyXLMn1EEC6DCmFlJKsHSgxAV4cZvBoJVNSLbYFn5WVQeIMVU1q/f/CmnmjMnlWAFC42jXsFDJZntzuzvZlZRRVUUhtar6o3jkQ4B479tslnFCB2RQUoKTcHSJq1rnHvnWr+ZBZAIFkC1sW6ZqBmxLKRBQuvNZNsCglU1GoIluZqeWyD0FYrZqT6+dCFJQxNpdiNSklyw9Ej0wZeuKIwq8Ig5i7mNWdaisnn1MVSzgvdwwomWZTrIj//YJMrVQ/dglYT49mbth9+pfzw5bhdlybJ6XMpk0voljmXOM/10X31NsAoYwQIoL1a9RBVbLiJYVSCkF2FonaD1CipCsNhWXmcnFmym7UTZRkybJz1HukhJ04xQjwOujqn+zQRVzxIjkySCpQ9o5vF6l9C4B4+md9TVf6HZvAjuX483iXL1UMJk+vSfj9WX+++o3ZgJESzxV+vKq2QSjVbH+b8jjd11iaN5nQsrWMw/CJAE8zlc7DHZs4FgVY3mgqU8xuzPpZGKm8H7F2z86jMhCvXVmZAihyB6jvQkGaHOZXWoJG+2dEfn3/u3Ldi9qWBZtVfmZdG1ilLs1BtRTiYlKKalCValodrs3dcaxTaWmHpCsDG7THkU2hhLMOsK9Uv9cnQBmLz3LqwCLo5gMa8zQAbM53De0yB2AgSraiQSLCtn0h3s9ZxxoaVEJmaOGBQ1KWqSbXSxU/z9o4umtK6pzNUKjBR4BLdUC9pyorJbq/11aBOf4Ab6q5gmmVpJb8zYm5WhlYB7go3ZTdna83CIGMUUH1rGr9xXVxQWR7AAIAN6xo7e1sbfKSoIVtWIFCxzcDYrZ5KPoS2fopCWhuaWetoTqzRCWpRbg0wK5mQp2vBMtt0VIjTBGiUrzKHDK5ib6QIqtdIc5ElvEByUPKZTsX5GnBy3N1PK5SFRgiVFklvWNK6YJUamJZtXOKqOW22PYAGUGvPvE1WEZcabeFqCpbP8F3c2KrmCA0JaeVgt8cSfQe2IKofQbZbN+kSZ+kaUSDfAMlEbS4scq89I/BkH1tnhjGpbZp1ON7oMDkoezOZ1WzEtlFbBWNOrV1WiBEvX98lM3jHt27T+Blfql7IxBAug1Jj/qYo9bXM2EKyqYQtW6AwzVp2dzsNeerLhMQnblCgxaipYcsBg0yVTevSYnwkHjmp6UquoLEoEg1V4KkbKrtTuVk/J4BDzagMZhVW/9AAtCFaoYNUW/mENprXlUvKLjemlEWrJAFAWqv60RLCqhi1YtbDiKKvOrpWSgPicTxuM/qeiKwGD0jOwLtH0O/EnDc28RY+kwEwPBBzfAt0axyE47HuwajI40IOfxAiWtqXQ4fgtl1LXvLbQ/hEsgCpR9aclglUF4oZpqEUUR5kdCVsRLH3weLcIZofBkokvJtOdNMZvHrh9vol97dagCZJhX7pQ7+XX1OSkp6T2qqblKKEvP0kiWOrnF7Vj762RycTOzf6h5iwZCBZA2an60xLBqhohghVKTC6YDZEeOVSwblHfRW/sq2ecut2SWfWWFmlMpsvJrlyst4gK1uXpl/oqFea+4qNJXsrz9MiZfpJEsEJ/bKHD8ZuprGeV1tMJIFgA5QXBqgrexLNTghVPaJmTVTLkhKiKpAwRjCkhi3kdeaHeUa66j4zmxPy0dE/V0LRIMqGk5vSHCBZAudGPzYqOIYdgVY10gtU719A7dNxR5wS78klplttBGmM0KG1ObEmhukqy5qP34gTr8ftq+x6tLwze7yZGpUMKon74nXpVrFlRW6st6HEZiu7o2pRvrjQO9fqzboINAG2m0sVXNQSreiQVLHO6m9BBqvLAbBg+8Wkup4hRn2xFHWbHN43yAGWH6tL9/S/1K2nWS6rlr87Uz1XFXseJkC4UoVfeqtVtETl4FQeABvCCqk+BgGBVjaSCpeec0cUzbUDX3+U3SV+MYGUroktSiWmOgO/n6O0WUYLlFplY+sWduRwcAKA1EKyqkVSwagvVQXrY5Y0MHBUcCNQhUY29eqPnTIwnanrp0G2ynaJ6mDMXuSqvCqIO++5r7Sh5BQBID4JVBZoM0xCFKVhpe9hlQ/mHcqw2lPGEClY2pOdavCUkHPrBH6Qxe3usHQCgkCBYVSOjYFWsYitoV2T27USPpwAA4CsIVtVIIVgq/6uqfFh2tfE2MnsAAGgnCFYnsav2DEZHR5fMMTIykvaYKZoVV7WkwWqJxVBJAADQXhCsThJ19cfGxjZt2nRpjv7+fvUx3TFRCqGqFaAAAFB4EKxOEnX1lV2dOnVKltVCX19fumMiWELVB1kBAIDCgmB1EnX1ly9f3tXVdffdd7/yyit6fU9Pz+zsrCyrBfUx1TERLAAAgM6CYBWCs2fPbtmyZXh4WD5aqaIMzNp+USwIFgAAQGdBsIrC1atXlyxZIsuUYAEAAJQaBKsomIJltcFSH5MfB8ECAADoOAhWJxkcHJyaqk/08fXXX2/fvn3Pnj2yXnoRTk9P04sQAACgjCBYnWR8fHzDhg0qDVavXj08PDwzM6O/GhkZacc4WAAAAJADCFbVQLAAAAA6DoJVNRAsAACAjoNgVQGGaQAAACgUCFbVQLAAAAA6DoJVNRAsAACAjoNgVQ0ECwAAoOMgWFUDwQIAAOg4CFbVQLAAAAA6DoJVBehFCAAAUCgQrKqBYAEAAHQcBKtqIFgAAAAdB8GqGggWAABAx0GwqgaCBQAA0HEQrKqBYAEAAHQcBKtqIFgAAAAdB8GqAgzTAAAAUCgQrKqBYAEAAHQcBKtqIFgAAAAdB8GqGggWAABAx0GwqgaCBQAA0HEQrKqBYAEAAHQcBKtqIFgAAAAdB8GqAgzTAAAAUCgQrKqBYAEAAHQcBKtqIFgAAAAdB8EqKKOjo0vmGBkZSbUjggUAANBxEKwiMjY2tmnTpktz9Pf3q4/J90WwAAAAOg6CVUSUXZ06dUqW1UJfX1/yfREsAACAjoNgFZGenp7Z2VlZVgvqY/J9ESwAAICOg2AVEStVurq6ghvEgGABAAB0FgSriLRYggUAAAAdJx9HKBxliqfVBkt9TLV7wkT1Z7NOnbfIm3XqvEXerFPnLfJmnTovkS3IZp06b5E3y+OAZadM8ZRehNPT0xl6EdaK/dOsxv1Qgc06dd4ib9ap8xZ5s06dl8gWZLNOnbfIm+VxwLJTsniOjIxkGwerVuyfZjXuhwps1qnzFnmzTp23yJt16rxEtiCbdeq8Rd4sjwOWHV/iWSv2T7Ma90MFNuvUeYu8WafOW+TNOnVeIluQzTp13iJvlscBy44v8az5lKheQbJWFVK2qpCyVYWUtfDocpD2lYRkrSqkbFUhZasKKWvh0eUg7SsJyVpVSNmqQspWFVLWwqPLQdpXEpK1qpCyVYWUrSqkrIVHl4O0ryQka1UhZasKKVtVSFkLLgcAAACAYxAsAAAAAMcgWAAAAACOQbAAAAAAHINgAQAAADgGwQIAAABwDIIFAAAA4JgSC9bo6OiSOUZGRpKsd7Uv5MqiW5grT5w4sXnz5u7u7mXLlg0NDU1PT4fuS7IWGW7YqsI9W1W4Z1ukrII1Nja2adOmS3P09/erj/HrXe0L7cF6WG/duvX48eOzs7MzMzPPPfecenAHdyFZiww3bOXhnq0Y3LOtU1bBUol06tQpWVYLfX198etrxv2fYV9oMzEjAqtHdldXV3BLkrXIcMNWHu7ZisE92zplFayenh5108qyWlAf49fXjLTPsC+0mZiH9bFjx8x/wyRrKeCGrTzcsxWDe7Z1yipY1s2s/x5FrXe1L7SHqIf15OTkvffee+7cuaa7kKyFghu28nDPVgzu2dYpq2C1IsjIdfEJfVifPn16/fr1n3/+eeguJGuR4YatPNyzFYN7tnXKKlhWVa76GL/e1b7QHoIP6/Hx8bVr105MTETtQrIWGW7YysM9WzG4Z1unrIIlnRGmp6dDOykE19eM+z/DvtBmrIf10aNH16xZc+bMmZgtSdYiww1bebhnKwb3bOuUVbAUIyMjocNpRK037/+0+0LbWLSQ0JVmUpKsZYEbtqpwz1YV7tkWKbFgAQAAABQTBAsAAADAMQgWAAAAgGMQLAAAAADHlFWwYmYSzTDH5OXLl9etWxczEnEtYkLTmPUWoWdX533iiSdULFasWPHf//3f8UcAKC+lu2GjNvNqqlrwmcrcswl3z4OyClbUTKLZ5pjcv3//oUOHkiRA1Dbx+0ad/amnntq1a9eNGzdULHbv3v273/2uaQAAyki5btiozXybqhZ8phr3bNrd3VJWwTIxZxLNMMfk2bNn77zzzps3b+aX9lFnV38O1G9XltVC6ITzABWj+Dds1Ga+TVULIJT3nk27u1uqIFjmTKIZRugfGBh4//33a8kSIFviRZ3dFKwbN25Uft4AgFoZbtiozXyb6ANAKO89m3Z3t5ResKyZRK2L2HSOydOnTz/44IOh24SSLfGizv7kk0/u3r17Zg61UPmZLwFKccNGbRYVKoAKU+p7Nu3ubim3YAVnEk0r1xs2bPjss89k2RprOKq5XGhIgg9ic/eos1++fHnnzp3d3d2rVq06evTo8uXLk8cdoHSU5YaN2owSLPCNst+zTdfnSokFK3Qm0bRzTC4KEH9SJ22wQme4/P3vf//UU0/Fnx2gvJToho3azLepasFzKnDPpt3dLWUVrKiZRFuZYzK/0suos//iF79QK5XsHzt2TP1LmJqaahoAgDJSrhs2ajPfpqoFn6nGPZt2d7eUVbBipDjzHJPxCRB1uoRuHnr23//+96tWreru7n744YcnJyebxhqgpJTuhk0bWoCKUZl7NuHueVBWwQIAAAAoLAgWAAAAgGMQLAAAAADHIFgAAAAAjkGwAAAAAByDYAEAAAA4BsECAAAAcAyCBQAAAOAYBAsAAADAMQgWAAAAgGMQLAAAAADHIFgAAAAAjkGwAAAAAByDYAEAAAA4BsECAAAAcAyCBQAAAOAYBAsAAADAMQgWAAAAgGMQLAAAAADHIFgAAAAAjkGwAAAAAByDYAEAAAA4BsECAAAAcAyCBQAAAOAYBAsAAADAMQgWAAAAgGMQLAAAAADHIFgAAAAAjkGwAAAAAByDYAEAAAA4BsECAAAAcAyCBQAAAOAYBAsAAADAMQgWAAAAgGMQLAAAAADHIFgAAAAAjkGwAAAAAByDYAEAAAA4BsECAAAAcAyCBQAAAOAYBAsAAADAMQgWAAAAgGMQLAAAAADHIFgAAAAAjkGwAAAAAByDYAEAAAA4BsECAAAAcAyCBQAAAOAYBAsAAADAMQgWAAAAgGMQLAAAAADHIFgAAAAAjkGwAAAAAByDYAEAAAA45v8DWJwFaKXMT1cAAAAASUVORK5CYII=)
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