Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit343-02-20020917_204500_20020918_013000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/17 |
Start Time | | 2002/09/17 20:45 |
End Time | | 2002/09/18 01:28 |
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 | | -1.19 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.04 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 195.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit343-02-20020917_204500_20020918_013000-constBx0 |
Minimum Dst Value | | -45 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Polar for time period of this run.
![](data: image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyAAAAEsCAIAAAC0T0BtAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IEphbiAxMiAwNjo0MToxMiBFU1QgMjAxORnhTJAAAAGOdEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsMzAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiUG9sYXIgKHBsb3Qgb2YgQl9HU00gZnJvbSBjZGF3ZWIuZ3NmYy5uYXNhLmdvdikiLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMDItMDktMThUMDE6MzE6MDAuMDAwWiIsICJtYXgiOiIyMDAyLTA5LTE4VDA2OjE0OjAwLjAwMFoiLCAibGVmdCI6MTA0LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6Im5UIiwgIm1pbiI6LTUwMS4wLCAibWF4Ijo1MDEuMCwgInRvcCI6NTIsICJib3R0b20iOjIzNSwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJuVCIgfQogIH0KIF19x7cwpgAAAARnQU1BAACvyDcFiukAAFaXSURBVHic7d0JWBRXvj7+xGRmkpnf+MfESSaZxCQ3N09m7tzMvckzF0FaIeCGEnElGlFcYnRcolFRFJfExCUxopgYiagJUSOJDpHQ0NBIIzs0iyDQLLLKJouyKYqi/r9dR9sW6LaBgqb7vJ+nn3qK6u6qOlVHz9untkfuAAAAAICoHjH2CgAAAACYGwQsAAAAAJEhYAEAAACIDAELAAAAQGQIWAAAAAAiQ8ACAAAAEBkCFgAAAIDIELAAAAAARIaABQAAACAyBCwAAAAAkSFgAQAAAIgMAQsAAABAZAhYAAAAACJDwAIAAAAQGQIWAAAAgMgQsAAAAABEhoAFAAAAIDIELAAAAACRIWABAAAAiAwBCwAAAEBkCFgAAAAAIkPAAgAAABAZAhYAAACAyBCwAAAAAESGgAUAAAAgMgQsAAAAAJEhYAEAAACIDAELAAAAQGQIWAAAAAAiQ8ACAAAAEBkCFkDXPPJIj/7VbN26dfz48b26iE7Fx8e/9tprvTHn3tB/1rY31kH0efafzSU6R0fH7du3G3stALrDDP9BAvSqnjRjV65cGTx4cH5+fu8tQheJRBIQECD6bHtJ/1lbkwhY/WdziS4nJ+dPf/pTS0uLsVcEoMsQsIB3j9zz7LPPzp49u66u7qGf7/ayfvjhhwkTJhiySqKvw8CBA69fv97prJhHH32UtsD06dPLysr0z6qqqmrx4sUvv/zyb37zm0GDBo0dOzY4OJi91dDQ4OHh8dprrz355JP0lrOz8+nTpzUL+q//+q/bt29r5kPjf/vb3zoti6617XsmEbD6z+bqDY6OjsePHzf2WgB0GQIW8E7T2pWXl0+bNu29994z8PPdQPM/cuSI4ask4jro+opm+q1btyoqKlatWiWRSPTMh7bSSy+9RB9TqVQtLS2UR4OCgsaMGcPepZEFCxbk5+e3trbW1NT89NNPtra2mgX985///PXXXzWz+uWXX2hKpyvWf452mUTA6j+bqzd89913M2bMMPZaAHSZOf+zBDCEduNUXV399NNPs/Hr168vX778WQGNaHoINJ/Py8ubMmXKU089NXDgwEmTJtXW1mo+4OXl9cILLzz66KPtlvXKK68UFBRoL/rzzz9/5plnaCZLliyhUNJuEZ2uwyNaOhanq19pN6WhoeHJJ5/Us7nmzZu3bt06Xe/Sd2kOnb5FC/r5559tbGw0U6ysrE6cONHpKmmvbbvtqWe/fPPNN7SFf/vb3/7973+PiYmhhvm111574oknaEE5OTkdV+nmzZsbN24cMmSIhYXFl19+ySbSXli8eDHtEZr/F198oX93v/rqq1lZWewD33//PRuhKTT9jpBZP/3005dffnnQoEFz5869cuWKZlU73e/aqFyLFi1iq0Ef1qzG6dOn33zzTSoUxVxfX9+Om6vTQrXbvPv376evsy2TmZmpp4CdLlHPhw0pQsc9eOnSpcGDB1++fFnzXZpC24dNobzOtieAaUHAAt7pCljUSo0cObJM8Pbbb2/atKnd5//xj38oFIqWlhaKFEuXLn3//fc1H3B2dq6oqOi4LMofV69e1V40LaJcQCMff/xxu0U8dB066upXtHuwqqqq1q5dq+lz6tRzzz1Hjauudx0dHV1cXGJjYzueNEMLokVQ4omLi6M/IyMjaZymPLQHq9321FPA8ePHU36lHLN169Y//vGPEyZMKCwsZH92WqjPPvvMzs6OvkIN+YoVK9jEzZs3s53C5q9/d1MUo1RHI/RhWmJTUxON79u3j2ITjezatcvBwaGoqIjm7+rqunLlSs2qdrrftW3YsIE2ZoVg9OjRmtWg7X/y5EkKJaWlpfPnz++4uTotVLttO3HixOLiYtoyn3zyiSby6qrPnS5R14cNKUKne5Ci2I4dOzTf3b59u2blaT31h36A/gkBC3in+X+fmoHpAvbnf/zHf2RnZ7Nx+pWv+Q3daSBobGx84YUXNB8oKSnpdFlPPPFEu4ClWYSm20N7EV1ah+595ZEHDRo0SNMl06nHH39cOzy16xij7UDN5//8z/9QSWlNVq9erenQYp/59ttv2VloY8aMOXDggK4VaxewtLenngJWVlaycdrI9CflRc2fnbbQ//mf/6npv9GgGWrPX//uDgwMfPfdd2mEwsGf/vQn1sFDEZMdCf3rX/+am5vLvnLx4sWXXnpJs6qd7ndtVExNrxt9WLMaL7744t69ey9cuKD9Ye2V7LRQ7T780C2jXZ87XaKuDxtShE73IH1yyJAhN2/evCN0wr388suU59hnELDARCFgAe80EeGZZ56ZOXNmTU0Nm04R4dq1a2ycRuhPzefZSHJysr29PSUS9vXHHntM8wHtU7m1vfLKK+fPn9detP5FPHQdOurqV7SnU9k9PT2pULpmTv785z937MHqOHPaAhQd3NzcNPekYJ+5fv36c8899+OPP9JQc/hS/1q1254GFlD/nx1npWv++nd3c3MzxQIaeeONN6RS6bBhw2icprCjgRQLtMPrgAEDNCvTaRHarYbm6Kf2aqSmpk6cOPHpp59+7bXXQkJCOpau00IZsmV01edOl6jrw4YUQdcedHR09Pf3p5Hjx49rnwqZn59PmUxPiQD6JwQs4J2u5PHQriCa4ufnd+nSpba2NhpqputJP9OmTdOcqXPnwZ4MGjG8B6vj2V2Gr3Y77aY3NTXp7y2gzOTh4aF/Jhr19fV//OMf231m+/btjz/+uOZ4kCEBS/stAwtoSMCixKC/B4sy4kN3t52d3U8//WRpaUnjNDx16tTbb7/N3nr99deLi4s7LV2n+71dMTvt/mEocVKeo7DbsXSdFqrd0jv9U1cBO12i/g/rL4KuPRgWFmZtbX1HODkvLS1NM5/vvvtO068MYEIQsIB3usKBp6en5kwR+rG+YcOGdp+nxuaXX36h3+iFhYVTpkwxJGD98MMPTk5O2osePXo0OxeHRjqeL6VrHf70pz+pVKrurbae4tfV1W3cuJGaN13rT0pKSp5//nnNVYSXL18OCgrSzMTW1pbSxsWLF2/cuFFUVLRw4UJHR0fDV6DTie0+YGABDQlYW7dupXhEu0/7dCXaApqdQgt66O6mpPiXv/xl7969NO7t7f3CCy98/vnn7K09e/bQHGhDtba2njt3jh1MvKN7v995cNdrTmAaM2aMZjpFDUonNEOKO7QjOpau00Jpf0bXltFVwE6XqOvDhhRB1x4kf//737/66it6V3sNx48ff+zYsY67D6CfQ8AC3ulq+K9du7Zs2TJ2rRONaA5qaD4fHBz8+uuv/+Y3vxkyZAi1r4YErKtXrw4ePFhziO2Re1eTDRo06F//+lfHCxV1rcOuXbssLCw6XdBDV7tj8TWeeuqpCRMmaF/n2KnS0tJ58+ZRW/v4448//fTTkyZNio+PZ29FRETQn1ScJ5544pVXXlmyZMmlS5ceugL6J7b7gIEFNCRgUQpcv349RSJaYS8vLzaRXftGU2i/aF9FqGt3nz17lrYDO7JcXV1N4+np6eytW7du0Sf/+te//u53v3vjjTdOnTqlWZlO9/udB3f9Bx98wFZjy5YttFw2/fjx47QatHnffPNNhULRsXSdFuqOAQFLVwE7XaKuDxtSBF17kPj6+g4YMCAsLEwzJTc3FzcaBROFgAXQp7Zt2zZu3Dg2rieKAWhkZGRQWjX2WvRIt4tA/1jwqBwwUfj/HcBoELBAjxUrVlRVVZWUlDg4OHz00UfGXp3uMIMiAHQb/n8HMJr+HLAe6YyxV4ove/bseeGFF5555pkFCxZo393DhJhBEQC6Df9jAgAAAIgMAQsAAABAZAhYAAAAACJDwAIAAAAQGQIWAAAAgMgQsAAAAABEhoDVHZ1ewQ4AAAAPZew2vI/wUs6e47N+AACAybnV2lrk7x9kaRnq4EBDqbV1/qFDDToeYNrH+GlAeSmnuPipHwAAYFpKAgKCJRL52LHqaGVldfbjjyvkcmOv1H38NKC8lFNc/NQPAAAwFTUJCWdmzIiYMoVFK+Xq1aWBgcZeqfb4aUB5Kae4+KkfAADQ/9UqlfGLFkVMmkTRil6x8+cX+PmdPXv2/fffHzx4cN+cWWVhYfHPf/7z66+/1r+q/DSgvJRTXPzUDwAA6M9YtFLc67WSjRiRtnkze+uvf/3rl19+WV9f3zdrQgs6derU//7v/54+fVrPx/hpQHkpp7j4qR8AANA/VcfGRru5RUycqO61srIKlkiS3d21P0BN1c2bN/t4rc6fP//yyy/r+QA/DSgv5RQXP/UDAAD6m6qoqChX19MTJrBeK6m1NUWrW62t7T5mrKZK/3L5aUB5Kae4+KkfAADQf1QqFJEuLqffeUfTa5W+ZcvNlpZOP4yAZVy8lFNc/NQPAAAwulutrcUnTshsbcPGjGHRisbP7dhxu61Nz7cQsIyLl3KKi5/6AQAARtRaX1949KjU2jps9GgWrUIdHDJ37jTkuwhYxsVLOcXFT/0AAACjaMzLy92///7d2IcNi5o5k8KW4XPoeVOluQXDo48++uyzz06fPr2srKyHy+WnAeWlnOLip34AAEAfu5yZmfHZZxSqQuzsaBgskcTOnVt84kRX5yNKwGIjt27dqqioWLVqlUQi6eFy+WlAeSmnuPipHwAA0DdutbZWRUWlrF9PoUomRKtQe3vlRx91+0E3epqqutRUQx5N2G4ODQ0NTz75JI0sWrTo8OHDmumHDh2iKYYs96HvmhNeyikufuoHAAD0tut1dSUBAQlLlqh7rUaMoGHYqFHnduyoVSp7MltdTVWlQsFu+P7QjKXdg1VVVbV27VpbW1v6s7W1dcSIET/99BON+/v70/iNGzceulxD3jUn5lDO2traF198UXuf3b59e82aNRYWFoMGDfLw8KA/9U/vKn7qBwAA9J7GvLzMnTujZ81SR6vhw2kYPm4cTalLTe35zHU1VWVSKQtYDw1w7R6GQ01nVlYWe+vixYuvvPIKtaQ0pHFDlmvIu+bEHMq5ePHibdu2ae8zHx+ft956q0hAI76+vvqndxU/9QMAAHpDuUwW5eoaLtzRKtjGhoaKadMK/PyaCgrEWoSupup2WxtlrEqFoktzqKmp8fT0tLe310zZtGkTfeDLL780cLmGvGtOTL6cKpXq1VdfvXbtmvY+s7a2DgkJYeM0YmNjo396V/FTPwAAQERXysryDx+W2dqyawODJRIaxi1cWBoYeK26WtxliXiSO9PU1MTOwSLp6ekvvPBCQEDAX/7yl/Pnzxu+XH4aUJMv57hx444dO3bnwX02cODA2tpaNk6h28LCQv/0ruKnfgAAQM/dam2tSUhI3bhRfQK7cJZViJ0dpSvVnj0NKpX++4V2m7gBq66ubuPGjVZWVjR+5cqVN954IyoqisZ//fXXN998s0XrbvIIWIxpl1Mul1taWrJTqbT32YABAzQn3NHIY489pn96px7Rq1fKAwAA5qUxLy9n377Y+fPVoUrorwobNSrK1bUkIKCXcpWGiPfBIk899dSECRMKhCOYs2fPPnDggOZjXl5ec+fONXC5/DSgpl1OStAxMTFsHD1YAADQT9xsaaEIpT7Lavx4zaHA0xMmpHp69vDaQMPhTu7GZdrl1NWxhHOwAACg77FDgRnbtqn7q2xtNdEqdsGCnH37RDyB3RAIWMZlPuXU3mf79+/v9GpBXdPvdHGX81M/AADAEFfKyor8/dkNF9hVgaH29pSu8nx9a5VKCl59v0oIWMZlPuVsdx8sd3d3C8HatWu174PV6fQ7CFgAANB1rfX15TJZ4vLlp4UbLoQI0eq0s3PcggWVCkVvn2WlHwKWcfFSTnHxUz8AAKAj1l+VvHq15iDg3UOB77+f6+PTx4cCdUHAMi5eyikufuoHAABo3GxpKfDzi3RxkY8eTXFKOmwYuyqQhtm7d1fI5Teamoy9jvchYBkXL+UUFz/1AwAAbrW2NqhUaZs3S62tg4VQxfqromfNSly+vFapvKl1F6j+AwHLuHgpp7j4qR8AADyrioqiXKWYNk3dX2Vlpe6vGjs21MGh4MiR/tZf1REClnHxUk5x8VM/AAB4Q7GpVqk8t307BSl20rrU2pqGEZMnxy1YUJOQYOwVNJSINxp99NFHn3322enTp5eVlfVwufw0oLyUU1z81A8AAE6wW1hleXmx6wGDhg5VP9bGzo6GqZ6eNL25uNjY69g1Ij4q59atWxUVFatWrZJIJD1cLj8NKC/lFBc/9QMAwLw15uUVnziR7O4eLJHc7a8SzrJSTJlyZsaMysjIKwb02fRPepqqurrUhgZVV+fQ0NDAHvY8fPjw48ePa6aXlpY+99xz9O5Dl/vQd80JL+UUFz/1AwDA/NxqbW0uLs7z9Y12c5PZ22v6q9i911PWr8/18blaWWns1ewpXU1VZaUiKMiSXg/NWNo9WFVVVWvXrrW1taU/Q0ND//a3v9FE9u78+fN37Njx0OUa8q454aWc4uKnfgAAmJPLmZkFfn6KKVPUoUp4sbuuR8+aFTtvXk18fIPq4f06pkJXU1VWJmUBq7b2IU9FbPcwukGDBmVlZbG3/u///u/YsWM0kp+f/8ILL1y9evWhyzXkXXPCSznFxU/9AAAwda319bVKpWrPnkgXl5Dhw9W5SrgeMHz8+GCJpPD48XKZzCiPsultupqq27fbKGNVViq6NIeamhpPT097e3v256lTp15//fW2trYZM2bs3bvXkOUa8q454aWc4uKnfgAAmKLbbW1XKyuL/P2VK1aEOjjc768S7l+VuGJFxtatzcXFxn2UTW8T8SR3pqmpiZ2DdUd49Nwbb7zh7u7+8ssvtz4YTxGwGF7KKS5+6gcAgGmpjo3N3b8/wtlZE6pYf1XE5MmUtEoDA+kD5p2rNMQNWHV1dRs3brSystJM8ff3pw8cPHiwS8vlpwHlpZzi4qd+AAD0f1fKyqqiopJWrAi1t2e3A2UnrYeOHCm1tlZ99VWer+/1ujpjr2ZfE/E+WOSpp56aMGFCgdZjFk+cOPHaa6/dvHmzS8vlpwHlpZw91+5cP2OvDgAA15oKCirk8sydO2Pc3KTCieraBwGVq1enb9nSXFzcz2+23qt6u6l65513fvzxx64ul58GlJdyiouf+gEA0H/cam29Vl2d6+MTv3hxsFaoYgcBz7z3XpSr68XY2LrUVGOvab/Qe03VrVu3vv322zfeeENzpwbDl8tPA8pLOcXFT/0AADC6G01NJQEB5z7/PGzMmPuhSjgIeNrJKdTB4byfX/GJEzx3VnWq95oqmvPLL7+cnJzcjeXy04DyUk5x8VM/AACMpSoqKs/XVzF16gOdVcKZVcESyfkjRyh13WxpMfZq9l942LNx8VJOcfFTPwAA+tKl9PQLv/4a9/77D3RWWVoGC/evSt2wIW3z5quVlchVhkDAMi5eyikufuoHAEBva1CpKiMi4hculDs6aocqdj1gwtKlye7uTUVFpvtMQGNBwDIuXsopLn7qBwCAuG63td1sabmUnl4eGqpctSpq1iztUMXOrIpydaVXbUICTlfvCQQs4+KlnOLip34AAPQcJapr1dUqb++U9evl48bdfV7Ng68z06dTqKoIDa1UKDi5EWhvQ8AyLl7KKS5+6gcAQPfcam2lXFXg55f+6af37//54Cti0qRwJ6fSgIDSwECzfBqgcYl4o9FHH3302WefnT59epkBB2oRsBheyikufuoHAIDhKCSxWyrkHTggHzs2eNgw7Tgls7MLlkiS16xJ9fSsjIyskMvRU9WrRHxUzq1btyoqKlatWiWRSHq4XH4aUF7KKS5+6gcAgH7NxcWXMzKyvLxS168PGzWq3S0VpNbW9ErbvPncjh3Xampw9V9f0tNUpdalqhpUXZ1DQ0OD5mHPep5ugoDF8FJOcfFTPwAAtLEDfw0q1aW0NMpMiR9+2PHAH3slLl9OuepKWdm16mpjrzWndDVVikoF20kPzVjaPVhVVVVr1661tbVt95kDBw44OTkZslxD3jUnvJRTXPzUDwDg2fW6OopHRf7++b6+CcuWxcybFzpqlMzOrmOcChkxIlgiSV2/Pn3LlobcXEpgxl530NlUScukbLcpa5UPnYO2QYMGZWVlaX8gPDz8zTffbHrwHvoIWAwv5RQXP/UDAPhxo6npRnNzSUBAsb9/7Ny5UTNmqA/wdXZy+t1zquztQx0c8g8eLD5x4mZzM55U09/oaqrabrdRxlJUKro0h5qaGk9PT3t7e82U7Ozs1157raSkxMDlGvKuOTHtcspk9A/c/oknnnjuuefmz59fV1fHpt++fXvNmjUWFhYUtz08POhP/dO7ip/6AQDmqrm4uLm0tPDo0fPffx+/cGHs++/LRowIGTFCV5yKmDQpctq0tE2b0rdsuRAYWBoY2NbSgkv/+jMRT3JnmpqaNOdgVVdXv/7667GxsV1dLj8NqGmXc9SoUSEhIc3NzbSnFy5cOH78eDbdx8fnrbfeKhLQiK+vr/7pXcVP/QAA89CgUjWeP6/y9lbt3Rvp4qKYOlUdm3T3TimmTImePTt79+6cffsa8/MpjRm7BNBl4gasurq6jRs3WllZsT9p5Pvvv+/GcvlpQM2nnJSs//CHP7Bxa2trCl5snEZsbGz0T+8qfuoHAJii63V1bS0t5TJZmVSa4uGh51R09jrt5ESp6+zHH2fu3Hk5IwNnUJkHEe+DRZ566qkJEyYUFBR0fAtXEXbKfMp56tQpOzs7Nj5w4MDa2lo2XlNTY2FhoX96V/FTPwCg/7tWXd3a0KA+d+rf/052d1euXBkskXR6sE9qZSW1sTkzY0bCkiV5Bw4UnzjRmJ+PZ/yZK9zJ3bjMpJxpaWmvvPJKXl4e+3PAgAE3btxg4zTy2GOP6Z/eqUf06rWiAAB0rrW+vq2lpUIur46Pz/LyUnl7R7m6Rs+ZI7W27vThM3dPRX/7bfn48RSnSgMD1VGsvt7Y5YA+goBlXOZQzsjIyCFDhiQlJWmmoAcLAEzX1cpKClI1CQmXzp6lIJW7fz8FqdgPPqAgFWpvr/9gnzpOjRuX/umnOV9/fTE6+nJm5q3WVtwwnU8IWMZl8uX09/d//vnnU1JStCfiHCwA6M80Earp/Pn8w4dL/v3vFA+Psx9/LHd0PDN9OnuqDDuipy9L2dmdfued2LlzM7ZtK/Dzq1UqmwoKbra0IE4Bg4BlXKZdzl27dg0ZMiQnJ6fd9P3793d6taCu6Xe6uMv5qR8A0D3splB1qalXysoKjx69cOpUsrt7xmefhY0efea99ygehTo4aCKUdOhQ/UFKPnZszJw5aZs25fr4lMtklzMzKaLhvlOgn1Gaqtra2v/3//6fng/w04Cadjk7nhrV3Nx8R7jflbu7u4Vg7dq12vfB6nT6HQQsAOgW1hdVIZfXpqVl7tyZd/BgpItLwtKlUmvr0++8Q/EomJ0dpaMvikWrEIkkWCKJcHaOnj07Zd269C1bCo4cKQkIqFUqm4uLEaSgeyjodOyA6G0rVqyYOnWqng/w04DyUk5x8VM/AICdw1SXmtpcWJh/+PCFoCDlypXpn34aNnp0lKsrxSMaUQcp4SHHHQ/qsSkhI0ZQ5GI3lzr7ySfqCHX0aOHRoxSh6HW9rg4pCkQ3Z84cV1dX1u/QB+rr6z/++OPBgwdnZmbq+Rg/DSgv5RQXP/UDgAfspKXGvLzW+vrSwMCahAR1X9SBA9FubsoVKygYRUyapD5UZ2urDkzDhqmTk/ZBPWtrTU9V2NixoQ4OSStWJC5fnn/wYK6Pz8Xo6OrY2GvV1YhQ0Mdqa2vt7Oz0XxEvoscff1wikZw9e1b/WvHTgPJSTnHxUz8AzAM79btWqWypqiry96+IiEjfsiXv4EGKUMlr1gRLJGfefVdzXhT9qQ5SQmy6+xJ6oVgfVai9Pb0VPWtWpItLxtataZs3l/7yi/qGUnl59MKjYwD046cB5aWc4uKnfgCYCtY/xHqhymWyi1FRqZ6e2d7eZ2bMSFy+XP0oPWdndheD9hGKnWbOIpTQOxUi9FSdnjCBPpb44YfxixblHTqU6+NTm5RUHRuLw3kAPcFPA8pLOcXFT/0A6G8oPzUVFOQfPlz0888JS5emb90a7uQUt2CB+vF5wvP1wkaOZKeNqwOTEKHuXqnHDuQJ00OFzyimTJHZ2iZ99FG0m1vOvn3nduyoUihKAgKulJVRULvd1ob7HQCIjp8GlJdyiouf+gFgXM3FxZUKRYqHR/bevVGurnGLFqnjkdALJdUOT6z/qUOEipoxgyJUyrp1lMAKvv9e5e1dl5JSIZdfr6ujlIYIBdD3+GlAeSmnuPipHwDiYqcotTvERimHghSFHspStcnJOfv2lZ46lbZ5c/SsWfcP5wknlUu1TidnN0FIWLQobPTos598oj6Qd/Bg+pYt5XJ5kb//1cpKPGIPoB/ipwHlpZzi4qd+AOhys6WF0hKFGBppUKla6+trlcrGvLzSwMCSkycpHhUcOZKxdStFJZW3N2UmCkAJS5aoTyefMYNyEv0Z7uREQ/X9nyZO1PRL3b3ZgXAuFItT7OEwUa6uMlvbtA0blCtXVp05UxUVRUvHuVAAJoefBpSXcoqLn/oB5oEdC2ORiJIQ5RIKRtfr6igYNRcX1yQk1CQmlgQEFP30U+bOndm7d1OISXZ3j3ZzS/HwiJ03L/OLL2gkY9s2ykOJy5ZFODufcXGhYMTu/yQTAlDIiBGak8Tv3sKA3RGKDdkU7SF7sX4prWv02CNi5GPH0pBWI9XTk921/M69mykAgEnjpwHlpZzi4qd+QD9EOYlCUmNeXl1qKiUkikc0UqlQFPzwg2rPnnM7dqRt2pS8enX8woXRrq4UhhSTJ4c5OoaPHy8bMYLCEKWZEK37Oel/2t1DXtqBSftGBsL5T/IxYzSnnEdMmiS1tk5atUod1778koJa6vr14U5ONIxydc318UnfsqUyIqLw6NEr5eW1SiUFQUp+xt7SACA+fhpQXsopLn7qB3QDpR/WV6Q5h5p1GlEYaioooDB0KSOjTCotCwrKO3jw/OHDqr17s729KRid+/zzc198QcPs3buzvbxoImURGs/84gsa0ltJH30U98EHFJJYjhHzxR7YIgQvyj3BEknUrFnqBw/PmBHq4EBTKB5FTp0qs7WNXbCAQlv6p58mLF2ae+AABaMS4SBguUxGOenS2bM0cqO5+UpZGTuzirbDZeG2zrRNjL1nAMD4+GlAeSmnuPipH3Dn3pEpikctVVUlAQHl4eGFR4+Wh4SUBgZejI6mqERDGi/95ZfE5cvZaUYyOzuKQWGjR8vHjTvt7Ex56O6xs9583T1jycFBKpzVRPEobsGCKFfXpJUr4xctStu4MdndnUIbRaLzfn5ZXl7FJ07k+fpWKhRF/v4NOTk1CQkUjFi/kXYY0j4tHXfRBIAe4qcB5aWc4uKnfpgclgBa6+vvCE/hbRcIKCVQWqqOjW3Mzy+XySgzXa+rYycn3RHuUckuZKtLSck/fLjw2DEKTBRKKCeFOzlpLmQTMxJZWdFLHb9sbEKGD9cM2Ut6b0iBST20tqasRmuSsW3buR07LgQFUdpjCa82OZlWm1aeiqwpDsIQAPRD/DSgvJRTXPzUjx5ifT+svW8uLma32L6cmZnr41MWHKx+3u2RI5Rgcr/9Vj308aFhzjffKFeuzBduWUQZInPnzqLjx9Xv7t+f4uFB0ylblIWEFPj5VURE0DhNiV+0KP2zzyJdXBI//FBma3tm+nTKIvLx49VHuxwdo2bOTFm7luZJX1efly2cGKS5hTeNUH5SHwUTrvm/e+itu6cl0axOv/NO+iefZO3aRQs9+/HHCcuWKVetyti+XbV3b5G/f/HJk1TwCrmcNgLFu2vV1fSizcKOIWpe9Ce7XTibzoY05Q5O9AYAE8dPA8pLOXuu3VMtjb06vYu14tT205CdTHMpPZ3+LJNKm4uK1MOSkqqoKHqLxhtzcyk6VMfFZXl5lQYEqI9D7d59ZsaM5NWrKe7EzJunPn3HxUWdP0aNUp/oI9zEKFjrOvy7tzjSOmNa+76Rd59kov2u1vSg7vUqGfBdWodQe/uISZPiPvggZf16SoGlgYG1SmVTQQFtDSo7jVNI0gzxHDoAgE5dupReW5uWmLg8MXGZ2TegGryUU1wmVD/YQTFKA6319dWxsQ05ORSGLkZFqby9i0+cSNu8Of/QIeXKlZSNolxdUzdskDs6xi9eTAnmzPTpFDIUkyfTkPUGyYTn4LLzoNm19Gx49/r8jrFJ6yr9u7fbFvqH2OdDhbDF7hWpmDKl3ZD1J929GM3RMUi4DE09Pm5c0L37AsiE+YSNGRMskUS++27Y6NHx//pX3IIFGZ99xnrCMrZuzdq9m6ZHzZxJn6E5p6xdm7N/f0lAQF1yMjt3irZA9p498YsW0YdzfXwunDpF0yk/Xc7MpECJwAQAYLjm5uIrV8oKCvyKin5OTfVMS9sQHu4UETExKMhS8zKhBrSHeCmnuIxbP6jVZ2cL1SQkNJeUlMtkl86eLTx6tCwkhFKCSogLlJkol0TPmkVZh50/dPcujiwGad/LUat/6G4w6jBksYl9lwWsu/PRmsLuBhkuRDEKNDJb2+TVq8/MmHHu889j581j1+FXhIVRvKN1pjW/2dLCnlXCjnyxs6bYODufukGlopLSZ9itmzTvUtnbWlqqoqLY007oXUMuT8MdKQEAxEX/Nd+40VxU5F9aeio2dl5c3AeUn4KDbbTjlPYrNNSBwhYCFujTx/WDHaGjCKVctUp9YZpwFhHrB7p7uE14lkgnh720DquxkMQ+z3qAWM8Q66OKmTuXIlHismU0Uf2IEjc31ddfJ7u7Fxw5kurpWXzyZJaXV3VcXPGJE425uTS8nJlZ4OdHQ/UFaLm5FPIo7tBKUtxhBxYBAMCc3LjRdPt2W2Wl4uLFKKVyZVLSquBgiUz2dqdZSiq1oqQVFjY6JsYtKWllQYFfRYX81i31MQEELNCH6keDStWYl1erVFLIqFQoahITy6TSCrmcYlBpYGCer2/RTz/l7NuXJ/TcZO/ZQzEl7+DBzJ072buVwqX+VWfOUFipz86mOXQ8GkXzp3kmLF0aam8v1b7Iv8N9HVlsChUO4SmmTKG8lbh8eYSzc8bWrfGLFuUfPqzuPQoNpRGKR7SSrQ0NLAyxa/JZ/xDOngYA4BlFKBrW1aU2Nxfm5x8uLT1FQSo9fUt4uFN0tBvFKbl8jJCfhnaIU9ZhYWNiYmarVHtLSgIuX868erXy5s0WCmQdl4KABfpQ/ejOidUdX1oH5iImTQobPfrcjh0UxZJWrJCPG6cdqliQip49O9LFJe/AAfpYRXh4gZ/fpbNnSwICmgsLq6KibjY3NxUU3MH1+QAA0BkKPTRsaFA1N5dmZXmdP+8XGzsvLW1DRIQzjQgRarzmMJ9U2j5IaXqnZLIRCsXUlJR1ubk+tbXKK1e68GB1BCzQR2fA0jqhO4Q9WM3envJT6MiRNFEmnAWl/RTbB66G0zG3GDe3aDe3qsjI6thYdDIBAABhh9vY8Pp19fmply6l00hZmbSmJlGl8i4pOZmS4qFSfR0XtyA1dZNc7hgf/wFFqIiISUKEGtFpX9S9lxUNQ0Ik9PnTp50jI12USvfkZHeKU6WlgbQgFtS6BwEL9KH6UeDnV6lQlAYG1sTHq+/tlJHBbltQl5p6va6uMS+vtb6ePSfkWnU1BSP2+BT2hF12hVqtUnm1srImIeFSRkZJQEDGtm0UpE4LzySJmT9fMXnyhaCgMqkU3VEAAGaPHU1jwYUNWWxqbi6mFFVVFVVXl5KRsTUn5yuFYnJS0gqKPtHRc6RS6zNn3qUwFB7uREN2RtS9/icrPb1QLEKFho6SyWyjo2dHRDgnJn6YkLBUpfoqL8+3ujq2tlZJK8AOGooLAQv06b36QVEMJ4kDAJgTFlMaG/NaW+vLyqSXLp3Nzz9cXh4qBKZ9kZEuSUmrKCrFxMyjYXT0LIo+Z87MoCHrbQoLGy30Jw1nZzt1GpvuxSlrzSfZtyIiJgpRzI1iWUqKR1zcAopQKpU3JTZaH12nSfUqBCzQh5/6AQAA16/XVVYq6uuzKRgVFR1XKldmZn5JGSgv70BqqidNSUvbnJ9/KDFxeWbmLpp+9uzm8HCnpKSPhP4hN62oNFIIQCOEfiZJu36me+HJWtPDdG/KMM23aD6UnFJS1tBsMzO/oMCUlbWbklN+/vcUm2glS0sDm5uLL1/OvHWr9do19c91dhix/+CnAeWlnOLip34AAGi7fbutra0lN9eH9YLQq++7QPTQtTI3bjTdvNnCrm6rqJBT8qitVbIIQl9paiqg6eXlsurq+JycfcXF/6bAVFz807lzO86d2x4R4SyXj35oJHpwaNWuVyk42Fpz8C4k5G1ND9OZM++GhjqkpKyjwJSVtUvoYfKmoJab+y3FOAptFOBKSk5RsKOVbGzM61dbu3v4aUCNUE4z2Li9V4SoqijfPN9/l/zbK8ur8mplLy0FAMBwlEtqapIyMrYmJ6+Vy8fLZA7aB6fy8nxrahIMnxuFM5pVXt6BzMydra31PVy3S5fSi4tPpKSsVygmU0ahsBIbu0Aud0xMXErBKC7uA5oSGelCKYdGNP1AbBgWpr7pgFw+Vphiq3WTzKGaeHRvfJjmM+xsp5iYuTKZrUIxTZjyDg0jI6fSMDZWPT0pabnQz7T+zJkZ5859ToGJEhLFtYsXo4qK/BsbiyiYUuajwNTD4psiM8gABkLA6o7eKELLzRZlrdJaam0ZZDk0aCgNnSOcHeWO0jJpbHVsm+n/agFTRG0A/W4uLQ2kFrGo6Gf6bU2/+8vKpC0tVdSmVlZG0pTS0l+ysryqq+OonbtwIVBoO32Tk92rqs6Ul8tu3mxhRyh60pSawa920dH2pA1L0efateorV8poT9GQJlKbTVOuXq2kKfQB2nRs2HEbdpzO/qTv0qwoAZSXhwpn7XzQ2YX61veOZN19nTkzPSrKNTp6NqUZhWIKpRCKOPHxC6luULAoLv65oMAvIWEpO1KmeVEkokVUVERQpaqsjKDwUVj4I30lO3u3cAXc3rS0zVTxcnL2FRYep0CWmupJX0lN3RAXtyAhYcnp0+/ci0GGvKw0EYr1J927hu7+dMpGmuAVFjZWWENXimv5+Ydo3ZqbC2mz3BIeLnHnXrVsbi7WDHueF3lgBhnAQAhY3SFuESg81V2vGx02mkLViJARNLST2Wnu1mATbENDl0gX+sDXqq93Zu7MvJwZVRXV0tZSJtx6pF74J90iXHXChq2iHnFn82TLahJO1dQe9ir6/4tacfo/i10VTG1Ja2sDtdn0f1lPLhJu5/r1OvqPm8KBIR/u+7MZqLFsaiqiJoqalubmoi7db4ahhpaazMpKhfBEi0DhEqF4Grl48QxNqalJonEKTOzoCW3w+vos2sglJf/OyNgWGjpSq326/7OeHSu51z4N7dBiDdW0WBERzvRhhWIqtceJiR/SD/qiouPCbZ3DqB0tLT1Fw4oKOa1VQ0MutV60i2kdmptLaN3On/+eWtOkpFVCl8BHNCtqWan9vnDhFFWJjomBplC8aGtrqatL7W/nnXQDu3E2lejq1SraGrTdFIrJMTHzKbtERc2g7RkSYqd1ss4wraGVEIBsZDL78PBxoaH2cvlYCg0REZNp+8fEzKFcQrMKCxsVFjZaLh93+jTNcCbFIxoPD3fU6rx54CWTvU0zpNhE6ZmiBv3DoT2Vn/+dwfnm7iskZDitHosyPX+xVaVaIVSPdbGx85TKVfRnQsIy2lC0qlTkzMwvExOX0wbU/BK4eDGGqlxh4VH6Z0XRjX4VVFVF0vSWlhpWeegfGtv4xq4FZsgMMoCBjBOwdOntRd++fXvNmjUWFhaDBg3y8PCgP7s3H1pVp3CnhfEL3aLdNqRu8Ejx+C7/O59cn+Cy4KOFR0PLQv2L/CkDBZQExFyMoSFNOZx/+FD+oS3pW+i1KH7R+tT182LnrVKumh09e2LEROsgaxanPj77cfqldMo0BU0FWzO2TlFMGSYdpglbrGeLRa6RoSNp+M7pd6yl1i4KF/UwUj10jXKVBEsWxC2gQEbzd45w3nR2E60nJTNa7v7c/e7J7rQynqmePxf9TBNDy0P35eyLvhjtm+ebVpt2ovhEdn02DWXlMirXauVqWsq0yGk0nKqYSsOZUTNpOOPMDBoujFtICz18/jCVt6S5RL3mbep+OEp4ZV3PAdroPzgKBGfPbhb+W1e3IqylZ+MhISOozab/MVnMoqhHS5RXyM9dPkdFi6+Jl5ZJ8xvzY6tjIysjaTuvSV4zWTF5VdIqKvU3Od/Qhv2x6MeEmoTc6rjvzrgci5z6UZDl5iDLz6Jn+5/bEVsVVdRUoKyQ51+MkscvTkpdFx+/KClpBf1nTb/RqUGiViopaTklHtZh0JNidlpwShj0331Kynr6jR4V9d6D/QTqtoTaBs1yS0oC8vMPRkXNotYlJ2c/C0+UV8rLQwsLfzh79pP4+MW6nmXRrkMi6MGzax9sEW01G1/7k+w4C5s/u3CJ2nIaUvuteVc7nN1b1rCg+6ekDNMM783NXjPe2ckuQzXvxsS4Caet7KaakJd3gJrS2Ni5mo4Higs0hZr/9PQt5eVyinSUy1k3w1Xh4Dsbb2hQsX4gimUU2micTWFDal81bS19ht1kqK4unbYzzTMnZ19VlTq21tWlCFE1ITfXh/YOBVYKqRQWr14tp33R2HievlVfny1cPpYm3Of6HI1fvpxBQZam05SKigja6VlZ6vOjExKWCEGK3fVxXJDeh7v19ov+3cnljlQ6Kghtok5ja3V17IULgbTxKdZER8+mfyYJCYvj4t5XKKZRqhMqxt06rFBMoaLRxmHX/9OWoXpLQVC7erOdK5ePpuKHho6iOhASItFUv8jI6bQ+Z864UD6Li/uA5kZVvb+dBwb6IWD15iKNt3F9fHzeeuutIgGN+Pr6dm8+VAQx7uP+wOtf8f/yVnlXX2t/j4bUulQKbZ+kf0JRZkzYGPqk9mFEXUPtV8d3raRWNGTRjcU1NhweMlzTizYseJhmWbqG2vN5W/Y2DVk/nKN8rDqKnZk5JnTUmmR3WnMKjm7Rs72zvdeneBwvOk4RhzIQhaGchhwKZA2tDZRHy6+UB5acLKjPOpb+aXjSh98GWf4SLNkTZPlFsNXEIMvZtJIU8oKGjqQ5S63GCFOmBVkuCBtlLbUaK2wZts5srdgaasfTji8rqbA1OkxnT3O0El4jgizZ0j8OsvQKsvwuyPJ4kOUhYfh1kOVBqc3+VM8j2d4URjelbaLMvVK5kvLcxrSNXtlePjn7fJPdj6kfKb8pI2Nbdv7B7MJj357b/l32npPFP9MWiKuOo5xX3JBLr7yKsIzCo6dCRwWEDP+Fyh5kGSi8WNvzi+ztE7IRR4VF/xoy4kSwTXz8vyheBAqfDBDW52GN5f3+p3v9E9rD9p9k7Ry1+iqVNwUFdsiJAge9KBxQjKDIQslDE0TYucM3bzaz4EItaFNTAUUHin2xsfOys/colSuVylWUUFlWZlGMnefLpgQHDw+6fxawepz1frFOiJQUD2pZ2WVZLIQ9eDax9nnE90Obdr8OWyLNUxhOFFrx8UH3T8QZE3T/2NBozVB7+r2bDEmC2p/R/EDvkVaItNGKR/e3tvY6a5/oo/9FnxRut02xe2Zi4hKqVNnZ3rQXSkt/oaiXn3+IhgUFRyj8FRQczcryys3dR9s8NXV9cvIa+q2SkLCMkiiln+joWbRHEhOX0YZNTfWkHw+JiSsiI98VZrssJWUNpdXCwqPV1TEUGTs9tmg4+i79CqLKQNWDEqquD9BbVHmoOtXWKulPlmhZBx59l35OUDWj6axqMWbQQ8ktBKzeXKTxNq61tXVISAgbpxEbG5vuzYeK4CKzcw62GSUd+nbQUBuppbVWw9xxyJrw4UFDaWRssEQiHTpRZve21NoldKSDdNiysFFzg4cFRM8KD3eqro6nZokthZ0MQf/LCGeYJtD/m2nntv0UOe3HMzM2SYdtDR25MMhybYjde0GWH8qGU9RYKbObHmS5VGY/WTr0gxA7dQQJGW4XZDk9ZMQwSgkyW1r6hFAHWpPxYaM0MYj1hNkLByVthYBlGyyh4Rjhk/+KW7AgbsGBvAOb0zYfzDu4NGHp16qvafhV9leLY+avifvAVjpsrPAtSZAQa4QAx4ZWWsO78U56P9YMEwLQ8ODhmkOiw4UpEuGTwsOrLW3ZuN6QpP2yFuZs82D4swsZMTVszCjaAupb7A+1Z2UUQqR2GGXro+Oe+g/Gsrsl6kJ6fpv2uxAQbXR/ZqjwGia8RgQNHSEdai+1pteE0JHjQu0pAbMQzDYO1bdxwjzfVtcrKrK6atF+dw6ydBESoVOQJRV5bohkpnTYcsW0xYopHonL/xUz58OExbPOvPte5DTav4ti358eMXn72U1r4v61O2X9uhi33anr1sTO9T67ZV3cB3uzvdYmfeSb57slfcsP53/YcW4H5WP3ZPdvc7+lynCq9JRPrk92fTYlY8rHqgZVy82WzMuZbbfbWOelnrMGqcmsro6lKMauJKdwRpWcanhDQw616xcvRufm+ly6lF5eLmNNbMc50BcpQKSlbdbcNEihcKEhBbhz53aUlQXTuykpa4UgNUUTj+71ig3rEMi0Y5mui8I69tuxzlTboPvnTQ8Pun8FvvadHrUP4Vl1GN6PaKGho8LDx8fGvk9BKiFhaXLyagqmFJso0VLyuIqrXsAsIGD15iKNt3EHDhxYW1vLxmtqaiwsLLo3H/Wjcu79rAy813/wXZDlUaFX44cgy73Cn3uE/oY996b/cq+b4Zd7X+z4I5X9OGaHoti1LdrHZTp2M2ifpPnglAeGwhKHnhCGx4X//WklQ0JHfktzDnOktT0ZMsIryPJY8LAdQZZ+UuvPgixPCJ+JinovI2Mr/Xykpo4dHykrC6EfvjExczQtykmp1TYqoHTosiDL7UFDPwyy/ERqNTfIckmQlX2QpWuQFYW8d6Xq3PCOkA8chKEdywp3e5tYLBOCjlZUYiFpRMgIW5ntkoQlrlGu61PWO4U7LUtYRsO5UTOHBQ2dFDJ8ZpClR9DQT4MsDwhbnlab1v+gfMw3KetOJq3QasnUZafN/pPM7tfwdzYLPVKHc/YlUHhtzKtvrU8qD82pitkd5eqnXLk97oMDaZs+Ttv8eebntCzn0876I9QwoURU3jFSK9vgYfbBw6zulcgsX9pHq+1C1PmYdWGyTtZ3z7wrCZbQLqNNtzV9KyXyb3K+oeG2jG1u0W5fZH6xKH4RC2onS05SdKO4RsPQ8lAKbbQ7jhYejboY5ZXlRX/STv/47McukS5f5Xzlmep5rPAYDQNKA7xV3jkNOWm1yW1CV8cd4WQ1GhY3F7fealWfpHizpflaDU2hXyw3b7ZUVUVdvBhDmayg4EhKisf580dovKTkJAWyCxd+pUDGYhkNMzN3sik0pHH6THr6luLiEzSlslJRUhLQ1FRYV5fa2lpPQ/pHUVEhv3q1nObf0lIpxKAqioaXL59jhw7pi+yAIMVHNqR3GxvzaUjjpaWBly9n0Gybm4tp/dErAzxAwDJPAwYMuHHjBhunkccee0zPh/WcK0bYTeToVyb9B03//xYWHhNOywil/3/LykKFfvtA+iFeVPQT/QA9f96PYgp9LD5+YULCEvp5Gh3tJpxJMCM01EGpXBkbO4/mdvq0c2eHBoZqgpdCMVW4Y4r67Jzs7L2pqZ75+QdpeP68+kST/PxDwnU3XwmPO/haaEW+oyGtQHz8otTUdcJZRDOD7t3s7t6P7Punv7Af+vQbWvgx7aD5DDuCQysc9OA1OKGh6iMmSUmraIlZWbuFtfKmIS2XWibWVuXnH6bCpqdvVagvV94RGO1GK+MbZHkqxHZXkOW3QUNXBVnuCrLyCLL0CRv5hcIlKPNL37OfyC+c2pm5M7gs2DfPN/1Suq7uEGpE6Wc9zTYra5fwjK2JwsXY9tpHVdg6Z2V9SdtEJrNlx300cdbwB0Eoa5UZlzOoyT9ScITW6qfCn04Un4ioOB2Z/33Ceb/TUbMjIqcG3gvQNPKj1IpC6unC42fKZQvjPlgc/691yo8+TV0fff5QYt6hk/Ef/BQ375vTE/dHTvkybv7O+IU7k9d+meKxM/OL7RnbP03/lMLHauXqDxM/XBy/+P2497/M+pI2yI+FP/5Q+INXthelFpo+O3rWxrSNa1PW7sraRVMoi0w4PWF65HTnCOeF8QvnxMyZFDHJXmbvGO5oG2I7Pny8Q6iDyxkXR7kjzXZu7Fy3GDfHMMdRoaOspdYsHtGHNcMx8jE0/V4Hp3rKePl4mqJ9NYb20WoroQvTkCPUuo5WsyO8EqEDlUU39u5Qlr+1jk2zz7OOz6mKqVSuNclrKITNjp6tCXm0KWi4ImkFbZbdWbtXKlf+UKDuh4usiqQAl1WfJa+Q11yroTxHtYhiGdUxXKsL0AcQsHpdZmamjY3Nk08+2ZcnuYvYgyXWKrU7AkK/a+mHMqWlqChXilD0I7u09BQlpKam8/TjuOPnu4F+ebO7EtNL8yP+0qU0dvkx/ZKmRTQ0qOgztDLx8YuDHjw5hgWU5OQ1tJ7sEE831qGxMa+i4rTw6AZPGlISra6O7eEJ45qnd125UkYbMDHxQ7bOhYU/ak7+YCcvU5ylIrPuh54ssR1af4rRZ89uohhHYZR2WW88xqvLa3WrlXKD9kWmHT9Qd72OhpVXK7WH9C129UD1tWoaFgunv9AUmk5T6lvrKfiqGlSUMkPLQ71V3r+W/krDH4t+pGj4+bnP58XOc092dwp3mn5mOqWiKYopNJwTPYfy03tn3qNxSoGW6uPUjpb3Tt1jYY7FJgfhCDVlJvr8ooRFtjJbdl0F+9ZY4eg2O2VQ+3RANs7CmfZJhB1j3AjZCMsHTxykNaSlUA5bELeAArRXltfpytNUupyGnKiqKCpvQVMBu+D3zr1LdwGgGxCwep2VldUnn3xy9erVvlyoiOdgibdS/Rq7UJmiWELC0gsXfi0q8qdQIm4u6SWUpSggak5o60uaOz8Bo31fD9ZLxIIaC3N5jXk0TkOaqKxVUnpTVCoaWhtYz6V2rxK79S47CEifzKrPohi0P2f/ZMXk1crVlMm2n9tO8S7oQhAlpCMFRyjkrU1eSxHNLcaNItTEiInqOBV6vwdOu7fsbhTT6odjUYydJsii2LjwcZqQNzVyKgWyj5I+8kjxOFZ4jJZIQZPWJ6A4YMe5Hf8u+TdNSapNklfIC5sKWbliq2MrWyoTahIopfXBXU4A+id+GlCjlfOJJ564cuVKHy90//79uq4i7NIu56d+AJg6FtFYn5OqQUUjFHrON50/Wng0sSZRHYwqQrekbzmQd2DGmRkrlCsoaVF4Uh8YDbXX9JPZSO8fsux4MFT7IOndd7VOItS+RJfFNYp3tBTKhQvjF27P3O6t8pZekJ4oPpFal5p5OZPiFw5WghnjpwE1Wjlfeuml4uLiPl7o7du33d3dLQRr167Vvg8WAhYA3Ll3n16KYg2tDbJyWXZDtl+Bn7xSTiHsWOExjxQPn1yflcqVu7N2u0a5rkhaoTnryzbEVnNw8244C25/EFM7onVy6YAQyyQhEvq6+pKO1PV7svfsy9l36sKpwNLA9EvpeY15FL9abrYggYHp4qcBNVo5v/nmm4kTJ1ZVVRlrBXqCn/oBAPpVX6umuKOsVda31lMsY+ersTvull0po2CUUpfim+cbXhnO7j98OP/wqdJT7snum1I3SYIl7IAjO2SpK3hpvyh+2QTbOIU7LU9avjVjK82Z4pe0TJpQk5Bal0qLpnWovFqpPcy8nMmm0/ogmYHR8dOAGq2cRrmTu1hMaFUBoN9ivWUFTQUUzmKrY7Prs31yfX4s/HFB3IIPEz+0llqPEm5Zp31NpSEvPf1ko8NGT4yYuC5l3faM7bSso4VHoy9GUzJD8II+w08Dyks5xcVP/QAAY6HUxU7/r7teF1UVlXYpjSLR8cLjHikeG9I22Mps2dWUhvR7PfQ1JmyMc4Tzrqxdh/IP/Vz8868Xfv2p6KeAkoCs+ix6UQ77ofCHUxdO0RREMeghfhpQXsopLn7qBwD0T+ymG6oGFbvu8uylsxSDpBekfgV+v5T8QsOTRSfZ0L/IP7A0kN49WnB0eeLyJQlLKJyxs8QM7xXTvKYoprhFu3lne+/L2RdSHkKRK78xP7Ozx+AAdIqfBpSXcoqLn/oBAOaHwhm72xkLZ7JyGQWvhXELraXW3Yhc7LUgbgHNJKFWfSoYzZydid/prdeAc/w0oLyUU1z81A8A4AflrbrrdaoGFb0KmgryG/OlZdLA0sCyK2X0ymvMS6pNmhc7b/qZ6TbBNnqimEOowwjZiFGho2xltrOiZ804M2ND6oY1KWuWJC6hr/9Y+OPRwqPIXtzipwHlpZzi4qd+AAB0RDmM0hjlsMzLmRTCfij4wSXShd2uwsDX/Nj5yxOXV16tRNLiDT8NKC/lFBc/9QMAwEBtt9sUlYqTxSe/yPxiU9qmz9I/W5Oy5v3Y9yl7jZWPtQ2xnaaY5hTu1K6viz2haGnC0l1Zu7akb4msiqTEVtVSlX4p/Y6O5zuBSeOnAeWlnOLip34AAPSc9vlYxc3F8dXxkxWT2XMnO32xu7OOl4+n+LU5bbNHigflLaXwPFYwdfw0oLyUU1z81A8AgF7Seqt1x7kdK5QrJkdMtpfZ00vPWfZsumuUq0uky97svVsztmbXZyNymSJ+GlBeyikufuoHAEAfoLBFL3Zel6JScbritG+eL8WvhfEL3zn9DnsWZPtermB1L9f61PXeKm92P31jFwIMwk8Dyks5xcVP/QAAMC5KTk03mhJqEo4WHl2WuMwp3Glk6EhNnxZ70raj3NEh1OHzc59vTttc1FRUdqXM2GsNOvHTgPJSTnHxUz8AAPqb1lutFKEocvnm+bI7pmq/bGXqp26vS1lHYSu/Mb+gqcDY6wsP4KcB5aWcPWeij00EADBjTTea8hrzvLK85sbOdQx3bNezxZ6i/fHZj+kDOIzYT/DTgPJSTnHxUz8AAEwF5afKq5XSMulnGZ9NiJigeVAjG75z+h1bme2h/EN+BX71rfXGXll+8dOA8lJOcfFTPwAATBELW4pKxReZXzjKHe9fjRhsxZ6o6BTuFFwWnFqXauw15Q4/DSgv5RQXP/UDAMDUtdxsybycuS9nn2uUKztBnr2Ghwyn4erk1d4qb0pjxl5NXvDTgPJSTnHxUz8AAMxJ3fW62OrYLzK/cI5wloRINLd7cIl0cYt2S6hJwNHD3sZPA8pLOcXFT/0AADBXylrlvpx97GwtdlI869/ak70nsDQQSauX8NOA8lJOcfFTPwAAzFvLzZb0S+mb0zZLgiXDpMMoYNkEq+9rOjt69tKEpal1qa23Wo29jmaFnwaUl3KKi5/6AQDAj8DSQPdk91GhozTXHjrKHSl4+Rf5V1+rNvbamQl+GlBeyikufuoHAABv2L0ePkz6UP1sRCFm2cvUtzPdkr7FJ9eH3kWfVk/w04DyUk5x8VM/AAC41XSjyb/I3y3ajZ0Ozw4djgsfR8HLr8DP2GtnqvhpQHkpp7j4qR8AAKCoVHikeDifdtYcOhwrHzs6bHRASYCxV8308NOA8lJOcfFTPwAAgGHPnPYv8p8XO4/1aTmFOy2KXxRbHWvsVTMl/DSgvJRTXPzUDwAA6MivwG+yYjJiVjfw04DyUk5x8VM/AABAl60ZW62l1uyO8OPl412jXBWVCmOvVH/HTwPKSznFxU/9AAAAPVputlDM0jx4Z3TYaIdQh6OFR3GloS78NKCmXU6ZTGZvb//EE08899xz8+fPr6urY9Nv3769Zs0aCwuLQYMGeXh40J/6p3cVP/UDAAAeimKWV5aXJFjCYpa9zN5aar0vZ5+x16s/4qcBNe1yjho1KiQkpLm5ubq6euHChePHj2fTfXx83nrrrSIBjfj6+uqf3lX81A8AADBQ2+02/yL/yYrJdjI7dcwKtafIdTj/sLHXq3/hpwE1n3I2NTX94Q9/YOPW1tYUvNg4jdjY2Oif3lX81A8AAOgqaZl0QdwCh1AHilkOYQ6OckcKXsZeqf6CnwbUfMp56tQpOzs7Nj5w4MDa2lo2XlNTY2FhoX96V/FTPwAAoHsCSgJco1zZXeApbDlHOCNm3eGpATWTcqalpb3yyit5eXnszwEDBty4cYON08hjjz2mf3qnHtGr14oCAADmg0KVU7jT27K3KWbR0FHueLTwqLFXypj4aUBNrJyd5pvIyMghQ4YkJSVppqAHCwAA+g8KVRStRoaNpJhlJ7NzCHXwzevmScCmjp8G1OTL6e/v//zzz6ekpGhPxDlYAADQ37DeLHbQkGKWa5Qrhw/b4acBNe1y7tq1a8iQITk5Oe2m79+/v9OrBXVNv9PFXc5P/QAAAHFRqJqsmDw6bDS70tAjxYOru8Dz04Cadjk7nhrV3Nx8R7jflbu7u4Vg7dq12vfB6nT6HQQsAADoQ4fzD0uCJWPCxlDMGhU2al/OvrzGPGOvVF/gpwHlpZzi4qd+AABAL2m73cbuAs/OzRovH6+oVDTdaDL2evUufhpQXsopLn7qBwAA9KqyK2UrlSvZrRxo6BrlqmpQUfYy9nr1Fn4aUF7KKS5+6gcAAPS21lutCTUJc2PnspPfabgofpGxV6q38NOA8lJOcfFTPwAAoG9UXq30K/B7L+o9dcwKsbOV2XpleRl7pcTHTwPKSznFxU/9AACAvqRqUO04t2NixESKWcNDhq9NWauoVBh7pcTETwPKSznFxU/9AACAvievkM84M8Mp3IndyuGXkl8qr1Yae6XEwU8Dyks5xcVP/QAAAGPxVnlTwBojV9/KwTnCufVWq7HXSAT8NKC8lFNc/NQPAAAwoupr1ewaw1FhoyTBkh3ndhh7jXqKnwaUl3KKi5/6AQAAxlXfWh9QEjArehbFLOsg6/25+zMvZxp7pbqPnwaUl3KKi5/6AQAA/UFUVZRrlOs0xTSKWaPDRpvu4UJ+GlBeyikufuoHAAD0H5vTNlPAGicfZ7qHC/lpQHkpp7j4qR8AANB/tN1uU9Yq3WLc2OFCn1wfkztcyE8Dyks5xcVP/QAAgP7m7uHCyGnsATumdbiQnwaUl3L23CMPMvbqAAAA17akb1GfjyUfTRlra8ZWY6+OofhpQHkpp7j4qR8AANA/scOF82LnqQ8XSq2TapJMoiuLnwaUl3KKi5/6AQAA/VlsdaxLpItbtPqsrMmKycZenYfjpwHlpZzi4qd+AABA/7c8cbn62YWy4R4pHtIyqbFXRx9+GlBeyikufuoHAAD0f2VXyrxV3rOjZ1PMkgRLalpqjL1GOvHTgPJSTnHxUz8AAMBU+Ob5UsCaGDHRWmq9NGGpsVenc/w0oLyUU1z81A8AADAhlVcrlyQsoZhlJbX6sfDHvMY8Y69Re/w0oLyUU1z81A8AADAtmZczlyYsnRM9p3/eJYufBpSXcoqLn/oBAACmaMe5HSxgrUtZF1gaaOzVuY+fBpSXcoqLn/oBAACmqOVmi6xctixxGbtLVtONJmOv0V38NKC8lFNc/NQPAAAwXUcLj1LAmqKYMi92nm+er7FXR42fBpSXcoqLn/oBAAAmrfpa9UfKjyhm0au+td7Yq8NRA8pLOcXFT/0AAABTJyuXSYIls6Nmjw4b7ZnqadyV4acB5aWc4uKnfgAAgBlou922UrmS9WNVX6s24prw04CaQzlra2tffPFF7X12+/btNWvWWFhYDBo0yMPDg/7UP72r+KkfAABgHpS1SpdIlxVJK2xltssTlxtrNfhpQM2hnIsXL962bZv2PvPx8XnrrbeKBDTi6+urf3pX8VM/AADAnLgnu7N+rNzG3LbbbX2/Avw0oCZfTpVK9eqrr167dk17n1lbW4eEhLBxGrGxsdE/vav4qR8AAGBO0i+lL4hb8FGS+rR3l0iXvs9Y/DSgJl/OcePGHTt27M6D+2zgwIG1tbVsvKamxsLCQv/0ruKnfgAAgPnxSPFg/VglzSV9vGh+GlDTLqdcLre0tGSnUmnvswEDBty4cYON08hjjz2mf3qnHtGrV8oDAADQ+wqaCihjfZL+iSRYMi92Xl8ump8G1MTK2S7fvPHGGzExMZq3NB9DDxYAAIB+nqmefX9dIT8NqGmXU1fHEs7BAgAA0C+vMW954vIvMr9YmrC0z+7zzk8Daj7l1N5n+/fv7/RqQV3T73Rxl/NTPwAAwLxp+rEqr1b2weL4aUDNp5zt7oPl7u5uIVi7dq32fbA6nX4HAQsAALgkLZNKgiVuMW4ni09mXs7s7cXx04DyUk5x8VM/AADA7DXdaPLK8rIMsqSk1dvPK+SnAeWlnOLip34AAAAP9uXsYwGLwlavLoifBpSXcoqLn/oBAAA8aL3VGlUVFVwWPFkxeXPa5t5bED8NKC/lFBc/9QMAAPhB0Yqd8F7cXNxLi+CnAeWlnOLip34AAAA/UutSnSOc16SskZZJVQ2q3lgEPw0oL+UUFz/1AwAAeKM5H6s3TnjnpwHlpZzi4qd+AAAAbxCwRMFLOcXFT/0AAADetN5qlZXLgi4E9cYJ7/w0oLyUU1z81A8AAODTlvQt7IT3gqYCEWfLTwPKSznFxU/9AAAAPqXWpTqFO61Urqy+Vt16q1Ws2fLTgPJSTnHxUz8AAIBn0jKpZZClo9xRrIzFTwPKSznFxU/9AAAAnu04t0PcO2Px04DyUk5x8VM/AACAZ5VXK7ekbzlScORE8QllrbLnM+SnAeWlnD33yIOMvToAAAB9hN24wVpqXX2tuoez4qcB5aWc4noEAAAAusXYbXgf4aWcJqQPKp8ZLMIMimAeizCDIpjHIsygCOaxCDMoQt8sggfYiP2Oefzjwf9inCzCDIpgHoswgyKYxyLMoAh9swgeYCP2O+bxjwf/i3GyCDMognkswgyKYB6LMIMi9M0ieICN2O+Yxz8e/C/GySLMoAjmsQgzKIJ5LMIMitA3i+ABNiKP8I+nn8CO6CewI/oJ7Ih+AjtCFNiIPMI/nn4CO6KfwI7oJ7Aj+gnsCFFgI/II/3j6CeyIfgI7op/AjugnsCNEgY3II/zj6SewI/oJ7Ih+Ajuin8COEAU2Io/wj6efwI7oJ7Aj+gnsiH4CO0IU2IgAAAAAIkPAAgAAABAZAhYAAACAyBCwAAAAAESGgAUAAAAgMgQsAAAAAJEhYAEAAACIDAHL5N2+fXvNmjUWFhaDBg3y8PCgP9l0mUxmb2//xBNPPPfcc/Pnz6+rqzP8u7qmgx66NlpwcPCIESN+97vf0Y5wc3O7ePGi4d/FjugG/Ruttrb2xRdf1HWbH+wIEenaaI88qEvfxY7oBj0bLT09ffTo0X/4wx+ef/75Q4cOGf5d7AhDIGCZPB8fn7feeqtIQCO+vr5s+qhRo0JCQpqbm6urqxcuXDh+/HjDv6trOuiha6O9/fbbAQEB9fX1TU1Nn3zyCaVew7+LHdEN+jfa4sWLt23bpqtdx44Qka6NZshNLLEjRKRro+Xl5dGPjaNHj16+fLm0tHTGjBmGfxc7whAIWCbP2tqaghQbpxEbG5uOn6GmnX6jaP7U/Aen67uGzBPaMWSjUd79/e9/r/kTO6I36NloKpXq1VdfvXbtWrs2HjuiN+jaaHoCFnZEb9C10ShRff31151+BTtCFAhYJm/gwIG1tbVsvKamxsLCouNnTp06ZWdnp/lT849H13cNmSe089CNduXKle3bt2t3JWJH9AY9G23cuHHHjh2706GNx47oDbo2Gm3twYMH0y+N//7v//b29m5ra9N8BTuiN+jaaM8+++zGjRufe+65p556avbs2fX19ZqvYEeIAgHL5A0YMODGjRtsnEYee+yxdh9IS0t75ZVX8vLyDP/uQ+cJHenfaOx0k2eeeeb8+fOGfxc7oht0bTS5XG5paclOFtHViYIdISL9G+369evJyck2NjYrVqww/LvYEd2ga6PRiKura7Vg+vTpc+bMMfy72BGGQMAyefp/SURGRg4ZMiQpKalL38Wvk2546EZrbGzcvHnz8OHDDf8udkQ36Npob7zxRkxMDBvXFbCwI0RkyEYrLS3tdDp2hIj0bEz6k41Txho8eHCXvosd8VAIWCZPz7Fwf3//559/PiUlpavfxfH1bjBko1HG0j4Z7qHfxY7oBj2n/jz0+jXsCBEZstHKysqeffZZw7+LHdENujaaRCKhXMXGL1682GnAwo7oCQQsk7d///5Or+bYtWvXkCFDcnJyOn5F07To+q6u6aCHro02a9YslUp148aNCxcuLF26tNNzsLAjRGTIRtN1DhZ2hIh0bbTp06dnZma2trbSv4uRI0cuW7ZM8xXsiN6ga6MdOnRo5syZmkOEc+fO1XwFO0IUCFgm7/bt2+7u7haCtWvX6rrZDGlubta8pf+7uqaDHro22s8///yPf/zjt7/97Ysvvrhw4cJLly5pvoId0RsM2Wi6AhZ2hIj0/4v43e9+9+qrr3p6el67dk3zFeyI3qBno23atGnw4MGDBg2i34GdnuSOHdETCFgAAAAAIkPAAgAAABAZAhYAAACAyBCwAAAAAESGgGXydD3UuasP6TTk4dB6vl5fXz979uynnnpq8ODBmzdv1rPCnV4kX1hY6OTkxE6ZpBH6swebBAAAwMgQsEyeroc6d/UhnYY8HFrP1+fMmTN9+vSLAhcXl8OHD+tf7XYBy9ra2tPTs16wbt06+rPbGwQAAMDoELDMivZDnXtyg7h2D4fWpuvrTz/9tPY96yQSif5VbRewfv/739NC2XhjY6P2E5EBAABMDgKWWdF+qHNPHnHQ7uHQ2nR9nQKW9lMXHvrkhHYBa+rUqZs2bWpoaKivr9+wYQP9qf/rAAAA/RkClvlo91Dnbj+kU8/DofV8fdasWZqbAr/33nuPP/64/rVtF7DKy8tfeukldm4WjVRUVBhSZAAAgP4JActMdHyoc/d6sDrOp9056bq+funSJcpVgwYNevbZZ7du3frnP/+5069rz1b7z5EjR65bt05zDhb92c0NAQAA0A8gYJmDTh/q3I1zsB76cGj9X9fYt28fhS3969wuYD355JM4BwsAAMwGApbJ0/VQ564+pFPPw6ENme3MmTPLysrq6+uPHz/+4osv5ubm6p9Px6sIN2zYwHqw1q9fj2ezAwCASUPAMnm6Hurc1Yd06nk4tDZdXz906NDzzz//+9//ftSoUWlpaYavMJuYn58/duzY/0/g6OhYUFAg1vYBAADoewhYAAAAACJDwAIAAAAQGQIWAAAAgMgQsAAAAABEhoAFAAAAIDIELAAAAACRIWABAAAAiAwBCwAAAEBkCFgAAAAAIkPAAgAAABAZAhYAAACAyBCwAAAAAESGgAUAAAAgMgQsAAAAAJEhYAEAAACIDAELAAAAQGQIWAAAAAAiQ8ACAAAAEBkCFgAAAIDIELAAAAAARIaABQAAACAyBCwAAAAAkSFgAQAAAIgMAQsAAABAZAhYAAAAACJDwAIAAAAQ2f8PT2QsX02cmsoAAAAASUVORK5CYII=)
| VMR Tools created by Darren De Zeeuw. |