Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jiajia_Wei_033123_7 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | January 02, 2020 |
Start Time | | 2020/01/02 00:00 |
End Time | | 2020/01/03 00:00 |
Key Words | | 0102 |
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 | | -26.07 |
Dipole Tilt, in Y-Z GSE plane, deg | | 14.73 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 69.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jiajia_Wei_033123_7 |
Minimum Dst Value | | -5 |
SW Source | | WIND |
Diagnostic Indices | | YES, plot them |
|
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,iVBORw0KGgoAAAANSUhEUgAAAyAAAAGQCAIAAADZR5NjAAAAEXRFWHRTb2Z0d2FyZQBBdXRvcGxvdGfxHnYAAAAqdEVYdENyZWF0aW9uIFRpbWUAU2F0IE1heSAwNiAyMTowODoxOSBVVEMgMjAyM0vzqK8AAAF8dEVYdHBsb3RJbmZvAHsgInNpemUiOls4MDAsNDAwXSwKICAibnVtYmVyT2ZQbG90cyI6MSwKICAicGxvdHMiOiBbCiAgewogICAgInRpdGxlIjoiY3BjcG4gZm9yIEppYWppYV9XZWlfMDMzMTIzXzciLCAKICAgICJ4YXhpcyI6IHsgImxhYmVsIjoiIiwgIm1pbiI6IjIwMjAtMDEtMDJUMDk6MDA6MDAuMDAwWiIsICJtYXgiOiIyMDIwLTAxLTAzVDAwOjU5OjAwLjAwMFoiLCAibGVmdCI6MTA0LCAicmlnaHQiOjcyMiwgInR5cGUiOiJsaW4iLCAidW5pdHMiOiJVVEMiIH0sCiAgICAieWF4aXMiOiB7ICJsYWJlbCI6ImNwY3BuIiwgIm1pbiI6NS45MiwgIm1heCI6MTMyLjQzLCAidG9wIjo1MiwgImJvdHRvbSI6Mzc3LCAidHlwZSI6ImxpbiIsICJ1bml0cyI6IiIgfQogIH0KIF19HV1rewAAAARnQU1BAACvyDcFiukAAEUrSURBVHic7d0PiBz1/f/xwHmcRzxioISjHCEEgxa/xYYrQSWGI79gDOmhkvolDakcaTgM3wYSrFWPq9+gIbVIsCWoSINKS7HVSqAiIUSSEKnFKoQ0SJAYDBqNnkfEbwjHcYb9ffbem0/mZmZnZ3c/82c/7+eD5Zjd25udz9xn9/Paz3zmM/MqAAAAcGpe0RsAAADgGwIWAACAYwQsAAAAxwhYAAAAjhGwAAAAHCNgAQAAOEbAAgAAcIyABQAA4BgBCwAAwDECFgAAgGMELAAAAMcIWAAAAI4RsAAAABwjYAEAADhGwAIAAHCMgAUAAOAYAQsAAMAxAhYAAIBjBCwAAADHCFgAAACOEbAAAAAcI2ABAAA4RsACAABwjIAFAADgGAELAADAMQIWAACAYwQsAAAAxwhYAAAAjhGwAAAAHCNgAQAAOEbAAtCK48ePDwwMzJvHZwgAxODDEUArbr/99mPHjrW/noYRzT4h5zBHdgTQDj5BALSip6ennT/PIb58++23ixYtunLlin1k06ZNdtk83t/ff/HixZbXPz4+Pn/W2NiYffDIkSNDQ0Nm5/T19T344INffPFF8uOV2V0hgis3z1+9erU8f8uWLRMTEw3XEzVvrgULFrRcWADNImABaEWbCSmf/qEHHnjgjTfekOXp6emurq6pqSm5ax6///77W17z/v37V61aNTnLJB5zVx5fu3btoUOHZmZmTIB79tlnV6xYkfy4Fdoh69evP3z4sHmy2eCdO3easJVyPfWYJweDIICsEbCADvboo48uWLCgr69v37598ohpp/fu3bto0aKenp6RkRGbJ5p6snncJIbFixd3d3cvX7785MmTodcN9ouYu+YPt23bJt05ZiG4HvNa/f39JtlE1xBaOH/+/IYNG3p7e82Lrlu3zvbZpH9m1MGDB4eHh2X5zTffNJthfspd8/hbb70lyyZ5LFy40OyETZs2Xbp0KfRysUy6skdIzcLKlStjn1avny/6eMLLmSxlStrU+qNrWLp06ZdffpnmyQCcIGABneqJJ54w8WJycnJ6etqEJ3nQtNP333//t7PMgn28qSebx03UME82DbNJYLHdJMFA8Mgjj9x77712Peaufc6DDz5oI0vsn9uFW2+99d133zWvODMzY7bEBL5mnxllnvP973/fFKQym6IeeOABKaPJZOZxOXq4a9cus/HmOWZtW7du3b59e7SAUSbe2YOPZsHcjb70H/7wh/Xr16d8POHlTEy0PVgN1xPrpZdeMsE3zTMBuELAAjqViQjnzp0LPWja6U8//VSWzW/7+/tbeLJ53PZC1es+CQYC84d25WZh0aJF9jkSbhL+PDZYmBft6+tr9pmxTNqTHru1a9eeOnVqzZo1ZtmkRpsCBwYG7E64fPmyHaiUHLBCvw3tIunbM/vhzJkzaR5PeDmzzSZQhv53CeuJdfPNN58+fTrNMwG4QsACOlVsk1yv4W/nyQ3/tqkXDf3KLrz77rurVq3q7e2V9GCPKqZ/ZqwPP/xwxYoVJof94Ac/MHfNT7P8wx/+0AQXu9qg6OvGStOD9cwzz9x5550pH499uePHjy9btix6iDZhPVFvvPHGhg0bGj4NgFsELKBTZdqDFXpa9NVDPVjB9QR7sOptfDQ2DQwMvPnmmzMzM2bZ/Iw+oeEz6zEB65VXXtmyZYtZHhkZ2bdv3+DgoP2tWVvsKK6mxmCZu7FPqzd2Kvp49OUOHDiwePHiEydOJGxGvfUHLV++/N///nfDpwFwi4AFdCoZVmXCQXRY1aVZ0TFYKZ/cbMAyfyhjucx67r333uAYrHobH41NCxcuPHz4cGV2gNTmzZsTAla9Z9ZjEpVJUXI64V//+tfvfe97dpi/8fTTTw8PD58/f94snzlzJjr2K5acRWg2IHQW4bZt286ePVuZnSRibGzMBq96j0d3iHjuuefMNkeP6zVcT8iRI0fqDcAHkCkCFtDBTJSZP39+6MTAZ555Rs6J27p1q4lTLTy52YA1NTW1ffv2nln/8z//U289sX9uFw4ePLh06dKurq7FixebeJEQsOo9s56LFy92d3fLaLAvvvjCLIemvzIZa8mSJWaFt91222uvvdZw44XJN9F5sA4cOGBWYv7W7NXg/FX1Hq9EjlHGPmgfT1hPLJPADh06lPwcAFkgYAFeaRgLWn6yQ7GDlupJHmIFAOVEwAK80hEB64UXXhgaGkrzzLNnz9qRYQDQQQhYgFeauoJNm5e7aU1fX1/wJL5kvb29L774Yppn9sRpb0szXK1bHbGRgDYELAAAAMcIWAAAAI4RsAAAABwjYAEAADhGwAIAAHCMgAUAAOAYAasV0UmWAQBAGkW34TnRUk639NQPAAAc0tOAaimnW3rqB/z3+SeVF/+38kn4osIAkAU9DaiWcrqlp37Af6NDlcF51Z8AkD09DaiWcrqlp37AfyZdyQ0ogXfeeWfJkiXFjQ5CW66//vqNGzd+/fXXCf/ieWoaUC3ldEtP/YD/7rqBgIXyMOnqj3/849TUVNEbglaYaPXYY4/dcsstCc/R04BqKadbeuoH/De8hICF8jCfrqSrTpfcROppQLWUs32hjtCiNwdwhICFMuHT1QMELKGlnG7pqR/wHwELZcKnqwcIWEJLOd3SUz/gv/tuImChPPh09QABS2gpp1t66gf8J9M0ELBQDg4/XRuuyj4h549071sQApbQUk639NQP+I+AhTJp/9M1h8/nb7/9dtGiRVeuXLGPbNq0yS6bx/v7+y9evNjy+sfHx+fPGhsbsw8eOXJkaGiop6enr6/vwQcf/OKLL5IfrwSGDgdXbp6/evVqef6WLVsmJiYaricqNCh5wYIFod8m/2263dDxtJTTLT31A/4jYKFM5ny6fjdT+efBynRzJxXm8/n8wAMPvPHGG7I8PT3d1dVlT340j99///0tr3n//v2rVq2anGUSj7krj69du/bQoUMzMzMmwD377LMrVqxIftwK7ZD169cfPnzYPNls8M6dO03YSrmeesyTg0Ew+orJ2+MxLeV0S0/9gP8IWCiTOZ+uHxyt1sy7bqj8ZnPlvcPVvNXMGuzC+fPnN2zY0Nvb293dvW7dOttnk/6ZUQcPHhweHpblN9980wQs81PumsffeustWTbJY+HChT09PZs2bbp06VJMGSNMujp27Jgsm4WVK1fGPs2sM+XjCS9nspQpaVPrj65h6dKlX375ZcpXbPhbn2gpp1t66gf89/hGAhbKI9yD9fbrlYfvq9xxfbWKrhuo/P5XlY9PpVyDXbj11lvfffddEwVmZmYeffTRkZGRZp8ZZZ7z/e9/f3JysjKboh544AHzfLNsMpl5XI4e7tq169577zXPMWvbunXr9u3bY8oYYeKdPfhoFszd6Ev/4Q9/WL9+fcrHE17OxETbg9VwPbFeeumlbdu2pX/Fhr/1iZZyuqWnfsB/u0YIWCiP+E/Xb76u/P2Fysjttbr6sx9V/vRMZfJC8hpiV2XSQ19fX7PPjPXII4/s27evMntw7dSpU2vWrDHLe/fuNY/LEwYGBj799FNZvnz5sh2o1FT+CPUwyZinRYsWnTlzJs3jCS9nttkEynPnzqVcT6ybb7759OnwpeIJWEJLOd3SUz/gPwIWyqTBp+unZyrPj1+bvG37PZW3/hwapBWNTe++++6qVat6e3slPXR1dTX7zFgffvjhihUrTA77wQ9+YO6an2b5hz/8oQkudrVB0deNlaYH65lnnrnzzjtTPh77csePH1+2bNnJkyejv6q3nqg33nhjw4YN0ccJWEJLOd3SUz/gPwIWyiTtp+uJdyp7HqoM3VitusffjF2DXRgYGHjzzTdnZqpDuMzP6BMaPrMeE7BeeeWVLVu2mOWRkZF9+/YNDg7a35q1xY7iamoMlrkb+7R6Y6eij0df7sCBA4sXLz5x4kTCZtRbf9Dy5cv//e9/Rx8nYAkt5XRLT/2A//buIGChPJr7dP1upjr4/fKl2DXYhYULFx4+fLgyO0Bq8+bNCQGr3jPrMYnKpCg5nfCvf/3r9773PTloKJ5++unh4eHz58+b5TNnzkTHfsWSswjNBoTOIty2bdvZs2crs5NEjI2N2eBV7/HoDhHPPfec2ebocb2G6wk5cuRIvQH4BCyhpZxu6akf8N+L/0vAQnm0/+kajU0HDx5cunRpV1fX4sWLTbxICFj1nlnPxYsXu7u7Zaj7F198YZZD01+ZjLVkyRKzwttuu+21115LWUaTb6LzYB04cMCsxPytSYHB+avqPV6pcwndeREN1xPLJLBDhw7F/oqAJbSU0y099QP+I2ChTNr8dI0dtFRP8hArtIyAJbSU0y099QP+I2ChTNr8dH3hhReGhobSPPPs2bP9/f3tvBbqIWAJLeV0S0/9gP8IWCiTdj5d+/r6gifxJevt7X3xxRfTPLMnTssbmfVq3WptIwlYQks53dJTP+A/G7DqzCoE5IlPVw8QsISWcrqlp37AfzZgff5J0ZsC8Onqg+uuuy7ht3r+xVrK6Zae+gH/EbBQJjfccMOFC3SmdrBXX301eRicngZUSznd0lM/4D8CFspkZGTkscceK3or0CKTrm688cajR48mPEdPA6qlnG7pqR/wnw1YHyVN6wzk4+uvv77llluiczWh/K677rqhoSGZqTXBPDUNqFfltP/m4INHjhxZvXp1T09PX19faPK08fHx6GRuKV/IzRYDhbMB64OjRW8KAP/paUA9LGfon7d+/XoTqK9cuTI1NbVz504TtuRxuRzB5Kzg5QhaeAmggxGwAORITwPqYTkT/nkmZtkLWIYuqFnvmkrNvgTQYQhYAHKkpwH1sJwJ/7yDBw/aHqze3l6Tt2S5qasrJL8E0GFswPrnwaI3BYD/9DSgHpaz3j/v1KlTt95667lz52KfZnu2gutJkMWWAwWwAesfLxe9KQD8p6cB9bCcsf+848ePL1u27OTJk/YRerCAKgIWgBzpaUA9LGf0n3fgwIHFixefODHnLPTQGCxzt52XADoVAQtAjvQ0oB6WM/TPe+655wYGBk6fPh16mpxFODExwVmEUI2ABSBHehpQr8oZO0wqYfjU2NgY82BBOxuw/v5C0ZsCwH96GlAt5XRLT/2A/2zAMgsAkDE9DaiWcrqlp37AfwQsADnS04BqKadbeuoH/EfAApAjPQ2olnK6pad+wH8ELAA50tOAaimnW3rqB/xHwAKQIz0NqJZyuqWnfsB/BCwAOdLTgGopp1t66gf8R8ACkCM9DaiWcrqlp37AfwQsADnS04BqKadbeuoH/EfAApAjPQ2olnK6pad+wH82YO3dUfSmAPCfngZUSznd0lM/4D8bsHaNFL0pAPynpwHVUk639NQP+I+ABSBHehpQLeV0S0/9gP8IWABypKcB1VJOt/TUD/iPgAUgR3oaUC3ldEtP/YD/CFgAcqSnAdVSTrf01A/4j4AFIEd6GlAt5XRLT/2A/whYAHKkpwHVUk639NQP+I+ABSBHehpQLeV0S0/9gP8IWABypKcB1VJOt/TUD/iPgAUgR3oaUC3ldEtP/YD/CFgAcqSnAdVSzvbNm6vozQEc2bujFrB+s7noTQHgPz0NqJZyuqWnfsB/u0ZqAWv7PUVvCgD/6WlAtZTTLT31A/6zAWt0qOhNAeA/PQ2olnK6pad+wH8ELAA50tOAaimnW3rqB/xHwAKQIz0NqJZyuqWnfsB/BCwAOdLTgGopp1t66gf8R8ACkCM9DaiWcrqlp37AfwQsADnS04BqKadbeuoH/EfAApAjPQ2olnK6pad+wH8ELAA50tOAaimnW3rqB/xHwAKQIz0NqJZyuqWnfsB/NmCN3F70pgDwn54GVEs53dJTP+A/G7CGlxS9KQD8p6cB1VJOt/TUD/iPgAUgR3oaUC3ldEtP/YD/CFgAcqSnAdVSTrf01A/4j4AFIEd6GlAt5XRLT/2A/7bfQ8ACkBs9DaiWcrqlp37Af6NDBCwAudHTgGopp1t66gf8R8ACkCM9DaiWcrqlp37AfzZg3d1f9KYA8J+eBlRLOd3SUz/gPxuwBqnVADKnpwHVUk639NQP+I+ABSBHehpQr8o576rQ4+Pj4/NnjY2NpXk8zQu1u61ASRCwAORITwPqYTlD/7z9+/evWrVqctbQ0JC5m/x4Cy8BdDACFoAc6WlAPSxn6J9nUtSxY8dk2SysXLky+fEWXgLoYAQsADnS04B6WM7QP6+3t/fKlSuybBbM3eTHW3gJoIMRsADkSE8D6mE5Q/+80N3u7u7kx4N/mCCDDQeKQMACkCM9DaiH5aQHC2hCMGBNTxW9NQA8p6cB9bCcyWOwzN3kx1t4CaCDBQPW558UvTUAPKenAfWwnLFnEU5MTMSeRRh9vIWXADoYAQtAjvQ0oF6Vs94wqbGxsdj5ruo9nuaF3GwxUDgCFoAc6WlAtZTTLT31A/4jYAHIkZ4GVEs53dJTP+C/DbcQsADkRk8DqqWcbumpH/Df8BICFoDc6GlAtZTTLT31A/4jYAHIkZ4GVEs53dJTP+A/CVh3XF/9+cnporcGgOf0NKBayumWnvoB/0nAkp8fHC16awB4Tk8DqqWcbumpH/AfAQtAjvQ0oFrK6Zae+gH/EbAA5EhPA6qlnG7pqR/wHwELQI70NKBayumWnvoB/xGwAORITwOqpZxu6akf8B8BC0CO9DSgWsrplp76Af8RsADkSE8DqqWcbumpH/AfAQtAjvQ0oFrK6Zae+gH/EbAA5EhPA6qlnG7pqR/wn0Sr+26q/nzvcNFbA8BzehpQLeV0S0/9gP8kYI0OVX/+4+WitwaA5/Q0oFrK6Zae+gH/EbAA5EhPA6qlnG7pqR/wn1zm+fGNBCwAOdDTgGopp1t66gf8Z3KVue0aIWAByIGeBlRLOd3SUz/gPwIWgBzpaUC1lNMtPfUD/iNgAciRngZUSznbN2+uojcHcISABSBHehpQLeV0S0/9gP8IWABypKcB1VJOt/TUD/iPgAUgR3oaUC3ldEtP/YD/CFgAcqSnAdVSTrf01A/4j4AFIEd6GlAt5XRLT/2A/whYAHKkpwHVUk639NQP+E8C1u9+Wf35t31Fbw0Az+lpQLWU0y099QP+k4D14v/WfgJAlvQ0oFrK6Zae+gH/EbAA5EhPA6qlnG7pqR/wHwELQI70NKBayumWnvoB/xGwAORITwOqpZxu6akf8B8BC0CO9DSgWsrplp76Ac9NXqjmqrv7CVgA8qGnAdVSTrf01A947vNPqrlqeAkBC0A+9DSgWsrplp76Ac8RsADkS08DqqWcbumpH/AcAQtAvvQ0oFrK6Zae+gHPEbAA5EtPA6qlnG7pqR/wHAELQL70NKBayumWnvoBzxGwAORLTwOqpZxu6akf8BwBC0C+9DSgWsrplp76Ac8RsADkS08D6n85z507t379+t5ZZuHs2bP2V+Pj4/NnjY2NNbVOPfUDniNgAciXngbU/3Ledttte/bsmZm1e/fu5cuXy+P79+9ftWrV5KyhoSFzN/069dQPeI6ABSBfehpQ/8vZ1dUVvNvT0yMLJl0dO3ZMls3CypUr069TT/2A5whYAPKlpwH1v5wbNmzYvXv3lVlPPvmkuSuP9/b2mkdk2SyYu+nXqad+wHMELAD50tOA+l/O8+fPL1myZN4ss/Dll1/K46H/cXd3d+gP5yXKaeuBTBGwAORLTwPqfznXrFmze/duOwZr9erV8jg9WAABC0DO9DSg/pcz1DVl74bGYJm76depp37AcwQsAPnS04D6X87ly5c/+eSTdgxW6CzCiYkJziKEXv/5VzVXjdxOwAKQDz0NqP/lPHPmzOrVq3tmmQVz1/5qbGyMebCg2gdHq7lqdIiABSAfehpQLeV0S0/9gOcIWADypacB1VJOt/TUD3iOgAUgX3oaUC3ldEtP/YDnCFgA8qWnAdVSTrf01A94joAFIF96GlAt5XRLT/2A5whYAPKlpwHVUk639NQPeI6ABSBfehrQMpbz3LlzixYtMv+Drqui17Eplp76Ac8RsADkS08DWsZy9vf3v/TSS/Y6NiWkp37AcwQsAPnS04CWsZxm75c5XVU01Q94joAFIF96GtAylnPBggVTU1NFb0USPfUDniNgAciXnga0jOV89tlnR0ZGZmZmit6QuvTUD3iOgAUgX3oa0DKWsyuCQe5AJghYAPKlpwHVUk639NQPeI6ABSBfehpQLeV0S0/9gOcIWADypacBLWk5t2zZ0tfXZ/4NCxYsGB0dLXpzwvTUD3ju0KvVXPX4RgIWgHzoaUDLWM7h4eGNGzdeunTJLJuf999//4YNG4reqDn01A947h8vV3PVrhECFoB86GlAy1jOrq6u4DxYMzMzPT09BW5PlJ76Ac8RsADkS08DWsZy9vb2BudomJ6enj9/foHbE6WnfsBzBCwA+dLTgJaxnLt27RoeHv7222/Nsvm5du3ap59+uuiNmkNP/YDnCFgA8qWnAS1jOaPzYJVtQiw99QOeI2AByJeeBlRLOd3SUz/gOQIWgHzpaUC1lLN98+YqenMAFwhYAPKlpwEtYzl37dr1xBNP2LuPPvooY7CATBCwAORLTwNaxnJ2d3czTQOQBwIWgHzpaUDLWE4Tp6ampuzdy5cv9/b2Frg9UXrqBzxHwAKQLz0NaBnLOTo6unr1ajtNw9DQ0LZt24reqDn01A94joAFIF96GtCSlvORRx5ZuHBhV1eX+Tk2Nlb05oTpqR/wHAELQL70NKBayumWnvoBzxGwAORLTwOqpZxu6akf8BwBC0C+9DSgJS3nli1b+vr6zL9hwYIFo6OjRW9OmJ76Ac/95dlqrtq7g4AFIB96GtAylnN4eHjjxo2XLl0yy+bn/fffv2HDhqI3ag499QOes7mKgAUgF3oa0DKWs6uri3mwgDwQsADkS08DWsZy9vb2mlBl705PT8+fP7/A7YnSUz/gOQIWgHzpaUDLWM5du3YNDw/bebDWrl3LpXKATBCwAORLTwNaxnJ21dfd3V301lXpqR/wHAELQL70NKBayumWnvoBzxGwAORLTwOqpZxu6akf8BwBC0C+9DSgZSznrl27nnjiCXv30UcfZQwWkAkCFoB86WlAy1jO7u5upmkA8kDAApAvPQ1oGctp4tTU1JS9e/ny5d7e3gK3J0pP/YDnCFgA8qWnAS1jOUdHR1evXm2naRgaGtq2bVvRGzWHnvoBzxGwAORLTwNa0nI+8sgjCxcu7OrqMj/HxsaK3pwwPfUDntvzUDVX/f0FAhaAfOhpQLWU0y099QOe2zVSzVX/eJmABSAfehpQFeU8derUmjVrent7BwYGXnnlFfv4+Pj4/FnNdpLpqR/wHAELQL70NKD+l/P06dNLly49ePDglStXJiYmtm/fLo/v379/1apVk7OGhobM3fTr1FM/4DkCFoB86WlA/S/nyMhIsNfKMunq2LFjsmwWVq5cmX6deuoHPEfAApAvPQ2o/+VcsGDBCy+80N/f39PT88ADD1y8eFEe7+3ttbNtmYWmZoLQUz/gOQIWOsJXn1WeH69MXih6O+CAngbU/3Ka/+XWrVunp6enpqZGR0c3bdpkHw8+LXoZ6XmJctp6IFMELHSEfY9V6+fwkqK3Aw7oaUD9L2dvb6+dttTELDspPD1YAAELneE3m6v109w+PVP0pqBdehpQ/8s5NDQUDFg2SIXGYJm76depp37Ac9JuvfVnAhZKbe+OWsAyXwnQ4fQ0oP6X85VXXhkdHZ2atXXr1gcffFAel7MIJyYmOIsQem1bU2203jtMwEKp2R6soRsr01ONn48S09OAqijn7t27Fy5c2NPTs3HjRjvI3RgbG2MeLKg2OlRttD44SsBCqck3AbkdPVD01qAtehpQLeV0S0/9gOcIWOgId/fXBrlTSzufngZUSznd0lM/4DkCFspveqpaOe+6oTpTQ9a1VOaD+PyTDF9CPT0NqJZyuqWnfsBzBCyU34fvVyvnz3+cRy393S+rL7FuIMOXUE9PA6qlnG7pqR/wHAEL5Xf0QLVybr8nj1o6cnttpBdD6TOjpwHVUk639NQPeI6AhfLb/1S1cv7+V/n1YDGUPkt6GlAt5XRLT/2A5whYKL89D1Ur51+erSUtk4Gy8+uf1gKWyXPIhp4GVEs53dJTP+A5AhbKb8dPqpXz7derN7Ng7mbnv/+rFrB+sznDV9FNTwOqpZxu6akf8NyGW6ptySenCVgor5/9qFo5//Ovysenqgv33ZTVC01PVVZcVwtYv1iZ1auop6cB1VJOt/TUD3hOJhb6/BMCFsrr/32vWjm/+uxaALp8KZMXkgAnt+xinHp6GlAt5XRLT/2A5whYKDmZBMvcvpup3pVDeB++n8lrySHIn/+4Nu0WsqGnAdVSTrf01A94joCFkvv0zJyJqWQQ+lt/zuS1ZCLT3/8q234y9fQ0oFrK6Zae+gHPEbBQcifeqdbMkdtrdyUD7Xssk9eS0fQmvd13U3XBZDtkQE8DqqWcbumpH/AcAQslZ+KOqZmPb5xz99c/zeS15IqHH5+qjnA3C+8dzuRV1NPTgGopp1t66gc8R8BCyb3822rNfGpr7e5//lW9+7MfuX+hrz6rDb36bibbA5Hq6WlAtZTTLT31A54jYKHkQjXzm6+vxSC35II8MjuDzOf+p2ccvwRm6WlAtZTTLT31A54jYKHkojVz6MbarA1uyTTxcvBx7w7eDtnR04BqKadbeuoHPEfAQslFa6Zcj/mDo02sZPJCNT+ZlZiqXpntBjPLoYgWfCHeDlnS04BqKadbeuoHPEfAQsnJ1ZyCNfM3m6uPHPhjEyvZNVKbTGvvjurd3/+qdjeYsQhYedHTgGopp1t66gc8d8f11YZkeooWBWX03UxtGvejB649KAOk0tfVT89cuwCOuT1837Xl/U9dexoBKy96GlAt5XRLT/2A56SZqdCioJT+ebBaLYdurH4HsJqtqzK46q4bav21wZt0aH31WfU5MrRLIhdvhyzpaUC1lLN98+YqenMAFwhYKDPJRj//8ZwHm62rdsT655/UKvyK6yp7Horp0DKPy+SivB2ypKcB1VJOt/TUD3iOgIXS+uqz2qG9ULWU1CXzKTRkQ5V0TUlnlXnQLEQ7tHaN1P6Kt0OW9DSgWsrplp76Ac/ZgCXTOWZ0BRIgDUk/5ufkhWvj0KNBJ/a4YZRZye9+WYtoJktFp3Uwj8gYRIlWwfMKEwKW3Ui0Sk8DqqWcbumpH/CcDVj/eHnON3ggZzKRusQae9KfDJOSuRWs2JHvUcGVhNZgffN19eKG0d9KJ5mM0Aqy/WF0brVBTwOqpZxu6akf8BwBCyWx77E5Y6GkNtbrKHpqa/UJO34S/9vJC5Vta8Ij2ZsSe8XD4FHF//6vptfZMvO6L//Wpz4zPQ2olnK6pad+wHMELJREMBKZ24Zbkp4sMy/YMekhcj6guZl1yoirZkWveGhCm11tmgOUTpgtlxH69Y5ydiY9DaiWcrqlp37AcwQslIQc9fv5j9MegzMJLDSRVWU2kcg0pNF5RJsSveKhPeBo1p/mAKUTMhQsdtauTqanAdVSTrf01A94joCFMvj0TC3QyBBye02bBHYcevC6N8FE0kLHVVDwioeyeTb5ybV6chiGJSHyjuurBys9GvilpwHVUk639NQP+Gx6qvbxXSFgoVBvv97EzAvCBiwZkC5hyAas9o+mBa94aKcqlQOO+UziEDwMKhuQ58CvLOlpQLWU0y099QM+k1OihpdUl2VU7282F71NUEkCRGhQeZo/MZnDHrwzC9ELF7YseMXDUKLKJ2DJQP6H76su27D14fvZvmgu9DSgWsrplp76AZ8FA9Z7h2uDgoH8tRBZQlcYDN6cjI4KXvEw/4AVnYpCcqR5sPOHuutpQLWU0y099QM+CwasD45Wl0eHit4mqNRaZLF9V6YO33WD4/P7Eq793NRU8q2JTqY6ecGboe56GlAt5XRLT/2AzwhYKInWApbJHCZtyLzqdjoDV4e5EwLWiXdq6ceeY+hc7EUYZXb7zu9m1tOAaimnW3rqB3xGwEJJyICndvpm7FD3Nk8etCRUmUxTuTpHlw1YJletG6g+8t5hN69V79VDiVOCnbxhO5meBlRLOd3SUz/gMwIWSuIXK6+dstcaueiNw/FJwZMTZQL3//zr2m/3PFT7rUlgkxecvahVr0svuiUdSE8DqqWcbumpH/AZAQtl8N1MbQRVDnOjpxe8MI7M0RDcvOBvs5jc5PGN8QFLht7Xu0ZQh9DTgGopp1t66gd8RsBCGciRr/tuKno7IuylnWOHdpmMJaPs612xpx0yo/3br4cfT75GUIfQ04BqKadbeuoHfBYMWHLxtZHbi94m6NPCJFi5kXHlCUO7Yq/Y06b/+6Y2A8U3X+f0ivnS04BqKadbeuoHfBYMWMFlIE/5zNvZGhnalTBwPouNP/5m0rztZd5d6ehpQLWU0y099QM+C/ZaEbBQlI5ODFlsvJxT+btf5veK+dLTgGopp1t66gd8Fhx3RcBCUTo6MTg/vhmdwz2ko3fXLD0NqJZyuqWnfsBnBCyUQUcnhuTDeS2IzuEeUuYha+noaUC1lPPixYtLliwJ/V/Hx8fnzxobG2tqbXrqB3xGwEIZyBGxDg1YyQPSWxA7h3uQ80iXOz0NqJZyPvzww08//XTw/7p///5Vq1ZNzhoaGjJ3069NT/2AzwhYKAOZJ/2tPxe9Ha2qN6VCaxr25zmPdLnT04CqKOdHH320dOnSmZmZ4P/VpKtjx47JsllYubKJK3fqqR/wGQELZSBDjj4+VfR2tMpeIvCrzyov/7Y6rddTW1u/Yk+aA6ZuI13u9DSgKso5PDz82muvVeb+X3t7e69cuSLLZsHcTb9CPfUDPgsGrMkL1eW7+4veJijz6ZnML5ycNZn8005Jam8meLVw6Z40B0wl0nXsMCw9Daj/5Tx+/Pidd94py8H/a+h/3N3dHfrDeYmy3mwgc6HZ26VVAPL09uu17p+OJlO6R2/DS5rOWGkOmDYcCF9uehpQ/8t52223ffDBB7JMDxZwDQELhdv3WK2zp6NNXqgOTje3//yrepTQ/LRTwDdbtDQHTO1UDn/b185WF0VPA+p/Oet1PoXGYJm7Ta3T/YYCOSNgoXA7ftLZI9wT2Iy1d0faIVlywPSuGxofMH34vuozf9HE0OHy0NOAaimniJ5FODExwVmEUIqAhcLdd1O11n34ftHbkYGvPqseIpS31YrrUh0rlAOmaWLTP17u3KOEehpQLeUUof/r2NgY82BBr0OvVj+jH99Yu0vAQs5MOJDh4ZcvFb0p2TChyo5/33BL9UhiMun0qneRnKCGE76XmJ4GVEs53dJTP+Az+RK8a6R2l4CFnH18qlrl7rup6O3I0uefVA8Ryptr/1MNntzU/AtPba1NSfqnZ1o5XbE4ehpQLeV0S0/9gM8IWCiWHBHb8ZOityN7krGSJ19odgbR4PQQd/d3UMbS04BqKadbeuoHfBYKWHdcX73bgUM60KnksjBPbS16O7KXZvrQFq6BE5x/q2H3WGnoaUC1lNMt3+qHnGPccHwAPBMKWDIgt+UZqIFmdfRlnpsiUTIhPJn3naSlpqYPlUku5NY5u9G3BrQ+LeV0y7f68fjGOYOdoURswDJ3Pz1T6GZBDT0BSw7nmVu9N5fsimb3xlefVTOWDMbqnMlafWtA69NSTre8qh8y84rcPjha9NYgR7EBy9y231PoZkENPQGrcnW2d/t2Cxkdqr37WuhClond1w10yuWGvGpAE2kpp1te1Q/pu7a39HPiodPVC1gMdUc+pO9cScAyX2XvuD7ciSXDM54fr73vWptzwU7Z8IuVHTHU3asGNJGWcrrlVf2QL5HySddpx/LRFgIWitXUrAQekPIGR6MHL2LYzqyhcpTQ3H6z2cmWZsqrBjSRlnK65VX9sL305quPnEfW1Gks6FwJAcvXiR9RHs3OSuCB0CHR4DwLbWajyQvVI/sdMre7Vw1oIi3ldMur+hF8zzccidnRzGfQvsc4AHrN31+o/uv3PFS7GwxYXl66BKXSwqwEnU7GY9gr4YSGZ7T/0bRuoCPmdveqAU2kpZxueVU/Ql+qkkdidjQJECZjQYT+9RtuufZZ7+XFd1Eq6S8L4w0ZjW47meQNaPbA8+NuvviZ6NYJYzy8akATaSmnW17Vj9hea/86sezJknf3F70ppRH614/czjg85EfbAKxK5AKCcuagw/dah5yV6VUDmkhLOd3yqn5E35PSk9E58wKnYgeTdsIYhZyE/vXBQ4Sl/4zOzzdf10YowiGFA7CEfI0xNSqLqzUTsEpGSznd8qp+RN+THfIubUJoMGnpxyjkJPSPllMcCFghdqDM3h3V3cIYPicUDsASdkJRSVpuv+91yEe3Vw1oIi3ldMur+iEXW/A4YNlrUKwbqM1G8ftfFb1N5RD6RwfH23bif/+T09XNNj/dkoHDHb1nSkhia1OXhfGDDVhZzKrQIR/dXjWgibSU0y2v6ocErOABwQ55l6Yl17GXEn1wtPbdERXvApZpq5x3iti+z10jtQWFnS5Z8OxDJj3zfc+U2t7cdoh2SGz1qgFNpKWcbnlVP6RZ+sfL1x4JnUvc0cznlyQG0zqa5e9mKnfdUL3Lla0rHRuwvvosvnEy0cf5LKnBk2pjZ+JGa9QGrEx1yIFXrxrQRFrK6ZZX9UPOZHnv8LVHQucSd66PT9Va3OEl1wYp/+xH1UdMGcvAbJWJs0WlvQ4NWNLnGt1IOUfd3FxdkS16Rq3Hk5jkzPkJdKh0zKkDXjWgibSU0y2v6sd9N1XfkMEv5a2d3lKGaTzlwl6SV8yWyGlx5mdwq8pz+TOznXf3F9lgd2jA2rYmfiPt4yZYpycZN/YkQenK3XDLtUe8+e5RrCxOoIPohMkvvGpAE2kpp1te1Q/5xhP60i9XtmpqAKY9yd+0Veb28m8LOLNdwpP5aV7abk+ouS3PsYngZcgKmTndYcAKjizJOmRL2xzdSPt4+llSTT2pV97YX5EMnDj0Kjk1KzJ9q/myYclXiHrfIorgVQOaSEs53fKnfkgrEp17s9lv6iYfBJvn6IG5HNipRM3t4ftqC9HGviQjzOzhJxk5ZJrt/D/+HAas4LlRmYbX4H85+ELBx9NPDm6PNu7dUfdXoeLYeYzQFOldNvvNnnTSCZcl7jyh49rBr5o5fyDX508D2oiWcrZv3lxFb44jJ96JP6uuqW/q5k0rh7qitzxnKw1d2GuwznQMJTnKYw8/mYZn8Oow/Da7fxKOdsXKKGBlGl7ffn3ORprCymVGgo+n3wA5nhJbXjn5I5oDytMD2lmC/bXRA/dwSGaKls8TORZRyAdyff40oI1oKadb/tSPt/5cO6YWlfKbuskHdoJKOTgo3dG//mne7ZAMm23Yf1bsUR578DTYTtvv9LFdKSlXK4cGmuoYcB6wspg7MSQYo82L/u6X1YV1A7Xib7+n+vOuG1KNc7cjgmPLa1umUEwnYLXAznZhKqfZdWU6XOWh0FRb8qkib5BynGDoTwPaiJZyuuVP/TCNvXnXmbYkKmVDYtuhUDKQhjC397ONTX95tvEneAsjzFomiVMGJ9kgZcKfpFL5QikDmGxjbz4Km2p+TMYNXuXG3FLmmzQBy25/cn+DrOr58dp/ITjrh1uhY5H2+olypPXt12sb0HCcu2nybfdVbD2XHhezttCkDASsFnD2ZZ5CnyfyOVOmi8z604A2oqWcbvlTPxJaizQNiY01P/tRuAHO+f3c1IG/3I4S2nki6t2CO6fl0RL24IsNcCk75xoGrOAm7XkoJmnZDjl7/UobuDMath8KWNJROnj1GOv/fVM7l7DhOHfb4VcvYElnWHQ6DwJWs8rUtCti37z2w6Q0MdefBrQRLeV0y5/6kdBapOmCSk4qeb6fZWt//uNUT87nKGEwXcll7KRr7cQ7dWdnCB7pSzlawrZeEmjsgV2zqj8902CGrYSAJePEo8Pa7MrNr4JHNiXfmI2xJ9+lH2ku7HmIyclStlm+nZsNCPZCSV2VsVMNA5D8ofmTetN2yBHnD47GbwABK73obBfIh3lPmS889htRaZKuPw1oI1rK6ZY/9SOhtUjzbkyONXm+n5tt9jI9F8x8ogXDR/RwVfJodPnb5G2zR+6kx8i2XrIfzIMNZ9j65HS48yaYluQPo4M5ZOWhI5LBPzH+8mz1buxI82++rhuh7GslH7qVp8nkbdvWzDkO8rMfXXtC8t4LzscodTgaB2VC2o9OhB8vyVmoHYRIWh62p7lQ/jSgjWgpp1v+1I/kz76G78aGH525vZ/ThJKgTD/0k9NVQ8nbZtKJSQPBYBF8crCDZ/DqUcjYiXDsTBaxAUtSTnRtwbummGad//lXLerZlcuMCbEjze3cB9ERXXanJR+6lU2S43e240oCn4xGT/OfDV5RpN55HrLO6HaW5CzUjiB5Wi5OVXSjjip5d8h42WZPOnbHnwa0ES3ldMuf+pHcGjVsq9p/QlQL0+LZw1LpP8QzGoM/eeHaMb47rm/xw6teH0moYyx4swWP9jnteSh+aJc99zM2YI0OXVtb6Exvm64SxI40t/+mwcggM3vJyMFGY8jkCKCcPDh49Vik7HbpKE1T5YLXxJWZSqJ7W7oAo8dYmWs0veAh5qIPS6HK/kfs96siZiPzpwFtREs53fKnfiS3Rg2PhjRszJo9nhIa6J1yphxJAE0FmtDQpfaZTQ2Om25nTr9oH4mEztigE2q9YkdNxUaxaO9XNGDZ8UzRDUjOstGR5sH/rNzs9AfB0bjrBuJrlB1SZtds9o+sJ3RVkGB4ipKRXsGCS3+bed0QeU4s2Q87fpK0B1AJ9EqWYGA1qqJvw8HUJx27408D2oiWcrrlT/1IHhHc8GhIw4DV7PGUUD5IE1Nsj0KzUwPY8/Cb6iqzcy7Y8Bdss210aKfjPdhHEu21MqFQjsrFDpYPTmhu+6hkk2Q95qeEleSAJX17oZwUPS+pHjkUGBzYZP+zwSRqNsbcDf4qtkbZmWxNSW3fmBx9Hoxc1zZ4+C8qdBKiYWqm3A0d0EwIWKUZLFx2cgLBXTcUdjlzRJl3U/CTYbCAvlh/GtBGtJTTLX/qR/I57Q2PhjS8cHKz6ccOEbDHjGxPSeiMGKvlMTF2CnX7EglHJ2MPz0nSCqUfJ2MabB9J7ItasacK2uBoclgwD9Xr3IoNWOZPKnFH+ur9F0KiKSc0+MN+jbbTg8mvYgNWaMtldJftwQoJDmAPbracwinjgUKT5ksxg/84OZoZ7dayyjFYuOw64cLDGpm3hlz/oKDrPvnTgDaipZxu+VM/Gs7KmDwnZ5oPUHtcKU3yCLavwamH7Slv0b6TpiZoCLFD44PzI9jOFZu0zM/QQO96ScXV1T/szNf2ZnZjqOesHpO3TOqSLQ/modijA/UClskWCWPVG4qmnFByiu5SCSuxASuUYuWIs+TI2P97tFqG1hDqeZITBk0etSTfS8qMxZlxDcUmXZRKQdXYnwa0ES3ldMuT+pGmBU3oH0r5AdrUCPRgl1jw8hrBy+DIeuzRumi/TnoSzkzpYpOHNLEn3rn2W+mgsjM2BW/OL6xmpw91eIlW20UnHTmhXSc72e5qubpfy/MRSMqxE4AFZ64XwX4pW8Y0AUuOPMrlhkzyjop2rNrjiYNx44F2/CQcyEzYGoy7Rmdok1q7rpESycdqUQYErIxpKadbntSPNC1owlHC9B+g6edQkC5r29SFLhBrJ4eMdsa09hkR6iiSsVOxs2gOXj1wmZvJC02fTZledChSZbabUJKiDbKDdS6jlEaoRzDadWSTd/C4auxZERKPbB9ew5FPoWbjw/drQ6Y+OBq/P/c8VH3+X5699oh55uDVkf6xbDrkmnr1yPADMmiZEbAypqWcbnlSP6QJbDjjdr3j9PaE+YZSvo0vX6r1c9guMTtMSjoe7ODi4MVh2uxACq4qJDh3QOiKv51OIoXcnh8P/1YitZzIHYwdTTGxJpSuomf2SZYN/u+iPaYtjCgPzsERHCBfj1yRM/gvNl8nZA/Uk2a1mnEeQEcgYGVMSznd8qR+pByCGvsmbGo2oJSTNbx3OKZLLNRVEDzW4+TLsXQU1YtothvGs44KOYg2eHV0V4j0DtrLJ7dM8pOJIOYWnIk0QfSsiBYuuBScgyPNf/DQq+H8Z1694YvajjHlGcLsWJPRQ2dayG7n8jglR8DKmJZyuuVD/Ug/BDX2TZjFxZVjZzCyJ7wEN6adw4JNCb26N+TwjdyiZzDIhWikNzE49DsfwctFS7pqIcSEDi4nd0DKiKvgePm/v1B9ZM9DDV6FcwkrV6fkCJ4QED0/F+Ukw0lz/3zzoQFNR0s53fKhfqQfQRXb/5TFxZXTfJ0KDjD3L/fkRnqn5GbCVkjwlIL8u+6CE77bo8PNCh5cbniWgDzZVFEr5Td7ziWsXB0qEBxgJ+n27n7f+n3hiA8NaDpayumWD/UjecLroNj+p2abluTpHlpbJ1oWPEUgeug2GLBamKOhfcEzDEydaa2dtgcH0wRx6a67fKl2N2VV5MLPlbm1xeyx9w47vkYCvONDA5qOlnK65UP9SJ9mYvuf5FM1fRhKc5Sw4bSlcEUmJpDbfTeFf2ti9+DV2bAKYQfe3d3f+kqaOrwrB/vshHAp3x1c+Nl+OIRujL5CfT40oOloKadbPtSPphKS9D/Z0dAtXO82zZ8w73NuZEaGeinKDmBKmAgqU/YoYW5pe/s91Zc7/mbtbsrBVVz42UZMOacyz/GR6Fg+NKDp+F/OI0eOrF69uqenp6+vb8uWLRMTE/ZX4+Pj82eNjY01tc6Orx/NNgzyMWpaYjlg1NoX9+TLMjDvc/4Gr05DFWKHmT++sYjNmhWdwSFTMm/F3/ZVl5uaYiDNsW+PSVeoSeSTF6odn2Y/MD4SjXR8A5qa/+Vcv3794cOHr1y5MjU1tXPnThO25PH9+/evWrVqctbQ0JC5m36dHV8/mk1INpC9d7h6t7Wr0yQfdmHe5/xJL+b2e8KP286tlmcZ7TjBuXBl8FbCLKNBmo8SnninxXM8oVvHN6CpaSmnMDGru7tblk26OnbsmCybhZUrmxip2vH1w37vTC/Y/9TaaPTkv5KTvdNMWwpX5EBh9GozMvGmqgM9UjllTnk5VJ2yc1fzUUIZNFlgNyc6U8c3oKlpKac4ePCg7cHq7e01eUuWzYK5m349edQPe9k48zVRet1dXTWltUmWg/Gotel/gvNrR0nmO/Rqc+tEFt76s9KAJcfBZSE0c2aC5GPfvrKXmfrgaNGbgg5DwPLQqVOnbr311nPnzsnd0P/Y9mxZ8xJluKHmkz32Om5pZvRJQ4JOs6f52IDV8kUwghdvjg7RkIaNoRtlIFfiUxUaTMULvumaOvytc3oRGbWWcDUhoA4Clm+OHz++bNmykydP2kdK2oNl0tXPfhSfruyQ5DbHkLbWHtgpf2RUb2sfrPUu/CczPQ7d2Mo64ZzMbK4wNNiM1dSgdVUBS2b6NZ8G8mUp/4n+0fkIWF45cODA4sWLT5w4EXwwNAbL3E2/wgzrh50ByHzWf/VZ7UChJKrg7IvtfJq31h7IYN67bqjeWh5xYoKUzOg4OHeKcBnhrnzCxvKw06ArCQ2Wffc1dZnLdqYbrTcMrmzkg8j8DF6rytwUDu1H2whY/njuuecGBgZOnw5/hMlZhBMTE+U6i1BO7Ir9fJfvjvLFsZ2z7VoLWMEZBds5Z8pOcRS8PFz6aeWRD50Bq7X5t9o5kVDe7yU/0BYM3MF529VOToH2ELD8kTB8amxsrFzzYKU5I6nlIVBWy0c07PRI0bm/m2IPxJgcKcc6VR1k6QjyD1J4UmcL82+1cyKh7Oc7rm/6D/Nkj+yb+iAl/du+XGcpg18IWEiSVf1I+VVYPu9auAKuaDnNuDpyZNowey08OTGegFU2dFE0peUTCe2pi8K8xfY9Vq7gYs9NGZxXK6bOSb/gDgELSbKqHylnhW7zBGnpQGotzZgGwMk3VxOq7Ke2HBwkYJXKYJ3rQCNWy98Q7FtAhiT+939Vl03GKg87Lk2+DjV7iiUQQcBCkkzqR1MHGqQTyzy/hVkbTIAbvHpVkAKFhu0TsEpl8Oq0IEij/YAl35dCeasMQqPaeZ+ibQQsJMmkfjQ1VPaT07UPuxYOFEo/v3m5Mvj4FB/cZST/EZPgkUa9gCU9vglzlpr3e6h/KHoKiCvffF3dwmajm53j3m5bszMMA3MRsJAkk/rR7AX+Pny/xdHu8plensuHBaeiQEnUu0whYtULWNJbHN2Npqrve2zO8KbQbcdP3G+kPbmkqYwlNeGprbVxk07mOoZuBCwkyaR+BC83m1ILl6wx32Ll++h3M01uHzTplPmZSiL2MlDmLWYDk/0+I1PGy3ULJH7F3pyPfjOva1fesNvbRKjnx6vbHBy3YNZgYhbfgtA2AhaSuK8fdgKeptJSCyM/ZJLuNudZABBkJ0/58P1rD8pBfzsjSSXwNrdHYGVh+z3XHpQrbbf5DjUvZNZj83HwvF35fpXcgW1e3Txtz0PVa4Ny2iBcI2Ahicv6EZw+tNne++TLJ8eS6/hmcQAC0Cx63olcv1yufCA9UsEz8uzt5z+ufHTi2l25qoH5q3ZI35j9ZLCva7ZNur3NB069vijb8SaRcZDZOuAYAQtJXNaP4Ek6TV2go1Lne3Oy58dbeSEAyewscXdcX80x9r1przFlAo29TlTwtv2eOT1bdmDW5Uutb4wJbbI2IaFKBs7bD5x6Pd/Bjje5cVgQThGwkMRl/bBfKFsb5d3sfA3yrfqtPzf9QgCS2WlHhpdUj6+ZBfPuNuRQYGy6kv6h6alrd02ukiN07ZyGYrfkm6/D136wg7HqBaxQNxtfxuAaAQtJnNWP9q97Y783pxy8dXd/9ckfn2rx5QDUE53aTd6V29bUHcxuO5bsXeMXK6sL7x1ufUtsN9Xbr9emLw5e7jBh7Kb5IJI/NH/Fub3IBgELSZzVDzlxenTIwUoajsQyUex3v6wdreAUQiAjdjYE2wuVcLag7U4OBiy5sEE73cw2YD0/HjN9sfRRxZ6oaHJYcv8W0DYCFpI4qx8yVMJ8y2xHym4we8XWpgbFA2jKV5/V+ontbAihg24mP5lH5DiguckASjt+y5AvQn96polXNEFKpjOVZRvpYq8emDCnsd1IAhYyQ8BCEjf14/++qY1m/ebrdlfVcEIs2/NvbubjG0B2TMox8chO4B6anUHO4bVfeGQwezBgNTsl3r7HagO/KpVruW3w6pmAg5Hpi+tdlct8IvEpgewRsJDETf2Q87Gd9Cc1nBBLvkPfdUN1oTxzuANKyOUKJLvIHFd2YJYIBqxm57ez/VX2ClqhW3RVsdeVl08k+rmRMQIWkjioH+bbrZxV9OufOtighp/ILV+MFoArwQsQmQTjKmDZkfXSk11vmFdQ6CihyX/m5YJjxR7f2H5xgVgELCRxUD/sAQInoUe+HMsxglgELKBwcu1nmWBdJkwZub32K3tEr3L13dpwfgTpFTvxTtIIerlFzxoOHSUMnudoPppe/i393MgOAQtJ2q0fdi5B85XRyVnQdoX1ZhwlYAGlIld7tG//YOeWPZiY8OEQGteVcKt31rCMf5fPhOTjiYBTBCwkabd+yAeoTELoSvKMowQsoMyCV9cOXjqw3pR1Mohq8Oq8psFrOYdmhag3mir4mUDAQo4IWEjSbv1oeNJfC+yMozJvYeXqEQT5lkzAAjqIec9KxjI/o1+Z7AE++RiRJ9iEFLrWTb1DjcErmQaf3+asMUAjBCwkaat+fPh+u7O312NnODSfzsEvwXb4KgEL6BQfn7oWoYLMW1umeg9NZCWH/B7feO1qzeYJ5jOh3kW07Px5//nXnIDV/qwxQCICFsLmzdXiWkz0CU1C6NDkhdqpSfZSaPYYgQxi5RKEQAeJTogV/OIUmmTBfLbYEfQyG1bDDxkZVxA69xDIGAELSVqvH5J7Yrv9nYhOaShfUpPHcwAooeiRfTv+3WSv5CHwz4837iO3J8cEPzGAjBGwkKStHqyntmZ7/dTg5WbNR7P9esolCIHOInEqOFVeyhkc0pMOdenuYhZi5IKAhSSlrh8ypF1udnj7YJ1ruwIorejFHpyfH2O7xDLqUwciSt2AOqWlnG51Uv2wHVpcXAzoLMHLlZovS3KqitvzY8yanx/Ptk8dmKuTGtD2aCmnW51UP+w3VDr/gY7z8x/Xpk6w35SyOD8GyFEnNaDt0VJOtzqpfvANFehcMveKHUm54jqO5aHTdVID2h4t5XRLT/0AUKRPz8yZsZ10hc6npwHVUk639NQPAAWzV8GiHxpe0NOAaimnW3rqB4CCTV6ovPxb+q7gDT0NqJZyuqWnfgAA4JCeBlRLOd2aBwAAWlJ0G54TLeV0Lv8qUkilpJg+vaiSYhbyokqKWciLKilmIS+qpJhF0VJO53gnePOKel5USTELeVElxSzkRZUUs5AXVVLMomgpp3O8E7x5RT0vqqSYhbyokmIW8qJKilnIiyopZlG0lNM53gnevKKeF1VSzEJeVEkxC3lRJcUs5EWVFLMoWsrpnJ4qkjN2bHbYt9lh32aHfZsd9m2m2Lktol5mhB2bHfZtdti32WHfZod9myl2bouolxlhx2aHfZsd9m122LfZYd9mip3bIuplRtix2WHfZod9mx32bXbYt5li57aIepkRdmx22LfZYd9mh32bHfZtpti5AAAAjhGwAAAAHCNgAQAAOEbAAgAAcIyABQAA4BgBCwAAwDECFgAAgGMErJrx8fH5s8bGxuyDFy9e3LRpU09Pz8KFC5988smm/jbhcVXmXRV88MiRI6tXrzY7tq+vb8uWLRMTE7F/y45NFrtv581V72/Zt8lid+C5c+fWr1/fO8ssnD17NvZv2bcJEt77DStthX3bSDv7h33rHAGrav/+/atWrZqcNTQ0ZO7K4w8++ODWrVunp6enpqZGR0dfeuml9H9b73GdQh+apnE6fPjwlStXzI7duXOn+cCN/gk7NqVowGr4J+zblEI787bbbtuzZ8/MrN27dy9fvjz6J+zbZA3f+wkVmH2brJ39w77NAgGrylSgY8eOybJZWLlypSybr1nmU0CWzULws8B+CtT723qP65TwoWk+aru7u6PPZMemlD5gsW+bFdqZXV1dwbvm8yH6TPZteqH3vohWYPZtSi3sH/ZtpghYVb29veatLstmwdyV5WDAmp6eto9XAvWy3t/We1ynhFb/4MGDscmVHZtSNGAtWLDAtFs333zz7t27Y5/Jvk0ptG83bNhgdumVWU8++aS5G30m+za90HtfJAQs9m2yFvYP+zZTBKyq0FvafqnavHnz6Ojo1CyzEP2ylfC39R7XqV7AOnXq1K233nru3LmGf8KOrafevv3oo4/WrVv3yCOPNPwT9m09oR1y/vz5JUuWyDghs/Dll182/BP2bT313vtpumAF+zaknf3Dvs0CAauqXki/ePHixo0be3p6+vv7n3vuuQULFqT/W4J/UOyH5vHjx5ctW3by5MnYP2HHppTQIH377bfz58+PPs6+TSm0b9esWbN79247Bit27CD7No2E935CfWbfJmtn/7Bvs/D/ATrAvsZionmdAAAAAElFTkSuQmCC)
| VMR Tools created by Darren De Zeeuw. |