Lanterna EDC Fenix E18R V2.0 - 1200 Lúmens

<h2><span style="color:#000000;"><strong><span style="font-size:22px;"><span style="font-family:arial,helvetica,sans-serif;">Lanterna EDC Fenix E18R V2.0&nbsp;</span></span></strong><strong style="font-size: 13px;"><span style="font-size:22px;"><span style="font-family:arial,helvetica,sans-serif;">Preto -&nbsp;1200 L&uacute;mens&nbsp;</span></span></strong></span></h2> <p>&nbsp;</p> <p><span style="color:#000000;"><span style="font-family: Roboto, sans-serif; font-size: 16px;">A s&eacute;rie E de lanternas Fenix &eacute; uma linha de lanternas compactas e diversificadas, projetada te auxiliar em qualquer momento do seu dia, com v&aacute;rios modos de ilumina&ccedil;&atilde;o, recursos avan&ccedil;ados, interface de opera&ccedil;&atilde;o intuitiva e op&ccedil;&otilde;es de bateria. Com sua constru&ccedil;&atilde;o s&oacute;lida e dur&aacute;vel, as lanternas da s&eacute;rie E s&atilde;o ideais para atividades ao ar livre, uso di&aacute;rio ou para situa&ccedil;&otilde;es de emerg&ecirc;ncia. Em resumo, a s&eacute;rie E de lanternas Fenix oferece uma combina&ccedil;&atilde;o de pot&ecirc;ncia, durabilidade e facilidade de uso em uma lanterna compacta e confi&aacute;vel.</span></span></p> <p>&nbsp;</p> <h3><span style="color:#000000;"><span style="font-size:18px;"><strong style="box-sizing: inherit; margin: 0px; padding: 0px; outline: 0px;"><span style="box-sizing: inherit; margin: 0px; padding: 0px; outline: 0px;"><span style="box-sizing: inherit; font-family: arial, helvetica, sans-serif; margin: 0px; padding: 0px; outline: 0px;">S&eacute;rie E</span></span></strong></span></span></h3> <p><span style="color:#000000;"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">A s&eacute;rie E de lanternas Fenix &eacute; uma linha de lanternas compactas e diversificadas, projetada te auxiliar em qualquer momento do seu dia, com v&aacute;rios modos de ilumina&ccedil;&atilde;o, recursos avan&ccedil;ados, interface de opera&ccedil;&atilde;o intuitiva e op&ccedil;&otilde;es de bateria. Com sua constru&ccedil;&atilde;o s&oacute;lida e dur&aacute;vel, as lanternas da s&eacute;rie E s&atilde;o ideais para atividades ao ar livre, uso di&aacute;rio ou para situa&ccedil;&otilde;es de emerg&ecirc;ncia. Em resumo, a s&eacute;rie E de lanternas Fenix oferece uma combina&ccedil;&atilde;o de pot&ecirc;ncia, durabilidade e facilidade de uso em uma lanterna compacta e confi&aacute;vel.</span></span></span></p> <p>&nbsp;</p> <table border="1" style="width: 700px;"> <tbody> <tr> <td style="background-color: rgb(61, 87, 75);"> <p style="text-align: center;"><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">/</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Moonlight</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Baixo</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><font color="#ffffff" face="arial, helvetica, sans-serif"><span style="font-size: 16px;">M&eacute;dio</span></font></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Alto</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Turbo</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Strobe</span></span></span></p> </td> </tr> <tr> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Sa&iacute;da (L&uacute;mens)</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><span style="color:#000000;">1</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">30</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">150</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">350</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">1200</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">1200</span></span></span></p> </td> </tr> <tr> <td rowspan="1" style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Autonomia</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">200h</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">15h</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">2h 30min</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">1h 20min</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">30min</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p style="text-align: center;"><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">-</span></span></span></p> </td> </tr> <tr> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Dist&acirc;ncia</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">9m</span></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">23m</span></span></span></td> <td style="background-color: rgb(255, 255, 255);"><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">53m</span></span></span></td> <td style="background-color: rgb(255, 255, 255);"><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">81m</span></span></span></td> <td style="background-color: rgb(255, 255, 255);"><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">146m</span></span></span></td> <td style="background-color: rgb(255, 255, 255);"><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">-</span></span></span></td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Intensidade</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">4cd</span></span></span></p> </td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">137cd</span></span></span></td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">714cd</span></span></span></td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">1661cd</span></span></span></td> <td style="background-color: rgb(61, 87, 75);"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">5397cd</span></span></span></td> <td style="background-color: rgb(61, 87, 75); text-align: center;"><span style="color:#FFFFFF;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">-</span></span></span></td> </tr> <tr> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Resist&ecirc;ncia de Impacto</span></span></span></p> </td> <td colspan="6" style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">1m</span></span></span></p> </td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Resist&ecirc;ncia</span></span></span></p> </td> <td colspan="6" style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">I</span></span></span><span style="color: rgb(255, 255, 255); font-family: Roboto, sans-serif; font-size: 16px; background-color: rgb(61, 87, 75);">P68, resist&ecirc;ncia a poeira/&aacute;gua podendo ser submers&iacute;vel at&eacute; 2m</span></p> </td> </tr> <tr> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Tamanho</span></span></span></p> </td> <td colspan="6" style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Comprimento: 6,7cm x Di&acirc;metro: 2,2cm</span></span></span></p> </td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">Peso</span></span></span></p> </td> <td colspan="6" style="background-color: rgb(61, 87, 75);"> <p><span style="color: rgb(255, 255, 255);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;">56g</span></span></span></p> </td> </tr> <tr> <td style="background-color: rgb(255, 255, 255);"> <p><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Bateria</span></span></span></p> </td> <td colspan="6" style="background-color: rgb(255, 255, 255);"><span style="color:#000000;"><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Bateria ARB-L16-700P 16340 (INCLUSA)</span></span></span></td> </tr> <tr> <td style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Itens Inclusos</span></span></p> </td> <td colspan="7" style="background-color: rgb(61, 87, 75);"> <p><span style="color:#FFFFFF;"><span style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Bateria ARB-L16-700P, Cord&atilde;o para Pulso, Anel de Veda&ccedil;&atilde;o, Cabo Carregador USB-C, Manual de Usu&aacute;rio, Cart&atilde;o de Garantia</span></span></p> </td> </tr> </tbody> </table> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>**BATERIA INCLUSA**</strong></span></span></p> <p>&nbsp;</p> <p><span style="color: rgb(0, 0, 0);"><span style="font-size: 16px;"><span style="font-family: arial, helvetica, sans-serif;"><strong>Acess&oacute;rios Compat&iacute;veis:</strong></span></span></span></p> <table border="0" cellpadding="0" cellspacing="0" style="width: 600px;"> <tbody> <tr> <td style="background-color: rgb(255, 255, 255);"> <p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<a href="https://www.prohunters.com.br/lanternas/acessorios/suporte-de-lanterna-fenix-para-capacete-ald-05"><img alt="" src="https://www.fenixlighting.com/cdn/shop/products/fenix-ald-05-helmet-flashlight-holder_720x.jpg?v=1664307551" style="width: 120px; height: 90px;" /></a></p> <p><a href="https://www.prohunters.com.br/lanternas/acessorios/suporte-de-lanterna-fenix-para-capacete-ald-05" style="font-size: 14px; text-decoration-line: none;"><span style="color: rgb(0, 0, 0);"><big><strong><span style="font-family: arial, helvetica, sans-serif;">Suporte de Lanterna&nbsp;para Capacete</span></strong></big></span></a></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><a href="https://www.prohunters.com.br/lanternas/baterias/bateria-fenix-700mah-up"><img alt="" src="https://www.fenixlighting.com/cdn/shop/products/ARB-L16-700UP_720x.jpg?v=1649962233" style="opacity: 0.9; width: 120px; height: 90px;" /></a></p> <p><span style="font-size: 14px;"><span style="font-family: arial, helvetica, sans-serif;"><big><a href="https://www.prohunters.com.br/lanternas/baterias/bateria-fenix-700mah-up" style="text-decoration-line: none;"><span style="color: rgb(0, 0, 0);"><b>Bateria ARB-L16-700UP&nbsp;</b></span></a></big></span></span></p> </td> <td style="background-color: rgb(255, 255, 255);"> <p><a href="https://www.prohunters.com.br/lanternas/series-fenix/acessorios/suporte-de-lanterna-para-bicicleta-fenix-alb-10"><img alt="" src="https://www.fenixlighting.com/cdn/shop/products/Bike-Mount-ALB-10_720x.jpg?v=1649960672" style="height: 90px; width: 120px;" /></a></p> <p><span style="font-size: 14px;"><a href="https://www.prohunters.com.br/lanternas/series-fenix/acessorios/suporte-de-lanterna-para-bicicleta-fenix-alb-10" style="text-decoration-line: none;"><span style="color: rgb(0, 0, 0);"><big><span style="font-family: arial, helvetica, sans-serif;"><strong>Suporte Lanterna Bicicleta</strong></span></big></span></a></span></p> </td> <td style="background-color: rgb(255, 255, 255);">&nbsp;</td> <td style="background-color: rgb(255, 255, 255);"> <p>&nbsp;</p> <p>&nbsp;</p> </td> </tr> </tbody> </table> <p>&nbsp;</p> <p><img alt="" 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j1uXL+OM6dP45sh38HV1VW4lpaWhr83rEe9+vUBAK1at0brFi0w+7ffsHzlyjea31Zui3Hjx2NzSCiqVq1qsLRw0+bN0Oq0b5yrudxNScHWsDDhNwBNlgabQ0PRs1cv/O+XSQCyP5eAVq1xJDYWDX19cfr0afz155/o+nk3TJk2TZjLy6sGxo0Zg+1bt6FDp47CuKenJ5atXAGxOLtu2r9PXxzYvx9paWmws7PDjqgd+LRhQ/w66/nJVfb29jh86DAUCgWKFi36IT4KIiIiIqJXcnFxQYdOHQ1W8MfGxGDfnr1o6t8MMplMGP/333+RkZEBABgxbDguX7qE4g4OCAoORpeun0EkEgmx8fHxKF++gtH3p4pubgCAK5cvw8XF5Z3zDmrbFksXLzHaPrQneje0Oi1atGolbH+iwoErWvKA5ORkrF656o3jk27dwp9r174+8B1kabIAANYv/BDLiVxeBACg1ZqneFHdy0sosgDZP2T9mjZF7OEYg+0y78rRydGkH57vqqKbm0GVvVLlygAMVwyVr1ABAJCZmQkA2L1rF4DsLVov6vxZF0ikEuzds8dgPLhdW6HIAgA1atYAADx+/BgA4OjoiOPHj2HOrFm4cP489Ho9fhw5EmGRESyyEBEREVGeIxKJELJxIxp/2hBf9uyFsh9/bNQb8vy5cwCAjes3IDk5GZWrVMG1a4kYM2oUfvj+e4PYJ2lpOf6599nYm/6Fd27KlCmDmt7eRtuHIsLD0aDBpyhZsqRJ81P+wxUtecCsmTPfupiwcN58dOrc2exflB0dHQEADx48eGXc3ZQUAEDx4g5mua+bu5vRWIUKFaBWq/HwwUODPZb5ycs/VCVSCQDAweH55yZ7qah16+kqoVb+zXOc8/bt2wbPnZycXpnD+P9NwNcDv8LC+QuwcP4CODk7oXnzFujeswcqV6nyZm+EiIiIiMxGqdXjbub767v4IXwkFaGkTPT6wHdkK5ejQ6eOuHzpMnZHR2P4kKFYvGypwZ+dq3t54bshQ+DfIvvPzWq1GgP79cf2rdvQtl07NPHzAwBkZWXho48+MrqHWJT9l5VvcpTz6wQEBmDalKlITEyEm5sbFAoFYmIOY/qMX02em/IfFlosLP7CBWzfuu2tX/fo0SMsWrAAo8aMMWs+1b2yV0McPnQIDX19c4171pulrk/dV85nyg8tlSp7KaDUKvf/TNPT0995flPktA3J3E2KFyxaJBRmXvS2xTUPT0/sO3QQR48cweFDh3DwwEH89eefCA0JwfbICLi5GRe5iIiIiOj9OXBfg8AjlvlzrLlM8bTBmCo2723+oOBg4fH83+fh9zlz8Pdff6FP374Asrfft2tveNqQTCbDsBHfI+bwYezfu08otFhZWUGhUBjd49mf6Ys8Xa1vWr5tMW3KVGH7UFREJCRiCZq3bCGsNKfCg1uHLGz61GmvD8rF2jV/mNy46WWNmzRGmTJlsO7vv3Hzxo0cY06fPo3du6NR3csLHp6eAAC5XA4ARufVJyf/90b3vZRw0WjsYkICHBwc4ODgACupFQBApVIZxNy5c+eN5jenIh8VMfpBrVarcf/+fbPMX+HpViInF2e0aNlS+NW0WbNc/53kRqVUIWTjRsSdOIGGvr4YNWYMdkTvwrQZ05GRkYE90cYNjImIiIjo/XmfJ4gWVN179gAAnD977rWxFStWBACkPXn+vcTR0REPHz40ir137x4AoLhDcZNzdHRyRF2fusL2oajISDTz9xcOA6HChStaLOjggQM4Ehv7zq9Xq9WYNXOm0X5FU0ilUkyaMhkD+vZDz8+7Y+bsWULvFL1ej7179mDUjz8BgNDMFcjuBA5kv6dn1edNGzbizu07KFOmjBD3rLfL/fv3DZrhXrx4ETujdggdxp99Nr379oFIJIKt3BbyInLEnYiDSqmCrdwWaWlpWLFsudF7kEgkePTI8AdpbEwMMjPVaObf7LWfQUZGRo4VbyupFWzltihdujSU6UqcjItDXR8fAMCSRYvM0ksGAAKDgrB44SJMnzIFq/9YK2ybWrRgAebN/R0//PSjQT+bV7GSWWHGtOlwcnJCyJYtwlzSp4WrkqW4X5SIiIjoQxKJRCglE2Oom7WlUzGJt73xymtTzZs7FxvWb0B4VKRwQinwvJchXtipNHb0aJw9cxZbw7YbNLm9du0aAMPt9R6enti+fZvwPeKZ82fPQSwWo0aNmmbJPzAoGBMnTMDJuDgcO3oUs383/ehoyp9YaLEQnU6HmdNnmDzP9q3b0K9/f3hWq2aGrLI18fPDvAULMHrkSPTo9jmcnZ1RqnQp3E6+jXv37qFUqVJYtWYNvL29hde079ABq1euwojhw7Fpw0Y8evQI1xITUbtOHaS8sOqkfIXs04q6f9YVjZs0wZLlywAA8iJyDPn2WzRq3BhiiRgH9x9A1apVMWTYMOG1Xbt9jtUrV6KFfzNUqVIVZ06fhnsld6P8K7q54WTcSXxSuw5mzp6FJn5+GDNyFBQKBf7v3NnXvv8J437GhHE/G4337tsH48aPR5euXREaEoIvevTEJ/XqITk5GQ9SU1G1atU3/5BfoXKVKhg5ehSmTZkK/6ZNUa9ePdy4cR1nz5xF7Tp1jJrkvopUKsXwH0Zgwrif0axJE/jU+wSKxwocPXoE1apXR0BAoFlyJiIiIqI351NcAp/i+bMH4fvk5OSMuykpWLtmDYaPGCGML3t6Yk/TZs//0tTOzg4J8fHYunkzunTtCiD7O9aC3+dBLBYbbCsKDA7Cls2b8cea1Rg0eDCA7ANJdu7YgfoNGpitH2TLVq0wccIEjBk1Gja2NvDPpeciFXwstFjI5pAQXLxovF3mXUyfOg1r//7LLHM90zqgDXzqfYKIsHCc/r//w8OHD1GhYkX4+HyCdu3bG/0w+rhcOWwND8Nfa9fixo0bqF27NubM+x1Jt24JVWUA8G/eHFOnT8f//fMPXMs+X9FSvboXhg4fhk0bNyIzIxM/T5iAzl26GNxn9Ngx8PT0xP79+5ClzsLQ4cPRuUsXLF+2FJ5PtzABwNz587B2zRqkpaWhmL09AKB3v75QZ756xYmnpyeGDBua6/WaTwtL3t7eCN2yFRvWr8Pdu3fRzL8ZvujdG/+cOvW82v70ni/3U6lVuzaGDBuK0k+bDj8zZNhQYX4A6DdgAOr4+GDb5i34L/k/lCtXHp917YbOn3URKvbP8i3zwsogAKhXvz6GDHvey6VHz55wd3dH2PbtuHv3LooWK4pxP49H18+7GTXiJSIiIiKylI6dO2HL5lAsnL8AiVcTUaVqVcSdOIEjsbFo3aYNAgKf/yXhgK++ws4dOzFu7FgcO3YM5cqVw769+3D+3DkMHT7c4NCHxk2aoImfH377dSauXLkCV1dXhGwKQVZWFkaPG5tjLv369IWV1Pjrcu9+fYU+MS9zdHLEpw0b4khsLNp1MP7ORIWHSM9Ngh+cSqmCf9Omwsk95rByzWqh2VN+06ShL8q4umLdxg2WToWIiIiIiCxIrVZjyaJF2L0rGgqFAs4uzmjfoSM+69YVYrFhi9HU1FQsXrgQsTGxUKlUKF++PLr37IGWrVoZzatSqrBk8SLs3b0HT548gYenJ74d8h2qVa9uEBeycSP27tmba35BbYOFVgl/rF6Do0eOYM7vvwtFlehdu7AldDP6DxwgtBlITU3F2FGj4d/cX1h9QwUbCy0WoFKqcP36v6+NGz1yFM6fO4eVa1ajdOnSr4wtZm8PFxcXc6X4QbHQQkRERERERAUFtw5ZgK3cVjit51WeneTj5u5u0DiWiIiIiIiIiPImFlrI4g7Gxlg6BSIiIiIiIiKzEL8+hIiIiIiIiIiI3gQLLUREREREREREZsJCCxERERERERGRmbDQQkRERERERERkJiy0EBERERERERGZCQstRERERERERERmwkILEREREREREZGZSD/UjU6fPo0HqQ/QzL9Zjtd1Oh3iTpzA1atXYSW1glfNGvDw8Mg19uiRI7iWeA3FHYqjiZ8f7OzscozVaDQ4dPAQ/ktKgpOzE3x9G8FWbmsQo1AosDs6Gm7u7vD29n7l+0hOTsbRI0cAAPXq14erq2uOcfEXLiAhIQFF5EXQOqDNK+ckIiIiIiIiooLhgxRaUu6k4OsBA1HT2zvHQktycjL69e6DK5cvw8bGBhkZGQCA4LZtMXP2LEilz9NUKVXo8+UXOBl3Uoi1t7fHkuXLUNfHx+i+vXr0wLXERMiLyKFMV8LFxQWr/1wLNzc3Ie6/pCSM/OFH9O7b57WFlgvnz2PkDz8CAHr26oX//TIpx7jpU6fhSGwsypQpw0ILERERERERUSHx3rcOJcTHo2uXLrh3716uMd8PHYob169j0dIlOBt/Aefi49GnXz+Eh4Vh6eLFBrGTf5mEk3EnMWvuHJxLiMeuvXtQtFgxDP5qEFRKlUHsjyNGIPm///D3hvU4e+ECQrdthVKpxNBvvoVOpzP5vUVHR+c4T8qdFBw7etTk+YmIiIiIiIgof3mvhZaZM2agU/sOUKvVkMlkOcYkJyfjZNxJdO/ZAy1btYJYLIat3Bajx45BqVKlEBEeIcSqlCps3bwFLVq2RLv27SESieDm5oZx48fjwYMHiAgPE2ITExNxJDYWPb/ohXr16wMAvL29MXT4cFy8eFHY/vOufD75BHdTUvDPqVNG16J37YJUKsXH5cqZdA8iIiIiIiIiyl/ea6FlxfLlaNe+PcKjImFtbZ1jjLW1NaZOn44OHTsaJiYWw1YuR2ZmpjD2zz+noFar0bSZ4fYj30a+kEglOHb0mDB2Ku4kAKBR48YGsU38mgAAThw//u5vDEDL1q0gk8kQERZudG3b1q1o3rIFisjlJt2DiIiIiIiIiPKX91po2X/oEKb9OgMlSpTINaZEiRL4rFtXVKte3WD8+LFjuHnjBnxe6Lty6+YtAEAZ1zIGsTKZDKVKlUJiYqIwduPGdQBAhYoVDWJdymS/9t9//32Hd/Rc0aJF0bCRr9H2oeTkZJw5fRrBbduaND8A6PV6rBbZouiwn5C5ZTuQlWXynERERERERET0/rzXZrguLi7v9Lrk5GSMGD4c8iJyfPPdt8L448ePAQAODg5GryluXxxKpVJ4/ujRIwDARx99ZBAnlUohLyKHSmXYz+VdBAQEYv/effjn1CmhEW/49jDY2dmhiZ8f5s2Z+0bzHDxwAPfv3zcaT01NBQBojsdBczwOGQuW4KOFcyHxqGJy7kRERERERERkfh/seOc3df36dfT9sjfu3buHxUuXGfQ50evfvIGtTpt7rEQseeX1N9W6TRuMHT0aEWHhQqElKjISrdu0ybUnTU7+OXUKly5eMhp/9PChwXPtlatQdPgMRRbPh6xpY6N4IiIiIiIiIrKsPFVoORkXh8FfDUJGZgZWrVmDhr6+BtdtbbN7nmSq1UavTVcqUbx4ceH5R3Z2AICsl7bb6PV6pKWloWjRoibnayu3RTN/f0RHR2P8xP/h5s2buHD+PH4aNfKt5hk+YkSO4926dEGfuJOIX/sHMhYugeZ4HPTpSqR//R0kWzdxZQsRERERERFRHvPej3d+U3t370HvXl9AIpFgw6ZNRkUWAHB1dQUAJN26ZTCu0+lw5/ZtODs7G8Xeein2bspdAICjk6NZ8m4d0EY4fSgyPBwODg7CKUemEoslAIC7lSpCvmEtrJpnNwHWpyvx5Jth0CtN3/5EREREREREROaTJwotsTExGPz1ILiUKYOQrVvgWa1ajnHetWsBAE6eiDMYv3D+AtRqNbxr1RLGatbyzjH22LGjAIDadeqYJXd//+awsbFBRFg4IsIjEBAYCKnU/AuFJBIJ7JYtgLRe9hYl7ZWrUM2cDb1eb/Z7EREREREREdG7sfjWIYVCgaHffgdra2v8Ous3AEBSUpJwXSwWC011S5Qogab+zRAaEoIuXT9DterVoVKqMGPaNMhkMoOTfmrWrIlKlStj5fLlCAgKhIuLC1JTUxHQmTEAACAASURBVLFw/gI4ODigUSPjHifpT9IN7v2MldQq1xUwtnJbNGvujy1bNkOZrsQvUyab9HnkRiQSAVIxPpo/G4+btoI+XYmMFWsgC2gNqY95ikZERERERER5hV6vR9j27fBt1CjHk2wVCgX+y+H7GwBUqVoVYrHYKP5ITCwy1Znw8PBA5SrGrRguX7qEGzduoH6DBrB72o4iNxfOn0dycjJEIhH8mzfP/s6Wg9iYGCiVSpQrVy7He1LBY/FCy/at24QTgjq372B03c7ODv937qzwfMLEiejWpQs6tm+PWrVq4ebNW7ibkoKp06cbFENEIhF+/e03fNGjB1o284dXjRq4cvkylEolFi9bClu5rdG9QjZtQsimTUbjHh4eCN8Rlet7CAgIRFREJJydnVGnbt23ev9vRSSBuHQpyKdOQvrQHwAAyhmzYBfyd67/UxMREREREeVHK5evwPSpU/H3hvU5FlpCNm7EtClTc3ztP2fPGPTl3Ld3H4YN+Q7K9Ocn1bbr0B4zZ80yKMhs2rgRa1atRnhUJDw8PV+Z3x+r12DL5s0AgNBtW+Ht7W0Uk5qaij5ffAmdTofefftg3Pjxr37TVCB8sELLDyN/grOz8XHPlatUxtjxP+f6updP73F1dUXUrl3YtGEjEq9eRY2a3ghu2xZeNbyMXutVwws7d+/Gpo0bkXTrFmrXqY2OnTvDzc3NIK60o+Mrc3jxOOkqVapg7PifDbYpNfHzw9jxP6NixYoGBY/+Xw2EOjMz13nfiUQC6+AAZK7bKBz7rN4aBuuO7cx7HyIiIiIiIgvQ6/VYungxfvt15ivj4uPjYWNjg4mTfzG6JpfLhcepqakYNuQ7VKzohgWLF6F06dJYOH8+Fs5fAA8PT/QfOMDknKMiInMstOzcsQM6nekn3lL+ItKzyUee1b1rN5w4fhwHYg4LzX2f0cSdgqJjNwCApJI7iu6N4qoWIiIiIiLK1y5fuoQJP49H3IkTKFOmDP777z/8vWF9jgeOtGnZCnZ2dti0OfSVcy6cPx9zZs02WnXyWafOSEpKQszRI8KqlsmTJr3xipafRvyALZs3o6a3N+6mpODQkVij72TdunRBeroSCfHxXNFSiOSJZrj09qQ+dYRTiLRXriLrwGFAr7VwVkRERERERO9u544dSLp1CzN+m4khw4flGqdWq3HtWiJq1KwhPM9N3Ik42Nvbo2bNmgbjvo18cTclBVevXDEp54DAANy+fRtnzpwxGE+5k4KTcScRFBxs0vyU/7DQkl/ptbAdPFB4qvplGiCSWDAhIiIiIiJ6I7os6DMf5+tf0GW9l4+mfYcO2H/4EDp17vzKuEsXL0Gr0eLfa/+iWRM/eFaughrVqmH0TyOhUCgMYq//+y/KlS9vtNqkXPnyAICkpP9Myrllq1aQSCWIiog0GI8ID4O8iBzNW7YwaX7KfyzeDJfekUgCqU8dSOv5QHM8DtorV6GJO8UTiIiIiIiI8jjtjf3Iiupv6TRMIq0/EtI635h93o/LlXujuIT4eADAP6dOoXvPHihZqhSOxMYiZNMmJCQkIHTrFkil2V93Hz9+jPIVKhjN8ayPy+Onh7O8q2L29vD1bYQdkZEYPXaMUNCJioxCixYtYW1tbdL8lP9wRUs+Z/PNIOGxatEysOUOERERERF9EBZsXVCufDn07NULodu24seRI9Gnb18sX7kSPXv1wvlz5xC+Pcwg/lnR5UViUfbXYZ3e9Ga1QcHBBtuHbt64gTOnTyOQ24YKJa5oyees/BpBUsk9u0/Lnn3Q30kBnBzZGJeIiIiIKI8SWReDuEJLS6dhEpG8pEVbF9SrXz/HBrm9en+Jv/78EyeOH0eHTh0BADY2NkhPTzeKzcrK3v704jHQ76p5yxaQyWTC6UM7onbA3t4ejZs0xp07d0yen/IXFlryOZFIBFnnDlBNyz76LGPZSsgnjLVwVkRERERElBuxSz3IXOpZOo18T6VUwVZuazBmb28PAFBnPW+O61KmDG7fvm30+tt3ssdKlS5tci52dnZo2MhX2D4Uvn07WrVpneNKGir4uHWoALDp3QuiItn7C9XbIoCs99OYioiIiIiIKC/o+Xl3eNfwQlpamsH4+XPnAACVK1cRxmrVroWkW7eQmppqEHsq7iRkMhmqV69ulpzatW+P27dvY8vmzbh48SICAgPNMi/lPyy0FAAiuS1kbVoBAHT37yMzPMrCGREREREREb0/TZs1hVajxfzf5wl9KlNTUzF96jTIi8jRvkMHIbZd++zHUydPhk6X3Y/lZFwcdu+ORlBwcI6rTu7evYukpCSjXy+faPQif//mkMlkmDxxEko7OqLBp5+a8y1TPsJ1TAWEzcB+yAzdCgBQh0fBumM7C2dERERERET0fvT68kscPnQYq1aswIH9+1G2bFn8c+oUMjMzMX/hQjg6OQqxXjW80Ld/f6xasQLnzp6Dk5MTjh8/hjJlXDFyzOgc5+/Xu0+O40OGDcWQYcNyvGYrt0Uzf3/s3LEDnbp0hljMdQ2FlUjPY2ryrO5du+HE8eM4EHMYrq6uucbp9XqIoMNj/yBor1wFANifOAyxs9OHSpWIiIiIiMisEhMTcejgQQQEBBoUTp7R6XSIiozE0SNHkJaWhgoVKqBT5865HhF98MABRO/ahbS0NFSrVh2f9+hu1Aj3+LFjiH96dHROatWuDW9vbwBAbEwMLl++jB49e0ImkwEA4i9cwPHjx+Hv7y/kkZaWhtCQEHh6eubYwJcKHhZa8rA3LbQ8o1q0TGiKazv6R9gOHvi+UyQiIiIiIiKiF3AtUwFi3aEt8HR5mvrpNiIiIiIiIiIi+nBYaClAxM5OsGrmBwDQXrkKbcIlC2dEREREREREVLiw0FLAyIIDhMeZm0ItmAkRERERERFR4cNCSwEja90SoiJyAIB6WwSg11o4IyIiIiIiIqLCg4WWAkYkt4WsTSsAgO7+fWhOnrZwRkRERERERESFBwstBYxer4dV2yDhuTpqpwWzISIiIiIiIipcWGgpYETQQebbgNuHiIiIiIiIiCyAhZaCRiQBrKy4fYiIiIiIiIjIAlhoKaBe3j6k1+stmA0RERERERFR4cBCSwH18vYhkU5n4YyIiIiIiIiICj4WWgqql7YPqQ/FWjghIiIiIiIiooKPhZYC7MXtQ5pDhy2YCREREREREVHhwEJLAWZ0+lBWloUzIiIiIiIiIirYWGgpyF7ePhRz1MIJERERERERERVsLLQUcNw+RERERERERPThsNBSwMkaN+T2ISIiIiIiIqIPhIWWgk4i4fYhIiIiIiIiog9EaukECBj900icP3fOaPzGzRtmmd+qbRAyQ7cCALLCIiBr2tgs8xIRERERERGRIRZa8oAven8JhUJhND554iQkJCSYPP+z7UP6dCWyDhwGtFpAIjF5XiIiIiIiIiIyxEJLHuDh6ZnjuF3Roua5wdPtQ5mhW7O3Dx2K5aoWIiIiIiIioveAPVoKiZdPH9Lr9RbMhoiIiIiIiKhgYqGlkJD5NjA4fUik01k4IyIiIiIiIqKCh4WWwsLKyvD0oUOxFk6IiIiIiIiIqOBhoaUQeXn7EBERERERERGZFwsthYjMryHEJUsCyN4+hKwsC2dERERERESULeVOCkYMG44a1aqhirs72gYGISI8PMfYtLQ0jB09GrW8aqCKuzuCAwKxb+8+o7ili5egllcNnIyLe+39//fzeNTyqoFaXjVw88aNHGN0Oh1a+jdHLa8amDljxtu9QSo0WGgpTEQSWPk1AvB0+1DMUQsnREREREREBKiUKvTq0QO7du5En759MXHSL7C3t8ew74Zg6+YtBrF6vR4D+/VHaEgIvuj9JSZO+gUAMGjAAMTGxBjEZmZmIC0tDVqt9rU5KJVKpKWlIS0tDTuiduQY88+pU7iWmIi0tDRkZma+47ulgo6FlkLGuntX4TG3DxERERERUV4QHhaGa4mJmDj5FwwfMQLdun+OVX+sQZkyZbB40SKD2EMHDyLuxAn8NHKkELspNBSOjo6YOeNXk3NxcXFBVGRkjtciwsLh4OBg8j2oYGOhpZCR1vUWtg9lrt/E7UNERERERGRxFd0qok+/fmjZqpUwJpVKUaFiRdy5c9sgNnrXLojFYnTp+vwvkW3ltmjbvh3OnzuHpKQkk3IJbtcWF86fN9o+pNPpEBUZiYDAQJPmp4KPhZbCRiSBrH12U1x9uhLqmKPQ6/UWToqIiIiIiAqzuj4+GPvzONjZ2QljCQkJOBkXh3r16xvEJsTHw8XFBUWLFjUYr1ylinDdFK3bBACA0faho0eO4MGDBwhqG2zS/FTwsdBSCMkCWguPs8IiLJgJERERERGRoe3btuGLHj3RPjgY7pUqYfKUqQbXHzx4iBJPV+m/yMnJCQDw6OFDk+5frnw5VKte3Wj7UERYOCpVriwUdIhyI7V0AvThSX3qQFyyJHT37yNzWzjkUyYCcltLp0VEREREVCjcUpzG0VurLZ2GSaqVboNqpVq/PvAd3Lh+HUWLFoWzkzMuX7qE0JBN+Oa774TrT9LS4OLikuvrn6Snm5xDcNu2mD51Km7euIGPy5WDRqPB7uhoDPjqK5PnpoKPhZZCStY+CBkr1gAaDdQ7o2HdsZ2lUyIiIiIiKhQyNU+QpDhj6TRMUrZorfc295BhwwAAGo0G3349GHNmzYZ3rVpo6OsLAChSpAg0Gk2ur395S9G7CAgKxPSpU7Ejage++noQDh08hEePHiEgMMDkuang49ahQsr6s87CY3V4lAUzISIiIiIiMiaVSjFk2FAAwOFDh4TxYvb2uH//vlH8vXv3AAD2xexNvreLiwtqensL24ciw8NR09sbZT/+2OS5qeDjipZCSuJRBZJK7tBeuYqsfQegu30HYmcnS6dFRERERFTguTv44vsGByydRp6yZNEinIw7iWUrV0Asfr4ewNrGBgAMVrB4eHhg27atUClVsH2hBcKVy5ezr1fzNEtOQW2DMWXSL0hMTMS+vXsx7PvvzTIvFXxc0VKIyTp3yH6g0yFza5hlkyEiIiIiokLr0aNHOLB/P/bs3m0wHrJxIwCgbl0fYcy/RXNoNVqEhoQIYyqlCuFh4ajo5vbK/i1vIyAg+xjnsaNGIT09Ha3btDHLvFTwcUVLIWbdoS1UM2YBOh3UoVthO3igpVMiIiIiIqJCaMBXX2H71m344fvvMfibb1C+fAUcPHAAIZs2wbdRI7Rs3UqIbd6iBWp6e2PalClQKB6jXPny+GvtWty8cQOLly3Ncf7JEyfBLofeLZ26dEanzp1zeAXg6OSIuj51cTLuJD5t2BCOTo7mebNU4LHQUoiJnZ1g1cwPWXv2QXvlKjRxpyD1qWPptIiIiIiIqJApUaIENoaGYNL/JmLO7NnQarRwcHDAV18PwtDhww22E4nFYixbuQKTJ07CwvkLoFar4Vq2LGbNnYMWLVsazluyJDw8PAAAaQqF0X0zMjKEx84uzvDw8ICV1EoY69rtc6Q/Scdn3boKY1ZSK3h4eMDJydls758KFpFer9dbOgnKWfeu3XDi+HEciDkMV1fX93KPzC3bkT70BwCATf/esB0/BiKR6L3ci4iIiIiI6HV0Oh0yMzIN+q/kRq/XI0OV8UaxRB8Ke7QUctbBARCXLAkAyFy/CVBlvOYVRERERERE749YLH7jwolIJGKRhfIcFloKOysryNoHAQD06Uqod0ZbOCEiIiIiIiKi/IuFFoL1Z8+bP2UsWGLBTIiIiIiIiIjyNxZaCBKPKpDWyz4uTZt4DdqES2DrHiIiIiIiIqK3x0ILAQCsuz/toq3TIWPZSjbEJSIiIiIiInoHLLQQAMOmuOodu6B/+MjCGRERERERERHlPyy0UDYrK1gP6AMguyluxvpNFk6IiIiIiIiIKP9hoYUENp9/BkilAIDM5auBrCwLZ0RERERERESUv7DQQgJRcXtYtw8GAOju30dmeJSFMyIiIiIiIiLKX1hoIQM2A/sJj1W/TOeqFiIiIiIiIqK3wEILGZB4VIFV82YAAN2DB1zVQkRERERERPQWWGghI/Kfvs9+oNMhY8ESQK+1bEJERERERERE+QQLLWREUtldWNWivXIVmVsjLJwRERERERERUf4gtXQCBGwODcV/SUlG4zmNfRDi7FUtj/fsA8RiqH6ZDlnrlhDJbS2TDxEREREREVE+wRUteYAyXQmFQmH0S6uz0JYdkQTiqpVh3bkDoNNBd/8+Mtb8aZlciIiIiIiIiPIRkV6v11s6CcpZ967dcOL4cRyIOQxXV9cPem+9Xg/9nRQ8+rQpoNFAVESOYvt3Qezs9EHzICIiIiIiIspPuKKFciUuWQK2Pw4HAOjTlUgfM8HCGRERERERERHlbSy0UI5EIhFgZQWb3r0gLlkSAJC1Zx8yt2y3cGZEREREREREeRcLLfRKIrkt5LNnCM9Vv0yH7vYdC2ZERERERERElHex0EKvJWvaOLsxLgDd/ft48t33gNZCjXqJiIiIiIiI8jAWWuiNyKdMFLYQaY7HQTl5uoUzIiIiIiIiIsp7WGihNyKS28Ju3RqIisgBABmr1kK1aJmFsyIiIiIiIiLKW1hooTcm8agC+dRJ2U90OqhmzkHmlu3gCeFERERERGROGo0GWzdvgUqpMrqWnJyM3dHRSE5Ofu08iYmJ2B0djd3R0TnO9cy5s+ewOzoaJ+PiTMqbCGChhd6SrENb2I7+MfuJRoP0oT8gY/FyFluIiIiIiMhs5v/+O34cMQKpD1KNrh09cgRfD/wKR48cee08keHh+HrgV/h64FeICA/LMUav12PwV9kxs3+bZXLuRCy00Fuz+XoAbPr3Fp6rps3Ek76DeBoRERERERGZRKfTYc6sWVg4f4HZ546MiMxx/MyZM7h9+7bZ70eFFwst9FZEIhFEIhHkE8Zmr2wRZ/8nlLVnHx43bQXlxCksuBARERER0VtLiI9Hty6fYeH8BShVqpRZ5/b55BMcPXoECoXC6FpEWBhcy5aFnZ2dWe9JhRcLLfTObAcPRNHQdcJpRPp0JTJWrcWjTxrhUa0GUHTujrQ+X0G1aBnU+w9B//CRhTMmIiIiIqK8anNoKG4nJ2PW3Dn4vEd3s84d1DYYWo0Wu3bsMBjX6XSIioxCYFCgWe9HhZvU0glQ/ib1qYNisfugmjkbmes3QZ+uBADoHjyA7sEDQKdD1p59QrykkjukNb0gruQOWdMmkLhXBKysLJU+EREREdEHp7uugOb0XUunYRJx+aKQepc265yfde2KUWPGQCqVYt7cuWadu1atWnB2dkZkRCS6dO0qjMedOIG7KSlo17491v31t1nvSYUXCy1kMpHcNnsr0Y/fQ70zGurwKOhu3IT23+uATmcQq71yFdorVwFk93aBWAypTx1IvapB4lUdUo+qEFetDJFIZIm3QkRERET03mlO30Vah+2WTsMkthMamL3QUrlKFbPO9yKRSIQ2gYH4Y81qKBQKFC1aFAAQtn07Krq5vdd7U+HDQguZjUhuC+sOQbDu2A7QawGRBLrbd6C5eBmaQ4ehOXcB2vMXhFUvAACdDprjcdAcf3qMmlgMka0NpA3qQ1L+Y0gbN4K0amWInZ0s86aIiIiIiKhACG7bFqtWrMCuHTvQpWtXaDQa7NqxE3369bV0alTAsNBC5iWSGPxT7OwEmbMTZE0bCyHahEvQJFyE9tx5aM5dgCbu1POVLzod9OlKZO3ZhywAWLEme56SJSHxrgGpTx1Y+dSBpJonRHLbD/jGiIiIiIjMQ+pdGkXm+Fk6DZNI/cpCr9fnq5XoXjW84Fq2rLB9KDYmBo8ePUJw27aWTo0KGBZa6IOTeFSBxKMK0C4oux2zRgfN6bPIijsF3ZWr0Jw5J2wvekb34AF0+w4ga88+qABALIbErSKkNb0gbdQQUo+q7PdCRERERPmCuHxR2AyrY+k0TJLfiizPBAYFYsXy5VAoFIgMj0B1Ly98XK6cpdOiAoaFFrIcydPVL1aS7D4tPs9/s9E/fISs02ehTbgITdwpaE+fhe7+/eev1emEfi+ZoVsBAKIickiqVxP6vVg1qMctR0RERERE70F+LLIAQEBgIJYuXoLtW7dhd3Q0vh3ynaVTogKIhRbKk0TF7bO3G72w5Uh3+w6yjh4Xthy93O9Fn6407PeC7OKLtEF9SH3qQOJRFVb1fLjliIiIiIioAMjIyIBCoTAat5JawTaXP/NXq14dFd3c8PucOUhLS0NQMLcNkfmx0EL5htjZKbvRbsd22QNaLbSXr0KTcBGaw7HZW44SrxmcdCT0e3l2xLRUCmmdWrBq5gcrnzqQetfgdiMiIiIionxowrifMWHcz0bjHTt1wq+zfsv1dW0C2mDh/AXw+eQTODo5vs8UqZBioYXyL4lE6Pdi/bT4oleqoL0QL/R7yTpw2HDLkUYjrHpRwXDFi6xpEx4tTURERESUB9SrXx9DhkE4hvlFnp6eGDJsaK6v9fD0NJqntOPzgkqXrl0hkUhQr359g9cNGjwYJUuVNEP2VNiJ9Hq93tJJUM66d+2GE8eP40DMYbi6ulo6nXzrWb8XzaHDyDoYY9Ro90XPTjeSBQewxwsRERERERG9Na5ooQLvWb+XZ0dM65UqqHdGQ3vuvFHhRXf/PnQvbDWSVHIXTjaSNW0CUXF7i7wHIiIiIiIiyh9YaKFCRyS3fd7rRa+F7s49ZB09Ds3hWKOtRsLJRlu2I12ng6SSO6ya+ELauBEb6xIREREREZGRPLN1KDk5GU/S0lC27Me5doh+W3q9Hrdu3kSWRoOyZctCJpMZxSgUCigUCjg5OUEqfXXdKTU1FSqVCmKxGC4uLrnGpdxJQZYmC0WLFs1xT+Gb4tahD0ev1wu9WbQJl6DefxCauFPQHD1mcLKRgZcb69b2fn5kNRERERERERVKFl/RcvnSJfzw/QjEX7gAALCxscHnPXpg5OhRRoWPFcuWY/rUqTnOc/X6vwbPL5w/j+FDh+FaYiIAwM7ODiNHj0a37p8bxM2bOxdrVq1GeFSkQdOknIwdNRp7du8GABw6EptjsUWhUKCxb0NoNVoMGTYUQ4YNe+WclDe82ABX4lEFth5Vsp9otdD8cxpZcaeQte8ANKf+D9Bosq+xsS4RERERERG9xKKFFoVCgS979oJWq8Xc+fNQrlx5REaEY8Wy5ZDJrPDjyJEG8Qnx8bCxsTEqluQ0b/8+fWFlZYVlK1eiaFE7LJg3H+PGjIGzizOa+PmZnPuOyEj0GzDAaHzXjh3QarQmz095hEQCqU8dSOrWhu3ggUBWFtQxR3NsrPviUdKqaTMhLlkSVn6NIG3UkI11iYiIiIiICgmLFlrCw8Jw7949zJ0/D0HBwQAArxpeiDsRh3V//W1UaImPj4dXjRoYN378K+dd//c63Lt3D39vWC8c2bVs5Qo0a9IE8+b+bnKhpaKbG6Iio3IstISHhcPZ2Rm3b9826R6UtwgrU6ysDBvrPnwE9f6DuTbWzQzdiszQrQDYWJeIiIiIiKgwEFvy5k38/DBz1iz4+zc3GHco4QClyrAvhkqpwrVriaju5fXaeY8eOQIHBwd8Uq+eMCaTydC8eQucOX0aqampJuXdJqANzpw+jeTkZIPx1NRUHDt6FIHBQSbNT/mHqLg9rDu2g3zcKBTbGwH7E4dR5PffYN25A8QlSxrEaq9cRWboVqQP/QEPa/jgcbM2UE6cAvX+Q9ArVRZ6B0RERERERGROFi20uLq6okOnjkLzW71ej+hdu3Do4EEEBQUbxF69ehVajRZZajW+/Xow2rRshe5du2HTho14uZ9v/IULcHN3N+qP4ebuDgD499o1k/Ju2749gOztQy+KioiEVCpF8xYtTJqf8iGJBBBJIHZ2gqxDWxSZPQ32/3cUxaIjYDv6R1g1bwZREbnBS7RXriJjxRo8+aIfHlarDUXn7lAtWgZN3ClAy+1nRERERERE+ZHFm+E+s3rVKixbvAT37t1DterVMfmlprcXzp8HAKxfvw4NGnwKz2qeOH7sGMaMGoX/++cfTPt1hhD75MkTFCtWzOgeH330EQDg4cOHJuXq5uaGSpUrG20fiowIR/OWLVCkSJG3mk+lVCFLk2U0rtMZftmeeikDzjaGtTFHm+fFpFIyMe6pdSgly44pZZ197SOpCPZWIkjZl/WDyC7wZZ8+xMa6REREREREhUueKbTYF7NHzy964fy589gdHY1vBw/G0hXLhZOHrK2tUbtOHYz48Qeh74pKqUK/Pn0QsmkT2nfsIIyr1eocv5Ta2prn2GgACAoOwpxZs5GcnAwXFxckJyfjZNxJLFq65K3n6tenD04cP/7auPEJGdC+sHhHIoLB89eRiIAiEhHsZdmfTTGpSCjGOFqLUNo6u0BT+umYs41YKOSUkolRylrEoo0pXmqsq1eqkHU87nlj3cRrgE4H4PWNdUVOjiy8EBERERER5UF5ptDSoVNH4fGcWbOwcP4ChG4KEU4Y6tCpo0EMANjKbTF0+DD06PY5Dh08KBRabGxsjLYTAUC6Mh0AIJfLja69rdYBAZgza7Zw+tCOyEjY2dnBr2lTJF69+voJXrBu44Ycx7t37WZQgHm5qPI2RZZn8QqNHgrN61/4YhEnp4KOtRgoZiWCo7XYqFjzcqHm2QqbCkXEkEsAuaRwFwieFUhEcls21iUiIiIiIipg8kyh5UVdP/8cC+cvwLlzZ9ENrz7KuYyrKwDg0aNHwljJUqVw926KUez9e/cBAEWLGm8reltubm6oVr26sH0oPCwcLVq2hEwmM3nunOj1ekR++nxLUkqGcbHkdoZOeHw3U//0n8/HUjL1uPd0/LFGjwytHhla5Fh4ebGwklNBJ1OXfY+7mdnbm14uxrxqtY21GHC0EQsral5eTZPTSprS1qICX6B51lgX7YKAcYDu7j1kHf1/vA7HCwAAIABJREFU9u47vMnybeP490nSlKa0AqW0QBlSBNmzAjJl771UkOFgCIgvKoqiogIioogD2fhDQRAFZSl7DxEsexYplFGgjJYmtE3yvH+kDQ1JS+lKx/U5Dg/bZ97pIjlz3de9D/OOXSRs3YH1xg37sZYzZ7GEnSPut9+JBbTB5fBo2ghdk8Z41AtBMWRe9ZYQQgghhBBCiLRza9Ay8eNP+H3FCjZt24qPj499u8lkW4HFQ+dh3zZm9OucOXOGlav+QKO536ck/Px5AEqXLmPfVr1GdTZv3ER8fLxD8HHs2FH0ej2VKlfKlPG379CBqVOmsG/vXo4eOcLrY/4vU67riqIotC52/+uRfOpOUk6S2nQeswpa1BSnm9yIV7lrvh/EXI+32sOcpADHFqxYiUw6Jk4lMs7KnQSVZHkOkHq1TZwVLhitKR+QTPLA5sEqmoDEypmkKpqk/jVJVTRJU538PMhd02y0tv4umuKBeHbriGeXjqgaDdaTp4nfsg3z/gOY9+xFjb2/MpflzFlbBczchaDToatTC4/mzfAIqYOudk37NYUQQgghhBBCZC23Bi2lS5fm5s2b/LRoEUOHDwdslRvfff0NAM+0aG4/1sfHh+PHjrHqjz/okrjqj9ls5tuvv0Gr09K+Q3v7se3bd2Dt6jUs+uEHe7Pa8+fPs3H9Bpq3aGHv+5JR7dq3Y+qUKbwz9m2KFClC4yZNMuW6KUkpSElLvxTbMSkfWFSvUFSvUNY+q8rxhbmrMEdV7wc3ZhVuJ9wPax4MalIKaW7GWzGrKY8reWDzYBVNSlxV0/jqbL1pklfRQMohDZAzKmkULWht37nMaqyrTbqGEEIIIYQQQohM59agpc+zfVm5YgWffzaVo0eOElw+mD2793DwwAF69e5N02bN7MeOHP0amzZu5K033mDXjp0UL1Gc9X+t58zp04z/4ANKlS5tP7Z12zY83bAhkydO4vjx4/j7+/Pb8l/x9PTkrbfHuh5Lr15oNc7v+r8x9i2e79fP5Tmly5ShRs2aHAoNpV///g6VNnmNqzAneZWIToFCHrZGuUFeoFNsX0uz6nzug9uMFpVrcfcDGrBNjUoe0MD9qU8pVdEkcVVN46o3TVJ+4qoXzYNhzYNBDdh60vQrrad9gAfZTqtFW7f2ozXW3bwV0+SpFD51WKYWCSGEEEIIIUQWcWvQotfr+XHxYubOmcOmjRs5evQopUuXZuq0aXTt3s3hWD8/P1auXsX3381k7+7dhIaGUqZsGd57fzwNGzVyOFaj0TBrzhy+n/kdWzZv4d+D/9KwUSNGvDaK0mXKOBxbsWJFWrZqleIYixcvYf+4Zq2aTvsHvTiY1X+sokevXvZtPr6+tGzVinLBwY/09cjtXIUxadlm0CqUNSRV02hdTnNKam6cfJvRomK0wH+xtkAhqYomKaABHKpozsZauWdRiYpXsaipNxd+cN+DQU1SELMkIoGJlQvwTgXPbJ+elPx+rhrrJoQeJuGP1ZgPHbFNK0oMXqzhF6SqRQghhBBCCCGyiKK6Wp5H5AhJqw5t3bmDoMSmvyJlrqpnUtqXWhUN4LKSxvax62qa5v46lj7lTVF9DuoFY7HYe7OYvpuNafJUALy/+tzWdFcIIYQQQgghRKbLkasOCZEeqfWqeVgVzaMyq7DoQjwv/2vEosK2G2bqbIlh+VPehBTOIY1nkzXA9QipgynxY+vVSIcQRgghhBBCCCFE5sm7TUWEyEJaVPqX1rOnqQ+lDRosqm0lpcbbY1gQHu/u4TnRlr8/jc28/4CELEIIIYQQQgiRRSRoESIdFEVBp0BIYS0HnvGhub+tOCzOCoMPGnlufyzG1Na4zmZK4UJoihYFbD1ahBBCCCGEEEJkDQlahMigonqFvxoWZGLlAvZtyy4lUH/rXc4bU1gayQ00wY8DYPnvvG3qkBBCCCGEEEKITCdBixCZQKfAWxUKsOZpb3x1ChYVjkRbqLEphrWRCe4eHgDaUokNlc1mLKfPuncwQgghhBBCCJFHSdAiRCbRKdA+wINDLXyo5mvrgRJtVumwO5ZJp+5hdvNMIs0T5UFj+5U3nzjp3sEIIYQQQgghRB4lQYsQmaysQcPB5j48G+Rh3/bu8Xu02XWXG/HuS1s8QuqA1TaVyXo10m3jEEIIIYQQQoi8TIIWIbKAToHFId7Mr23AM/G3bPN12xLQ+2+5pz+K08pDqvRpEUIIIYQQQojMJkGLEFloUBk9O5rYloAG2xLQDbbZloBW1eytblEKF0L7RHkALKGHUeXXXwghhBBCCCEynbzSEiKLPbgEtEW1LQH9/D/GbF0CWlVVNGVKA2C9cQNu38m2ewshhBBCCCFEfiFBixDZoKheYWNDb4cloJdEZP8S0LqQOvaPE0IPZ9t9hRBCCCGEECK/kKBFiGyiKIrDEtBgWwL6yQ3R2bYEtLbSk/aPLbLykBBCCCGEEEJkOglahMhGrpaAjrNCh92xjD5sytK+LYqioHuygv1z8/4DWXYvIYQQQgghhMivJGgRwg3KGjTsbVaQ14I97du+ORdHy12xWboEtKZ4IJqiRQFbQ1whhBBCCCGEEJlLghYh3MSgVfi8mpd9CWiLalsCusrG6CxdAlpbszpga4hrvXI1y+4jhBBCCCGEEPmRBC1CuJFOcV4C+lqcSuPtMUw6dS9r7pnUEFejIWHPviy5hxBCCCGEEELkVxK0CJEDJF8CWqvY+ra8f+Iez+2PzfQloD2SgharFcuRo5l6bSGEEEIIIYTI7yRoESKHKKpX2NSoIB9Vsi0BbVEdl4DOrEa52iqVQWP71TcfOZYp1xRCCCGEEEIIYSNBixA5zLiKtiWgi3k6LgE9+XQcC8Lj2X/LkqGGuYrBC21wOQAsR49BQvYsLS2EEEIIIYQQ+YHO3QMQQjhrH+DBvmY+dN4Ty5FoC3FWePe4Y88WnaJSyUeHv6dCNV8txTwVihfQUNVXi7+nQllDyjmqR9NGWM6cRY01Yg49fL9vixBCCCGEEEKIDJGgRYgcqqxBw8HmPrxxxMRXYXFO+82qwpFo2+pEm6+bnfbrFJUSXlrKe2sI8FSo6qu1BzHVq1W1H5ew/4AELUIIIYQQQgiRSSRoESIH0ykwvboXo8t7cjzGQuQ9lUN3LFyLsxIZp3I02sK1ONfTiMyqwgWjlUsmK2Dr95KkaEIlTiV+vHHrYZaExNqDmIACCpV9tAR5adApWf0IhRBCCCGEECJvkaBFiFygrEHjNBVIVVUURcGsQoTJag9irtyzcjTaQmScytlYW9Dy4MJFN/TFOKbzoIo5gYb7N9HtQhxLEhvkahVbI16tAiW9NE4VMRLECCGEEEIIIUTKJGgRIpdSFFvKoVMcgxizClpU+/6UgpjbIc1h3wYwm6l7JoJ9FUsD2EMZiwoXjFYuGK2Jd7RVxCQFMQDFEgMYCWKEEEIIIYQQwkaCFiHyGFu4oTh8/mAQo1Mgrm8rYvdvAquVLb572fJ0JZcVMZdNFszq/eslr465Fqcm6w/jvHpR8iCmmKeGGo9p7UFMMU8Fg1aSGCGEEEIIIUTekqOCFqvVypZNm3mqfj18fHyc9puMJqJuRrk8NygoyOXxBw8eIC4unicrPUmJEiWcjjl96hTh4eHUb9DA5T2TCw0N5fq1a2i1Opq3aJ7icbt27sRoNFIuOJjg4OBUrylEdkuqMtE/05RYsy0kSdi8lfbDX3F5vKqqhJtUrif2hLlyz8q1OJUj0RbOxlqJvGclzury1AeCGGfFPBUCPDVU9dU4BDH+eg1VfDUSxAghhBBCCCFynRwVtMyfO49PJ01i1do1VKpc2Xn/vLl8Oe0Ll+eePf+fw+ebN21mzOjRxMTE2Le99MrLvD1unMNxy5YuZeH8BSneM7nvv/2OjRs2APDXpo0uQ5TIq5EM6NcfgFGjX2PU6NGpXlMItyn0GNonymM5cxbL0WOQkAAeHk6HKYpCWYNCGS+VkMJazIkVLcmnBZ03Wl0GMdfjVE7ftaQaxFyLs9hXT0qSND3pwSCmmKdCzUJaCWKEEEIIIYQQOVaOCFpUVWX297OYOmVKqsedOH4CHx8fRr2eengReTWS0aNG8vjj5fjiq+kUKlSILz7/nLmz5/BEhQr06Nkzw2P+c+1aXh050mn72rVrMnxtIbKDoih4NG2E5cxZ1Fgj5tDDqS7znLwnzINsU5MgpLAWuN+oN+njqAT4L9bqMogJN1qJNjt2602anvRgEJO8PwyAr06hjMF1EPO4t4aieglihBBCCCGEENnL7UFLWFgYE97/gN27duHv78/169dTPPb48eNUq16dQYMHp3rNxT/9iDHWyCeTJtmrTj6eOJH9f+9n1szvMxy0VKlaldWrVrsMWlb/sYpywcGcCwvL0D2EyA66Jo1h7kIA4tf+mWrQ8iiSQpakj4vqoaheaw9iHnQjXuW/WCvX462E3rakGMQ8uHpStNl23MOCGH9PhWq+WglihBBCCCGEEFnO7UHLkp9+4szp03wyaRKmeyYmfvSxy+NMRhMXwsNp177dQ6+5b+9eAosHUq16Nfs2jUZD8xbNmTt7DpcvX3bZryWtOnfpzOSJkwgLC3OYPhQREcGh0FBee/11vvryy3RfX4js4lEvBDQasFoxHznmUImSnYrqFfw8NFjQ0j7AefqSqyDmWpyVo9HWNAUxWgWXvWJcBTHFC2io6quVIEYIIYQQQgiRLm4PWnr06sWYN97Ey+DFgvnzUzzu2LGjAISfD6dj23acOXsGf39/unTtymuvv45er7cfe/bMWZ6sVMnpGqVK25avvXjhQoaClnYdOjB54iSn6UNrVq3Gx8eHxk2bSNAicgXF4IUupA7mffsx79sPt+9A4ULuGYuipPgHqaheoaheC8mCmKTVkwCMFpVj0a6DmMg421QlV5KCGLAFMUktX5ICG08NVCiodRnE+Hsq9pWchBBCCCGEECKJ24OWSi4CEVdOHD8BwPbt2+jevQftOrRn29ZtzJr5PceOHmP+DwvRaGwvemLuxlCwYEGnayRti46OztCYS5QoQY2aNZ2mD63+4w/atmuHZ7LQJy3eeWssR48ccdoefiE8Q+MUIi08mjezhSxA/JZteHbv4uYRpU3yXjEGrZI4Lcl1RUzyICbynsqhOxaXQcyDFTFxVhyCGHCcnuSpgYACGsp7a1wGMWW8FLdUCAkhhBBCCCHcx+1BS1qVKFGCLt26MnzECPt0neEjRvDayJGsXb2GzZs20bJVKwAsZovLFzeees9MG0/Hzp2Y+NHH9ulDYWFhnDhxgrffHffwkx/wwsABLsOfTyZ8RN9yZyi6rg1xno9lxrBd8/TNumu7oGTlY3FFn/qy3ZlJ8UzDvTyLoHgVsR1vKAoFCiee+xjoC6LofcDzsWz7OumfaYpp8lQAzDt24dmlI2hd91LJrZIHMWYVBj3w58FoUbkWp3I8xuIUxNwxq1ww3l82KXkYE2eFSyYrF4xWl1OTdIpKCS8t5b01BHgqVPXVOgQxQV4al82FhRBCCCGEELlXrglaWrRqSYtWLR22KYrCy68MYe3qNezbu88etBi8DZgtzi96YmJsYYbBYMjweNq378DEjz62Tx9as2oVRYoUocHTT3Pq5MlHulZKy0p7JY0zPgY1PsblMZkiCy/tiutJHEJVPFDUBMeNep/7gYunb2IY42MLdNIa2OgLgpJycKJ9sjyaokWx3rhB/Lq/8P58cpY8vpzCVbBh0CqU8YKyBudqGLBNU4owWZ2CmMjEJa1TmppkVhUuGK3JghrH769WgZJeGocg5rlSeqmEEUIIIYQQIhfLNUFLSgoXsb24NBpj7dtKlgwi8mqk07HXrl0DwN/fP8P3DQgMoG5IXfv0odWrVtO+Qwf79KWMUlUVjUZhpbkwPX10j1Z1EpexqVGPSo27k333SrjnHEbkES4fV7KQTb3rIohJI1XxQFMwwPaJi8BGE/w41hs3UO8mkLBnEpqS9ZwDGw8DaFwHEXlBasGGFjVxCWvH3++k5sEPBjFX7tmWso6MUzkba+WSyeo0LQls1TEPBjGbrpvZ1Mh56qMQQgghhBAid8g1QUu/Z5/j8OFDHDx0CJ3u/rCPHzsGQPknnrBvq1atGr//vhKT0YSXwcu+PTQ0FIO3weHYjOjQsRMTPviAP9eu41xYGJM+zbxKgKQXfSf/vE3kuA2ULlMm064t0i7TQ6S4O7bgJP7u/Wvfu4VqvGG7n+kmxN1EjUsMV2IiEs+Lhrg7EJ++oEVRE+5fK8a5qkhXyQfzPkBJ4Mrnv+DfeqHLUEdVPFA8CthCGBeBDYDiVcRWYQNQoHCeCGxSCmGStusUHIKY5I16kz5PaxCz+bqZtZEJLnvNCCGEEEIIIXK+XBO01Klbh7179jBvzlyGDBsKQFRUFF9O+wKDt4HOXe438OzSrSu//forX37xBePeexeAf/bvZ8umzfR5tq/LqpPY2FiXfVIKFCjgsKJRcu07duDjCRN4/733KF68OHXq1s2Mh2qn0WgxKQkyhcCNMr1PiudjZPi7mRCLaooCQL17xfb/uDsuAxvbvhhbZUzcHYiLRo2741QZpAmMAWw9jHxOKiitXAc6ipoA8Qm2sMhFYJNWmRLYaHTg4Z3OEWStB6cnPRjEPMiswvprCXTYbavMGxZqIqy1h/RvEUIIIYQQIhfKNUHL0GHD2bljJ1OnTGH9X39RMqgku3fuwmg08s3Mmfj5+dmPbdioEd179GD+3Lkc+OcfihUrxratWyldpgz/98YbLq/ft1dvl9vffX88gwYPdrnPz8+P+g0asHvXLoYMG5plgYiSSdORRB7h4Y2SGDAovqVBtaTYg0VVVRQSp6U8eExCLKrVbK90id8yEfO+/aixRrQ1XkbxKmILbOB+lc1DApu0ypbABpz72IDrXjbg1mobnQLtAzx4NsiDJREJXDBa+ez0PcZVLJDtYxFCCCGEEEJkTI4KWmrVrs2o0a9RLCDAaZ+XwYsly5byy7Jl7Nu7F2OskZ69e9GrTx/7KkTJfTr1Mxo8/TRbtmwm9m4sLw95hRcGDnQIZAAaN2mCr2/K/U9q1a5t/7hj505UruLYuPbVkSOoG1KXrt262bcVCwhg1OjXqFe/fpofuxDplkqjW1v4l8J+D28UEgMHawKez/WxL/NsPhyA1/BXbMepltTvZU1ATTA6T4u6d8t2uvFGjg9sknMIb+B+gAMuq24gc0IcswqTqnjx2+UE4qww5XQcz5XSp1gFI4QQQgghhMiZFFVVZRGYHOq5Pn35e98+tu7cQVBQkLuHI/I465Wr3H6qMQC6eiH4Ll+c9pNTqqpJvj2VyhvbADIW2ABY70bm6GbJaQlxhlrqMj+2AwAvPHaJ+cWP2vbnwEocIYQQQgghhLMcVdEihHAfTfFAdPVCMO/bj3nffqxXrqIpHpi2k1MKUJJvTy1kAdB4JE4BSmcfm6QgR7Wgxt91CGwAp9AGcAhubMckC2/AXnEDQCYsse5QgQMuq3C+1a/nD98QbnkW4393StL9v4m0ubfzodd2VyWOEEIIIYQQwpEELUIIwNbPxaN5M/v0oYQ9+/Ds1vHhAUlOkTRORZu+wOZhFTdg72uTpSFOfAxz735IV/13ALxU8EMuxLV7aKVOWkKc9JIQRwghhBBCiLSToEUIAdj6ueifaYpp8lQA4letxbN7l4eclYekJVBK7GuT1SFOp/gYnv3P1hj3lmcxhj75B/OLH83RlTjpJSGOEEIIIYTIayRoEULYaStVRPtEeSxnzpKwdTuq0YRi8HL3sHK/tIY4qsUWEqgWZvhqWHM1mmizyv/ulGRErScJKZzO6qLsqMRJJwlxhBBCCCFEXiNBixDCgUfTRljOnAWzmfg/1+evqhZ3Szb9yc9DZXp1LwYfNALQ8+9YTrT0waBNRweb5CFOJg4XkBBHQhwhhBBCCPEACVqEEA707dtyb+5CAMw7dknQ4iaKojCojJ4fL8az7YaZC0Yr447dY3r1dFYYZVWvnWyaTiUhjoQ4QgghhBC5hQQtQggHuro10RQtivXGDeLX/YX3ZxPBQ16cucu82gZqbIoh2qzy7bl7PF9Kn/4pRDlJDuqJIyHOYyhFq+JR7//AwzuT7iSEEEIIkX9J0CKEcKCiQd+1I/fmLkSNNRK/cw/6Z5q4e1j5VlmDxj6FyKwqvHjQyN5mBdM3hSi/eNSeOJl9/9wY4lzag/XcOjxafommRL0M30cIIYQQIj+ToEUI4UBRFHRNGkPi9KGEP1ZL0OJm/UvbphBtvm7mSLQlY1OIxH1ZOZ0qF4U4asI9FDUBNSaC+BW90NZ4WapbhBBCCCEyIFcFLaqqsn3bNv7etw+AOnVDaPZMMzQajcvj9+3dy/Zt2wCoXbsOzVu2QFEcn/auXrWKc2FhDB0+HL1en+r9f/rxR6Ju3MDH15dBgwe7PMZsNvPdN98A0Kp1aypVrvxIj1GInEDfpCGKtwE11kjC1h1gsYA2D0xXyaV0iuMUoq/C4mgdoKN9gEzpyrFyUU8cNfoCCZvfxHppDwCWQ3OkukUIIYQQIgNyTdBitVp5degwNqxfT2DxQPR6T2bN/J76DRowZ948vB5YgvbD8e/z46JFBBYPRKvRMmvm97Rt144Z337jEMys/mMVGzdsYODgwQ8NWn7+aTEnTpwAoEWLFpQuU8bpmF07dzJj+lcAlAwKkqBF5E5aLfp2bYhbvsLWq2X7LqlqcbPkU4gAhoWaOPCMjqJ6mUIk0iCV4EfxLY2+61IsJ5aSsPMjW9WLVLcIIYQQQqSb61KQHGjJ4sVsWL+eUaNfY8fu3WzetpWp06axd88e5sye5XDs5k2b+XHRIvr178+O3bvZtmsnb7z1Jn+uW8eSxYszNI6kMGbd2nUu969ZtTpD1xciJ1BVFY/OHe2fm7fvcONoRJJBZfQ8G2SrYrlgtDLqkNHNIxJ5ibZSHzz7rEPzeGv7NsuhOcQtaYX18j43jkwIIYQQInfJNUHLP3/vx8fHh+EjRtin/3Tr0Z1ChQqxd89eh2OX/fwzBQoUYOw779iPHTJsGOWCg/l58ZIMjcPf358nKlRg7Zo1Tvvi4+PZsH49NWrWzNA9hHA3RVHQN2qA4m0AIH7lalQ1s9Y9ERkxo4aBYp62v2tLIhJYEB7v5hGJvETxLY2+/Vw8mk+FxKWhk6pbEnZ+DAmxbh6hEEIIIUTOl2uCli9nfMX+fw+i092f7RQVFUXM3RiK+hd1OPbggQPUrFXLYTqRoijUqVOHE8ePYzKaMjSWjp06cuzoUS6Ehzts37Z1KzExMXTs3ClD1xciR/DwQN+uDQDWGzewnjwtYUsOUFSvsKCOwf756MMmzhutbhyRyIu0lfrg+cJu19UtN465cWRCCCGEEDlfrglaAHvIcv78eVavWsWA5/vhofNg6LBh9mNMRhM3b96kVKlSTueXKFkSgIsXL2RoHJ06dwacpw+t+uMPatSsSVBQUIauL0ROoKoqusYN7Z/Hb9nm1ExauEe7YjpeC/YEINqs8uJBI2bJwEQmU/QFXVa3xC3rjPnAt2BNcPMIhRBCCCFyplzTDDe5kcOG25vSdurcmaBkoYrRZOtZ4F3QuXFfQZ+CicdkrKKldJkyVKlalbVr1jBk2FDAFvBs3bKFN98a+8jXi4qKwuRiTPfumajVxp8DsTM5etb2JLeArmCq1/LUprzfM5VzU92XyjV1Gj1aTcpNhAukdzypnOeh9UKTVSt6CDtFUdA/05RYnQ7MZuKXr8Br2ItZt5qKSDNFUZhUpYB9uefN1818dvoe4yoWcPfQRF6S+LuurdQHTckG9pWJFDUB894pWM6uQt9uNopvaTcPVAghhBAiZ8mVQcv0b77Gy8uLv/78k08nTeLs2bOs+ON3h2lFqdFqMv5CsX2HDkydMoUL4eGULlOGTZs2cs90j/YdO3DwwIFHutbbb73FP3/vd9puNBlp3bIIYTd3ZXi8+YWnNvWVMTx1Pqnsy/iqGqkFRLmNVvFAp/WkVg0PCv6jYDlzlt1/v831QqmvzpVTeWpT/t7nNkmB6/DifoyMaYtZVXj3+D2KWFbwpCHKzaN7NHnpdya18Di3cflYGg7izrnS+P73l+1z9TKs7YiuxktYilbI3gE+goz+jCV9LQpoC9o/9tQWRKvRo0vljQYhhBBC5F+5MmgJDg4GYNDgwURevcrc2XPYt3cvDRs1wuBl610Qe9e5YV9MdDQABm+D075H1b5De6ZOmcK6tesYMmwoa1atpn6DBvj5+T3ytebMm+dy+3N9+gLnMjjS/CXOknqjxlT3x2XyYPKIuyVNtDukAzP897+VRPYr6e4hiWReMFj5IaYdFo2G8Ufq8E7pV9w9JJHXlSni+Pnt3+C2e4aSEyQF/ElBvqfO2x7u3A9mfOwBafJ9yYObpArRAsn2axQtHhovqeQUQgghcplcE7QcOXyEuLh71A0Jcdhes2YtAC5fugSAl8GLYgEBXEr8PLmIixFodVpKFC+R4fGUKl2aGjVrsnbNGp7r9zzbtm5lwscfZfi6D1r/1U1WbZxNYPFAl/vjzHdTPPeeJeV9Fms8ZmvKq5XEpXJuavdMbd/DrnsvtetaYlLcZ7bEYVFd9wpI7X4AceaUg5c4c8r3zEkeFi5lhKfWG2OrAPgjEjQaGl/yZHmW3U2kRxWfOVS2FOXIvXrc0Bdj4e13GFhosruHJUS+kfQ32P63OAtD++ShTlIVpqe2oL0CMalyL3moYw9zHhLqeGi90KDNU5VZQgghhLvkmqDltZEjuRsTw+6/9zlMETpy5DBwv9EtQN2QumzdsgWT0WRfechsNrNn926qVKnisBpRRrTv0J7JEyfxv4ULAWjTrl2mXDc5i9mCQVcUX0/XQQuemX7LrKNapL9HbpP4Pbszox2WM2cpeCiB12usQ8mk36EHJVhMWFVLllw7uyVYs+8goVvyAAAgAElEQVSxtL2n0GC7QrRZ5bgxhMKV19Mj8GamXf9hAWpukloAnds8LDDPDubIg5gPzXXYpqvxErqA2o98rYcF4+6Q9LMfZ75rH1/SmwJxlhh70J+0L84caw/psyIEdwh1srgK01Pr7VClY9vmOtRxquBxsS351CsPrRc6RY+HNmv+LRFCCCHcLdcELT169uDLaV8wZfKnjH3nbXQ6HZs3beaHBQt5okIF6tWvbz/2+X79WLt6De+9O47JU6ag0+n4cto0rly5wqjRr7m8/pbNmzEYnKcUVa9eg4DAAJfntOvQgckTJzHjq69o0rQpvr6+mfNg8yoJWXKfxO+ZR9NGWMLOgdlMwr796Jo2QqPJ/EXL8tKTbk+y/l3hpOW2K+gVplePZ/BBIxaNhrePmehUPAA/DzJnpajcFOiK7FWkEWrJrsSvewX1xnHbtp2z8Gj5JdpkS0M/VE4O4l2NLY3jtaoWEiwme/CaFNzcs9y1B2X3Q5q794OdZKFOUkVn8n1J1ZhZHepkd5WO7f+up16Bc6jj6WI6FkDhAiUpqPfPukELIYQQD5FrgpYhw4Zx6tQpFsybx9Kfl1DAswA3b97kiQoVmDVntkOVS7369Xl15Ai+/fobNqxfj95Dz+3bt+neowc9e/d2ef0xo193uX3m7Fm0CnT9ZLFEiRLUDanLP/v/oUvXrhl/kELkUPr2bbk311a5Zd6+A/0zTdw8IgH3QxQdMKiMng3XElgSkcC1OJU+f8eyqZFMARBZT/EpiWf3X4nf8BrW/9ZDfAwJa1+C5lPRVuqTxovk0JAFXI8tjePVKLapOPbgNQtDS7M1Hos13iHUuZcsxAFSDHWSV+k8eHxWhzpZMfXKU+vNgJoLJWwRQgjhNoqa9JZoLhEaGso/f+/HbE6gQsUnadK0SYqrDZ04cYLdO3diNluoU7eOU38XgNOnTnHr1q0U71f+iSfsDW6PHD6CxWqhZs2a9v0XwsO5cuUK1avXsE9JioqK4uyZMw7npsdzffry9759bN25g6CgoHRfR4gMS0jgVrW6qLFGtE+U57HN69w9IuHCjXiVOltiuGC0AjC/toFBZWRVFJFNVAsJuyZhOTTHvsmj/dxHq2wRWS+t1UOpVPIkWEyY1XgSLCaAFEOd5FOvkrY9bOqV7f8xGQ50yjxWl+6VpmZOVZ8QQgjxiHJd0JKfSNAicgpVVbk7eCgJGzcDUPjwfpTChdw8KuHK2sgEOuy2vUDx1SkcauFDWUPmT/MSIiUJOz+2hy2q4oFn7z/QFK3i5lGJLJPWqVXpDHjizHexYpuC9bCpVwAHrywnOu4qAM3KjqB28Z7pfGBCCJF9/ly7juo1a1CiRMYXbRE5Q7549j1i2PDEpZKd9e3ViyZPN0zTdTq2bUetatXp0rFTisecPnWKWtWqU6tadTZv2pyu8QqR0yiKgi6kjv3zhNDDtifDIsdpH+DBa8G2+QnRZpUXDxrdPCKR33g0Go+2xssAKGoCCWtfhoSsWx1NuFlap1aldXrYA8d56gripXsMX89A/L3L4+9dnlK+NSlb6CnKF2lEFf+2VPFvS+3iPakd2I0uFT+xn7v1/Ddcjz37KI9GCCHcYvOmTbRs9gxTp0whOjra3cMRmSBPBy2qqjJ1yhT+XJfyNIfYu7HExKRtGd+YmBhiYmI4dvQop0+dcnnM7ytX2o+zWMzpGndyXqoHMdHRWM+n/p96Oy5b/hP5l0eyoMW8fUfO7qmQz02qUoDSBg1aBbbdMLMg3L0r04j8x+Ppt9GUbACAGhNBwr4v3DwikS8oWvy9y9MgaKB90++n3nP76lxCCJEW8fHxzJr5Pc2bNOWHBQsxmzP+WlK4T65phvuoLl++zAfjx7Mlk6tKgkqVIuLiRdasXk2FihWd9q9ZvYZChQpx+/btDN9Lo9HQwFSGYlXWkXIXmTxKr0Xxyp4fT6VQ9i2posmme1m9NGg9PbLm4qoH8StXY95SHgClUIGsuY8L2fW9ys6fiay6159GK4su2l5cnFkKxooFsu3nT34mcs+9NFn4vdJW/Ajzge4AqMpCtMEvo3gVzrL7AaC3Ztny8yL3qB80gIvR/xIRfYjouKtsPPcFbcu/7e5hCSFEmty+fZuPJ0zgh4ULeWvsWNq0ayv9pnKhPBu0tGz2DBqNhg8mTGDu7NmZdt0SJUrg5+fHurXreH3MGId9oaGhRFy8SJ9n+7J0yc8ZvpfVas3wNXKteAtqfPZMTVHvZF+ljjU8225FVvz0KP6lwfMC1ut3sIRGZMEdRGYpBiT/C2Vy10BE/qZ/GRL/lhtf/cnNg8lcymN5L3xT9FoUQ954k6NVXAgX7yWtvBbD1RLz8PYomqX3zIuBbF58MwpPndvezFMKeeLRMBA8sujNMJGnXAgPZ8Tw4dSuU4e33h7rcmEXkXPl2aDluX7P8/IrQwgIDMjUoAWgfYf2TJ44idOnTjlUtaxdvYaSJUtSu06dTAlaklh6lsXg7Z1p10suO6cDqbfvZct9LHEJaEzZE1JZs/Xrlz33Uk1m+wujFCkJoL0LFlk+WAiRimwKzN0hO0P67LxXXlKSIrYP9FoIvU08Ga82FiKjNGV88VnZBV3NYu4eisglDh44QN9evWnbrh1vjH2LsmXLuntIIg3ybNDy3vvvZ9m1O3bqzOSJkxymD1mtVlavWkW37t0y7T6qqrLZcJb4L+tRTFYdEjmA6TsfTJOnAuCz4Rn0zzTJ0PWyN+jLnntZsylQhLQ9pjVXzXx63taH6pnHvPio0qNPFcmL3yfVZIa47Jn7nCcD2Ue4j+XsGvvH2tJNQO+TZffKCDXeAsaE7LlXdj0mi4oakz39SbL178SjBk95OPATuY81PBrTh3vwWdnF3UMRucyf69axYcN6nn32OUaOfg0/Pz93D0mkIs8GLVkpIDCAuiF1HaYPHTxwgGuRkXTs3Jnjx4490vUW/fA/wsPPO20PD8/GeSZCpIG20pO2DzQaLCdOQgaDluwoSU5awT67SpI1+GbLfdKqs9XK+1tiORJt4R8FutfwIaSwNDIW2cdy4g4Jm98EwKN5I7SV2rp5RCI/SbCY+OHQoPQt+ZyQgBqbPRWy2RlUZdcbAnkxpM/IvdTb9zBNP4g1PBpz6LVMHpXILyxmCz8uWsTvK1cyZNhQBgwchJf0JsuRJGhJpw4dOzHhgw/s04dW/7GKcsHBVKpU6ZGDFoO3AV9f5xdnHjr59oicRRsYYP9YvX7djSNJu/zePEyj0fB6eU8GHzRiUeGni/GEFJZ/kEX2SVp9CMB6eS/aSn3cOBqR33hovehS8RMWHX4JsC35XMq3Jv7e5dNwsgdKoSweYKJs7YWSw94QyE1UVc3Q84q4hcewhmdvMCTyppiYGD7/bCo/LlrEmDfepEu3rmg0eXpB4VxHXsmnU+s2bfh4wgTWrF5N+SeeYO2aNQwYNPDhJ7rQo6frd1b27tnLpUuXuHrlSkaGKkSmMWqgKIDViuX8BS5fvpy/mzbnEi0VK8U8H+NanMqC8HjGFLqOIv8Yi2yiWsFf7wPxMVgv7ePihQvy8yeyWQFqF+/JwSvLAduSz638J6JVsi/cEALA28v2t081mYmIkEUFxH1GozFd5129cpU3x4xh/ty5vP3uOBo2apTJIxPpJUFLOgUEBlC/QQPWrV3HU/XqcfPmTTp17pwl9+rbq3eWXFeIR6VVYK7OVg2xY/NG5j+93s0jEmll7DeJotXqcO/AARq/9yW6O7mjIknkDRM66GgQBHuOX+ejD5piUd09IpEftRvjz+N1DRzadY6pX7XBYpbeLSJ7/X5pAIH4QLyFZo0au3s4Ig85ceIEA/r1p2mzZnw27XPp35IDSNCSAW3ateWD98Yz89vvqFqtGqXLlMnU64c8FeJySpEQ7vSD2Ux0dDRFihShpbsHI9LMcmUjCeHrMJvNFHyqpruHI/IRRVHYY9Xy+eKdVHyyIs+0LOzuIYl8SFEUzm8+y9WjMRQyV+OZZ6RXlcheZrMZS2gChMJVXQwtW7Vy95BEDnLs6FGuZHAWwxMVKvDCwAESsuQQErQARpORoS+/4nLfex+8T1AKK/60bdeOCe9/wN49e3jn3XGZPq6kRrtC5BSqqnLp0iU6tWvPv0cOu3s44hFtWL+eBfPm8/2czF3yXohUqbaqgY7tOvL6mDHUq1/fzQMS+dWM6dOJibnLu+Pfc/dQRD5lPR+NafoBBmz9P/6Z86+7hyNykLfGvMFvv/6arnOLBQTw+v+9To9evaRPSw6SL4KW4iWKU9S/qMt9xQICiI6O5sTx4y73x8XF2RtfPXgdPz8/OnTsyMEDB+jY6f60IW+DNyVLlsRgMGTuAxHCzfJ7Y1khRDootsoB+fshcgJVlb5iwn00ZX2xflyX29Vug8UCWqmsEuln8DYwZOhQBr/4kqw8lAPli6Dl519+SXHfvIULMnSdL2d85bStbft2tG3fLs3XTUnk1UgM3gZ8fHwyfC0hhBDCneo//TSFC8u0IeE+Pr6+KIq82yvcr0SJEhKyiHTT6rQ8++xzjBz9mkwTysHyRdCS22zcsIGPPviQy5cvA1A3pC4TP/2U4OBgN49MCNtywRL+5U5arQ7vgt7uHobIp2S6hnC3QYMHu3sIQuDj48P23bvcPQyRSz3TojlvjxtHuXLlpFI0h1NUVZXe/znIkcNH6Nm9G7Vq1WLYq69yM+omn336KTqdjvWbNklZmBBCCCGEEELkIQ/r0VK1WjXee388dUNCsnFUIiOkoiWHmTVzJgYvA7PnzbOvOFSiZAme7/ssP/+8RN6NEUIIIYQQQoh8ICgoiDfGvkWHjh2lgiWXkYmqOYjVamX79m00btrEYVnnp+rVo1hAAJs2bHTj6IQQQgghhBBCZDUfHx/eeXccG7duoWOnThKy5EJS0ZKDRFy8iDHWSPny5R22K4pCuXLlOHfunJtGJoQQQgghhBAiK+n1evq98AIjRo10eONd5D4StOQgd+5EA7au+A8qWLAgt2/dyu4hCSGEEEIIIYTIQoqi0KlzZ8a89SZBQUHuHo7IBBK05CBGYyxgSzIf5O3tTXx8fHYPSQghhBBCCCFEFnr3/fFSwZLHSI+WHCTpl8tVoBIbGytL6gohhBBCCCFEHiMhS94jQUsOUiwgAIAb16877bt+/Tr+xYpl95CEEEIIIYQQQgjxCCRoyUH8/PwoFhDAkcNHHLbHx8dz6uRJqlWr5qaRCSGEEEIIIYQQIi0kaMlhOnbqxO5du/hn/377tvlz53Lv3j06d+3ixpEJIYQQQgghhBDiYRRVVVV3D0LcFx0dTddOnbkWGUmHjh25eesmWzZtplXr1nw363tZQ13kGlFRUcTFxVGiRAl3D0UIIUQe9+W0aTxVrx4NGzVy2hcdHc2vy5e7PK9FixaULlMGgNOnTrFs6VJ69+lDhYoVs3S8Iu8wm82sWb2afw8cJC4ujqBSQXTr0cPl8x+r1craNWvYs3s3HjoPatWpTafOndFonN/7jo+PZ+VvK/j34EE8PT1p0qwZzVs0dzruk48+olr16nTp2jVLHp8QIn0kaMmBoqKimDNrFkePHEWn09G4SWMGDBqETieLRInMZzabOXr0KFqNlkqVK6Xp58xkNJFgTnDabjAY7OcPffkV9u3dy79HDmf6mEXqLl++zOHQQ7Rt3+6Rzz1x4gRhZ89SuHBhateug5fBy+mYDevXU6JECapUrZoZwxV50IkTJ9i9cyexsbEUL16c5i1b4ufnl+bzjx09yuXLl522+/r6Uq9+ffvnv69cCSAvMPK5ubPn8OmkSbz7/ngGDR7stH/Xzp0M6Nff5bkzZ8+iVevWgO1v27BXhjhsEyI1JqOJ55/ty+FDh3miQgUMBgMnjh9Ho9Ewa+4ch+DParXy6tBhbFi/nieffBKAkydP0uyZZ5g9b65D2GIymuj33HMcCg2leo3q3L59hwvh4fTr358PP/7IYQzlyz5O9x49+Gza59nzoIUQaSKv3HMgPz8/3h43zt3DEPnAP/v3M2rESK5FRgIQFBTEzDmzqVSpUqrndenUiXNhYU7b5cmp+5mMJkYOf5Ub168/UtBiMpoYNXIEWzZttm/z8fFhyudTad2mjcOxw14ZIk/qhEuqqjLh/Q/4cdEiDN4GChb04VpkJAZvA19/+y1NmzVL03UmfvwJf+/b57S9UqVKrFq31v753FmzAQla8iuz2cznn33G3NlzUj3u6JGjAPz8yzICixd32OdXJO0BoBAP+ubrGRw+dJjJUz6lV58+AERERNC7R0/eeP3/2LFnt/0NqLVr1rBh/XreHDuWIcOGAvdDwiWLF/N8v3726/6wcAGHQkOZ/vUMOnbq5PC3tVWb1i4rt4QQOYsELULkU9HR0QwfMpQSJUuy8H8/YDabGT3qNYa9MoSNWzanWtly+9Ytnm7YkC7dHF/cSIWDe0VFRfH6qNc4FBpKyZIlH+ncTz7+iC2bNvPu++Pp2/dZIq9FMmb064weOYr1mzcRFBSURaMWecma1av5cdEievXuzfsffoiXwYuwsDAGvzCA0SNHsX33Lnx8fB56nRPHj/N0w4a8OnKEw3aDwTurhi5ymbCwMF4e/CIXwsNp1LgxO3fsSPHYkydO4OPjQ526ddM8BTs+Pp7jx49jTkigSpWqLqv7hNiwfgPlgoPtIQvY3rTq1r0bs2Z+z5nTp6lUuTIAPy9eQpEiRXjx5Zfsxw5+6UUW/fADvyxd5hC0LP7xJ6pUrUrHTp0AUBSFse+8w/JffmHpzz+nGLScPnWKW7duUbbs4wQEBmTFQxZCpJEELULkUyt+/Y2bN2+y4H8/2OeifzDhQwb068+f69bZ/3F35U70HWrVrkWPnj1TvYdWq7V/bDab0Wq10mcoi/y+ciVTJn/K7Vu3KFKkyCOdGx8fz4pff6N+gwb2svuyZcvyf2+MYUC//mxYv95lOb4QD1qzajV6vd4esgAEBwfz0iuvMOGDD9j/936XPQaSi4iIICYmhoaNGjlME3oYk9HE9evXKFykSJrCHJG7nQsLo3Dhwnw88ROKFCmSatBy7NgxqlStSkxMDEcOH8bT0zPV8GTXjp2889ZYbt++DUCBAgX4dOpnqf67KPKn2fPmEh8X57Q99m4sAHpPT8A2bSj0339p3KSJwxtZGo2Guk+FsHrVKsxmMzqdjsirkVy+fJk27RyrUr0MXlSuUoV/Dxx0ut+1a9fo3aMnBw8csG/r1bs3k6Z8Ks+7hHATWXVIiHxqz+7dBBYPdKhCafD00xi8DezasTPF80xGExazhaJF/R96D29vb8LCwhjY/wWqPPkkVSo+yYfj38dqtWbKYxD3fTH1c0qXLsWvK1dQ/oknHulcvV7Plu3b+XTqZy7367TOmbzFamHG9Ok8Xa8+FcoF07pFS1b8+lu6xi7yjiHDhzHj229SfAFrsZgfeo0Tx48DULVaVaKjowkLC8NkNKV4vNliYeqUKdSpWZPmTZtRt1Ytxrz+OvHx8el7ECJXaNqsGb+uXPHQKRQmo4nz//3HhfBw6tcNYUC//vTt1ZvGTz/Nn2vXuTxn8U8/8cLAAaz9609mz5uHj48Pb7/5Vqo/hyJ/Klu2rFPj5Mirkfz2268ElSpFuXLlALh16xb37t0jIMC5yiQwMBCL2cKVxL5UV65eSdzufGzJkiW5cuWK0/adO3bwWKHHWL5yBctXruDphg35ZdkyNm3cmOHHKIRIH6loESKfOnfuHOXLO74g12g0lCsXTJiL/itJbt2+BcDVq1f4cto0YmNjqVS5Mu3bd3B6cXXr9i369OhJm3ZtGffue/y5bh0/LlpEjZo16daje+Y/qHxs5uxZVK5SJd3nJy8xNpvNhP77LxM++JAiRYrQvmMHp+NXr1qFn19R+j7bF61Wy5LFi3lzzBgeDy5HzZo10z0Okbu5+t5brVYW//QTer2e2nXqPPQaSUHLrJnfs3vXLsAWBvbu04dx499Dr9c7HH/m9GnuxsTw/ocfUiwggCWLf+L3FSupXLkyL778ciY8KpETPfhzkJJTp09htVoxWyxMnDyZJytX4vSpU0yZ/CmjRoxg8dKfqRsS4nBOrz69GTV6NAAVKlbk2eefY8b0rzh3LkymyIpUxcTE8PKLL2KMNfL1t9/aq0lMJltI91ihx5zO8Uyserl79y4AsYn/L1S4sNOxHh4e9vskr9wLLB7ItzNn2n8v3nnvXTq1a8+Rw4dp2apVZj08IcQjkKBFiHzqZlQU1apVc9ru6+vL1atXUzwv6cnCb8t/pU7duly7do2F8xcwd/Ycli7/BV9fX/uxcXFxzJw1y/6OY8fOnWgQ8hQ7d+yQoCWTZSRkSS4qKop6deoCoNVp+WrG1y5Xi/HQebB8xW/25Svr1a9P31692bFtuwQtwk5VVd59+x3OnD7Na6+/nqaVh44fswUtVquV6V/PAGD5sl/4cdEijEajyybMC39cRHBwMAANGjSgZvVq/LP/HwlaBOXKlWP2vHmULx9sX8a5UqVKlCsXTLfOnZk3Z65T0PJUvXoOn5dM7FGV9EJYCFcir0by8osvcvzYMSZ88rHL5t9mc8pVfUnTrZOmFlktlhSPfbDStFq16g7hY1KfttjY2LQ/ACFEppKgRYh8ymKxOPRQSeLh4ZFqyX1wcDDLV66gYoWK9gqWX5Yu5Z2xb/PdN984rJhl8DI4lHX7+fnh5+fH9evXM/GRiMw2bfqXWC1WFi5YwKgRI5j82RSnfjx1Q0LsIQvA44nl0Xfu3M7WsYqcy2w2M37cu/yybBldunZ1amybkt59+9KwUSOe79/Pvtxp+w4deK5PH3779VdGjBppf8EMULx4cXvIArY+Bv7+/ty5cydzH5DIlXx9fV32BapWvRrFAgI4deqU0z6DwZAdQxN5SFhYGIP6v0DktUimTf/SaSU0Ly/b86Wk3i3JxSX2eCmYWKHiWaAAAHfuRDsdazQa0eq0ThXE0pdKiJxHerQIkU/5+PgQHe38j3hs7F2HqhRXatas6fCPfK8+fShdpgw7t6fcjDCJXq9P9R0d4V5+fn506dqVbj268/OyZRT192fyJxNdHpdcUjmzEGDri/HSoMH8smwZ/fr3Z+oX0+yhycM0b9Gc/gNecDheo9HQqUsXAA4fPuxwfKFChZyuodU4h8gif4qIiGDb1q0u+6toNIp92oYQ6RUaGkrPrt2IiYlh/sKFLpeb9/Pzo1ChQly8eNFpX/j5cAoUKEBgYCCAva9LhKtjw8MpU6ZsJj8CIURWkKBFiHyqZFAQlxMbryV3KeLSIy8NDLZmbjExMZkxNOEGJqPJ6YWIl8GLBk834Pbt20RFRTnsc1UNJQTYpp/17tmTnTt28MZbb/Lhxx+lOWSxWq32FTceVCDxXV4hHsXvK1bw4sBBbNrk2BT09KlTXL1yVaY6igxJqmTxLujN4mVLU23OXL9BA/bv/9vh31qT0cTePXuoXaeO/e+kr68vT1SowPbt2x0WD4i8GsmpkycJeSrE6dpCiJxHghYh8qkaNWtw6tRJh6qWy5cvc+XKFWrWqvVI17JarZw/f57iJYpn9jBFNjhx4gTVKlfmi2nTnPZdv3YdrU6LwUtK6cXDmYwmBjzfj9OnTzF12jSGDh/+SOebzWaaNGrI8CFDnfb98/d+ACpVrpwpYxX5Q5du3dDr9Xz+2VROnDgB2F4cvzZyFHq9npeGvOLmEYrc7N233yYmJoaWLVtx/Ngxfl2+3OG/5G9SPPv8cxhjjYx96037mxvvvTuO27dv88LAAQ7XHTR4MBfCw5k8cRLx8fFERUUx9s03AejXv3+2PkYhRPpIjxYh8qkuXbsyd/Yc5s2Zw+tjxgAwe+b3aHVaOnTqaD9u6pQpxMXF8e748VgsFgYPGMhzzz9P2/bt7MfM/PZbrkVGMuwRX1SJ7Hf58mX27N5N5cqV7S9YK1asSFBQEMuXLeP5/v0oW9ZWlvzn2nXs3rWLtu3apbhcrxDJfTFtGidPnqRX796UKFmCfXv3Ouwv/8QT9mln0dHRLJw/n3LBwXTs1AmwTS1s07Yta1ev4efFS+j73LOAbZWr3377lWdaNHfoxyLEwwQFBfHNzJmMGT2aTu3aY/A2YIw1UqhQIb6ZOVN+nkS6XQgP55/9/wDw46JFsMj5mJ9+XmL/m9ewUSNGjX6Nb2Z8zV9//gmAxWzh1ZEjnFYG6tm7F/8ePMiCefP4adEiLFZbY9yPPvnErWGzyWgi6maU03YvLy8MXga3PleIiIjAy8srTU3Xs1J0dDTR0dEEBgbaGxuL/Em++0LkU5UqV2bQiy/y7dffcOzoMcxmMzt37OD1Mf9HUOIKC1FRUcya+T0AAwcPJjAwkMDAQEYMH0654GCCg4O5eOECJ0+epFXr1jzfv587H5JIg2NHjzL2jTcZNfo1+5M1jUbD519+weCBA+ncoQNPPVWPu3dj+Gf/PzxRoQITPvnYzaMWuYHZbGbJTz8B8MuyZfyybJnTMVM+n2pvrBwdHc2M6V/RslUre9AC8MGECYSfD+e9ceP45usZaDVaLl26RPUa1fn0s8+y58GIXKVs2cdZtXYNxQICXO5v3qI523fvYs/u3URejSSweCCNGjV2elFYv0EDVq1dQ1CpUg7bW7VuTeW1lSlb9vEsewwi9/H3L8aqtWtSPebBn5lRo0fTuWtX9u/bh6pCnZC6LsM+jUbD5M+m8MLAARwKPYSH3oMGTz/t0IQ+yaq1a3jsgV5VBQsWZNXaNRQpkrmhw86dOxj2ypAU95csWZLeffswfMQI+9LWWSEiIoI1q1YzZNj96sdmjRrTvUcPlyvTZaeF8+czY/pXbN25w/58WuRPiqqqqrsHIYRwn99XrmTr5i1oNBratGtL6zZt7PtUVeXzzz7DYrEw9p137P9ohoaG8ufatURcjMCzgCetWrWmdds2Dn0YVq9axQOqu+kAAAm6SURBVKWISw7/CAIsmD8fX19fp1VsROb5dflyoqOjGTR4sNO+sLAw1qxaRb369alXv77DvsuXL/PTokWEnQ3Dy8uLuk+F0L17D6cXIzOmT6dS5cq0at3avi0+Pp7vv/uOGjVrulzSUuR9ZrOZLZs3p3pMlapV7S8UTEYTO3fuwL9YMac+GWazmc2bNnHs6FEAatSsRbNnmjn1ekmqmHnwZ3nXzp14eno6LdsrhBAi/TasX8+wV4bQqXNnGjVpbN+eEJ/AxYsXWPHbCq5FRvLu++NdPgfJLM2bNiMwMJDFS3+2b3uuT1+aNmvm9Lwzu82YPl2CFgFI0CKEEEIIIYQQ4iGSgpaUgpSIiAhaNGtGmTJlWf9AA+rM1LRhI0oGBTkELTmFBC0iiUwdEkIIIYQQQgiRIUFBQQQGBDosTb1t61Z2bN/OqNGj8fX1TXH76VOnWLZ0KYNfeoktmzezdcsWEuITqF2nNgMHD8bX1xeT0cS0z6dy6/YtLFYLn3z0Eb379KFCxYp88tFHVKte3b689tdfzaB0mdKUKxfMwgXzuX7tOuXKlWPYq6/iV9SPHxYsYMf2HWi1Wtp37OBUaR0dHc2iH35gf2Ij9ipVq/DCgIEEBN6fohh5NZI5s2dRsWJFevXp43C+MTaW77/7jr179qLT6WjYuBH9X3jBoW+LqqqsWb2a9X/9xY3rNyhevDjtOrR36NlzITyc//3wAx07d3ao/nxwe9LXpmPnzuzasYN9e/dRN6Quo0aPzsi3VGSArDokhBBCCCGEECJDjh09yqVLlyhXrpx926HQUBbOX+CwyqWr7eHh4Sycv4AhL73M51M+IyE+gcjISGZM/4oXnu9nX+r6+LHjmBPMxN6N5fix4/bzF85fwK4dO+3XX75sGd9+/Q09u3fj4oWLxMfH8eOiRbw4cCDDhgxh7uw56HQ6jhw+zNg33mTFr7/Zz42IiKBDm7bM+OorChQogO9jviz63//o0LYtp0+dsh9382YUC+cvYNPGTU5fixcHDmL+3Hl46D04e/YsEz/6mHFj37bvt1qtjBz+KqNHjuLc2TCCgoI4cuQIQ19+hQ/Hv28/7sqVKyycv4Cws2cdrv/g9gRzAgvnL+CD98bz5bQv+Gf/fnYm+3qI7CcVLUIIIYQQQggh0uTvvfscPrdaLJw7d45Vf/yBRqOxr2aZHrGxsWzcugU/Pz9UVWX4kKFsWL+eY0ePUa16NRYv/TnNU4fOhYUxecqn9mqTd94ayy/LlqHz8GDztm14GbyIvBpJk0YNWbt2Dd16dAfgvXfGERUVxdLly+1VJJcvX6Zz+w689cabrFz1BwBBpUoxc/Ys/IsVc7p3UKlSzF+4EC+DF2azmW6du/D77yv5ZPIk9Ho9y5f9wp/r1jFw8CDeHT8eRVEwm828+X9j+HHRIho3aUKLVi0f+et38uQJfv5lGbXr1OH6teuPfL7IPBK0CCGEEEIIIYRIkw3r17Nh/XqHbQZvA/Xq12fI0KEZakTep29f+xLNiqLQvEVzNqxfT3T0nUe+VpEiRRym9NSuU5tfli3j+X7P2xv9BwQGEBgQaA8loqKi2LljB126dXWYqlOiRAm69+zJ/LlzCQsLIzg4GB8fH4eFAZIbOnyY/R46nY6GjRpy4vhxrl27RlBQEKtXraJAgQKMeeNN+2ITOp2O9z54n1V//MGK335LV9BSr159+9c/+TQnkf0kaBFCCCGEEEIIkSavjhxhDzDCzp5l4sefcP3aNbp07Zrh1d5KBpV0+LxQ4cIAGP+/vbuLbaqM4zj+W9cXs9mytTS2W7vR0CYcXu4kgmEGxmYCSoR5g1ETBRqJF8JCFERYwIs54o16o4KElwCTEWCDK8K8mIK3jJuB4SVOkuGWbGnWZFuha71wdDtQXrYdgZjv5+48Pef5P1uv+stz/s/Q0KTnCt53HLatsNA050Sj6bQk6fq1a5Kk3y9c1KoVK0339A8MSJK6/+zOeyy3qXYwaLouKioyXd+8eUPRWOyBkx29Xq8CwYC6u7sfOf/DTHxtC88WQQsAAAAA4ImUlJbmTtQJhUKav2CBVtS+ri319fL7/Xpl0aIHnkmPBRn3pFKpvHO7XC7L1llcXDzpZ+6tc1Ykonnz5+W9J3RfGJRP0WNq30ndkdPpfGC8oKBAdrtDNpu5lepoetR0PTIykndeu4Of988LvgkAAAAAwJT4fD59tWePPorHVb9ps861n5fb7ZYkuVwvSJKSg0nTMwP9A099nU/C7/dL+veUoR0NDabPev/uVSo1orLyxwctjxMsK9PNGzeUyWRMocrw0LBu3+7J7ZgpHNuFk0yamwknEolprwH/LU4dAgAAAABM2fLaGr21ZrX6envV1NiYGy8de03n3is5kpRMJtXR0TGteg/bETNd0VhMoVBIradOq7+/PzeeyWT08caNqllWrb6+vtzY4OCghoeGJ11n6bKlSiQSajvdaho/euSIRtOjWvJalSSp1OuVJF2/Nn7qUDab1ZnWtknXxNPFjhYAAAAAwLRs37FDv3X8quPNP2tNXZ1eXrhQi19drEJ7ob7ctUu3bv0lp9OpluMtSt+9O+U6LwUC6rx0SfWfbNK777837b4wE9lsNjXs3q2N8bhWv7lK6+Ib9GJxsdpa23S5s1MfrPtQZWO9X/64elWrVr6hmtpa/bBv76TqrI/HdfbMWW3b+pm6uro0d+5cXe7s1LGjRzVnzhytXfuOJCkSiSgUDutES4tcLpcqI7P0y/l20zHTeD6xowUAAAAA8Egej0eGYcg7tsvifj6fTw27d8kwDB0+dEjZbFbhigp9/+NelZeX67tvvtVPe/dpeU1N7j6H3WGa2+Px5K05cXxT/WbNjkZ18cIFXem6IkkyDEPBsvEGtNFYTJWVlaa5SmaU5K0RjcUUmT3eRLZ6ebUOHD6kUDispsZGfb51m3p6erRt+3Z9sXNn7j6nyyXDMBSuqBj/H8ycafq7Hjbu8Xh04tRJ1dW9rdMnT+rTLVvU3n5e6zasV/OJllyTXJvNpv0HD2hJVZWam4/p66Y9crvd2n/woAzDUMmMEkmSw+6QYRgKBMxNePHsFGSz2eyzXgQAAAAAAMD/ATtaAAAAAAAALELQAgAAAAAAYBGCFgAAAAAAAIsQtAAAAAAAAFiEoAUAAAAAAMAiBC0AAAAAAAAWIWgBAAAAAACwCEELAAAAAACARQhaAAAAAAAALELQAgAAAAAAYBGCFgAAAAAAAIsQtAAAAAAAAFiEoAUAAAAAAMAiBC0AAAAAAAAWIWgBAAAAAACwCEELAAAAAACARQhaAAAAAAAALPIPpMfamuafTbsAAAAASUVORK5CYII=" style="height: 234px; width: 800px;" /></p> <p>&nbsp;</p> <p><strong style="font-family: arial, helvetica, sans-serif; font-size: 16px;">Sobre a Fenix</strong></p> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">A Fenix &eacute; conhecida como uma das principais marcas de lanternas e equipamentos de ilumina&ccedil;&atilde;o de todo o mundo. Campe&atilde; dos principais pr&ecirc;mios mundiais por suas lanternas t&aacute;ticas de LED, ter um equipamento Fenix &eacute; sin&ocirc;nimo de seguran&ccedil;a, resist&ecirc;ncia e qualidade.</span></span></p> <p><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;">Vendida em mais de 100 pa&iacute;ses ao redor do globo, a Fenix &eacute; uma marca inovadora, andando sempre na vanguarda da tecnologia de ilumina&ccedil;&atilde;o.<br /> As lanternas, bem como os outros produtos Fenix s&atilde;o as melhores op&ccedil;&otilde;es para ilumina&ccedil;&atilde;o de esportes de aventura, ca&ccedil;a, uso t&aacute;tico e pessoal.</span></span></p> <p>&nbsp;</p> <p><em><u><span style="font-size:16px;"><span style="font-family:arial,helvetica,sans-serif;"><strong>Observa&ccedil;&otilde;es</strong>: Imagens meramente ilustrativas.</span></span></u></em></p>