tag:blogger.com,1999:blog-51828629423942103722024-02-08T00:05:50.134-05:00Blog de TecnologiaDayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.comBlogger89125tag:blogger.com,1999:blog-5182862942394210372.post-90256091099938121702013-12-04T12:42:00.001-05:002013-12-04T12:42:44.046-05:00Guia de Producto de Office 2010<div class="separator" style="clear: both; text-align: center;">
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Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-85810197848551078952013-12-04T12:28:00.000-05:002013-12-04T12:28:48.203-05:00System Center 2012: Licenciamiento <iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/p17Pc3wFNhY" width="459"></iframe>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-59005891598904301602013-12-04T12:25:00.004-05:002013-12-04T12:25:52.876-05:00Windows Server 2012: Licenciamiento de la Nube Privada <span style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; color: #333333; display: inline !important; float: none; font-family: arial, sans-serif; font-size: 13.333333015441895px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">Aprende cómo licenciar tu nube privada; incluyendo administración y virtualización del servidores, así como migrar a los servidores a compañías de hosting de terceros. Los productos cubiertos incluyen Windows Server 2012 y System Center 2012.</span><br style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; color: #333333; font-family: arial, sans-serif; font-size: 13.333333015441895px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;" /><br style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; color: #333333; font-family: arial, sans-serif; font-size: 13.333333015441895px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;" /><span style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; color: #333333; display: inline !important; float: none; font-family: arial, sans-serif; font-size: 13.333333015441895px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17px; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">Link de Presentación :</span><a class="yt-uix-redirect-link" dir="ltr" href="https://docs.google.com/file/d/0B6L_5Zhc2I7AVTk4ZTkxekxMaWs/edit?usp=sharing" rel="nofollow" style="-webkit-text-stroke-width: 0px; background-color: #f6f6f6; background-position: initial initial; background-repeat: initial initial; border: 0px; color: #2793e6; cursor: pointer; font-family: arial, sans-serif; font-size: 13.333333015441895px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 17px; margin: 0px; orphans: auto; padding: 0px; text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;" target="_blank" title="https://docs.google.com/file/d/0B6L_5Zhc2I7AVTk4ZTkxekxMaWs/edit?usp=sharing">https://docs.google.com/file/d/0B6L_5...</a>
<iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/f-z-F8bPVTg" width="459"></iframe>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-71750791703907868942013-08-08T14:01:00.004-05:002013-08-08T14:02:14.520-05:00Microsoft Office y Microsoft Office 2013 suites <div style="text-align: center;">
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En este Webcast hablaremos sobre qué es Office 2013, qué versiones existen y cuál es la oferta de valor para el cliente final. Durante esta sesión aprenderás a hacer demos de las nuevas características de Word, Excel y Power Point.</div>
Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-80808741977792478412013-08-08T13:57:00.001-05:002013-08-08T13:57:33.768-05:00Que es Software Assurance ? - Explicación de Software Assurance<div style="text-align: center;">
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Software Assurance es:<br />
<br />Una oferta de licencias por volumen de Microsoft, con un contenido mucho más completo que el de los contratos de actualización y soporte tradicionales que se ofrecen actualmente en el sector.<br />Un modo de gestión sencillo y rentable que le permitirá beneficiarse de las actualizaciones de los productos Microsoft durante la vigencia del contrato.<br />Un conjunto de servicios de soporte, herramientas de implementación y recursos de formación que aportan valor de negocio y reducen los costes.<br />La mayor parte de los programas de mantenimiento del sector se centran en ofrecer a los clientes actualizaciones, nuevas versiones de software y soporte técnico. Software Assurance de Microsoft aporta a los clientes todas estas ventajas y muchas más, al ayudarles a elegir y maximizar los beneficios que pueden obtener en todo momento a través de su relación con Microsoft. El programa Software Assurance proporciona un conjunto único de soluciones de software integrales y marca la pauta del sector en materia de mantenimiento de software.<br />Los beneficios de Software Assurance no son uniformes, sino que varían con cada uno de los programas de Licencias por Volumen. Además, las licencias de servidor ofrecen ventajas distintas a las de las licencias de PCs.<br />
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Mas Información Aquí :<br />
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<a href="http://www.microsoft.com/es-xl/licenciamiento/software-assurance/default.aspx">http://www.microsoft.com/es-xl/licenciamiento/software-assurance/default.aspx</a>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-51397128251470714752013-08-08T13:43:00.000-05:002013-08-08T13:43:43.242-05:00Understanding Microsoft Virtualization Solutions<div class="separator" style="clear: both; text-align: center;">
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<br />Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-20352154881333385082013-08-08T12:26:00.002-05:002013-08-08T12:26:53.271-05:00Introducing Microsoft SQL Server 2008 R2<br />
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<strong><a href="http://sdrv.ms/15REEKq" target="_blank">DESCARGAR</a></strong><br />
<span></span>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-75782841251483500902013-08-08T12:10:00.003-05:002013-08-08T12:11:41.561-05:00Desarrollo de Office 2013 Apps <a href="http://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/zz9oWv_JluI" width="560"></iframe>
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<span style="font-family: Arial, Helvetica, sans-serif;">Office 2013 Preview ha dado un giro completo en cuanto a cómo se desarrollan sus add-ins o extensiones. Este WebCast pretende mostrar una introducción al nuevo modelo de desarrollo de Office 2013 Preview, que para la suerte para los desarrolladores web se pontencia el uso de HTML , CSS y JavaScript. Además veremos que pasa en cuanto a compatilibidad con antiguos add-in de Office. Todo esto seguido de la creación de una Office App en vivo.</span><br />
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<span style="font-family: Arial;">Espero les sea de Utilidad.</span><br />
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<span style="font-family: Arial;">Saludos,</span><br />
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<span style="font-family: Arial;">Síganme en mis redes sociales.</span><br />
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<span style="font-family: Arial;">Twitter: <a href="https://twitter.com/dayanx23" target="_blank">@Dayanx23</a></span><br />
<span style="font-family: Arial;">Canal YouTube : <a href="http://www.youtube.com/user/dayanxD02/">http://www.youtube.com/user/dayanxD02/</a></span>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-89198138360516509992013-08-08T11:43:00.004-05:002013-08-08T11:45:57.501-05:00Serie WebCast Novedades en Project 2013<iframe allowfullscreen="" frameborder="0" height="360" src="//www.youtube.com/embed/IXoHZmE4NO0" width="640"></iframe>
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Webcast a cargo de Vicente Rubio Peinado (Microsoft Project MVP) está especializado en Soluciones Project y Visio. Lleva 24 años dedicados a consultoría y formación, 18 de ellos con Microsoft Project y 11 con Microsoft Visio. Fundador y administrador de las Comunidades "Todo sobre Microsoft Project" y "Todo sobre Microsoft Visio".<br />
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Espero les sea de Utilidad.<br />
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Saludos, <br />
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Síganme en mis Redes Sociales<br />
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Twitter : @dayanx23<br />
YouTube: <a href="https://www.youtube.com/user/dayanxD02">https://www.youtube.com/user/dayanxD02</a><br />
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<br />Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-22563229435565730612013-07-16T12:37:00.001-05:002013-08-08T11:51:48.788-05:00Escritorio de Windows 8En el presente video le echamos vista al escritorio de Windows 8:<br />
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Mil gracias y espero empezar nuevamente con los posteos.<br />
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Saludos, Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-29280171333158999542011-07-06T14:02:00.001-05:002011-07-06T14:04:37.595-05:00Windows Small Business Server (SBS)<img alt="" height="156" 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" width="640" /><br />
<div style="font-family: Georgia,"Times New Roman",serif;"><br />
</div><div style="font-family: Georgia,"Times New Roman",serif;">Creado para empresas de hasta 75 usuarios o dispositivos de red, Windows Small Business Server (SBS) le ayuda a satisfacer las necesidades de un creciente segmento de mercado. Aproveche esta plataforma robusta para el correo electrónico. Acceso a Internet. Intranets. Acceso remoto. Dispositivos inalámbricos. Redes de archivos e impresoras. Y copias de seguridad y restauración de sistemas. Todo esto en una solución integrada y rentable.</div><div style="font-family: Georgia,"Times New Roman",serif;"><br />
</div><ul><li>Windows Server 2008 Standard Edition</li>
<li>Exchange 2007 Standard Edition SP1</li>
<li>Windows SharePoint Services 3.0 SP1</li>
<li>Windows Server Update Services 3.0 SP1</li>
<li>ForeFront Security para Exchange 2007</li>
<li>Windows Live OneCare</li>
<li>SQL Server 2008 Standard Edition </li>
</ul><img alt="" height="292" 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ovCYCTR6aSU1EQajUihxCcnE5KS8GQSLpGETUzEEmf1TRQBlU4c8sHiSYn7Dh566qmnVqA6AOBhY/369Zk52YU3a0+Q6Xi+IIJEORsWFh4TGxoZFRYdHRmLjcRiI2OxLC4vJy+/ur6xW6bskg0KLl3hpGfQuVwKk5nMYJBTU0kpKQlUKuK9cUnkL7w3ISGWmBCbkIBNIMYmJGATErGJiXgSKY5MTkpNPR8W/pWvfGW1ywAAHhK+9KUvZWRn33W5Bo1DWRXXCfyc+LS8RH52Ei+Txsvk5xSUVF6709ohVKrkhuF+paZNoqzu7KfyMrnpGTQ2G3HnJHpqIo1GpFKJFEoc0hOTEEeeDTPc64Zx4ThcOA4fjsPFxMdfiIj8yleenjOF+w8etI2Pjs1MN/cLucWXSVmF5KxCSmZ+SmYOIysvs7Ck5FpVXUt7r1Qh1w2J1bou+WCzWFF+pymJyeVlZlJZrHuJpJNSUhJmFUNSHJmMJ5Fwsw0OMeaeXIjAIx98BH42qfhE0t79+0ExAMBCWL9+fXZuTptYuuV01MenIneFxn64bce7Gze+/uZf//jaa39+/fW/vPHXv7711ukzZzIFOZ0DIrFa1y1XZZVdZqel03k8xIGT6HRyakoijUakUuIplFm9jzgwcbahiZptZeLCkecSHA6bQDx6/PiGDRAeBDAYeHflUvDUhg1pmRlO14zz7pTz7pTWYu6RK5sHxK1CaZdM0T+oluqMMv3QgFrXKVM2iWQNQll1Z18yJ52TnkFjIYqBTk5NTaTREqjUeLdimO2J46Pj46MIs0/tEThcOBYbjsWFY3Ex8fFnL1wIJl4Ysn+/ecQ+fndq0nV3ZGpSbTL1q1SdUnmXTNkjVwlVGqnOINMPCTX6bqWqVaJoFMoaRbJLdU1kOpubkUljsajupxQaDRk9ISQlxZHJOBIJmzDb4KAUAz4chwvD48JwuPBYbDgWh09M3L1nz5NPPLEC1QEADxvrn3giOy9n2uVqGbxkNMAAACAASURBVBDhudlnk9kRKfwIckpYXOIFbFxsfEIyg5VTVFzX3CpWa6VaQ49S3SiSpZdUMLh8BkoxuPU+ITk5LikJTybjSInYxFnvjY4nRBIIEXh8BB4fgcOH43DhOBw2IeHzo0dB7AMIsB/D4nnqqae46WlO14xjYtwx6RydnhydmbROjA2P2LVmk8JgEGl0PUp1m1TZLJY1imQNQtnNrr4kTho7LZ3GYlGYjCQ6nZQ6G2OIT6bEkZNwJDI2MTGWSIyNJ36hGHD4cBwuDIsNi8VeiI2NIcSfOXduw4YNc6Zw9969phH76PSkY3JiZHpi7O7kyIzT6hwdcti0ZpPSYBBrdb2DmnbZYItE0SSWNQilDSL5pbom0j3FMCtrUr6QNWjFEOtTMWBxSDrDYmPxiYn//GzX+vXrV6A6AOBhY/369ZmCLKdrxumaNo042sXSa01tFXearza23+7oae4X9SlUUp1Rqjf2q7TtUmWjSHZHKE0rvkTn8hg8HpXJTGYykugeoxJJSIQwlpgQE48aUMTjw3G4cCwuHIsNw2KxxISDn38Okx8BBFAMi+epJ59k8blO14x9Ytw2MW6dGDONOYwOq9ZsGjQaJVpdn0rdKR9slcibRLIGobR+QHqzq4/CzWCnZ9DYrCR6KpFCiadQEmg0IoU6O/NxVjHcCxYS4iLj8BE4fPisXMCGxsbGEOJPnD4TjC/v3LVr2G4bnZ60TzptE+PWiVHTuMNoR1JokGh1/SpNt3zQrWnqhZJ6oaz8TjOZweFmZNxTDAx3IIRIoRCSkuPIZByZjEx+RBQDMnQSjseF43HhWFwYFhsaGxsWG4tLTNz2yQ7YxQEAFsL69evTs7KcrhnH5Pjo9MT43anRmUnL+KjBZlUPDyuNRqnOMKDWdspVLRJFo0jeIJTeGZCkXSxLYXPpXN7smGJqaqJbMSQlxyW59T4xxj3wicff0/vYsFnFQNy3f//69RAeBDAYUAxLwZNPPJnKZDpd07P9sXNseNSht1nUw0NyvV6k0fYMqttlymaxvFEorR+Q3hmQVnf1U7gZ7LR0CpOVW1hYcfVqWnY2MTmZkJREREYYSbMTkmLi4yPxeGTa432+HIuNiSceP3UqmAf3Tz791Gg1j81M2Sedtslxi3N0aNShs1lVw0NynV6k1vYNqjtlgy0SeaNI1iCU3umX3BHKyu80J7G4vMys++Yx3FMM8UkoZYMoBqJ7GBRpdvBhWFwYFheGxeISSX/ftu3xx1dofyoAeKhYv349Lz3d6Zp2TI7bJ8ZtE2OW8dHhEbvealYND8n1eqFa261QtUuVLWJ5g1BWPyC9MyBJK76UwubRuTwKg0FKSSGlpJBTUhIRvX9vcjUSIYz5YsYyPhyPQyKEF7DYC1gslkjcExKy7vG5d30BHgVAMSye9evWJ1Mp43enHZPj1okxi3N0aMSus5pVQ0aZTj+g1nQpVK3SL6T/nQFpdWd/Ejedn5mVzGAUFJfYbTaTyXSzujqZTseTSGjFEEciJ9KoMURiZFxcxBcLEHBhOGwsMeHo8ePBKIYtW7fqTUNjM1P2yXHbxJh5fHRoxKazmgeHjFKdbkCt6VaqkABDg1DWIJTW9UvuCKUV9c1JTC4/M4vKYt8385H6xcxHHImETbz3oEIkRhEIkXH4CPfcKdxspCGORPp4698xGFAMADB/1q1bx+Zxx+9O2yfHbc5xq3PMNDYbJFQaDVKtrl+l6ZKrWiUKJIx5Z0ByZ0CSVlKeyuXRudxULoeVlkZhMpFgJvHeGm48iYRDFAMxHlkPHRE3O30hDIu9gMVeiMViicTPdu9esc1ogTUOKIbF89hjj8UnEMdnpuwT41bnmHncMeSw6SwmpcEg0Wr7VeoOVIChrl9yZ0Ba1d5zvaaup7eXweMnpdIbmpvv3r07PjbW29vL5HJjExKQB4BYYgKbz7967SqWSIzA4yMJcZH4e0/weDwuMeHwkSPB7Pm4ceNG7ZBhbGbKNjlumUC1NrMp1HTKB1sk8kbk4aRfUtcvqRdKKxqayUwOPzOLxmJTmCy3Ykik0RKolPjkJGTu1L1dGYgxRGJ0PCEa2TcCPxvgjMDjIvC4ODJ50+bNK1AXAPAQ8thjj9MYqeN3EcmPhDHtBptFYxpW6PVijbZ3UN0hU7aI5Y0iWT0SJByQpJVU0FicFA6Hk5HePzAglckuX71KTkmJI5NnxxQR17038IkoBiSSGY7DheFwYVgsLiHh0507MaAYAAwGA4phiYiKjh6/O22fdFqco8OjDoPdqjENy/UGkVrbq1S3y5RNIlm9UFrXL63rl9T0ipr7hCMjIzabveLK1UQajcnnazTaiYmJsdFRqVTK5vNjExLwJFIskZgpEFyvun4hMioSj49CtnLCz3bJuMTEQ4cPrwticsCbb76pMRrGXXftUxPWybHhUYe7tRGptb2D6nbZYLNI3jAgrR+Q1PWL6/rFdwakFQ2ts4qBzaayWBQGM5lOR01lSCYk3VvUjUy4TiDGxBOjZ3dwiou6t+VUZFwcgZz04aZNK1ARAPBwQqYku4OElvGRoRGb3mpWDQ3JdHqhWtutVLVK7wUY+iV1/ZK6fklmWeWly5Vp2YKkVHrVrVsz09OjIyNt7e0MLg/ZawGPRAgTE7lpaWlZWZF4PNKyIIuyInC4cBwOn5C449N/rnbugbUCKIYl4fyF0Im701Mu15TLNe5yjUxPW8bH9Ta70mQW6Ye6VbpWuapRrGgQyetFsro+0ZDZPDkxYbFY+gcG6DxuApVaXnllZGTEZrPZbLaBgQEylYpNTIhNSMjJz79588bpCxeiCQRkOnMUgRBJIETFxeFJ5P0HDwXzsoZXXn1VJJXYneOOSefIzKRjetI6OWEaG9Pb7YNmi8Ro6tcZOwf1rQpNs2ywSapslCgaJcqrLZ0UTlpaVlYKh+MemLi3DQyNSKESZreBQXZlmH1ciYlHFmrFR89u+0iIIsTFk5Pe2/jBClQEADyc4AhxyEQk68SYeXzE6LDqLLMzqwfUmi754GyAYUCKyIXb3QMd/QM2q/V23Z1kBoPGYonE4qnJyfHxcalUys/IwN6LZOLJ5PKKioslxecjI6MJhKh7QcIIPD4iDh9HIv1j+/bVzj2wVnj2aXh35RJw6PDhyitX+WnpXD4vLTtTkJ+XX3Lx4uXLl6puXr5de7m2/kpjy/W2rpsdvTc7ext6ByYmJsbHx00mk1arq6q+RUpNoXO4Op3OarUaDAadVpublxcVFxdLJBaVlLS2tpy+cCE6nohMar73IcQnJe07cDCYEcaX//CHsoqK9IyMRDIJTyDEEYkJiYmJSUnJqal0Lo+Vmc3JyUsvKsmpuFJYVV1yq7airuFac3vh9Vs4EiUtKzuFy6VxvtibkpyS4t5sanZdN2k2wInsHRdDJMYQ42OI8dHx8Yh6ICYnv/3uuytQEQDwcBIRFTnpco3dnXZMT1icY0MOu9ZsVhqNEo2uT6XpkA82i+X1AzJELtT0iloHxONjYyMjowrlYFp2dgKNlltUZLfZRkZGHA6HQi5ncXnYhAQk2HDl2tVsQfbpCxdi4gnRBEIk4YvwYByZ/Pdt21Y79wDwUHHizNkuoais8iqTw8PHxZ85e27/gYO794R8tmvPZ7t27967b9/Bw5+fOH3qQsTZSGxmftH09PT4+LjFbNFqdRVXriZQqOWXL5vNZqPRqNFoJBJJcUlJaHR0BA6XU1Bw7drVY6dPX4iNDcNiL8TGzn6wsbFE4rZPPgkmeX949Y+tPX2d/cLrt2vzi0vZvPREMiU8Mub02dBjJ05/fvTEwcPHDh09cfTU2bPh0Rdi4mLikxJS2aeiCLsPHc3MzaVzeSlsDpXFojAZyCqt2TADlYKs74gjz4oGXGJibMLs0gnkE0MkxiQQE5Ipf3v77eWuBQB4aDlx8oRSrZINKlVGndY8rLNYdBaL2mRWDJvERlOf1tg5qGtTaJrl6maZqkEo0xiHpqamrFab0ThUXVNDYTLJqamt7e2jo6Mmk8lsNre0tmLj4/EkUhyJVFtbm5ubeyr0gnuL2WhCXHQ8IZpAiE9K2rJ162rnHgAeKo6fPq232tRDJqVhSDKo7RZK61o7L924nV1cwcouIDEzyMy0y9dvVly/UXL52o3ausnJycnJSaNx6MqVKzn5+U3NzcPDw0NDQ2q1WiqTdXR05BcUsNPSiisqKq5c4afx8QkJgsJCQUFBVl5+Vl5+Vl5eZl5ebkFhUnLyli1bt2zZunXL1q1btm7ZsnXLx1u2bP74480ff7x588ebNm/9eMvvX3zxpT+80i0UGWwO9ZBJoTOKlOouobSupaP8Rk1O2VVObnEyLycuNS2Wwo5JZkclsSPJzBgK9/MLuJ37j2Tl5TN4vBQOh8ZiU5ksCpORPLvf1Bebwdx7xwQZRyLhSKR7W0cnYhMSsIkJ2MQEEpX217/9bbVrCQAeWA4dPVZeWUlOpoRFhJ8+e+bUqdMnT50+ez40PCo6hhCPI5ET6QxaWgYnrzDtYlnhlaohk2lqctJqtRkMRqlMlpadTaRQ6urr7XY78lzS39+fmJwcEx+PS0xsbmkpLCo6GRoaS0yIjo+PJiCiYVYxfPDRR6udewB4qDh4+IhEpREPqmUavXhQ0yOS3WnpKr1ek3HxckpGAT6FT+Jkmm02l8t11+WyOBwarVahUAiFIqlUarPZRkZGjEajSqVSKpVikailpSU3L08ok49PT/f09rI5nMqrV0fHnbaRUZvDYbE5LFab2WIxmcwWs3V0ZGzEMeqwjdisDpvFZjVbLSaLechkNg6b9EMOsy0rLfN3v3+p8kb1rTsNdc2tLV29Ld39zR291fUtF69WZxRXpmYXJbCzYqm8SDIrIokVSWZFkVmxNN6RcPzOA0ez8wsYfH4ql5vC4VDZbOq9ZZbklNkd5BIoVPeLqdyrJ/AkMg6JOpAScSQSiUb765tvrnYtAcADy8kz59RDpj6p/E5LW8W1G4K8whQ6Gx+fGBYZe+pc2LFT546eOncmNPxCFDYslpBIZWi1uunpabvdodPpKq9eY3C5peXler1+eHhYq9VKZbK2trZkKjUmPp6YTLly9SqFRjt1ITSGSIwmxEfHEaLjZmchEchJ738AU5AAYCn5x/YdaZnZZ8+Hnjx99sTJM+dDw2OwhPBYQjiWGBGfdA6bgKcwDSaTyWFXGwwypUKj0VgslvHxcafTabPZ9Hq9RqPRaDQSsfj2rVs8Pj8rR6A3me1jY909PTQarbik1OYYHbbahsyWoWHz0NCwcWjIYDAa9Ea93qDT6rVqnUalUQ+qVUrVoGJwUKZQShVKiUw3qOawWL/87//OyM0jJVOPnzy1Z2/I9u2ffvrpzr0hB3buCdkVcnDf4RP7jpw6cOL8kXNRJyLwZ2MTQuOSo8jM45Hxnx08mlNQyExLo/N4qVxuCps9u/8jnUFOTSWlppJoX8xpiKckxycnE8hJBDI5jpwURybHkcl4EhlPJpNpKa/95S+rXUsA8MBy5PgJndmqMg7LdQaRUtMtlDW0d1feupNXcZ2XX0ZJyyexs+rbOyUqdb9M0SOWDJvNExMTBoOhqanpcmVl/8CAyWQaHh5Wq9UKhaK3t7e2tjYjM6uhta2lo/PGzZtJyZSS8vKm9vaGlpb65ub6pqY7jU11DY31jU2XL1fyeHw+l8/lcrkcLpfF5bA4HBaLxWCxGAwWg8Fnc373u9+tdgkBwAPDpi1bB+SK2w1N6YJcXBzx6LGTn+3avenDTe++897772185+13Dx0+KlepNBqtzWabmJiYnp6emJhAhhTFYvHg4KBYLK6rrc3Ly6NQKEnJyS2dnfaxcatjpLunh0qlFhUXW+z2YbNlaNhsHBo2GIcMBqNeb9Dp9FqNTqPWDqo0SpVaqdIoVGrFoEYhVSrEUrlIqlEMspjMn//nf1XfqVfqjS3dfZVV1ZmC/CRqSkR07KGjx3fv2ffpzt3bd+z85NPPPtu978DBI4eOnjx5LjwmPimckLzr4LHcoiJWRjqTz2dweakcbgrnC9GQRKeTUmd3aEikUROoVCKFSkxOdo9TEJKTCEnJhKQkckrKq3/602rXEgA8sOwO2VfT2Hyt+nZtU2t9S8edlo5b9S0l125llVQysouIzCx8Cq9PInW5XJMul2V0VK5UKhQKuVxuNBpHRkbcgxEqlUqhUHS0t5eVlV26fNnhdJrt9traWjKZ3N3XP+qcsI+M2hwjVrvDYrVZLDaT2WK12hyOUYfNYbPYrBarxWSxDJvNQyaTYXhYP2TSG+0my2ZYPP1o8KsfY26SMaSDq52OB5zNW7bKtXqlfkiq1vdLB1u7hddrGnNKrzCyCknM9BgynczgDWq1eqMBWSUxMjJiMBrb29svV1SUlpbeunWr4vLl7Ozs1NRUclJSbUODdXTMNjpmsTuQGENRSYnZZh8ymY1DJiMiFwwGnQ6JLmhVSpVOodDJFVqJVNM3oO7qlvUNSEUSuUiilitZTNbP//M/b9bd0ZgsMo1epFD3iOXNnX1XbjfklF1j55Yk83MJjAwslYulcPA0HpbKwVI4+NS045Hxuw8eyyu6yM7IZKWnM9PS6Dx+KpdDY3OoLBYV2dOJQSfTU0mpqaQUWiKNlkClzY5TUKlECsX9SUpJffkPf1jtWgKAB5bNW7bmXyyJiIw+ePDzTz/95yfbd+zatfefO3f/c1fI3kPH9n5+8ujZ8PbePqPFotRo1BrN8PDwyMiI0+kcHR212WxDQ0NarVajVotEotu3b2dmZlIo1JaODse4Uz88XFNTg8PhWzs6LXbHsMWCNDSGoWG9cUivN+h1ep1Wr9UgYUyVWqlSKQaVcoVSKldI5EqxTKtUfbBx42qXELASvPorjKsac5O82ul4wNn40aaG9o6Gts6Gtq6Gtu7b9a2Xrt/mF16iZhQQmJnhZHYCM2PIajHZ7Tqj0W639/b25ubmXrt6ta6urq29/fLly5mZmRwOJ54QX3ntumV01D42bnU4LHZHF6IYiotNNvvQsNk4ZDIYUAEGrU6j1mqk8umGxpmqqhkud/rECed77yry84ViqUwkUcmULCbrZz//eZogp+BiaXZeYV5RaWFJeV7RpbTci7S0HBI7E0fjhpOZ4SRmOIkRmcRGPtFU3rEIwq4DR3OLiriZWez0DFZ6OpPPp/N4qVxOCocz+wpsJiOZTk+i08n0VHJqCiklJZGGhBxoCTRaAo2aQKUm0mjklJTf//73q11LAPDA8sGmzXKdQaRQ1Ta1FpVWMNi8WFz8sROnd+3Z9+nOXdu27dgTcqCxtU2n042NjU1NTk5OTiJywWg0dnV1tbW1iYTC2tragoICBoORmJh46XLlkMVmHx3XDw3X1NbicLjW9g6z3T6EimTq9Ua9zqDT6XUanUalQSKZCpVGrtHKNXqFfFAhlirEUg0ohkcGUAxLwtvvvstNzzx99vy+/Qd37wn57LPdu/fu373v0J6DR/ccOrHnyOnwOJLRYpl0uUamptQ6XdX16wX5+Q0NDeXl5QKBgMPhpKamxsfH89PT9Sazw+m0OEYsjhGzzd7V3UOj0QovFputVuOQCTUeYdBqdVqNVqPSqKXy6Zqamby8u5GR0xvfH/nJTxRcnlAikwrFKpmCw2L95Kf/wc3IZHLTzoWG79t/cPs/Pvnow80ffrhp4webNn60+cPNW7ds/3TH7v17Dh4/dPL8sfNRpyPwkfHUs7GkT/cdziko5GVnczIy2ekZrLR0Bp/P4PFSuVwam01js6jM2ZdUJTMQ6ZCKbPFESvniX3JKalJKygsvvrjatQQADywbP9ok1xnkWsOAXNU5IG3u6Kuqbcovv87JK6XwcwmpaXEp3C6hyGAaNpnN42NjDodDpVI1NzeXl5dfunTpxo0bly9fzs/P53K5iYmJBRcv6oaH7WPj1pFRvXGopqYGj8e3trebbfYhk2VWLhjuKQatXqPWqhXKYbHYNCAc7ugYqq01VF5RtLRJhGKFWKpRDH4AG7Q9GoBiWBL+8sYbPWJ5Y1tXUdnlFAYnIgp75NjJnZ/t3vr37Zs3b920ecvJM+eGrFanyzV+9651bKyjuzs3N5fNZtPpDA6Hw2QyyWQyPi6us7d3ZHLCOjJqsTssdofJZuvq7kYUg8liNQ4NG4zGe7rfoNXotGqtSqVWy+VTN2/OMFkzhw87X3nV9P3vy9jsAYlMOiAelCrYLNa//vCHxeUV6mFr14C0pr61tOJaelY+icK4EIU7dib04NFTB46cOHzizOHjZ46fuXAmLOZ8dByOlBJGoPxz3+c5BUVpghxeVhY3M5OdkcFKS2fy0+h8HrJ6IoXNRvaQpjKZVCaTwmAkM+jJDHrSbOCBTk6lJ9HpFAbjf154YbVrCQAeWN55f+PV6tuXrly7XFV97VbdlRs1xRVV/PxSWkYBkZkVncyJoXB6xZLxuzMGs9lsNqtUqqysrKrr1xsaGpqbm2tra/l8fnp6emJiIofHG9TpHE6n1TFidYzo7imGlvZ2s9VmHDIZjcMGRC7oDXqdXqvRqVVarUQ6U1t7t/zSXUry3d17Jn7/eyWXJ5wd+wTF8KgAimFJ+N2Lv+/sF4kHtX0SZXuPqLaps6TyFiunmMzNwafwY5NZVF620WJ2ulxjMzNOl2t0aqqhqSkrMz0vJ1uQlcFipMZER+UVFpodI/axcYtjxGK3m212k3VWMRQUXTSZLUbjsN6AeLFBp9Vp1Tq1SqMaVKvk8qni4rtRUdMffmj/t38zPP20hE7vF0tlA6JBiZzLYn/v+efZaRlNHT13WjrqWzpqG9uraprzL91gCEpIvFw8PQNL42OpvGgKJ4bKjaFyYyhcXEraiaiET/d9nlNYlJGbwxdk87KzOZlZ7IxMdno6M43PQEYoeIhu4KSwZ8cpKO4PAxEQDAqTmUxP/c1vf7vatQQADyxvvvV2Vm5B6IXwPXtC/vGP7Zs+2rx589bNH//j463bt27fuW1nyMFjZzv7+yddLqfLNWSztbW2CgSCmzdvlpWVZWdnc7lcGo1GpVIJRGJ7T4/D6bSOjFnsDqvDoTMYa2pqcHh8c2ubefa5ZFYu6HR6nVanVenUKo1OKpu5dXtGIJiJCJ/euNHxH/+hpNMHxBKZUKKWKWFU4hEBFMOS8MLvXszKL0ympiYlp9DobAYng8JIw1HYUUnMCBIzLJFBYmcaLRanyzU2PTM6Pe10uTTD5oKSCm56TiKFGR4bf+ZCZGdf3+jEpHVkzOIYsdjsFpvdZLWiFIPZaBzSG4w6ZAYDspxSpVEp1YMy2WSOYObUqck3/2r50f+n//73pWxOn0gi6RMNiuVcBvsH/+cHVAaLzuaeDQ07evzE0aMnjx0/feTEuUMnQw+eCjt8LuZERNzpWNL5OEp4Aj2CxIggMaMo3GOR8TtCPs8rupiZl5+ek8MXCHjZAm5WFicjk5WRjsyFZPD5dC4vlYMso+CksNk0FpvGYtFYLCqTRWWyqSw2jc2h0Jm//O9fr3YtAcADyyt//NOATNkrUdyqby4ovpTK4MbgiEdPnt0dcvDTnXu279h56PDRrv7+SZdrbGZmbOauSq+/eu0aj8dLTU1lsVhcLpdOp0dFRxcUF5sdDvvYmHVkxGJ3WO33KQbkuWR24FP/xYRH1aBaI5VNX702k5I6c+CA8+WXzc89J6dQ+0US2YBYBYrhkQEUw5Lw+5dfbm7vyC8rj8bHhxw4tGXL1vfe3fjW395982/vvvfBxxs/3nYqNHzYZnW6XKPT06PT0xN3p1slxtSrStYNLbZAfJLTtiecL5TKR5xOi8NhsdnNVpvZahu2WDu7umk0WkFh0bDJpEevqFRp3bsvKGRyRXuHorZOce26vLRMWlbW39A40NMn6RUqRTI2g/W9558vqbist9pqOroyi8viKbRT586H7D+wffuOjzZt/ujDTR9+tHnz1m2f7Nzz2b7P9x89ffxcZDieHEVK2XvkZG5hUXZ+YUZufnpuDj8nh5+djYxQcDIy2OnprLS0Wd3A49G5vFQuN5XDSeFwU7jpKbysFH52Cj87lZ+VzOT81y9+8RgG89R6zFPrH3tiPWYdvD0XAILnN//zP629wj6psnNA2tTRd6u+rbjyFju3JImfS6BnYGk8IiO9TyKdmFUMM06XS65Wl5ZczMvJLsjL4fPYiURCPJEolMkcTqd1ZNTicFjsdovNrtUbZhVDS+uw2YIOMCBLt9UqtWpQpZZIpvPz74aFT73/vu1HPzKsXy9NJPWJJLJ+sUqmAMXwiACKYUn439+9qBs22V2uwbGJLpX2Vltn8dUqviA3KZWBjyeeDwsnkshDVqvz7t3R6enRqemJmemaHjX9lo1x24Er1R2kt/39bHr3gGRkfNxid1hsdpPVNmyxDpkt9xRD4dCwSW+4FyZUazUqjWpQpVIMDsqVSplCKlVI5INipUqsVImUg6IBkaR3QNwzoBRJ2AzWc899r7D00qjLpZu8K3c4hUZzh0JV3ztQ1dhcXn3r4pWrOSWlWYVFWQVFGbmF2XllgqJLBeWXCyuvhmHjBPmFOUUXM/MLMvLyM3Jz03Ny0gQCfraAl5XNzcziZGSyMzJY6ems9DRWWjozPZORkcNMz6azUlOSwmn4EGr4Jtq5Nygnf3/y/a/u/zPm+FuPn3z38aNvYQ7+BfPZK5jNv8G880vMSz/G/PQ7mOe+ilk/92s4AeCR5De//Z+MnLy4+EQcnphAolBTOUmpPHwyK5JEj0ikR5CYOBq3955iGJ2ZGZuZHpmcul7bxM0qSErlx8RTjp6J4GcJrKMjNiTAYHOYbXazza7RG27X1OBw+Obm1mGzxWBApkp90dCoVepBpUotlkxlZc6cPj3x9tuWf/93/XPPyVNSevuFsn6RSgqK4VEBeXflr3682ul4wPm/v/mNSK3RjU+KTPYejaFNPtgoOCBoLQAAIABJREFUlNzp7a/t6qnt7K7p7K5t7zBaLON3745Oz4xMTU3MTNV2DyZXaiPzJOcz+zdHlr/7OaOjTzwyPm62281Wm8liHbZYh0zmjs4uGo2WX1A4NGya3d5Ro9OqNGqVWqV0Kwa5UipTiqUKkUQuEksHRJJ+obh3QNzTrxBK2AzWt779bX5unnnaJbGO9GiN7fLBhgFxbXdvdXvnjZa2Gy1tt9o7azu6qptabjc3VbVU1vc23OnqLb5+IzKOKCgozC0uzi4szC4oyMrPz7ynG/gCAS87m5eVxUF0Q2YmJyuPk8alJ56gnX2dcfTH6ad+UBT742upv6rLerW1+G/C6r8rGncqmnaq2nYrGnfKGz4VVm/pKn+3MfeP11J+kXPhB+RdTx/8C+b1n2P+9ZuYYF7ICQCPEP/zwu96pPKKG9WEJMqBw0e3bNn6ztvvvPnmW6+/8eZbb7//3gdbdoYc6uofQEYlRqenx2emDbZR9jUFv9aSVKkLzxHtIV5jZJaNIAEG+71Ips2m0esRxdDU3DI8bDK4Bz5nAwwatVI1qBxUyOSyri55U4u8tk5246a46kZ/U0t/d5+0T6iSyDe+D4oBAILlpz/7eZdUphmf7DOY2uWq+j7RrfauqqaWq/WNVxuarjc0ll+/gSiGsempkckp58xUVZs8sVwdmScNzRZ+FHHpzQP05u6BkbEx82yAwYLs8NjR2UWj0vLzC4eGTF9MeBzUqJRqlXJQpVAq5UqlVK4QyxQiqUwkkQpFkn6huE8o7ukXdfcphGIug/X1r389mc2xulxy+3ivdqhNprzTO3CrrRNJ4bWGpqr6RkFhccHFytTiqAN3vkGu39grkVyqronAx+ddLM4vKckpuigoKswuLMzKL8jMy8/Iy0vPzU0T5PCzBXxBNi9bwBPkcFMjUo/+LO3Et2+yXxDV7TCrL4w7SHfv0l0ursvFc7n4vj48l4t7dybV6UgwK8+Lb2+rov138mdP7XgZ862vrVvtWgWANcOvf/s/WovN5nJpJ6b7DaaGPtHlmjrBxZJULo+YlBwZExuFxfWJxBMu19j09Nj09Pj0tNZsT7miTmucJJQbzmWJNkeUkbmljrExq2MEGY8wWW0mq1WtQxQDDlEMqEimTq3SqAdVsw2NTCGTyqVSuUSmEMuUYqlc1C+W9AklvQODYunG90AxAECw/PBHP2rpGxh2ueT28T6tsUUir+3qvdnSdq2h6XpjS2V1TVZeodFqHb97d3RqamRycnx6quh2L7FcgyiGjyPL39if0tDROzI65lb/Jott2GTp7OqiUmmFhUUmk8VoGDLojXqtQa/R6TQ6rVqrVWk0SrVaoVLLlYMSuWxALOkXSfqE4p4BUU+fqLtXMSBms1hfe/Zr4bH4LuVgm0zdqdR0KNStUnmTUFzX03ero/NWe8etlraiS5dLLl3nV5CO3Ph30s1PxUplxe26iDhifnFJQVlZXnFJ7sXinKKi7MLCrILCzNlgQ156Tm56Tk5abh4/LZVx+P9UJP7HsPKCy8V2ufguF9flYrtcTJeL4XIxXC66rw/yE8vlYiOq4u40Q935eVnM8zteeXwdDFIAAMJ//eKXEr1BNz4pMtm61YZWmbJhQFzX01eDxDC7euo6u+UajfOua2x6enR6amx6SmO2JZdLE8u15zIHPqc3/+kgj8AqtY+MWGfXYtlMVpvJYlVr9bdv1+BwuKam5qFhk15n0Ol0Oo37RTWD7rFPpVSuEEvlIolMiEQyRZK+AUnvgBIUAwDMh//zwx9S6Ewyg5PCz8i6WFpSdfNqfWN1a3tNR1dtV099T9+txmajxTI+MzMyOTkyOTk+PVlU059QoYvIk14QiP4eXfnnfbQ7rT2O0RGVRitXDkoUCrFUNiASNzY1UalUNpvT1dXd1trW3NTcUN9wp7au9tbt2zerq6/fuHHlelXl1auXKu5U18iFYkm/SNIrFPX0i3r6hF298gERm8F69tln9x44FIOP37V33z937d6z/+DxM+eiCYQkBpObk5dzqbzsRnVVfdPtptbGzu6m7vZOsai5X1hWfSuGmJhfXFxUXp5fWppfUpJbXJxbXJxzsUhQWJhVUJBVUJCVX5CZl5eRX8RjE9iH/sUgOetyCVwuph99EMyH43LldVV+cOSvmKfWr3a9AsAa4Uc//v97FSr12GS/0dyhUDcOiGs6um82t11raLrW0FjV2FxRVS1RKO9NlZocm5oaHDKTS8QJl9Sh2aJD9OZX93NjUi/aHHaL3WG22UwW27DFOmyxqjW627dvY7G4hsbmIeMwMoMBGY9QDaoHlYODSCRTolBIZG65IO0XSvqE4t4BSW//oEi68f33V7uEAOCB4fnvfz+FwcHi4j/ZtuP1115/5eWX//zHP77zzjvbtn9y4MjR0KgYTlb2sM02Pj0zMjk5MjE5NjVZWCNMqNDPKoaYyj/vodQ2dTpGRrQGg0qrVarVikG1TC5vbmmhUqlpaWkiobivp6+7q6ero6u7s6uzrb2tuaW1sbmlvrGx9s6d6tutDU3SAbGkTyjpGRD19Iu6e4VdPfJ+EZvBfuaZZ44cP3WzpoGXkRMRhduzd/+HH2z6y2t/eeUPf3jlpZf+/Kc/vfPOu3/ftv3A4SPnwyOJ5NQUNp+fm5dRWHIiNCKv6GLJ5cuFly4VlJXll5bml5TmlZTkFhcLiooERUXZhUXZBYVZhSVpvET2oa/1lf3vhCPO5eK6XJz56AYkzMBzuTJcLq5WeLYk9keH3gDFAAD3+M53v9sukw+5XFLrSLda3ySU1Hb13mhpu9bYdK2h6Xp9Q0ZOvkgud7rujk5Pj0xOjk1P9Sm0cQUDxEua0Gzh5/TmV/dzIygFVrvNvUrCbLOZrTaNTo8ohqbmFrPJYjQMGfVGvVav0+p1Gp1Wo9WqNJpBtUahUskHB6VymVAsGRAhckHc0y/p6QPFAADz4jvPPZdbVNzc2X+5qjYtu4iQQD1x+sLuvQe2bNm28f0P33rz7c8PHzHZHePT0yMTE/aJibHJicIaUUKFMTxXckEg+jv26h8/I9U0tNlHR5G9m8wWm9liM5ksXV3dNBrtYtFFs9kybBweNg7rtbq+3r7utp7eVmFva5+wZ0AlU+gH1YMyhduLRd29oi5EMQjZDNbTTz+zd/+h6rqm67ebK282Fl66yc26SKKnYcn0SEJSaFTcmQvRJ85cOHb63LGT506cvXAuPDaGQI4i0rbvOZR/saTsytWLFRVFFeVFZW7dUJI3G2+4mFNUJCguy+AnsQ89W0vCSC7/zCT6zGmLmZmmotQA595UhnSXK83lSr/3yXC5Mlwu/swM3WbAipv2Xmf9jn3gy8zPMIf/BooBAO7x7e88x87M5uQWZJeVl1XXXGtovtXWWdPRPTsq0dldVdcgHVSNz9wdmZoamZwcm5rqkWsJF0WIYjjCbH11PzeUnGux2YZMZqVao1CpZEqlVK7o6x+orq6OiYmprKzs7e3t7Ohsa21raWpuqm+sr6u/U1NXe+t2zc1bt6tu3rx6vamuXiaUIJFMcW+/uKdP1N2nFElAMTwiwLsrl4RvfutbhIQkFi+Dl5mfmVfGyy6h8vIT2IJEbk4iRxDPSGdlFQxZrWNTU46JCYdzYnTSWVAjTrg8FJYjviAQbcNdf+VTwu26JrvDMahWSxUKiUwmEkv6B4SNjY1UKpXFYne2d7S3ttffqb9y9frVihtXrl/NuZmTfzXv9vW6hurGK5cq6m7ekvWLxD0Dou4+JMAg7OiW9wk5TOZXvvKVDzdtiYzGhew/dPDQseOnQs+GxZ6LIp6Po0Qnc3CpGXGMrDhGJp6egadn4FLTYmk8LC3tNDZp+55DBRdLyq9dK6msLKm8XFxRcbG8vLDsUmFZWUFZaUFpaX5paV5xcV5peVZ6MvvQs3WU9f0Fz8uu/1rf8YFde2x6PNE1k+yaiHWNhrlGz7nsx122o9PmYxOGIyOqAxbJXl3HNuntdzqKXrqR8u95576a+hkmeRuG9k8MJwQUAwCg+OY3v0VJZZ47H/bxx1vfeP2N1177y7vvvb/tkx2Hjhy/EB2bmEJPzy+UIIrhXhizW64jFEvjL2lDs4VHWW2v7OecJwksViuiGOQqlUyhlMrkff391dXVMTHRly9X9vb0drR3tLW0tTS1tDQ2N91paKipu3O7pubmrVvXb9y8cq2x9o5UKJb0iSS9SCSzT9TdqxSCYnhUgP0YloSvfu1r58Oijp848/77H/z1r397++33Nn609e//3Bty7OyxMPxpbFISJ3vYah2dmrI7JxxO5+iEM/+2OKHyC8Xw8ifY6tp6q8Oh1RtUau2gSq1QDsrkipaWFhqNlpGeKZXI6u7UFxaWVl2+WdiQd7rx8Mbrb75x8Q97C3YWXym+VnrjxpUqab9Q2ieclQtdPQMd3bJeIYfJ3rBhw7sbP8ovLickJO/bf/iDDza99qfXXn7p5ZdeevmVV/7417+9++GW7Z+GfH7gROiJcNxZLPkCgRZJZp3BJn2y51DBxZLLVdcvXb1aeuVKSWVl8eXLFysqisorii5dKrx0qeBSWX5paUFZRU4mlf35s3WUJwYu/qui+neGjg9tqkNTowTXdILL/rlL/4FL/r+uvuddrU+M3XrMUIaRZGPaGZgaIuZqFKb4HCbnGIZ/EMPYg6HvxtB3g2IAgPt59utfz7tYVt/SdfHS9RRm2oXw2D0hh7Z8/I933373tT+99sdX/7hp0+bOvj7nXdfI5IR9YmJ0crJLpiOWyONKNaHZwmPs9j/s+3/snWdcU0nbhw/S7AVQ166ray/YFRWxIyKIoiC9hl6lE0JCAgkkgUAqJfQuTUrovTeR3gWxbVFXfdb67PPm/YBKEkKxortz/fwgJ2dm7in3ff4zJ5lhOhOiHj95Mryh7JOnz5/8+fTPP58+ePiwrKwMi8U21Dc+efLnH789+uO3P3598LCvp7e7vbuzpburtft2b//9waGHQ/eGbg8M/z6i971c6GltH+zuBYrhXwJQDF+EmTNnEUm0grK6iJgUT5yfmbmNiora2TOyR6QOHT4odVjqiIm55ePnz1/897/PX79+/ur1X69fJZb1+eY8QsT3IuJ7NXAFhzXQJRVVT//66/HTZ4+fPH30+MnjR08ePXrc0tJCpVKjomJaWtqLCspKS8qSb8WjWlwMqjQVc84ejNu9KXDd0UCpoExGXWljTWlta2NTX1tHX2tHT0tbV1NL/3vFcF7xYn5JTVZ+ZUJqHjM6mUQL8/AmObp5mFtf0zM01tDUVlVVU1PT0NU1MDY1t7R1cEV6ehDIuibW11Nv5BYVZeUXZOTnZ+TlpufmpufkpmVnp7FYqSxWalZWSmZmCis3PobKpRialZ/ds/zvSzz7b1/2f2zYv11hD0qxO1eyG4VflkK/Z0L98VBzCFRNhop8oCwPKMkZirKGgoyAYgAA+DF37lwqPSQxNSvpRt71G/mRCZm08EQ8I8qHEUFgRBDoYf6B4d0DA6/+/t9fb94+f/3mxds3zf0PCBl3cOn34bHddqHNR4yCnXDMx08e//748dD9+4N3792+MzQwMNjZ2V1aWorBeObm5nZ2dLW3tjc13SopKcvLLiooKM4qZuXm51UW1dZV1lUWlzZU1/Z39vS2d/UOy4WW9u7mtsEuoBj+LQDF8EWYMWOGJ843u6gq8UZeZGJmUHgSKSgGz4jwpjA9famuHjhfMv2Pp0//evv2+evXz1+9+uv1q/iSXt+cPxDxPYj4Xg1codRVZHFZxZ/P/jMwdK9/YKC3v7+rp7eltbWispJCodCo9PrahoqG8qzeGyH9NFyrh02N+dW8SzIJh3YEbvnZZ9U67GqTcFh6TkZVYW1NafWt2oauWy09zW0DHd1hQczp06efPCMXyIymMMJpwVHU4FgSPcqbEu5FDfcOjMYHxxKCovGMSBwtDEcJxZGDvfyDcNRQBIGqCbNITEnNKynJLixiFRayCvIz8/Mz8vLSc3OHlxxuZOeksVg3cvIT4+gTKYZD7M5V7JuiL8ug37Og/gSomTmuYjgLFAMA8J7p02fA3VCW1tfU1DTV1bX09E2Mza+ZOyDsUT6uPhSEb6A3PaLz9uDLv/9+/ubNf16/fvH2zc3eB8TMu9gb9+Gx3fZhLYdggY5egY8eP/7t0aPBobu3B+/03R7o6+tva2sf/h5DdnZOW2t7cXFJcnJaXnZhalUysspZp0BFO13VO8MrP68gLTG9OK/gdldPX3vXh69Kdd9qG+jsAYrhXwJQDF+EGTNnmlrYOsOR1xxc4UisB5aE8qEiiHSPACaGEu5BDqNHJz0aVgyvXj9/9eqvVy/jinv8cv6Ax/Ug4nu1vAv3XnbLLih7+uz5/Ye/9vT1d3X3dnb2NDU2V1VWUylUWgilvLe49GFh7gNW/O1ocoefa52DbpHGmeTju0N2bPbfsBqzYhFcfA9WEhHrxsrLqSisri6sqi2pbqltDKTRp0+ffvT4SQ+Mj74+TFn5ipKSsoqqhqYuzMDsmqUz0t4D7+pNRhAZ7n5BKP8QjwAmyp+JoYQ54wLUDcwSU1ILyspyi0tyioqzC4uyiwqzCgoy8/Mz8vMz8nLSc3PTc3Iy8gqTEoMDTWZXBAh9EcUQYgRZnoWEwR5OAMAwQkKCeF/KDVYhkUSztLp25Yrq2TOyMkeOHjogdfTosTNy8jqGJm1dPS///t87xfDmTWPPA9+s+9gb9+Cx3Q7hrVIGdAcv2h+PHj1++uzJn88eP/nz0eMnj588uX//QXl5OdYLW1le2drWUZBfUlJUmtKYiLzlrF2hIsc6vj9WclfIVv1o7YyCrNrS+vqquu6WtmHR0N3SChTDvwqgGL4IIiIidk5wvwCGIcxUUUHp1MlTJ0+cPntO4ZKKhoaBqZG1sw85+NGzp3+9efP81avnr149f/UitqjbN/t3eFw3Ir5XC5e/85Jbalbx02fPf/v9UVdPz91792/f6W/ub6yoK6FSAjzj3Euf5NX8UVH8oDBpIIHeQUbUu+gXa8ulndoXtnM7ZfN6n7WrkCsWOopL2C/Yj9lrwTRlpDLSsm8UF5Z6YwmioqJHZI4npeVGxKZ5+1LtHd109WDKylfk5M6dPH7yxIlTcufOX1ZR09I3NrF2sHVFO6HxCDzV1TtA08giMSWtqLw8r6Q0r6Q0t7gkt7gop6g4u7CQVViYVVCQlZ+fmZefWVicGGidSdxQGzirM2XlZyoGugEUagrRjQV+/gls4QQAQBAEQYKCgli8f35JzfUbeVEJGfTQODw52ANPdvXA2TjCTcytba45tHd3v/z77+evXz9//frFm9cN3ff8WPe90u7CY7sdItoO6lHt0eQ/Hj367dHjO/fu37l7d/DO0ODgnc7OrpKSEhTKIyU5ta6mvqy6NKMzjd7jj7zlYlZpcClb/lDcvm30TesIq45TpCmp5JLC8qri6saqus6m5p6Wtp7mtkGgGP41AMXwRZg2bZqNvUtGbnlUYiYtJNbTO8DeGWlkZqmmpnlBUensmbM2ttcePX32nzdvn7189ezlq+cvX0QXdvlm/waP7UbE9+r4FG1TQibcKHz67Nn9Bw/vDAzV9Vfhmz0QDS7h5bEkciA8CpnWn1F0vzB7KCO6L4LURnSstdMsVDuTenxvxM7t9M0bietWo1dIuIjNuzZ3ltmMOaazltgs2oHairnuQaUEzpo5c/feffSQqODwxMDwREbYdXJwHJERiaMyMX4MhBfBAY6ydXCxtLG3tLG3tnO65uyG8PTB+NG1jC0TU9KKq6oKyssLysrzy8rySktzS0pyi4tziopzioqGpQOrqCSOeKW3Sqs/d0dbwuKB4gOfrBjoBhBFF0qBC+R5TZPaKDzVHQsAfB8ICQnZ2rv4kQN9A4ICGBEkeoQPJczDn4mhhGJpEVhahG9ITPfA4PuvSr36683r2s67JNZ9z9Q78Nhux4i2/TpkSwTptz/++PX3P27fudPV29ve2XWz6VZZeWVhUREGjU5LT6vsLC++l59+NyW8N4TQirWrttLIv3Li+pGdQds2+v6yHL10HXq1BkM1KjOmrLCysrC6uqSypbaxr60TKIZ/CUAxfBEEBAS0tA1wBH9PH3+8f4gvJZzAiPYJjCaGxBGDo70Cgunhsb//+ed/3rx5+vLl0xcvnv/1V3xJH5H167Bi0COWbL6Aik7Of/r0z/sPHg72D6W1JqGKabEVVRF5je4hFRfhEUdNSKjUwJj+MHKbH7LBzaTUUIl1/vD1/TvDt22lb/qFuGYtdrVOsLY102ary5b5ZvPmwebO1J+hRlJlMJjz5y/YLrnTwQmho2ugoamrq29samFv6+zhgCa6+wZ6UsKw9CgcIwpHj/SmR+DoEVhqGI4e4YanahhZXE+9UVpdXVxZWVRZUVheUVBWXlBWll86LB2Kc4pLcopLcksrkyO90vCSD9pN7lUfu1N68NdbSs/uWkxeMVx3giIsIboBxIAJJLkKlxKF/fSmLREDawwAAARBECQoKGhl6+DsilRRVT9/XlFR8eLlKxpahmamdq7X3HEuWH8sNbTr9sCLt/99/vr1s1ev/nr9urr9jn/2fUzKHXhst1Nk+35tf5gT6f7DXx89+fP+g4cdXd0P7/92b/B+d1dXaWkJAuMWWhJY/kdR5W9l+fdy4vujA9p8nevsdQrVTycf38PcsTVg4y+4n1cgli52ktiK2mgQpBeUFsjKy6koqKooqTx79uxUtxDgW/CTGDi78gsgICCgpqFn7whXvnzlnNz58+eVLqtq6hpbWTqjnLz8XPE0enTSX69e/5fNfvW//736798vX7+KK+4lst6tMej7lm68gAq/nvef588ePPy1q703vjFSg45y9CtEhZTrYLOljSPXnHbSDrDA3vJwrrU3LjVUzr5wNOXQzuitW0M2bKCtW0Nc4RoPL84pK8ut8gklLDJbOMdgziztmco+l4KDwsTExDdv3UFmRHgTqZbW9levasidlTsmLSMtffTU6bOKl66o6xoZWtpbu6KdvPwQBDrSLwgdEOriTVY3NE9MSSuvqSmtri6pqiyurCyqrCysqCgsLy8oK8svKxtedcgvr85Mj2YYz0vFruuq1Hvcb/78rtnLR47/e+vH/j8S+y8b9m+X2YMH2Z3L2Y1CH34rcSsYqvKHCnBQJgpKdp2W6CycipxV6Ds3z2dGrO008zOQMPjmIwDwATtHtzRWMSM0zsOLYGZuc/WqpsJ5hdMnTx0/dvzUyTOaOgZtXd0v3/73+atXz16+/Ov1q8rWQX/WfUzK4LBi2KdD1rIlDd27/+jxk9uDdx4++LWstzCqI5B2k5BdkuXm6RhSR65+WlTxW0nOUGZMX4RfK8GhxlazQPVU8rE94ZLbqZs34NeuQa9c7LJwns2c+ZZzV9gvO+IpZRdlm1dWqKR4aaqbBwD4kdDSg0UnZvqSQ1zcMDAjs0tKl06dOHn0iPQxmWNnZM+ZW10rq6ioqa+/2dza2tnT0tlNSb1JzP5jWDHASBXrFZCkkOsDgwPtnV0361tiG0JVM1XtmLEZFQPeCa0anoUn7U1gLC3jMn2NAlWFLDnpZCnJuK2bI9ZvCF77k99Cw1jDwuzS5KQbmTeySUEBC3UkZmnNmq42XQmrGBzMFBeXWLd+YwA9ghmdQmPGBzCi8f7BSC9fOxd3E3NrbW19VVW1y5dVVFXVNDR1DU0sLGwdnZBeSDxZ08gyPimlsq6urLa2rKamtKa6pLqquKqqaHjJoaKysKKioLy8sLImMz0q1FosBw1lei3IZ+y5mXVp8JbZ01893r7Cs1/D2U8N2A9l2QNb2R2L3tTNf1I0byh9blf8vFuRYvVhi6pCfqoIXFpMXpTtPS/OQYRhCAXDIEvwWwkAgBNDE4uI2NTgyOuMsERqSJxfYDSOEorxo6O8SY5uaFckpqO378Xbt89evnr68uV/Xr2qarvjn30fnXQbHtvtHNWxX4+makW6M3T30eMn/bcHhoaG/Bp9cI3kgKromNwaW2KkKTXQMTI8oTMp4XY0o4OMbkSalRtdylE8el1qV/j2bbRNG4jrVqCX7sBuO4Ddt9BGYoHp/LlGc8St54dkhOhrwqa6eQCAH4nLqhp0ZmxAYDQ5KJYSHOcXGI31D0LiSI4ItKWtvbmljbmljamZpYX1NQdnN5wfBR1RTsx5DI/pQsT3GgdU/aLgDscHltVUFZSXVVc1RNeFGjWq2qb7ZlcPUdJvq6DSTgVcUC6Ul8s6fSLt6MGkvVuiN64OXvETedEMjKgUWSqvsCDl+o34+OTY6ITDpkdmqs+cdXWW6BXRC16KwcFhEhILV69Za2vvbGnjYGvvBkfhvQh0LDkUS4vAB8Xgg2J86BHelFAvEh1NCPDw8XfH+mKIFE8SQ9PIMj4pubKhoby+vryurqymtqymtrSmpqS6uriqavhfUWVlSXUtKzMq1FqshibcnbqyOWlzVfTOYua+opCDpRGHa5NONmXKtuXKduSdbGcdaUk/0JSypyFBsjpyc2nQujy/5TfQYglOM8MtBOkGEFUXohuA/RgAgFGoqmmamdtoaOjoG5ha2jo7unu74sgo/xBPaoQnLcKPGdc7OPTyv/99/ur1s5ev/nr1qrbjrn/OA4+k2/DYbpfozoP6jEvmfoN3hh4/ftzfP9DT1+2e54mOyKcl3EKFValjciXVaGvPusBvYAI6fNGN7laVZlfzL59Kk9kbK7mNuWkzdf1K/DKFwPNxGQkZWSxDfyMJM7F5sHkLDOb7J5LMYBZT3TwAwI+ErNx5UzNrDQ1dA5i5jT3CBU1EEGie1AjvoBifoBhvRqQnmYklMzH+QRgSw4scjGCW+eY+do3pQsT3mlJqfjmPQOAZlQ11xVVVlZX10dVhBvVXrLK8MioGAm70K7sn7KMckbqxZ3ei5MaoX5YwFs8mzBLXo4YXAAAgAElEQVTxFIHcIQkPiaTi1NL8ioSE5JTEDHW45gyN6QsMFszVnDNDbcZlrDIzOFxcXHzFqjWOcJS5pd3ly6pnz56TlT13XvHiZTUdXRNrC2eUA8bXjUBH+QdjKGGe1AgMNdyLFuGKp6obmiempNY03axqbKxsaKxoaKgclg51dWW1taW1taU1NaXV1WW1DblZsaHWYpVk4e60VXcrDj3uVH121/LpQ7eHPdb9lefbMnc3xv9cH7Gwnjmjli5SThIp8BHO9RRkeUA34FCyMxRvD0VagR2cAICx0dA2oAVH2zu6Xb2qcfrkqcNSh44cPnpa9pyyqpaeqY0zGt8zMPjq779fvn374s3bF69fFzf2+rIeeFy/DY/tdo3pOmgYKG+E7+0d+P233zs7u5tu3UJUOpzxuoYNr8DH1BjgC05bRR8x1rPMNrWrsTYq1b+Se+lkmsye+B1bIzZuDl6/mrzieJBMKutGdnpedkZeRFz0UqOlc/XnzNGZg4/DW5rYTHXzAAA/EucUL/mQGJbWDipX1E6fPnPs6LETJ06fV1RW1zUytYfbo/BwHyqKFIwmh6EpoUhSsGtIqW/uk2HFYEar++W8G8KHVtPUUFZbW1FeF1cdqV2uDE9nFjXcJ6f3aXrmbvWS2RC/ejFj4XSiqKCXoCBaSAgtBLlC7mnurfUdmZnZN1JYCD/UfN35803miRuKL9CZP0tzliZBPYgePG/u3KXLVnh6B1CCY3BEBhJNsLFz0dUzvHhJWfaM7IljJ06fklVUUlbXMTCytLNx8XDCEJBEOhxP0YRZXk9Jq7t1q+ZWU03Tzeqmm9WNjZUNDRUN9RUN9RX19RV19RV1dRX1TfnZ8WHWYpw7OD2/b/W/t35sNoX91pH9pxr7/mF270p2s/CbCuhRNjSQCLWGQrVUqJgAsdBgz0cAYCKuXNWOjE+nhyYEBEYTSEFIDN7CxkFbR/+i0iV5OflLF5XhcDeMpxeeQKQygiJiEihxucSsh6jrt+Gx3fDY7sNGwce0UAUlpXWNjeVV1bV19R4N17Tz9AKzq3Pr72MSui+4hikFK+uUqqnkXZTPkj2aenh3guTmyPXrQtYs9V+8xnc1kxWWmZoTH590IznLEmM9V33uLPVZszRm+sThrUyBYgAAPoIzcgo0ZhyJHuFLCcMRaS4IT1MLGzV1TQV5hXNn5RQULqhc1dQ1NLWwc3FE4dwJFHhoBTHn3RqDBb1+43kXdzy1rrmpsqGhoqI2oTzGMNU5ILkyNq/b53qHukf+YSeUiNc8CAsJ4gSFPYWFMcKQGyRNkW5uai0uLM1KzwkKZ64xWTPLfKaEubi4sfgC/flzdGebUk0D/GjTRUUXL1lq54LyxFNwfkEkWpR/YAyRHoWjhGJIge7efs5IT1tHuNU1R0sbO2tbR3tnNwTGG0uiaxlZxSel1De31DU31zXfqr3VVNPUVNN0s7qxser9v8rGhrrW9tKi1DBrcbDnIwDwtTh7TtHdw9sdQ8AS6YSAUDw1AkeL8AmMxgdG+VCZXiQ6HO3jiMDYwz3sXVHuXgQULYnI+u2DYjhizJRWd8vIzSupqS4sr6iprXOvsderVvdhpaZXDCGjOk854Y7HSp/IPHo45eDexJ0bo9Yvoy9Z4Dt/htcMQYSgy3XX0oKKhITk6wlpBKrfMo2lc3XnztGYM1tzNiGOCBTDvwTZfVAxCXJSm2o7fnykZY67IjxdkTgsMdCPFkmgR2HpkT6MKG9qmKcfA+VNcsP4uKK8XJEYpKc3jkR3D68mZP8xrBisGPVbzju448kNLc01TU2V1fVJhUnmzEgtVLYlpdyUVHIFkabkdOMcznwLbROEhATRgtOQ02a5z0osSaqraGSx8tJTs485HxeyERSzWyBhLS5uIb7AaP4Co/mIKAQO7SMgICCxaJGBoZmWtoHy5asamvqmFnbXXDAuXv4epBAvWgSOEYWjR2Fp4VhqGI4a6kVh4qihHn4MdUOL2OtJDa1t9S2t9S0tdc3Ntc3Ntbdu1TY11TQ1VTc11be0NLa35ZVWUEgeFAPRSvKX2/PxjIAIUAwAwAdOnzlnY+ukpKQse0ZOUVFZQ9vQxMbJHoV3w9OQpGBUANMjgOlJDfeihntRwz2pYc7+icTs34cVg1tcj7QJU/qqCyu/oLK+vqiysrq6FlXtqFl2lZCVlV45hIruPOGI2xm2bWfS1vWRPy+ki88gTBfECAp6CEFw6Fzwufq6xmxWftL1tKjoOEmTnbMMZokZis3TnjdPZy45kWJmaDnVzQP4FujIQuwSKMxpqu348TkgJW1hZXfx4mW5s+cvXlLRhZmZ2yNcsCSUfzCGEo6hhmOoYV7UCC9qGJYajiSFOAWVEXMevVMMgfWbzzvCsb7VNxurb96sqKrNyM80p0WpIjPtguv0ffJhvsUKjkkUZnZjW8Pl0MuQGwS5QIbRsLqKm6ysvNzMIleym7CN8By32eLOYgsdJCRsxBeYzv/JaiEtjWprbQdB0HwxMVsnd4x3gKWNo4aG9jk5+eMyx4/JHD8te07pirquibWVM8rJ0xdBoKMDmB4BoRhKuBuBrm5oEXs9ubGtrbG9vaGtraG1tb61ta5leMmhuaG1rbi6mh4U7IbE4B0vZOB/+WJ7PppBDONpa8GejwDAB06fVaCFxOKINCcXD319IwV5haPS0ocOSMnIHD9/QVlT38TMztUe5eOGp6BIQeiAEEdSAjH7d2Ri/7BikDENlVZxZBUUVDc2llRVV1XWoiuddTItksvbM6vveMR2XnRP2OBzcFGwmKivqKC3kJCnkDBGGEJCS7FLMyuzqsvr0tNZKdfTL7oqTzeYIWYqJg4TW6A3X8JAPDg1ROuqzlQ3D+BbABTDl2K/1BFfapgnnmrniNDS0pM7e+7oYelDUodPnpK9pKppYHbtmpsX3IeCJAWhyUyEX5BTUBnhg2IIatyk4GqHwJZUVpRWVxeVV7Bycp1oqVeRGfYhdYaEQgNC4XnH656U+K7m7luNbWohGpu8N2XnF2Sl56WnsaJi41bZrRJBCs9HzpFAiC1ylVhkL77Act5mt/VpBWkXLyhDEDR/gRjMzMYD6+/jH0IOjPGjhqN9Aq45IwyMTFWuXFVUuKCooKCsrKKuqWtgamXpAHdG4xF4iqaxVWxCUlNHe1Nn58329pvt7Tfb2hvb2hpaW2+2t2fk5iHRGDKNXlJTnxsK66/W6r6xrj1xyWcqBooulOAgkOc5bdfPAlPdqwDAd4PMiTMBgVFEchiREkGiRxKpYZ5EmosHzsLWQc/ASENDS0NDS1tHz8jE3NrBGeHl40ZJIbxXDIj4vpPmITIqdjlFhbW3bpXX1VVV1niycNeik5BBZf6pbWb+ZZdc0w/aI6d5zIA8IUEvQWGMsJCHEOQGuaUimutbc3IKstJz7f0cZ5nMnmc9T9xCQtxMfIHhghXmyxJyEuVlz0918wC+BUAxfCl27dlv5+zujMARKeH00ET/oBgvP4aTu6eJuZWGhtbly1dUrlzV1NaDmVpdc0bAvXxdmVUf3krYBDdtUkKZO3kVlZcVV1XlFBVfT7qBCSlUQWbYB9cbEgr08UXnHZMwfnEVpRXFBeU5uQVhaZEZqTnXr6ey0vIU0UrT4NBc7Gwxr3mLMQuXIBcvcVkk7rBAgXwuLy9/86YtEATNm79AQ9tAXUPn/Hkl1avaphYOzh54lF8gITjWLywBz4j08g9EeZMQXng3NA6O8kJhCTh/hraJdUz89Vudnc1dXU2dnU2dnU0dHTc7Om62t9/s6CiqqCyurOwaHMwvryK4ahSEHH7ca9iVtup2wZ5PVgwUXSjEVKCEKEQxFlw8H6wxAADv2S912NLa3sjEys4JhcaRvUjBHqQQNCUMS4/0ZkR608O9KUxvcjDWn44l0b3JgXBKCjH7j3eKIaHvtEWIjIp1TlFhXXNzVWNjZWU1ITnIyD9LySXVIaT+KipDB5uraB+PiCaejTgDIaFpqGmQG7SfvL+8qrqosIyVlRcRG73SetV0x+liDgskbCUkrMQXGC/Y4rgpq5B1cJ/UVDcP4FsAFMOXYvvOPSZmNufPXzh9SvaS8lWYma09ygdDCfMNTfALTSQGxXhTmFgSDUMI8PDxxxDIbsxKAusPl+hORHzvNWbzlkueBtc880qKCysqiqsqs/IK0MEFqsh0++A6A3y+Pr5I3jHhoqtdenpmUuKNxIS0lITMuLikzLRc72DibKeZcwkzxYnzfvJbuIKwZCV22XLkkpWopd5pXqFBkTNnzoQgaPbsOQbG1h5YfysbJzU1zdOnTh86KHVgv9TJM+euaOgZ27o4oAkoUpAXPcI7MAbHiMIxopB+geowi5j4xOaurtaenubu7uaurlvv/nU2dXS09/dX32wkUWlwJIbJ8Ak2l6hKUnh6x+pho9yvTYpPh8w/apfocHOIbgDFXBMpIc3MRApZyEIi4OxKAOADe/ZJOSMw2joGsmfOHjt6TE5O4fJVbZiVgz3KxxVPcfcLQpKCUaQQlD8T5R/i4R9iS4wnZv/untA3vE/cacswaWWL9GxWZUNDRX19aVklIynO0O+GBibbJaxRA5MNIxbLX4vOyqjs6uw2jIVBCGg2ahYjK6Q4vyIjPTvzRu5FtLKgo9Bct7niLmKLHCUWXhNfYD7vJO5YXn7+z6t/nurmAXwLgGL4UmzausMDR0bjyDZ2LipX1I4ePrJHcuf+fQfOyCloGphau3jAfSgYSpgXLdKTFulJZiIj67wzf3OJ7nSL67ELa9mijNW0xOQUFpTW1NzsaC8oK7cnpam4p9sF1up75xngC5WcksUM9iiRFWPCE4ODIpjMqLjY5LSkrG3wrXMJMxcFiC2nLv6Ztnw9ZfUvhFU/ey0/HLCvpKpYV1t32LwZM2aqaxthfYN8aZGUoFhfChPpSbSydVBX1zp39twJmeMnT5xSULiopqUHs7SzgWPguAA3PEUdZhEVl9ja093W19fa09Pa09vS09Pc1d3c1d3W15eVl++O8ghkht7q7muoy2NaLIiygnKoB+40W738w+XtM8T//ZfE/j8S+z/W7N+U2QMH2R28u0RXkqACLyjDHUqFC2Z4zCoiLSj2nxdrLxwMgyxlwW8lAAAOdu7eTyAzCeRQb1+GK8JT39DkgqKSjPTRQwelTpw8feGSig7M3NIJ6ezpiyDS0f7BdtyK4YxtzP4LFgmpqSVVVSXV1bkFhVFJWWZ+OWpolkvYTQ1MtiGxSN42Kjzuxq2GloaaW0YRxpqhWgU5pampGRmp2WiG12z7WTPRM+Z7zJVwF1sMl1joJC5uO98ywuzG9fSZM2dNdfMAvgVAMXwp1v6ywRHhhfMNCgiMoTLjfenhSCzRwuqaqoqa3BnZM6dOnz+vcFVD28jy2jU42sOX4ZXYik1/6BrT5RbX4xDeuvWKz1ULr7LqquaerrpbzV44vAUuQQWZcY1RrYvL0fcpuOCYvAx2aBZKWC1APYgcxqCFpsVnGfgYzvWauZz20yrGkvUhq7aGrNtOX7/F75eNxDUuSfYluSXLV6wYNm/GjJnyChfV1HU0tQxs7N08sGRvSjg+ONY3NN43JAZPZWIIAS5ITztHVxs7x2v2To4uCKwvRc/MNiousa23p6P/dltfX1tfX1tvb2tvT2tPT2tfb3ldXd2tW33376Vm56HdrAJNZlZThUv85yYhf8oPlOoo1X58H/n3G1/2f93Zf8HYv8myBzaxO+a/rZ35pGDGUPqsroR5zdESN6OW1keurAldWURelASfGQgToOqB/RgAgFFs27HLwsrexNzOFYknkMP8g2OJgdHeVKY71tfWEW5iZqlvaKRnADMyNbeydXBFejqTkgisEcUgZ5+w+7x1VGJScWVlcWXVjcysyHiWTUDxVXTW8BqDIaFIziYiOCypuLA0h1XAYuWlpKcnJ6UnJ6UnJCbvcN0uihGeh5stgZv/k9fCpR6Ll7gtWuQsEZbPJHr6TnXbAL4RQDF8KVb/vFZdQ/fCBWUtHUM7ZxTSm4KhhBGY8f4R10khMXgqE433d0V5OSNQTnCkq4c3MqoBl/FOMThFtm9TIejY+7Z0dbT399/q7Ky91ewVWaYMT7GlV+lgs/W88xUdktYYyyz1lBDDzFMjqofQI1B+6BXIJavpS9cFrtgc+rNkxIY94Vv3MLbsDNh0KlC6oqHUxnLkN9IiotOVr2rbOSFVVNSPyxw7eEBKRuak0uWrBhZ219xxCAIdQwnHMqK8g6IIwTE+jEgfeqRnQIimkVVUXEJrb1/n7YGO/tvt/f3tff3tfX1tfX2tfb2dgwMl1dXeBKKnNzE5PijcVqKKItyfueZ20f6m1ANFQZKZvltY/juKww7VpZ5pzZPvKZLrKzrRnXeknXWwOXVPTfT2Isb6LPzyZPcFUbYiQUYQTR+iG4AdnAAAfmzeusPWHq6ionHq5OlTJ88oXVLVMbK0RXghfRk4RhQhJBYfFI1nRPjQQrEBQTh/hjMpkZD9OyK+d1gxnHdK2n7OJjQ2oaC8vLiqqrK+LiY134pUcNUj0yW0QR2TBSMUy1jQLnnoJaekxccmx8Ykxccmx8cnZ6blGhANZyJFFxDnLPRbsJS0aJXv0lW45Ss8lqzBLK+uqz5/TnGq2wbwjRg+u3Ljyqm248dn1Zq1TnCsla2zooLSwf379+3ee/L0WTUdmLmjuzM2AOUfgqGGYxnR3oFROHqkFy0SHd+KTX8wrBicozp2XMXrOpLaero7+vs7b98uqqyyISRdcUu1plVpY7L0vPMV7JM2WpzeQFi1Grd8BfanA9i9v3is+YW8YnPQz9tC1+2O2nwwRvJQxK4DDEkphiQhA1uSX/bTT4s/mCcsIqKsou3jz/SjRuBJwc5uaC1t/bNnZA8dOLB3127pIzKKyqq6xlZWLh7OWJK7byCaEupGDNQwsoqKS2zr7eseHOwcGOgcuN1x+3Z7/+32/v6uO4MF5RVe3j6JKam3H/7W3VkdcW3h8H4Md0qlnnRdffXI/uWfnr/22/eUyd1M3F4dtqKUtqDYd3qBj3AuVjgHI5jpDt2AQ2muUKordN0R7PkIAIzLuvUbUbgAnF8gEkMwM7dVvqh85NChvbt3Hz58VP6CsjbMzMoV7eod4O4X6BHA9KSGIoMy8aw/3OJ64LHd7gl9SvC0zXJ2jPDY4qrK2lu36lua/Zlxpvjsq6hMp5B6NY9MGKFIxoI212ypKk0lnBkdFBjOZEZdT7hBjQhcgVgmTpr7E0ViJW3JOvrKjZQ16wmr1+JWHiHvL8gqFBcXn+q2AQB+MFasXO0A9yRSwsmBMXg/hq29y5UrqjJHpPfu3Hn40GF5xUs6MHMbV7QrLgDlF4gKCEMntOMyHrrF9aCu30bE9+1WJ+o4+Lb1dHcNDjZ3dfkGkE08IlUQNyypFVqYTF1cnvy1REkbhX3UbdtJmzYR160jrdhCXysZtHFn6KZ90VuPxO86HrdPJnyfdMhugxj11tYWDXVNTvNEREVPycppaOkbwCxd3b0JZGZASJwfM9aHEuKGxplbXdPR1b+qqqaurqGja2BiYW3nivIgUHTMbCNjE9r7+rrvDHXdGey+M9g1ONg5MNg5MNA5ONDU0dHe1/frs2cNbZ2eKBuyvmg1RYRzB6f/vfFlsynsv53YzzXYv0qz+1exm4XfVEKPs6E7SVB7OFRHg0rALtEAwGRYsXqNrSMC6elHpISTg2JJjGgfcogbxsfc6pqGpvbFi5cUFS+oqKrpw0wt7V3gaG90SDae9btbfO+wYriESN8o58CMTbrZ0d7e15eWlenq6Wfmm6eKynAMrlX1yDAkFB0zpy+y/FkcM1fLX5tODmEGRcVHJ51Gn5IgzltBW7ImaNlG5pptIb/soG/cSlq/xW+da6K9nY3DVDcMAPDjsWzFShVV9SsqmmaWDh44si8jmhSWQGLGevlS7VwQRsam2tq62tq6BjBjq2uO9ghvRNQt98TbppQaHUKJHqFE8gpGz4HY3tvbfedOR//tW13dXuGlyq4pFuQyTXSmDi7vnG38YWdV+cijx0IOSjF2HQyUPBgieShi1+GYXccS9p5OPCgbd+h0pNTFKNnyptLI0BgRUVFO8wSFhM6ev2hiZiN39pzUgQOHD0mfV7ykaWhmA/dC+wcTg+P8QuN9g2OI9DCcfyCGSEbj/X0owdomNsyI6Pb+/t6hu913hrqHhrrv3OkeHOwaHOy+MzT0xx+3HzwIjYzce1Bq8XyIoAnV0EQn2POxSfRV+eR2iQaKAQDgZNmKlVo6MIXzShcvqhiZ2DghcAg8zYsWgQ+OJQZHExiR3uQgND4A6UVAoHEIDM6VnOaTNaIYLiMzN55zSszM67zd39rb29rdlVt9y8IvX8U93T6wWhWZboAvkjGjr7TZvMxr0RLPxTp+uv4Uqr6XwQqvn9Yylv8StHJL2NqdERv3hm3bE7h1F3mLbJBMWV3psmXLp7phAIAfj5+WLjOzctTS0pM+fGTvrt3Hj51Uvqptag9HEGjegdF+YQmk0DjfwEgfSrAXiebmQ0PEtDpFdSu7pcjbhp20iNh6AWHoROzo6+kdGhr89deeu3fdA3Mvw1PM/Us1PDJ0cHlytnFnPHT0My6qJp1XjDt5LlZGLv6o/HUZ+WSZ86nHFZJPnE88phB7PLI05GZ90/r160dbeEZOiUiNIPgHw92xenow2VNn9uyUlNy27eB+qbPnFNX1TMwd3Z2xJI+AEE9qOJYeiSQFqxtaMMOjOvpv992/1zN0t+fu3Z6huz1DQ4O//nr3jz9yiovVNTVnzZoFQdCS+ZCv9iQUw+TPlQCKAQDgZOmylc5IH0dXtLq69gmZY/t27zl86IiC0hU9U2tbBBZBoKP8Q9DkUAw13JMS5kUNQzILfLJ++/BWQtWDtfGcYxKroGtwoL2/v6W7y58ZZ+CVropMt2NUqSDSDHwKZcxoGx13bSD+vBq3fA1uuaTXtrVeKzbS1mwJXrs9fP3e6K1SMZKHwncdDNx5JHC3b4Z3SUHpVLcKAPBDIiYmYeeE9mdE+/gxrtm5XLp4SWrvvm2bNu7etefM2fMa+sYWTkhXb7KHP9OTGg4nhduHNmq6J6H9Q+NusFz8r8vbxxm7+nYN9D3488+b7R3m1tbndNFqyAxTUqkGKl0XlydnE3fBG+ZcaWBXrG+epwHLUdHPUdbLvaibc1Er64Ja+nnV1HPUfN++zt7Tp07ztXDFytUq6rrXnNGEgFBGWCIlJBZLoju4uusbwC4pXZSXk5OXk7948bKmroGptYMDwgtBoGoaW4eERXb29/U/eNB7717fvbsDDx8++PNJU2cH3B25avXqD5kvF4P8tKBaoBgAgK/ET0uW2blgcH7BAYxoXwoTjvTSNzA+d1bu4N59UvsPnj5zVkVD18TGyQlNQBBpaP8QRHABnvU7IqEPEd+LTh7UxOZvkne4npXffWewa/BOQWmpM9rXyDtL1T3dhlahgkjT9y6QMaPtQRzeR9uxg7Rps9+6jeSft9M37AzetDt88/6Y7dLxu4/H7T8WsU+GuRcWo9na2qqhrjHVrQIA/JAICgrtP3jY0MTGwyuAGhJPj7juSw9DYLxNza1Ur6jKnz0nLyevfFlFD2Zq4wi3x/gb+5cau5Ba2pp+f/a4ubtLD51oiaLevnc3MSXlgJQUBEFHlO3UUFmGhEIVRKomhiVrFWuKwxLrHXDNtp4NtqhaS3i1mVOV0bUKA4tSbeM8NUZRwFD/kI6WzjhGCggISEhI7Ny1V1FZzdjaxRlHxjGiyJFJlPBEX0a4ly/VHePjisQ4wpGuSE+fAIaOmW1wWGR7X1//g/u3Hzx48ORJ/4P7oZGRh48c4cl5mdg0gpZAGUm0+8aXUQw2cgJAMQAAIyxavET1quYlZRWYsRUCQ/ShhBGDY/1CYvGUEDc0ztLWHmZkoqunr6tnaGppY+fi7hCQ4Zl2z5LRoOdbpu1TpOAQv1XeNikrr+fuUOfAYNfA7bzqZnNirgrihiW5TAWRpofLlzGlncCdlYuSkQk+cChw98EgSSnmzsORu47E7j6euO9MopRs3OHTUYcuRZ2tbCqLiogRERGZ6lYBfFPA2ZVfFlFR0dVr1p48I69nbOOA8cUyIgMikyjhiX6BEd4kGsqL4ObhBUeiETh/a3r1Nd/UxtbWe78/yK9r08WydGy9LawtxMTEhrOSVra1plWbEvPtaBUwn9yLrim2zqSCalbITW9KF5zahSC1wb2bHVE3bVCVtgmVUa1N7QYGBpM3dfacOT+v3XDkxJkrOsbmrmgEgY6lRfoExRCC43wCo3wYkZgApoaRZUh4ZHtf/73Hj+49fpxTXKymoTF79pzRuc2aPs1JcVqqq1BHyqo7ZVKfqRjCTSHVw0LTBMC5EgDAe8TEJSysXfT0jWWkZXZLSh45clTpirqRjZML1t+LGk4IiSUExxACIwmMMG9ysKcfzYmWg0m9p+1TdNExWu5a1CE96s4LDtezcvvu3e25M3T/8aOcyiYT7ywVxA2LgBJVRJouLu+YOe1iwGXd9ItXrp9TjDtxLlZGLuHouesy8ikyCinHFZNOnE88rhh3IrosrP1W+y+/8Hn3CfhnA/Zj+EqIiIgsW7Va6thJVV1ja4QXkhSEpUf5BMbgGFFYWoQXJdQQFWZIqsTE1AdntzkwGw5cRUssXsWZg8TKLfrIeER0m2dSn0voTamL9ot+Wo5BelVVV7OakqLbyaGd+MAWn5iG4JpbVSW5ZWfOyH6aqYKCghILF27dsevkuQuaRlYOKB+0f7BPYDSWFqFpYsOMjBl48OBWZ6eLu/tqjtcQo5HaKMjQF8j1mT9QfPBxp+rz+1afphjCTCGchuDKRWCFAQDgYPacudec0H7UCLxfoL2jm8oV1UP7D2zZsEFy244Tp86q6RhaOCBcsP4e/iFochgqIFmb9+QAACAASURBVNSOmmdCrjRyo4YnpAREpGoik04ZkRLTs4Z+/+3eo8dpmRmnFa+qu8ZeRWWY+RerItL0cHnHzGnaoVrOFTCbQl3TXDXDnCt6Ocq6OZd0ci5qZimqpctfTZWn5BHvDtz95HAD+KEBiuFrIygouPCnJZJ7Dsgrq5nawd0JNG9GFCEkTsfcQc+eYEfNv+ocvv6IluD0eaPTisySWL715Jr9lyTW7IcEhCEIEhUVVbmiFh2RUFZeVtlYUVVXVZhXjEX7rP9Ccl90uuiSZcv3HpBS0dC2g6Mw3n6JKan+VOrBQ4cnTDttmsDZnUIU3WnZWIneopN//WrL/j8ym01mv7AdRzEU4yEWGkp2gaKsIaYJFGEm4KkquGWlEASBBQYAgINp06YdOHjExMLeA0emBMfRwhJ8aaHunj5mFtZXLqucPSMre1r2gtIlLV1Di2vODihva/+cq07hicnJd3//9f7vDynx+fIWlBt5Bb1DQ3B3d3EJcUh4nppLvCoyw4hYcBmeooPNOWka4hSC8L5li71pi66zdq+xcK02dayE2Zbpm5doGeer0Qr87g89gBnCproxAFMDUAzfkjlz5q7fuPmsgpKVI9wDR4yPT0AgkatWrZo4JTdiYmLSR2SuXLp6QeHi+g0bv4apAhA0f968XTt3HZCSmjFz5uTT7VgtZCMnEGE1oyJk29BN/RdPPNgv7djP1Nm/SrNvr2G3if63GnqSB91JhtrCoToaVIyHslBQkiMUYwVR9acZnBRaJi4I5AIAwB8REZE1P6+TPadkbOXogg3AMaICIq4HhMaTAiO8SXSUF97VHe0MR7p5eDlScmA+2cmsgvt//Np/d4gQV65oE4IlkmTPvlseEJm9UNcjRdszy9y3AIbP00RnyttEUOlRN2rjqC3u1G44uR3h2+KKbbJH3bRBVFpHlTE7WrsszCyntgUAUwhQDFPCjBnTN2/aLHNUZt68uVNty5dnhui0/WsFDGUgoobwdbcllczN7Wnbh/I3/Fa4+HGu8K/pUH8c1BICVfpBeWgo2VGAaSbgdVVQU3ra5hXTBAWBVgAAJoGwsPDKNWuPnpLTNLa08yCgA0JwjCgcIxJHj8DSwr3pEbY4JoxU6hxaE5PfSr7RooUr+GXfhTlzOL6FJCB48LwxIqLJO3UAnzrow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Ag954xOzr4G0zggXQ2RtrbKZK2qOFWzfwEFpZwCczNCyjGjYORc8YViJ8pvMXDiIlYFT3SM8OSM6bv4qivcEhMj1LguIOGsNvEUlq9UCIIgiAno0KGDnZ2dvb19YGBgfX39jp07AgIDHB0de/bsaWNjLbDGQFN3DAVDm2EKWgxEZcNVXkqVRd1tlYYovNB9KjSQJruBCsyEqPsV/wnbHkKhuFXDiZETiioYj+InnhbPthgIGdN38YUtBmIGNEtElS0NOzraPemJIAiCGBQba2s3N7e4+LicnJzIyMixY8eGhYW5urpaWVoJhqPGdqVW5+5O6G2NgZmS8kkAtiIR1i3U6jbZD+cqqyQiQwnc02GNgWfDgX+NQZC2FF/sGoPGWhDnA59jQBAEMWe6desWHh6em5tbXl5eXFQUHh7e1VbzY1GKSbBK2Ulk0NrayvzPazHQVCLt8QTScwwWqv0ItQJv5W6Vc7QP3aqgPRPBnYiTNWFrKyknQqGYNxn1QHtpQT33VnkiVQXr6Q2NzzFw0GvxRTzHQKwE4oONjIpRl5vw2AY+xYAgCGKG2NjYDBwwIGjYsP5ubtYaVheUMJ+Zoz+2p/wrYDEw9rPVeoT8Lr5yXZ39W/jlftJNwlo/QbOxSiIyFE/arCoivTZCqAraawkympZVXCaUn/iuiD6KT/Og3obgviuhuKjpcwvEimGuJahTwfUFg4BnVyIIgpg/uC+PmB78HgOCIIj5gxYDYnrQYkAQBDF/0GJATA9aDAiCIAiCaAYtBgRBEARBNIMWA4IgCIIgmkGLAUEQBEEQzaDFgCBIm7CyshowYICfn59zH2dT5wVBEAOCZ1ciCKI7Hu4elZWVu3btOn/+/P3795cvX96lc2dTZ0o84o4x+PDSMluMXwn4jgmCIIgZ4Nynz6FDh2pqanbt2nX58uX379+/f/++qLCI/xAqC+4XohmX2V9BNiy8xy4ws6qXrwjq5ShF7bSf6gOI+teYagFplaU2VAJTFlrEghYDgiCIGZCSknLgwIEtW7Zcv3798uXLcrm8qalpy9YtfZyc+AOFSFuZh0hYWFioDiQw7tjOOsaSaDHoy3DRi+LSIhLmeQuGq1etytWGStBZFmgxIAiCmBpra+vExMTc3Nzs7Gy5XP7HH380Nzdv3769tLTUx9ubP5zqOEnO6dTEcxpphySo57TU8QrsQyY4p1gD66wKujfWnJU4eyVqKW5ynCyp41Yf500LJKYI3FMkhM6B4K1mwkXOsgOxhgmnf9HzTPlhZ4l0vCYhbWXqImpSsDysQ6joh4ewiyNRXmSfsgHsUzAETu6g55RYkwiCIAiRjjY2Af7+QUFB/v7+mzdvpobPZ8+epaenOzs7d+jAtzWhGPoJeolgMZDPPGQdPcQ+KJJ8oDXhPEnt1xiI8fBniXl4FukUShFx0hSjNvNlCUfxEjNGrGHyeaHE07IZWWJZekKHXYqpSTq8FlCrNIQpUv4Go65J9aoL67xLgk/aJfLhqHhIJoIgiDBWllaOTk5OTk4ODg61tbUA0NLSMmXKFBdXF1tb248/+ognnHKIZcwKWapK+Yt8OCL7QMcQVtTM4wx5vYmzGPgn0YSScCJiaGbufJg/b+RDO7VcYVfmn3sOKE/eORkiVpUFSVSs62RFyhdMIDfssrDm9RIZ0Pe4xBaHGS8hsPIyzfpU/xRcS2nf4NmVCILoQocOHezs7Ozt7QMDA+vr63fs3BEQGODo6NizZ08bG2uNawwENdFmi4Ha3FD84Kx2c71pvcZAjoeTJSZaWQykOHW2GNTBFZsh3Izp2WJQ/uVRo0LBRFgMJMXMOMFcvMVA2uPhsRhoITibSOwdjHYPfo8BQRAdsbG2dnNzi4uPy8nJiYyMHDt2bFhYmKurq5WlFX8g9hhM0iJtW2Pg+m3DGoOAxSBijYEYVC9rDMp3S6QyxeKHgNaiFtGJGdO3xUD9l/Co9zauMfDYIDKZ0LYNqTgaN44YFgPHLtDJcGsfoMWAIIjudOvWLTw8PDc3t7y8vLioKDw8vKut8OddaEM060VLgj4R3mVnemD85kZo0OcY+LJEyouoIohZY5BIpSEWEqlMJpVJZTIpI0n6sxzKSIkZ49awelOHko92FoOFREZ4FYZYCRprklUg/sxLhJ9jIFkM6h0xwTUGsilGFvGfgQ/cYpAQn6rV0ZvIyLQNokO0CPIBYWNjM3DAgKBhw/q7uVkLrS5Q0Id++njNo4bUK8A8C/O0WSBnwZk1jRWcKyo80CMnaSlCPEJZIqkjzUXgsxiYmVRYDFKJVCaVSKX8GWXExJkys2uY5k0mIW3gMP9y6k0i4x3wSBUuWJM8dQqcrQ+mzcDXYBg7YgpPMpmQxcD3/ISWb660G4xoMXDeZtKxmukaWEAb83njD4IWA4IgSBtpT48CMsrCfaL2z4cpLQbQ7VVWtBgQBEHMlPZkMDC3H9pVyXTE6BYDa62xjfWPuxIIgiDmQ3ubiNPfi2hP5dIRs7EYOG8+WxBuKDfU2AsGUsL3t8StMdC/3MX81Bi9ofDsh/J9nUzYD7kFol2BIAiCmDUjvI12diVpV4L5OA/hFkFvc9U/MU4xFoPG4FybQSCICm2iZcaLFgOCIAiCsM0C9vya/TwvbUGB/Y41Uf2zPIuwGFjp8iltbn6Egwj4IS1woJWAIAaD7+l7pe2OC80IYpYwdyWEbjD0Km1Wrn5Dm+cxRvHrCpz9Dc5f8qsdgkHIF2l/SWspOGQhfzZUfdrQbT9E2iqTSmUCqRjyVEcEQXSH12IgT8pZeljtR9MaA2GZX/s1BokM2M9c6H+NAUH+fNCfjDOGvg4RshhCpK3YGxHEHOG3GEgb//RvjjGvangQgaDmdXiOgXBH46MPQsXB5xgQxMLCQuAMQmb/pbYTlI8Nc778w1qzI4dS+Oa1GHCBAUHMFgGLwYKlStmPOBB0Nu23TML9aJku70qEML5Vpo6zVSZrFRWEXVayH5bRgBYD8ueC29RpL70zPohMPmFI8GwAZijqHtlikAiexIAgCIHa5Rb1UovePU2dDwRB/jSIOIWZ/cii6i/x0CKeUKypBG0PgvTNaARBNPD6tAXILfr1NnhC7MV4hAeDSwJBzAPBU5g5LzlIWMcoiwtFRyJD4wBB2oTxLAaV0dB+fyMIog3UxgJZy3OuSpjHKIsMhSCI/jCaxWBBKdf2/htBECG0OYWZpfslzGOURYZCEERvGNNiQBAEEXkKM0H3s58zFhcKQRB9gRYDgiAIgiCaQYsBQRAEQRDNoMWAIAiCIIhmqLMrO1qbOh8IgiAIgiAsOnfu7Navn6eHh5Ojo6nzgiAIgiCI+dHBwiImOmblypU7d+6sq6uTy+VSqbSfq6up89VG8BPPIsBKQhAEQcSTlZX19ddfHzx48LPPPrt27dq//vUvADhz5kzv3sQnKYinQxvijNw2ajO+4JyTuvWD/nUv67hNVc1zrnAPHDdhroVTMlBTaUNmGIWnt216LvmuE05YQRAEabd4enoeOHDg4MGDu3fv/uqrr+rq6h4+fPi3v/3t+o0bmZmZH3/0ESfEB20xsL9iq79cG0D3sk0GZeZZV9pybJaRLAbDVbv2cNuvIjd8N/iu8x55iiAI0j6JjIwsLy8vKytbunTpL7/88vbt24sXL+7bt2/NmjW5ubk9ewoch2XmK9qk7DF1MP1Ld2YJswjcw0DbLgHjyNCsqp1+sLOiSlulISrDgLpFW84Rvk46x90ssLKyGjBggJ+fn3MfZ1PnBUEQA2K0systLS2HDRsWExMTFxcXHx9/+fJlAPjf//3fb7/9dvXq1XFxcfb29vyhyQfkcuZbjMOvW6UhhOOwW6UhGvQhMQghVXa6rDFcOV0kjexiMi+haw9mGqzkaLGRz9RmHvHH9Uu7Q1NWra0c9aVtdTFO/ZayKok5nyZbJrz/eAtiwGoXGQOPgUKr4BBmGqq/fNeZdpCZGQwe7h6VlZW7du06f/78/fv3ly9f3qVzZyOmT7fKED1CN3HNFYEvfHJXSRF9YLTvMVhaWvZzdXV3dx80aJCHh8eFCxcogX733Xf5+fnu7u52dnYdOnTgCc2vIxnDN+O62mIQgqb2GL8JsRNuCa7Sk5W26Mwz9Qc3h8TcCi5i89g7FLR5rOJMQQn7yQWihaRNdamLQ9pvopkCjHrlFluwIAauds0xCLRg+t4DewtIaTFwr3MqzGw0pHOfPocOHaqpqdm1a9fly5ffv3///v37osIivn5swdHwIdJWzoefZRLymRFi4tMX3GjFZ0k0PE1V50j0mD3dq1WVH0Pr6hBpq0wqlQmnIpGhyaBXjGYxfPTRRz169Ojdu3evXr2CgoPf/frrr7/+WlVV5efn98knn3Tt2tXGxkasxcD8R5v+cqd5iubLHPLp/7jzNkYQ1rRPDeMG/7SPOxcWn3l6EoxQnOUGtYqmWQbcJBglE6hj5ef71RqMaTCIrC5WgbiB2KcKsE0G5loQp6oERjRDVLsWrY6nbml7JcTqFLIYiJahyUlJSTlw4MCWLVuuX79++fJluVze1NS0ZeuWPk5OvGEYuohdZO0VldEsBgMkwF4T1DpBZiQh0la9ZVlg9q4pQ6zRyKCEaLAY9FkliIWFcb/52Kljp969e7u4uEyfPr2urm7SpEne3t4eHh79+vXr3r27tZUVf1DGaE18HpKgKnkCksZtfs1A0hM0NFkMjGC0rWpRmVfrLr48sQdcDfVD1zvc3qyMVj14KdWiYtEhhO1TuLqIC0PchQS2V9VNajiUKtIm7YtoUJ56rXZtYuDLBScB5l/eXQlSIzS9zWBtbZ2YmJibm5udnS2Xy//444/m5ubt27eXlpb6eHvzh6NP1iUykMlkDLNSaYWpWqxyQ4teySppyKTcZ0UYzZ1+j16DdNOTID7iGoPCeCYYOPTtN1Fy4WpkeqYEi8w0wsntTu2Z3v+YW4O8eea+rsOuWEJsfNXGm3N1cNFVyk1U2GLABQb9Y0yL4aMOH33yySfDgoJS09KSJyRPmDAhLS1t3LhxgYGB3bp1419gsBDW4rzeOFfaajEwZtoCulEZO2sGQVgtEM686pqMV/eKWGPgrU5Ob6LKJ5OpzQOFx9ZWZnzaWAxi1hiYawYKwchkreqVDuofp0zEBQIDVbtWMdCyQ6hpvnUZnuv8zzeYlI42NgH+/kFBQf7+/ps3b6ZG92fPnqWnpzs7Owv0Z7WGkMgUu1/q1TOaocDaDlPPX2maUm3ekswDdUp0g1PZSISei+W1GOi6XumJlrTItQmSN1oCgkVm6FRiWmpNya4p5gKWQJ5ppSTaXazY6OEIQzAnIWZwsVXKTVTAYlAan4hemTPRYuV0i+62Rkruow4dnBwdY2NiioqKKioqSmbNiomJse/1aQcLAXPBgme6SofvoTD9WwxMBC0Gol8tMs/0TFSE5NVqchLsLHH6O80Dd9bGV6sCxhyhvgRukZ7PVD9WQQ8sUBDDV7vIGHgrgOfxGr4WxpoKc4plQqwsrRydnJycnBwcHGprawGgpaVlypQpLq4utra2pLellSg1hEJlM2fXIXQfjLk4TdMzp95M44B0NUTa2iqTtariVGlcPpOB32JQ/yAmLc5k4C4xkKMTTIIUCX8xmL415ZkgCrFpK/sgV4AkSTNTE65SThHofYG5AUEYy5APFmtraydHx0EDBzrYO1haWooIwWcKaBy79Wox0FNlTHqJOoOpvBg3RWae7pX7cAZryslKhZQE4xqpH6nXeiXsK4zhQWx1MXW/ejrIzSFz9GGOOSqfZIvRaNWuXQwE74wY6ff4GjZnWUdIeEanQ4cOdnZ29vb2gYGB9fX1O3buCAgMcHR07Nmzp42NtdCaoUIFqOb47P8aLAYx6lOi3t6g7lINkL2voKhWrvITsBiUvwh7G6LFQ5+3sxPgKTI3CVIk6mDs3PCpW3Ke+SwGdYVqsFaUO5nkhNjBxVWpUKISmVl0CgRBEISMjbW1m5tbXHxcTk5OZGTk2LFjw8LCXF1drSwFHkqyUCpC9bqxhLU7obc1BmZKEhnIJIS9CIImErIY2NnlCa54pVgmIS2Qc8Oo9L9GI0ko34yYxK4xEGjDGgMzGyJzrrlKRWQa+dPDnaIhCEJh6t5pYWFhYdGtW7fw8PDc3Nzy8vLioqLw8PCutpo3OdnPYkhk0NrayvzPazHQVCLt8QT6jJupM1tlsla1ImrlPrygrcXAzi5xsi+RSkMsJFKZTCqTymRSzm3uihtBRROKzKlGuvHEWqSg3+euFQithTDtI25Jycqbbo0pvZIrh2Qwaa5StBgQBEE+bGxsbAYOGBA0bFh/NzdrDasLSiSsh9i4ClTAYqCtWtNXKsh718rlcfZvunfyroQa9mYGO7ukbQCFxSCVSGVSiZRjMZADMcrOLDKPb9KmJO3JH5mMx2LgjZCbCZ4HnIjKm1SppMrhBhdTpWgxIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIB8OVlZWAwYM8PPzc+7jbOq8IAiCIAhilni4e1RWVu7atev8+fP3799fvnx5l86dTZ2pNiLyAEojQD/3gvcMjA8c4te6zBueY2cQBEEQXpz79Dl06FBNTc2uXbsuX778/v379+/fFxUWCZ5Eq1kfG1d1sD9IbALFRT94iXQ6hgXng5e6GjTEr1/rGpsq222qL2GLQeBkObFZNJjxpz5VHEEQBNFASkrKgQMHtmzZcv369cuXL8vl8qampi1bt/RxcuIPZG4Wg4lhng3B+Fgy+ygLPdSJ/pZP6GeFt0l1arYYBA+bMB3M87URBEEQXqytrRMTE3Nzc7Ozs+Vy+R9//NHc3Lx9+/bS0lIfb2/+cCwd0CqVymgzSNJpB4xD05XRMA5EpqkcKe3wcdoBC6QDC7inFagjZZxTycghqyisG1rGQFCTVP0w59aMktKCcDNArCty5TMywDlIQnX0J09sBNuDUVJFpKzA5BoTaTEwjRTS6Rvq2mcbXTxSIBWQEwnhCi4wIAiCaEFHG5sAf/+goCB/f//NmzdTI+qzZ8/S09OdnZ07dODbmmDPGhVjNU0dcA5m5h7erPLCExv1l3D8IuMn86hHvkMaCTnkj0qrGMhzfqIKZR+2zcowNwPk1QT+MzlZdgjr2EmyfcCygFglBY6I+CQizmJg1B7JYhA6yJwoBVIBuZGQo8XlBQRBENFYWVo5Ojk5OTk5ODjU1tYCQEtLy5QpU1xcXWxtbT/+6COecJw1BtJMkTHj405+aYM47Sfvyj1P1MwEmLdoWpN0kiQxKm1j4Mky/YhrIYtBQwaIJoPAKd4cI0xcbLT5Od8uCqGQzMcyRD/HQG4WtFbBWyMk/3xNi2DVMa6QD0lFEARB+OjQoYOdnZ29vX1gYGB9ff2OnTsCAgMcHR179uxpY2Mteo1BhMXARDmsqzce+I5gFn3MMkkBK6aRulsMmmOwIG/Ni11jIGaAW1cMBCwG5S+6waIhNnWcnJ0N8m/SnpP4XQm+dSjuMejcpHksBmIB2ZGQriAIgiBaYWNt7ebmFhcfl5OTExkZOXbs2LCwMFdXVytLK/5AbVljoMdB2loWv5uhxqRrDDxqn/iEhZZrDEQEMyCRQatUIlRXPCiyrMliIO9yaGEx8AhSYOVG/BoDqVBaVy+CIAjCT7du3cLDw3Nzc8vLy4uLisLDw7va2gqG0NJi4JuGEya8nHD0ma3uzzHwaSbBxwhExaD0x3pXgrTLQrAYNGSAiLDJIpFBa6u4dxPom/tKfyIsBrJEdFhjUP+krEddLAbh6kKLAUEQRO/Y2NgMHDAgaNiw/m5u1kKrCxSaLQblEgLtUQX2yjHjEs9zDLTn8mU0C0O9Fs2xTwgb1Br3FJjetY2Br3yckCSLQUMGSNqQ+1gAdwuIFkooNto9sc8xECWi2WLg7hsw7sgklAHJzZAmi4FQQG4kpGgRBEGQDwS+iSeCIAiCIIgaxmoyed6OIAiCIAjCeMwdFxgQBEEQBEEQBEEQBEGQdoZi+Utoo+yD+7yDCTP8wdUVgiAIgohDs8VAe8vDiPlqAybM8AdXVwiCIAgiElxj+FCTppL6cKSCIAiCfNiIsBgQswQtBgRBEMSYoMXwoYIWA4IgCGJMRFgMis15TZ/k5ImFdYAWwQv7rHExLyILJk3OMCcI3+mmhJyI/LCoQF3psR64BSFXl9iz2RAEQRBEBLpaDBx1RNBaPH7IGrBVKiV516x7ubFyM8yXE1b8QjlRfKNcQ2G0qStd60GExcDnBdckEARBEF3RyWJQKSSOgcA9c5s0+2eGI8/aVWqWmTUxSXMyTDj+SxU/+WwX2nWW9uVe17C8YZh6ENqVIAahnZKCSw0IgiCI9uhiMYh5IYB3eZ6bINkI4JzwJjppga0BsTnhsVLICwoEm4NtrOi9Hiz4LQZlNPy7SLjOgCAIgmiPDhYDjwYTDMNJkbuEroVS1aDyRFoMvGsnnIB8lcSbQXZd6bseiOEZsZCrCJ9zRRAEQXRFB4tBjNrhf3CAO1vX9GQl93kEDRpPg+JnIcJiEH+dp670XQ/qqDmWgWAVibO4EARBEISLzhaDsNYxqMWgSeEJPEzwZ7EYeKoILQYEQRBEVwy6xiBOMxl+jYH0lKM2uxJttRj0Xg8CUeMaA4IgCGIQdLcYdH2OQbxfXotBy+cYeMpoDIvBQPWgLhU+x4AgCIIYB32+KxEibVVd0+KABW00pZikxVoMmp9b1P66Tu+VaEhF0GLgf1qD/10JNBgQBEEQ7dHpewyq3Xnu5xfYs2uetwI1fMOA/4YWSXOyQvhYhMEtBkPVg4D+J395gTcfCIIgCCIGgUfzlKqFpLB4PirI1EbiHjfUVVPyJ63NNx8NbjEYrB44FUE2iAQSRBAEQRDx8OhfugbSoC+FdRE3fr6dd9GaUmPSxHDMIK3SEKVeNbzFYLh6YFgGmiwrNBYQBEEQBEEQBEEQBEEQBEEQBEEQBEEQM4bv8QXkT4KpGyCCIAjygWBqhYWYGFM3QARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEEQs6enpOUh7JD093dSNCzE7sL+3P7CnI8YjJyenHmmP5OTkmLpxIWYH9vf2B/Z0xHjgCNJewXEE4YL9vf2BPR0xHjiCtFdwHEG4YH9vf2BPR4wHjiDtFRxHEC7Y39sf2NMR44EjSHsFxxGEC/b39gf2dMR44AjSXsFxBOGC/b39gT0dMR44grRXcBxBuGB/b39gT0eMhx5HkJOzfOgx+8w6ybmdWKWvxLgps9MzYGxViYw65C8Vb1QnZ/kIhdMHOI4gXNBiaH9gT0eMh55GEJa1oISmLA2pI41oMfAUlFwyhWVBiAstBsQkGMpiIPULvfVIAlWJho2/njUv4EurKpHnphF6uBLs6Yjx0M8IQnUuRsdRDCGqPtMuLAblIMIoh+Iip2xUPD4+vPfQYkCMjUEtBkaD1m+nNC7U4EUrDp9hUJVokZiYaKI5gRLs6Yjx0MsIwjM4VCVaUJ2GMQFR+2Mu7rPXI3xmnaR5YMeuvpVYxU1fOObEKmWGlHeEY2ME5h0d2DeU0RCjQ4sBMQnGsxioax+iyUDsnKRurChgVaJp5gRKsKcjxkOPawwatvOVUL2OuLqv7JDkpX/mcgU9WGKij4bAjJvUvF95VTg2TinEDgLqKuEba9BiQIyOsS0GxbWqRAuLxETGCh2937Fm84lVNJM/sYpu0dNtfNLveuJdERGSA9NLU1XFuqayiEgmA1oMSLtEXyOIwHIABbMHcbQv44JyMFHdp2JX/GVtgbDWC0TFTMuicGycImpvMBBNDbQYEJNgojUGRgeuZ1nRjD+M/kjq29Rv7SwGERGSci0MLRGCkYEWA9Iu0esIwnqHgNFh+HsQy/yvJ6lYmgIm9HKBXUZNMWsbm7gxgB0rJ0q0GBCTYKLnGFh9h61hWasRrJmF2qfan5YWg+YIiWGFYPjjBkKLAWmXGOxtK/Z7AuweJLR5wFXjrNkFqysy/WsVs8bY6oW8CpedJw+k2jAAOI4gXEz0rgRTo5L1K3fxoJ6z4K/6q53FICJCYlgBWAE5HRotBqRdYsj3s7lLj6xtBgsL9SX6NLwtFoOWMWthMQg9x0BYWCVhlDdHFOA4gnAx5q4EDa7FwMVMLAZRuxI8L1kLmRCGA3s6Yjz0MYLwvpPM2cxX9iCeNUxRFoPwPoK2MWuxK8H/rgRjm5bHsGBeRosBMQlmYzEIfeDApBYDb+5o13mf8xTc7zAU2NMR46GXEYT8pSLmM4XcBQfWvibNs6DFwP7SA/NhJt1i5ouNp6DE7zHQ1ziIoTlrHWgxIMbGLCwGIc/6sBg4K35aWQya364k2xSEvVG0GJD2hp5GEL6FeNYoobrEs6onymLgpMZ4H1LbmIVj48ATPXMLRGAwpL9xKVhfbQbHEYSLWVgMnH5I6zU6WAysTseav2hvMRDWCRnzAN4lEvoNtBiQdonhzpXgdCrWdJ+uqH1mneRsLQhYDIzEuN9c0ipmjbFpLijrpTH+cUJ9Gy0GxCSYicVQz+oCvDsWoiwGZmQ+1DeV2mIxcPKnxQIJ4XMT3Ej0CvZ0xHjgyTTtFRxHEC7Y39sf2NMR44EjSHsFxxGEC/b39gf2dMQ8WY4qAAAgAElEQVR44AjSXsFxBOGC/b39gT0dMR44grRXcBxBuGB/b39gT0eMB44g7RUcRxAu2N/bH9jTEeOBI0h7BccRhAv29/YH9nTEeOAI0l7BcQThgv29/YE9HTEe06ZNy0HaI9OmTTN140LMDuzv7Q/s6QiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCIAiCCNMBEYGppdRWTF1/HwamlpIeMHUVmjumlo/eMHVFmimmFkt7x9Ty/ZAwtax0x9Q19yFhalm1CVNX3oeBqaWkH0xdi+aLqSXTvjC1NNsPppakEKaum/aDqSWpAVNXT3vA1DIUi6nr6UPF1HL7ABFfuR8hND6sRolS1o0PS8oWKGjt+eBErAJlLYYPV75mCjYyfWHODRGlrC/MVsoCQyGxIB8jH3/88ccfayVlcxC0CuzUumH+kjVHtG1tpu7X5oj5t0iUctsxfynzCRrlqy0ipWwSEQvLGju1AB9EFzZfNDY1U8v3w0Zjo0QptwPMRMpEQXPFLbJQln8CdJCvmegVfUkZUaFRykYWsTmibZszdQf/YNCqLaKUP1DMSsrCghYpZas/MWJETJeyaTUKn6yJutCQneDDRth0QIuBgZjBha+ijdCBrQ2M3jMsplEavy0aX8rGrHPjY55S5gpajKxZRTN0jzN/BGRNVCrGNxq4KZrh0G3mtKUL/xlNB4E2R2xw9LoW6Gw2+qajIWl79kSOOwLN0aBtUcywwjeOtF3KBqpz46OtlOmCNuZkVLygbbp16tizS2fn7l1cetgO7GXnaW/nRXbdvBzavbPzcug6oJdt3x6d7e069bTlCl0HEetduEQpE8dt3cxB03YxQyOyCwuL+E9tNBCbHdtWsLbq+Kmtnbd9r7hBjlOHuMwd0X/tGPfP4jwPjkOncu6fxfdfNcZlzginLL9eUQPs3D/t3KurTUcbbovksxuMbDGwpGzdpWMXt549RvS1T/FyLg7qtzB0kDTG5LVqhm7Q1mi3ZeHO+YEO4z16DHO2denRsWsn8VI23GIDnwpRyVqVJevONnbe9g5pXi5zh/dbFDpgXYT7zlivw+N9alP+zM775ATPg+PcpTEDVo9xWzqqT45/zxEunbp3senUkaVv+JSKWdmFVjZWnRy62vnYfzre3XHyYJfZwW7Lw913xpq8B5nWeexLGLAhst/iMOe8wN7pg7v7O9m69uzYpZMY+RrfLjQviOMLy0Tt6mXfK36Qa0WIV/V4vyuT/W9MRafR+V2Z7H1kvOucEfYJ7nYe9h27dOYasyINWCNI2eaTLj1CXByn+Q7YEOn7Zbr/ddNX4IfiBp9JG7hxrNPkIT2D+3b+1E5AyixBG0KdiOnONt07fxo/yLUixGNXnO/X6f43pqHjc36XJ/vUpAzcONY5b2jPoL6d+VcdjNORiVImCtq6i42dX2/7RI9+i8MGn0vzuzrF5D3FbJ3vV+nu0pg+0/17jnDpbG/X0baTzmN1OzcduM2ONbh0/KSLy6wgr+rx/lemBNychk4H5yeb7PlZfN+ZgV1de9KX4oWHGz22Qo1S7hnmOmDtmCEXJpm8rj5c539t6uDTqW4LQnuNduvYpZNK0FopFb13Z+7SQo9hzl5HkvwuZQZcn2rySvuAnJ9s8pC6VLeKkJ5DnTt16kTsyMaxC4lSpgvaurNNV49PB6yJGFyXiuO2Vm7IhUke0linyUO69mWP1ayFQ+H1pLZL2RwRViTWth17jXHzvTAp8GYWy0U0F6U9WJT1eGXJ8y0L/rJ74Q970FGu4NuNOU9Wp91fGN4kGVafra6069N8z0/yqU7qm+VPH26MYDQIqRArqy59ewxaGxF4IyvwBkPEIQ0zY2+XTX20ouBZ1fzvd5i8Ys3KzflOmv9sQ8aDJbEtJSMbcun15n9p8uCTKQOWhtu5fKJ6VkNgpqJHo0G4O9vYdbJPcPfYHkvPbVB9zuimwviWsskPKyXPNsz5bvuyvx5Y+/Lo+lfH/6zu2IrWg/O/31n0fFPO49Up9xZENhcFy6fTK83v/CS3shE9Bjt27taFqFQ0duQ2ahS+Hv3xxx9bWll2cujqVhESeGMad9yOaSlNvb8w6/Gq0hdbK/7E4/aCHz6b9/2O6U/WTHq4JOHOnOENMxgVdSPL76sMzx1xThN9uvSwNYnpb6bwtTyb7p27D+3jKY0dejOLckH12RFNhal3FhQ9q9rwt6M7f6z77M05dAJu549n1vz1sOTJ+vG354U3SoLqc6iaDPxmisfG6E/8+nTqTLAb9K5LuCKmpGxpadnZqZtTxmD/L9JVUh4pz429NXvag+ULvtst/fG0yevwg3CbXp6Y+3zb5PtLxzYXj5DPUFTmtWneuxN6x3l06U4YcQxhNPCZC4oZp/un/ZeGB1zMHHYzm3KhDTNT7y7If7x+wXe7N708seN13a4fz6JjuZ0/nln718PlL3ZMe7A85lbp8PrpVO0NvZHlezqtT5qPnXNPMRMAfWkUruWhFrSNle3AXi5FQfQePbx+emRTUeqdBXOfSze+PL7rzVmT9xczdDt/PLPwu13THiyLvVUaIp+pqr2hV6d6bIjqNdyFbhoK9GL92oVmB5+50Km3nWOa9+BDSUH1OZQb3Vgw7cHyJd/t3fq3GnTauk2tJxZ/tyf97uKIxkKqPod+M82vJs1pnFenTp1Uw42BjAailC2tLO08P3UtDgr8MlMl5YRbc2Y92bThr8e2/O2kySvtg3Nb/nZq7Q+H8x+tG9s8K7h+elB9zrAb2X61E11nDrP91I6SskrQRI3SxrGGz1ywsrHuMczZo2rssKtZKlkntsyd/XTLyu8PbvnbKXRi3Ia/Hlv8Ys/0h6sim4qoOhx2M9v/bPqAeaF2Tj3pHVklYo0aRVsRW/DbhVYdre1jBg5YMmroN9NUUo6/VTbryaZl3+83ee/4UNz6H44uerF74t1FYQ15Kin7nZnUJ8WnS4+uXBHrvRebNURzoYtzd6dJPn6n0oLrcyiXcKus/Kl01XcH139/xFzcqye/AcC/5Vr5/+0/v6BdbPiLVjG0za37/vDy5/uKH20cf2uuqmIDzkxySvLq6tBdK6NBL1LuOqjXgIrQwK8mUzkZXj89++6KBc92ml6yem0hxpf46u8OzX26bfLdpaENM4Prc4KuZ/vXpA2cF9rFzlaMdajzWMNnLnSy79pzmLN/jaI7j5BPH9tUNPvh5mXf7l3z4hA6bd2K5/vLn0pz768Ob8gPrs8JvpkTeDbdZ3t8r6F9O9t20VajaNuX+QRtZW3Va4ybx4axw65Mo7pzRGNB1t0VS779bN33h03fGT80t+z5vsJHG8bdmjNSnhtcnxN0M8f/9CSXyf5de3fX1vTXQcRmClGRWHexcZ7sO/x69gj59BHy6aENM1NbKpY/26uru/YCAN7f3q1dqLqG/wGAl2cF/Pzw4B0AtFYvf7pHVJx/ffgrwLvnUqX/uob/AfjlTLq0cGHL9jYUUDu35MnuuY+2Zt1dTlXvCPn04MvTnMd72/boylIn+jIa+IxCt5LhqjyMaSgoflCl15JeewE0/ueBNg1AhPTFS/zFDobE357O3FW8+K7UoFKufLqn4vH2gvvrRjfkj5BPH349e/j1bLfpQzt37ty5c2eWlOmCbruUOzCfXbCx6+Sc6RtQk0YJOqRhRsbtRQsf76h88hm6trglj3fn318T11wyUj5jhHz68GvZftXJvQL70uUrpiPryy50iBvkfyyFkvJI+Yzo5qKKx/po5G9eKvvwbzcfbxc72OrilL1eUxK7//FPYPLrq0OVj68wBhz4y6mGzW3vxfMfb8+6u2x0Y/4I+fQR9TmBtZO81o6lJniGM/3NkQ5M1OZCZxvHZO/A0+kj5TNCGmZGNBZOv71y4X2p7u6e7D4A/OPCuktaxXPi6n8DwLMTDRt5/Xx75xcA+HbHwnvbxeVke/rOwugFE+c1bqKuzGvcFLskfcapCrEx6M/Nv7c1q2XZ6AbJSPmMkfIZQV9NcQhx69ylC1edtGWs4ZNyJ4eu/WePDL6cNVI+I6whL6Fp9qw7G/RcxnuyBwDwjwuFFWnR2y68BYD/uikVLf0r/w0Az042bWpbHrYnb5wRvWBixZ1t1JXSq2tjF6fnnVlsLClvm3F7ZUzjLErKw6/n9In3tO3Wlc9oaItGIXfnrp36pA/x3Zc0siF3ZEPu6AZJevPCOXc3V9zbjk4fbtusOxsSmmaHNcwc2ZA7/JvsITvG9XCzp+TbqVMnkdsTuo3b9GcXHGLdA05NpJpZeEN+anP5nHub9dCGn9/9BwD8eCK6Ii1624Wfvt2RvrPQYKPliZv/AwAv9tdoHpAlFyqjK9LGlqcWXP8ZAG6dSp287+hzAPjus7HlqZSLXjBRL1mtuL895/byqMbCEHnuSPmMYZ9PHjQ3rOun3Vm9uJ0bDeSWZ23lON7Tpyo2tGFmaMPM2MaSaU1LZ9/aWNYW1/zlHQD49dzKz5eUPW75FeDpX758qjADfziu9Hb8N8Wlp3+pKrtVffX/o9mPP1WX3dpY9sMPqitP/1JVdmtj2eOWnwHg2bay5irC3VsbqeQUCTVXlT1ueQcA784wbwG8b9lI80/MnjJLyis//KDOmK5uVvP6nKZloxvyqdoOOJTSc1Bv+hyU3gpVU0adLQb1A609OrtkBwSemhjaMHNUQ974xjn5TavbJGJBuVfWlmef3nb6PwDgTnVDw68AT39q+VVV7QRBVF99z5E+zRuvfHklflYnievHlTZX5TatHNtYREk5+MJkp0j3LiTTUMBoEN+jWW/BfDrKzWdTbIg8N7RhZmRD4cTGiuKmdbObq9Dpy5U2V+U1rUppnBfWMDO0YebwL6Z6LY3s2s3OECsNrO6senj501Fug6UJlJRjGmalNVYUNa/VTwP+4QcA+Ola2bj1WbmfL55+dmHGwZKy5ip2b6L1PkZvauZ2VY5/xWjww1N6r3/DM+arBs8bazMOzso4eOQeAPz+dd7cpIyDR54CwIud49ZnZRyclXFw1pSjZWXNVXqph9nNVTObV8Y1lih68fnJg0pCbe1shdcL25XRQNQlti49vNdFh1ydHtaYF9FQkCYvl8hXFchXt8nVn78DAL+eWXK2vOBe488AAI92HJ4VcfouAPzy7cYC+eqCF98DQMvnk8PKSk+/+Hz5paXTzm6t/Q8AuL1+6cRxm7ML7jX+/d/Xi9ZMDi0rrfkHADw6dGNlwb3GtwDwdAv5rvzCYwD428HRC5JHnbzz8/2VitS/311Qf/4xALyqjlw6MXTjmZ8A4O3JAvlq3uzJVxfIVy/57h8AcK+htEC+evWP/wnw7kx1VkF9W+snRT4vrDEvrDEvrH7mgBlB3Zw/0ahLdLAY6Irkk+EuPlWxYY15oxrzYhpmTZUvbquIBeW+/NLSgvp95/4JALd3fnnlZwCAd2eP5YyaN37mN3WUjCIWpYZuPPMWAH6uKahflXlqU81/AMDtDcsnjducrZDX3w6OWZiSd/NngHeXWpYr5Nu6f/SC5NE1d35+uErhjX6FJXFWQjSJb9+TH1F7BwD+/mKz3qsiT75ysnzh6EYJJWjfzQk9XD9VGQ0sjdJG05BuLvQM6DNka/yoxrxRjXmRDYUp8vn5N1ei07vLu7ki6+aS8fKy8Mb8sPqZw89NcS8J4aqTNs5BiebCxx9/bDfoU8/lESHXFIN2qnz+zPoVemu995r+rtD+eyQ3VxXUryqoX6Xoeu9Ox1dNG7X57BsA+Ove3MuVBfea3gEA/PL5F7Piq798AwDf755xaYkY/1GVE6OWl5/7HQDurC5NiFkzOeOrK+/+u3HO7ryIxfNO/goA9z6rm8ccYVZRiuOnhvLQ2QmKweS5NHlPPi2reuvFEvmqKfLFYxuKwhrzwupzg2oy+iZ4E01/A701bUqIjc+qo7XrFP+RX04b3Zgf2VAwrr40++qSnKtL2+qu1LUAwLvT5TWlObfkPwHAk02h8xPjtu5tBICnm7MvL8558gIA4IV04qnS8fvyMs/OzTy/ufY3AGjZsCZj/N68nCtL47ZkxW3LTj1avOmvANCy/VCBKrbsK0sId5+8AICGI7ERKybGb88Zsywt+1a9wr/yVtTajIQdy078CgC3P/tqAW/2ri7Nubo0u6n+DQA835ZzZeeX/wZ4d7pgXWbOlbbWT/bVJfH1s8c0SkY35odeynaO9rTtShhrdBhoiFK26d7ZfW5YeH3e6Mb8sfLCtBvlehCxoNwXfV5OVTg82Tjp0pWfAODJxpD5iRErJ059+JwSREzVFLogMs5urvlPAGjZWDVl/N48SpSNx+InHCxIrL34BuDtncocmhDjpTljlqVlc68oJL5RdYuVkFLiG8Mqxisk/u3WtsuU66ZeW5R6Y96YxvzRjfnh9TP7JQ/p5tBD2GgQv8xAtP47du/sMX/UqGu5YxrzIxsKEm/OnnZlcfaVJegM4bKuLEm/VhFbP0sh4psz7f372traUkuG3JUGfa0XWne28agID7s8fXRjfkRDwbibs/UzaNOb7sPnqon+z0/X51xZmvPsBQA016WMnJOQsGPZaeVAnXNL/ncAeLIxuDgmcnWF+voTDf5HlMaNWjQhZuPic/8CgDsri2PG7Zw+qWb2tEuLRi1KTvwsd8cbALizcnY8s2/u/Pq/AeDX4+tiotZk5Fypewg0WvdlnJ2r36qYdnXxpOvlY+VFoxvzw76ZPrw285OBDmLWC9ubxUDNSD4J6BO4c3xEkySiSRJ/oyRNNi/jUrke3MVTzQDwrnb2sYKMhus/AcDjDalnStMvnmwGgMfrU8/Ozri49bhq0erdqYxL5RmXttb9EwBubd43I+Niecal8l3v6M3hVtW2qarYMi4S7la0/gMAGg6PnfTlvIyL5RkXy1X+FbeOxqRfnJ9xsXzzS2VCfNlTFGRrzW8AcGv7pW/eAvx4WZJwcKZeqihdNj9GXkTVvH9VfE83e2HTVVuLgfF4VOTA4SfTI5okkY0FCTdK0mXz9SNlPrmreLwhrDI5veH6GwB4vD7l9KyMi+ULWv8BAI2nxqVfnJ9+cf7GVgC4taU6P+Pi1tO/A8CtbccKVN7ovLlRqhDiyXhKiCpv9CsZyuQq+BJSepj4+RyVxNPOlxmoTmLrFVIefmSiQ4CLra1tly5dVBvewnNQ8X2Zom/q4GH7UyKbC6IaCxKuzUq5NCf96/noDOcmfT0/WTYnuqEwsrkgsrkgYGti1252lNHA7cg6rCRxrf+PP/7YYVT/4KMTI5okkU2ShBslaZfnZVyq0LtLrpkVWncHAAB+qqnOUHS06qiYHdnpF8t3vgOAO8sLozIabvwMAI83hFYmp1/c+vm/FdcrNPkfuXD8pC/nZ1zc9oUySPrF8oxLFcxR/c7ywqjUs2XqjDXc+AUAvtsRWBiVdKI441JFxsWK0WsmhVYmr34BANBwJDq5ZpZ+qyL9UnnSlbKoxoKIJkn4NzMGL42y7dpVX6a/+cJtfFY2Vj6LI8MuZEU1F0bXF8bLiiZcKNGLSzp/tBEA3p0qOjg96dqVNwDweO2E88rrj9eOOymZcKEken9O4OyCw+8A4Ke6r/KSzq+v/R0AmtfvnDrhQknZ978CgPxwhG9eeOVjAGheWzVJFVvZ9++4d6mLDTVxE84rc8L031CbMOF8SdKF9af/BQDN6zanC2SPckWP3wHAm99+Bnh7eFVE0tlifdVSgqx4bFNhVHPhmOt5LjFeXXvYCVsMWukS9fsRjt28F0eMuTYzqrkw5kZhwiW95V9A7tMq4sLWpkbunDrhfAm9hlViVQlCJfGk8+tP/QYAzRsPTqdJPzJ4YQLlQlYm04VIpUiPTVji6oQ0SVy/LvHr4qjmwqjmwsjGAo+iELsedlzTUNvFJKLFYNO1o++62DHX8qjunHCpOOlCiZm686bOgP7c+M9nxcuKKBFH3MjvPbSf3SfdNaoTraz/DozHWjv6ro4JvzQjqrkw+mbhuIuzJlwoNZQ7X1r06B3AT4dXhhc/fQcA8oPhkTunJl3YcO7fAHBnaV544qXLbwHg8bqQlclJ5zec+zfAP86k54XPfq7Z/4Tzpcpbt5fmhU84X0p158YzSb55o6lRfWle+LiTBaosbfsFqGiHzYudcF6dzwnnS5PuPgGAHy/NHL05Q31LTy7pi5K4q0VULx5zLc9+SF+uXdiWxSSzg9j4ug38dPiBtOimoujm4pgrhXHnJfFn9OTqqhsA4N2JvL1T46/I3gDAo9Xxdcrrj1ZHH5s+68W727clcXX5a1sB4M3x/UnxdZK1rQDQuGbrxPg6yawX7wCg4eTY2JqDtwAAmlatS1bFVky6G3dF9iMAPF4XV5sXf/vxT89WqPyrb9Xlxykvhu/I4MsevSxyyt59d3Lqkvj4Or3VUtw5SXR9YXRzcfStYr/FUfaDnfmWGUQ2Qa6ULS0te48eMPxAWvSt4pimolhZQdxZ/UmZV+4nC49OV1cUVfNUDav+Pl1PF8SYzybH10lW/wAAjet2ZcbXKb09q4o7nR9fJ4mry1dffLo+ri5fJV/yFZXEuQnR80OUuL5dzI3C6Kai6FvFw/ek2nv1oZYZVBpFh2UGbl+2tLTsO947/FxWzK3imKbimG8KYk/nmZf75tJb2uSx6eu0qCM5ps+VPlzM2bzoG4Uxt4pjbhUP3536Sf/ebRexBd8CQ5jbyOMZ0c1F0c3FsZcN0p1nvXj309PlcbV58XWr6v4LAG4vnhESefbLnwDg0eoRaybEXZG9BYCn633ywuKvyH4CAHhzdGtM3O3HAABPaNf5/D9aHbxsHDUgbH4LAC2LZ4TE1eZRY379/pDQjdLbAAC3F+eG0vpm9W0A+I+6iTNCRm1Pjz8jib/z+O2LVfF1kvg6yaa3APBz9fKQ0E1pehylVS72i4JoeVH0reLoW8W+S8Z27dqVbzGpja9MmwXcxmdpaemaNHjMhZy4lpIYeVHUlzPHnMjWl4s4vlcOAH8/nrNjYsRXX/0IAA9XjjmuvP5wZdiByYrfAABwY2/wsLWJY45njzx14TUAAPzYMGv08aXVyhWq+qfNAA3LVyaoYiPeHXM8O6DutuLqf5xOyw8ZrfafFbCr7rVqxHq0yjM/ZPTRLL7sqYtzPHsZ9c7vg5UjtqfqsZbGnMiO/DIvtnlWXEtJ+KmpLpGewgONxiZIlLJHceiYL6bHtZTE3CiMPJer3/zzyX0GrQIVNfxg5ZjjivpkCmKl96zw0UezxpzIDj5yTiV9higBAN4e3Z845nj2kJO31PItGjX6eBb7ijI5jsQVCdHzQ5a4vl3kuRmxTbPiWkqirxX0DfcQGGt0thhsunYatiUptrE4rqU0+lphxNkZo49nmY/Le/Z3APjxumRgVtDArOCBWStvQMPC7ODQvekmz5se3ImsiPO5cbdK4lpK41pK3cYN6dqdsDeh80qSSspWHa1H7EmNaSiOaymJvlEYedYg3Tni+N4Gdb9rWZgd7FU0avTRrNFffqXuTc+rBmUHB1TGRXz11RsAeNBwg7r+a01ydrDfougxx7OF/D9cSflRjw8AP94oCN485/jvihANf7kD0LgwK1jVN6lW9PpitkdeCDVijDmRnXPvF2UaPx1aFuyRO3LUoSkG6ci1OZEXZsa1lFAas7evC2u41k3KZgqh8Vlb+S2Lib5WmHC7LOqyJOzUtJGHM/XmqjN9V8Z6lIQF7UwZWZ3puzzGoyRsZLX6+vC9E0dWZ/osjPQoCfMoCfNZFDXiUAYV0GdBpEdJmHdFxMjqzKFbJ3iWhXuUhA2pjPaaN9p/XQI9NsLdw5kjDqb7LIqiovVdHkP3P+Jg+uAlY6lbXvNGB++dqMgqMXu04ky7/zMA3NgXpMik/lzI8SlxTSUJt8vim0s9pgZ379WDNdAIPFAjRsodu3YK3pEc31xKSTn0+BT95p8g9+Ux7AqszvRZFOU5e9TIasUVuiC8yyOClZ5HHMrwLo9QSZ/uzaMkLHDz+JGHM4fvn+S9QNFs/NbEj6wmXFElR06Inh9Vhg+kG7BajmTGyosTbpcl3C7zyg3pbt9TNdbwWQwqQQtLWT31HOEWdnRKwp2y+Ful4edzRhzJHF6dbiYu+MLnbwDg+fp+UwM9ykYN250y/FB60J7UIStjhtaeewPQcO/cGwD45/kp0qTg+nsqLdMgSxp+SBG84ZvtSjV2Z+WeVJMXiuVGHsuMvl6QcKcs4U5Z0NrE7g496eqEemu67StJvfydoy7mJdwui79VOuaL3JFHJxuoxQbvmUj1RFYPDdqV6jknnDa6Zoz84os3AHB/ueeccK95oz1KwrwXRA7fP4nX/+HM4QfSVYOz2tvsUR4lYQEbxlHdU9GdV8exBpOAqkSPkjBqqKfc8L0TveaPUYzqc0cP25FiuI4ccmJKjLyI6siDZ4VTpj/1WJJuq8LmC3eIsXPpGbJvUuLtOYl35oSdzx56KC1gX4o+3d6UgL3iftOv7ONc4foRH8Nebfxzfyvc3MO/A4B8QVko55YeXMz1wsQ7cxPvzg1aM+7TQU5dlc/U6KxLWIok/NjUxLtzE27NHvV5TuCBVL3nX0juAheJghAjfa4fvlC6S1z/LuLSzMQ7cxLvzg3ZmfZpf0fWMgNrE1S8xaDakhiUHRR9MT/x7tyYm8XDT2b670s2I3ftDgBc2+Xrkh3g91mS/75k/71Kd+bcjwAAPx5YP6LvVP++i4/8+M9ziQXBzpkZ+34BAHnFrBH+dZQfecWsEa77GgDg5ZeZ3utjTF8umgs8mBp6Nivx7tzEu3OjLuR+OtCpjStJRCl7FYbGXitKvDs3+nrhiFOTjdGRNfbcM+d/BID7ywaWhbRB64YAACAASURBVAbsTRbb0/m8cbszcTARmVV9u6EH08K/mE5JOaIm287OjitlHbafzA5i4+sT4R5ZN33CvfkJTaVBJ9O9dyagI7tTZ14BwN0lg1ZHGiL+0AtZ426VTbg3P+JYVt+QQfQmqNUOKFHKbsl+0V/kTbg3P+Z6IUrZhC74VDol5bFncp0C3NqiTrh2oZWNdfC6xPHNZRPuzQ//avqQfeM9d8SZj0u79xYAru7w7Fs4bHGragWhcf68Ee5HTr8GgLuLHdK8+hYH9V8S5imNcykNHrQhalErADSUpXkOOlir8DPR23X2yusAcHexc36gp9T0RVM5r10Jg/ckJt2dN+He/Al357mO8uz2SQ99rSSpunPorrSk23Mn3Jsf9nmW34EJJm/V3jsTvGvOvAaAe0tcS4Z77zB1ZgzsfHaPC6hOnXBv/oR785Nuz/20X2+77t3ELzMYUMfrF2Lj65/iF/eVJOV+ecyNIt/q5IHSaHR8zm3dGLe1ow0UeeDxtISGkpT75XGf5/cf66PVSpdGKXvOGJHwTXHK/fKob/L9jqSYvCb/tM63Omn8rTkp98vHXSnuO2KQnZ2dRnUi3mLoMcgh4ui01PsVyXfnB9dkDJJGD5SONR+XfPcnALgi9XAqDhy4fazr4py97wCgvizNo9/eU68A4O6i3tlDBm6PGigdu0BtUgCAvCyV5meG78DtG24AwP0lDlN8Bm43fdFYLvZmUer9itT7FQFlUb369eZbSdJtvbCbay9qxE6+N3/o8YmDdsSYvFWrXL/V4f03Rpg8G0ZwXnsT4uTFKffLU+6Xe0wM6uHwSVfmm5Yf/GuWHWjQdcngglGJV0rSHiyM+qZgyKGkQTujDeVqTr8GgNYq8Z5f3yvU3YM+csuMv+qG+Pxr73yrk8Y1lKY9WDihvsw9KUClS7iv7AvsjfFJ2X9u1Pgbs9MeLIy4NHNItSGlzO+S7/0EADe+MZFAzcN5701IujU37cHC1Jb5riHurPVM7je7+AYaopQHJAfEnsuf+GBhQkPp0JMTB+2MMS9Xc/oVANxd3Dt7yKAd0YN2Fh38HQAayiZ6uu0/Ra0fOOb5D9oRQzWVq3sGO0zxmfsYAOQcPxtvAMCDpQ7TBg/aYepycdyoL6ZPfLBw4oOFkfumOvq4aLWSRJwA0C2GQZOGjr8+O+3BwnGNs/2OJJu8SWvtDNXTCw/+DvCfJxOXhRqhFF574sO/mpH2YGHag4WjNqf16msvvMP44S0z0IcY+igTOD86+eac9IeLoy7nD65Ocv8s1lCu9vQrAHi8bNCOaM2eT59+BfDqRrb7bh08FB36JwC0LGxLbtnxFx36J8CL1U6SgIFbowxRPz4HEhMbZqc/XDzx7gLP1GGULtHWaOWT8vAViSkNc9MfLh5zceaQwxMMKGX++nwNcO3o0L7zh5NlSlX4zRxeiRvK6aO1iHYee+KTW+anP1yc/nCx22jvbt26sSwG1oPWLCkTBa2SsveMkPGXZqU/XBxzrdD/eKr7Z3Hm5hb+DQDg5edpzmXBg3ZSNd9QNsmz/8Ga1wBwb7GTJMB9d1zKg7cAcGWnt+ui1TeB6GfTTQB4sLR31hD33aYvF8sNq8mkRBx/Or/vsAFarSRptP79SiOovhxzvcg0fbmN7vTp1wCv6nPcVoXrM9orLQDw8stJfYoCjTCGeO5NCD49mZJyzPEZ9m6O9Dlee3j+katLqFFp5JoJE29VTH68NEKW51Od5L4v3lCuru4lANxfPFAardnz3vg+s4PsM70H7ojR3sOsg78DQOMCMQmJzsDAHTEOUwe7Lg1132uQ+vHYnzC+sWzy46WTHy/1yRzB1SViZp/EIcbS0jJ0Y2r6nQWTHy8dfXGGYaXMX58ui0Icpg3mlf7eeKeCAPtM70F74oybN0VrWbiTp6Xp26XeKaek3H8M22IQ+QIeV5dQ/ofOj0m5MWfyk6UxVwv9T6SaQMoi3EBZC32/AX6pjs707l9d+xoA7i92Kgx036sSCgDA1ccNAPVlmd79q2tofjbfBICHlb2n+xqoP7bFBZ6aNPnJ0slPlqZcK3Md6UFcSdL4IVc+i2H48sRJLRWTHy+NuVY45MgEkxdWlzYgjbbP9O5TPFSPslv4CgDefLbQu9/qcCMUwXP/uMCadKojj/96lsPAPnS7UPyqsJnC1/gsLS1HbUrLvL9o6tPKMZdyvQ+P9ziQoLu7oX5v/uZ19sXXr26/AoD7SwbtjPE4e+Y1wM3rW24qvN9edED5+59nUg8kUB6gtYrkM8GD7uFAwqJX9ERLDv1LPRy9flSiiOHRmdeqyIn5pCKkktjPiJ92SxmD8iIhY21wSU1zpj6tnPq0cjDNYqCMVjGv+QpJebNCyqMvzmirlFlOoyhJFZ766C1TXrcXCUlcc4SamyJZXiWH/slsLUxxkyNvm5t0bwEl5QFjfOhSpk9ARVoMbClvSE1vKp/2dFnk5Xzf4ykeBxPM1B1IcFs32nVJCOUGbIqkLrouC3VbHa7yNmBTJOVh4LaxrktCBn0Wy/BzIKHf8rB+K0eZvjgcN+R48rSny6Y9XTbl0dL+pJUkMQ8y89mFUXumZt5bNPVpZdQ3+YOPTNB7X379qMRDNQC+2uKxP4E9xu4X8snb9VQjsLKnD9oVyx5a9ytywk7uAG2goKWi6LAHEjyoIeLXYzFTB7vvi+eLVo/O61Ci7/EUqiNn3lvk6NFX5x1Gc0RAl4zZkj71wdLsZyvGyHK9jyV5Hhmno/vizKvfa+NLhjpMm7T3HQA0LqpO8PzizGsA+HZl7+zB86hjUB8scd8T6/nFmVcAAI3lK0c5HqQ+4HRr/rLQ3vvlAPDqTr7Cw5MVKp8Va8Ipn69a8hTJUR7kdwDg2tGhDtMm7X18JGVP7MBtEuqJqrkS/77zg5UxvNm/fYTDNJ9BNacJ+Tyy5SYAvFjtmOvbe5/8lTxHHf/hLTcB4Ls1ThJ/hyXVLwHgr+vVGeBmrA0u5da87Gcrsp+tGDJ5ZLdu3YjLXDpYDFZWVmO2qqXsc7wNUibKHQCgcX5lqFqUS0N675MDwOt7hZ5fnHn1e01cYYCqwhcfHue+b9NVAPjH8bQvzrwCeHkxY+DhGpbEtYqQ0xQ5HjjRvrqT73l4XP+NeYrWUhjQd36wQtwvVjvO9I279CPAm0Nn4/VZXUfGZTxYREmZshh0WLLm68vR+7MntyzK/nbFmMt5vqdSPY8kmrU7rHT0K0Q/9FvC/s3DeR9Pyv52BeVYdiFRlwhbDKxV4cS6AqovR1zOG3IiWb99+TXAyytT+q0IUwzdT1e4LB5JjbHX60IcZ2bseXh43MIRvD6/OPP6X2fGLQ1xzMvc83cAaFiwJVLhAd4c2B/uVBDguPbIawB4sqLfijU3AeDlJue5Qb0rq18CwLOV7vtiPRs4yR0e53lkXNqTtwBwtTrAfV9c2pO3AG/3bhjaf/1ozyPjqCBX9w7uWzFc0YW50eq1F3sdSfQ5nkR15OxnK5w8XXTeYTRHBCyGiK0ZWQ+XTX++KuKbPJ8TE7yOjdfRHR3vujjEdUnogE2R858DQH3Fhgi1IMuH9918/CUAPFjqsS/e88uzrwDgwVLHmX6uO068ZP5+KZus8qD2mefvumT1VQB4WOl5OFHtoeEOAMDj5QO3j3VbM9p9d6z7nuJ9/wCA+vnzgt3WjFb4fLjUcYav8+wg992xAvl0nh3UrzLUuXQYK/6rewf3nTe83/IZe98BgHzRgQS+jOlegcfGp94un/581fTnq3wnh3Tv3p3+KEMbLYaIbZkqKQ8+mdyWTLKc55dnKfE55furRKn6/fLKVK+jiS4VIxQV/i0A1C/YFOl1dHzCtTfKWUDD3Dx/zy/OvFRKXJcImU2R64ERLSWvx8u8jo53312071cAqJ+/YITbmtEKce/z7b9+jNveUy8BXtVP9zqqt+ryOjZ+8sMllJQHRgzmk7KAxSDQl8edzM96tGz681VjLuf51qR6HR+PzlSOEjElZR3WCy347cJJ1+ZnP1lBSVnvffk1wMuvJrksGEH9hgdLnWcHKcbYB0v7VYYO3D623/IwPp9eR8d7Vo/rUxjotip8wV8BQD4nx1floXfOEKfCQFfpCeqva00jAFw7PNRxhl+/5TP2KwdtbnJUB1QNuW6rZlb/P4D/PBWbNXjg9mivY+MXvwGA5jlZgwdujaKCc6PVby+mnErKdItB/BzP1HYBPwK6JGpbZs7jFbkv1kRdlQyuSfE6maSzW6xSAQAA8vJVo9Ke/QwAVw/5e50Y7/m1QnN7HEzw/Pqc4veBePX1A/GeX599CfDyq3TVRcbdE9uucWLwPDF7r+qUszfbvE4meZ4sO/A7AMgrNkV4nUhS+Ry0K8brhGA+9/t6Hkv0OpFED6W4dcDf68R4rxNJFT8oYmYUgZaxtlTgxDsVuS/W5L5Y4zclVI+6hCXlIbWpbckky3l+fe4lJYgjiZT46L9ffp3hdYJQ4V4nkjwObL4KAAAvv0ofuG2sOh5OJCIjFG6KjHyq5FU9zvNE2f7/BAD5gp3RXieSKHHTefnNFFbkbXRTHldSUh4UOUSklPkEzV5j+Gxa1r3K3Bdroq4V+NVN1GOe0WnlBtekUCLOfbFmYASvlHXbYZxwrpjqy5FXJUNq2zRis5znxXOvAV5+ne6yaKTn1+deA8DDpc5zgjxPlKkeK4FXm7xO8Prk9M2GsuwhHufOUB76zBrqeSxR5X/czTcAcHXvELc14V4nKK3fUJY9xPPEbFZyiuydLDv0LwCQz6069hrg5dVpjvn+qszA0xWO+f6ex8anffszMVr99mKvk0k+JyeopOzk5aLbDqOZQm98LF0ydvuUGU9W5X23NvpG0ZAzad61ybq5ic8VxkHv6b5zHgKAvGLNaOritZPB3jXJ3pcoFVvpeThR9Zt+XfX75dcZ6ov0uzXbrxNimDBoV0yfoil73gHAm0PnErxr5hykPs64Jcq7lhm/cD6PB1N+6KEYRaidc/CfACCvWB/BmzFdK9C7Njn93sK879bmfbfWf2pYW3SJgJTH3ij0PTOxLZlkO02iJFa4d03y4p/UGn3xySSyxLWJULgp8sqrZs6B3wBAvvCzWHXY6oC+84ZTznVpKD3ytrusJ8spKbtH+urXYojYOCnn3rK879YlNJQO/TzT+3SyWbhvzr0GgJ+2e9e2NZLXz+eQIyHe1SpdvWRS6QIvZOZ9ty7vu3W5T1aJtwtFWgzjjsyk+nJ8Q6n/uUn67Msyyg7IcF0S6n2J0uuVfecN965J9q5J7rcid+87APhx/64w6i7XJ9V9rp8eqep6c6b7en5xlvLguiTUu0aRCjysHFf/BgCu7vcdsCXKu3ZO9X8BQOOc6b6eR8ezk1N2QCr+l+9+BHi7Z5mva2WYd42yz+5n/yVEq7+68jmdEnAhk+rIM79d08fLldph1ErKprYL+BHQJRHrJ818uib/+w3xjbP9LqR7n0nRzU18odCsnjXbbgIAyCvWRXhfOfcSAB4v965LXkydWPeo0vPYeO8r518BwKNl3nUp3N8vL2Z4XzmnuKj6UZfiXSe9DgCPltFjmPji5/rbKd51yQtaAeDH/fvDvetSFrQCgHzB1ih2/Jry6VU7wfv2ndfPytShaEVQZqZy4I5oRrT0jOlagYPPpmU8WJL//Yb87zcETB2lZ4th6xRKyrHykrZImeAU9VBJq+pKuijTKJOrdqRnzbYb6go//xoAHlU6n2wAAPh+rapu1T+0irBOnSW+FNVR0eVVl0KtGy3YFUOlQm18ep9O9q5L8a5LpsesF5f9bBUlZb1bDCMrErKal0r+UpXUMm/YV1N9zqSahaNk/WSFS8UInzrxAedV/xsA7i6pU0fy6maO26pwQiTEu1qlq2MmyW74pWzJX6okf6maVr94QJi3fi2GiPWTZjxalf/9hvG35gZ8nqHXxim9CQDvjiQsGKEarvuWD5/44uf6OynedSmL3wDAmz0r/D0ObeHzSWnr/hvX1wMANM3J9VfsSjxa5roslOpiir+7T1KDQL81o72vKNcJ8vxJySWocqg86epY7AzfQXvjvM/Mrf4vAGiek+vvvj+eGpGI0eq3Iw8+mxZ8MYvqyFNvLHRy76uDlE1tF/AjoEvCliTNeLCq4IeNSS3zA7+a7HM+TUd3bv7eXylhwrXnjQDyiqoIn3NpiY2KVapXN1btfQfwaJnXySSfqxeobzP4nEvj/n55KdPn6nnFRdWPc2k+53ZcB4DHrBik1xXJwtWD/gO2RPmcS3M/e+YlleitPEb8/Pl0+7xZcfW3mvhZQ2npprodqHmpTAIeL+8za6j3mVRGtPSM6VqB/l9kTv7/2/vSsKiObW3oeQSaUUBmBBFEZFIakEllEkVmUFABAZnnUQQBERGxARHRqIlGY2ISTWJwjIojjiiIU8uMZjjJPffk3jPe75z1/di7m6YnmqYRML2e9fBsqmtXVddba9Vbq2rvflya+GpXwosamTMG94rg+KdVia92+d/OtPsuSnqUBRXph8c8UD4eA+WCL7K420bcDi8eAYDBlmq7BZ9nHfgJAAYO30KpIdrzEywQBferYMuvghd8kS0kA29RvHh9GTzvs1Ojo4V3JAAADB466sVb+CR14dehG7srEl/tSny1y8xrkWwZg12CZ3R7SdKr2pAHhUvPx8gS5cno5a8Rr62X7zSRnsw5/DsA3M4pYiJ3LfgiSDfNXp/zL58K+XRC9UrZSOHqdiU+6VVt0qva8G+zjZfOly1jcC4MiH1ckfhqV/CDgkl5bGEa+nxkjLvuLNXLd7L8soHzhBFc/tRRO2Gxxck1InLmcB8++oF9G6A9K84G3TXoLDUsc7X8ktPVnaWGZa4oQUekp1I73saoyk1oddwWFiPVPi7VSbHjltZ7ab1umj0XOBHFyrKjFn4d4nopDjHksG+ytOf9YRiDY+rK2Hvlya93hzwodGyLtjobIrWaH/Y32OqsX+hkUutpWOY6b99Kq7Mhll8FGVYs0y90MixzNTvgo1/EXHAq0OpMiMkeL/0iptWZEL5r4xoP5JqbyPup6d7lAiUEG+1w0y900i90Mqp2t/wq2OpsiNWZEKMqN/1CJ6OKZWNKENtOo2p3pByTPV68d1l+FWRc44F8ZFjmuuBUIFKF8IZJ23tLLmyIflqe/Hp3/KOKRaEiTz5KxxhcilbHPaxIfr078F6e4/mYyaDMr2dCjKrdDUqckX4Qem1+yE+/iKlf6GRS52VQ4my232f+0VX6Rcx5+1ZyPzXb78PJHyxFgfxDUTDD2KIQ7CxPB1mdDbH8KhgZosho4YVbv4hpfshPht1ley4qrmdH8uvdSc93mXvKmDEsCHJcf6Uw+fXujd3bl12Jn1RTf/h6AODqzfprqN/tKD4dNJre/WU/APzly+BjAUgKKn/+IpRjZVYP7iFp/f0dAwDwtFy/0AnJ3N+dYXk6CL1xqB61mtFyOopOZhz+fZS19XemLrjw5QAADH2JBB6KPl3NraK/O8Py4ldIUZZfrBVe75nR9gDA1RsBqDcQlXlyKK+6k5X8enfy692BRxMN7ebJljHYbfaMe7A9+fXumKdljucn5bGFKmKb+oVOpg0rjKrdjXd5WJ0Jsfh0NeIz9YuYZq2+YnIihoaYj2nDCsQrWp4O0i9iIn7V6mwI778Wn642KHXhcbzBVmeFV4do6Mu3AHDpIxujSjerM8i/wy3bbYxrPHiBE1qsDNX6mzCfm2kclBPmGOt+mIxBUeBMnPU65w03tqaw66KebHO6vMnq27BJ6Tc8Kpj4LU/6N+NdC16Izym+0m8m0k5R9QrNL3gtlbr+EL/xWUUKuy7maonlKgfZnnx0SFoee7c8hV0X9rjE+UrcZFEWCrok13wp3469lhxxUYiIh1gMXkJzThpTQXW6tHHzi50p7LrYu2XzXCV9VkJCxqBqqBn2dWYKuy75dd3KW6mLzkVYfRcmpbafQX5MsnWfi+6uT5CNObNWP950nRR77ZSyawAwWK+b4aBd8XEvADwpMz+8Cs3WW6uTbJfVCQAAT8r0i52trp8ZAOg9H6Vfgl5DV7l+ibPVt43XAKC/TjfVXvtwe+/5KNO9Sa2/AkB7VsJi7URbw4MnBwCgc1tODwDApcO25kcDSt4BwEhLpa3x4c+QTw0aPxVZ7+9n/IuY2olRLT8CQHvONle0AYKZv5W2074Ls/oubOF34Yghp7DrnDP8dcz1ZcsYtCzmbrq9DUHZ7VrCwu/CZWzO4i1RqCMVk1O8xYkxN+EGmHf4dwC4lZWw2PxIAPrvryd9Em0tTgSO7wFkp7bn18V0b0dQXrJ5hYau1od58lFwLpnnvWhje2kauz7+ebXb9cSFbeFynRb1v5sV/7w6jV0feTbHXOJ4tYSMwTrSOfZWWRq7PqZru3u7HOVpU88bWxJf7kpj10dfKDRxkvEON5FE9K5bl/p6T9qb+pBHhQ6XY6zbIqTUG2eROVh3i928xi2H/wwA7TlZjgvb0XSdJFvjHR7mV+4CwOXjjnrZS+YfSedms+58AACXP3GYm+k4/+zpPmQ63+pi3X4WYQzca+gqN9jqguY/7jg309H8kL/5R/7z9m05/BcAuJmVZGvxyWo0itC5zeDzmwDQez7KdE/ikf8B+O2UT5Lt/LOneT8VUu/3EdbfRxjXeFp+HlTyDgBuZSXZLrjdITKz1P3WFuFwOSaVXZ/2pj711R4zD2tNvTnSPXcnEmUKKfSLjFT2njR2/ep7OQ6XYqZ9VL8/RYblk7K5OUsWfh++sC184ffhRjvdDSvd0H/fi1q3RThfjUt9vSeNXZ/6ao+hnZmalvof4ulKHA7H0NOI+iY3o5eV9qbepyPD5nKU9cXI96G3vxkAGHhT+J6qG68l8OO+6W1G1NNtKey6jF7WqsZN+otMZMsYDJjzYy4VZ/Sytrze7duR+Ufu5+nVtY/y09j1Gb2stR8lGtiYShfJFGXLBAJhccyyhHuVmb2sTT2Vrjc2W1+KlFLvfIO4ZoMyV+uLBUf+BwBuZSXbWSJ7B0/K9IuZ1hcjwnvfAsClI3amrBXWFyO3/oRmC30xMpqO4N5dblDmilz3XojiXiPp4W/QcoxrPKwvRlpfirS+WIhWmmJnfZG3PVXXAeCnT/xZxwcA+tpj52Y6LLyJTiT+7YPC60XbxpWbWcl2yAlZoZml7jebS1Hed9Mze1mZvayNV7bqmumrMBgTnUv4nLYgyssK12zp3JnRy1rfVebavvl92OyFKfbYogoXSF94PsLixBqrb0JH81yItL7wXq3Y5lKU/73sjF5WRi9rw+USVXU1FRWVcd/g9IEwBgKRuKo5NuN1fVZfQ2hnsVN77KIrUe9BbTq+6Qfof7Bl0WURGa4UHv1fAHhQOtUtuftNPwC8qLI+H/F+vrug2l+NSXq1K7OXldXX4JqxSnBdMsm3RFMZtKgzOVl9DZl9rJDOIrurMe//O3L6eYcoxKUv+X0NlcnrxueVmX2srL4Gt7xAbVMpT0uJQhmPx8+1N4k+X5jV15D+Zu+qBzmLf1gvZZd2oDO0YbmrzeXCo/8L8Ntnvqn2aCT/SZlhueuiy1ERfe8A4PLH9vOavNFscDsr1R5hDJc/tjfb72Nz95sBAHhWbljuilz3XlzHvUbSectBhgcH09tZqfaLLo9pT+nPADB0+ckgwEhLtb1xrSda1JMy5Jy1YL1I+Vc+c9LLXZL3AgBuZqXaow9OC2SezPi0vxaz6fmOrL6GrL4G313rtQx0pJhL+Jw291gSlzHM87ZJfFCV1deQ9qbeuyPd5sq6KRquaLe/2GHasBLpov7HKRbHV09RRf2PU+Yfz0Bt+fKY9KmoVGq1/SGai7LPrvUMBkMoyrP4LdEKYsef7Qb3pAfV2f2NCa9qfB9k2l6Lfh96Ndq01ksvw9HmfKSIPCVHfweAu6XfR0xtS+592w8AT8sXTXVFonXVg5y0N/XZ/Y1x17YtXL2Ed/xJ/WZZvnWJZ2lw0r2q7P7G2Bc7PO8mT8PX5PSz7VWZF15yBBkqF0SNpRmhXneTU9/sye5vTH9et9DfUVVdVYp3gSuI/sUBPB5PppL96jdk9zYgQC/vSLW7FiON3v92EABgsHUv0+bxAwCAZxX6mUvs7n07CABPy00q3O2uxtjd/3aA+++9bwcAoKdKP2upbcdoetkvAADQhdzS0g4APx/zz2du+5kn/R5POc8eDvQWWX8ZUvYLANzJSXe0ORcxpt5nj9BIwZ9O+KU5LvwsCG3t03LT1pNC643qfwcAlz9xnH9wTzsAwN2cNMeFF78W0UipeuxajP31DWse5Wb3N2b3N2a8rLf0tVefo8F9TH8yvyrHFzKkKNOizuQiKG/oqXC/kzRVg5aDr3GFm+3V6EXfR+hlOJrs8JgCE0YLN90R//H/AkBH0UerkFqmtFIp1OH6Rv8HWQjKma9ZZq4LGQwG38sYJP+14ZkrYsaf7iKj2B9Kc/qbsvsaI7u2MW9uXnIjdqrV8dG5QQB414xctD8/2I66gcflN2Idb5Qd++toDHFwsGz0FgAAaH+OllP+J95gI7Q/R7O1D54bBIC/nou+Eev44jEI3MhNHPzlcT8AdJXbn49eIiLzlKrTzfjYFzuy+hpy+pvWNMbNc7YUxVgl//UawdXnggD7mO8Lc/qbMnpZax/nO92Iew9fTWg/L2nnGQAi0BSESVQ2waEiZABIVtdU6/pn5Rm9rJz+pvVn8uY5WwnlhRJGMoUCjcfjCQSCqefC5Ec1uQP7svobI7q2MW/GL70RN2F99P0gADy9gT66/MuJVZlOlvtXLX34/SAAdG03q1q+tD1u6Y24pQ+/7+f2fk+1YabTouPBS2/ExQyiT7j2Xatq/Qmgpwq5ZTT90vaDP4+mL33OAfqXEwG5zgsa/JY+/B55eqLvauz8Y5/z1HuoHS1hg3Gey5JrOgUkzAAAIABJREFUm9DWdm03q1oeMyC03vJPOA9fXH15G+BmbqaT7VcRohopTY/diHO7nZTMrssd2Jc7sC/041Q9CyPuXCLFrxoK8kJelO02uCc/2pnT35TZ17Dmcb7Tzfgpsdk/PUaomFmVl+ND1GM7XIoZYzvtsUJ8eDunKB7Tg7+ei+akCy0B3n3zyf/y2PLAtrHpaLFI8wQnBTHly7BzPO+mJL7aldPflNPfFHU6R1VVFTHkD/bXrgXHH5lOWbV3Y1rX7rzB5pQ3e/wf5rjcSphyfdw2AAAvd6EX0FH6SYjZ57cAYLAn3+VmguOZoo/+BAA3Crd5WtX7udw8fBMAeuvNtroH/jAIMHz8XpzLy06Ad4eP+pjmVl4FgJe7rOr9OAWOHDm5yiTL2bH928HfvwmuXmmatfHQLwDQUdEe79LZNggA7DrTXJeiVwAA0FXhdHGjS2ebkMxT3BWrHuZk9TfmDTZnsxscotw052qJZ6zcdYn4iYRv9cnQUVvTHJfT15Q32Bz/cqfP/cz3gTLSz69rTbKdi1+j/exyM8HlFormvCK3wGu8aMLVr7xMszYefvHZhiuxLp1tg7+fDSr34sJReTNBMJv9qYKPfgGAG4XlXrwD4PBxf9NcF6crByWqa4q7Yvm9NATlvMFmr6JgnXl6kqw+hfJCBbHUkEyjBB7YnPmiPm+weQt7d8CjXNfbCRNWBLiuCovqFfanwm0OBdoeD3G9leB6O8H1VsLiI0F2J8JGM99KsD0eYnMo0OZQoMOXkdx05+txSOLSc9EOpyPsToZx0xcfCbI5FLjk2/W86a43N9t+HGxzKHDxkSDn63GutxNcOClLzq7jq9fhdITNoUCH0xHcNqCf3hJZr+OZddx0m0OBzj/EimnkxDUxvGsrgm/Om6Z5TpaqampSzCVCnbYgY1Ceoxp0OCn7TYPszRmB/scW8zLP/GeozVpUr3R53DYIAC932Vy7BwDXL6+eVxR/qPtEWNMq9CMYOvpNiOXRz/sA4OWupRc2omb+Y6vlbh/TPZ/2AwB7t9PlTYj1CSnh5S6bw9lH/gsAbuZlMC2qV9qdO4Okl/YDAFw9s8LpSmzlrwDw4+EDXrbHGyQt/6ZsOsf9zpaIrtLcgX15g805vU0WnouRLQk+QyaRSIghS4LyzBUx489sxaKYc4V5g805A/uieypW3svwvJs8tdp5YQAAuqs8OBcWJZ62LXuvAsCzHR63kpZdKj/6GwDcLK3zdzwW5vnqCQBc/dTV4ZMwx3Nn+wEGOtI8XnUCDB9uWc4823INALqrln6xjlvy/AL3hTU+ruc32e4PtG1Z63R6XekbALhZ/lkkt7RFe1fZfPJFPwB0VS27Eu95J1lI5qnsB6+7KQmvahBHE/lZpqnTAr51icy8DJFgv8E9qaMqb7A5s78hume7192UKUeZ0882DQELD3+O9LPnHU76SbclJyMdzn7dDzDwKMvjVScAwKta5tkY+8Mhbj9s9ryTbMMKQOFgA8DN8i/W8WVbdiXe9fy2I78CwM3SxtWOx8LQAdBVZVHisXCXr9uzTonqmuKu2PCiEkF5y/1qS287NU11qVefvEALhgwJBIKFv936s3l5g805A02bX+1c9TDH627KxPTJxSEA6KqyrvH1upPidWfsp3eE3SKYTVTiuOl3ROQU3wxRdwmtV5LMEuvyu6kBD3NzBpoQiINaEtTU1VRUVCY5lwguAHhRtg5lpjzciaAc9azM+76MnPbrJwBw9XNP83w3+y+/7geArsqFNT6enRcGAaC7yuZCBwBAd5Vd61rm2Rj7Q8HoR11VZtmu1rtTuX4bMfNrZ1bOL3S3P5TDly6khO4qm8aMY38BgNsF2a72HwU7X/+Ot9L+y7GOnxV+9jeA/z6zNtuVee+hpOXfkY2vXv0oN6OflTfYnDfQvO6LHHVNDS4p/KC2JBARtS5BRrB7YVDak9r8of1Z/Y0bnlf53c/2uZ81hdp9eRAAuqu9uy4hF8uvJnt3HGtHrq+l+Nzb/envAHCr8osNPveykt+OOesMAP3XEr07jl0fTXhYlOuxoj2VW7LH95t97mX53M+q/Y33vlvlRyK3jPwEANc+X+ndkTnagGspQjMjhUyF+t7Pjn2xI2dgX/7Q/syeerswVw1tTcFgNdfLjLv0FI+yspbq6sbYHHZj/tD+9D5W2NOtUwvxfRS161/7Iv08AADd1ULRHLiZ4t1Re/gXzv+/HUNKEIRDSLZ7u4/9GQBuVZ/b7HMvy6f7MlKR1+UtE6pr6lAO7y7NG9yfP7Q/f7DZKW6lrpnB5COZYuYSEpm8LHt1+tO6/KH9eYPNia9r1zwq8L2fNQHtvjwMAD01dvVrfO9N5MY/pIY+LUnvY+UP7c8f2p/WWatvacw9DSfJr5lzURbltIWiTKaQ/eti0p/uzh/anzu4b9OLHase5srKZq+e8Fh6JNK769IQAHRXL64N8Om+jFw77Ms5yX2/1s9HEIvjZvPuqD31NwC4W5TrgbjZqyc8mMeivDsya38DgI6iXA/vjlpRJTjsyzn1N262TJ70hjsA8PPJqGNfDgMM3E23LFq+ZVji8ifdLX73s8O7SrkoJ1zfbmgzj+/Mo9Qoz1wRM/70HczWf5VbMNRSMNSS0cda96w84FFewKPcqdKeK4MA8GznqmfoRcDD3ICHJ24AwLOdvjfSAx7uOfk7ANyu/nJTwKPc9Hc/A8D1Uysc6tYg6sham/7uZ4D7Jfle9rvXWJestK9dHfBwtOSAh7kBj3LTf/wZAK5/vtIq36vkGQDcrvxkHVJa+7kx+X1vpKO1jM2MlDMVGtldlj+4H+nztU2b5zlZ8jJWoYcYJullFke4xF/ZVjDUkj+0fwu7LvhJ8RRCzEGNr58DHnLQ/MKbi6ZTS1jAw9zl5xJsypIP/wwAw58/EgkHX7aAh3s+/W8AuF3Tljg6tLqr0QEgWV1T1wnhXaXZA40Iypt/KDewNmWoqk4+kimGGhKJRC2zuaEfp+b1NRcOH8gbbI59WR3YWRDwKG9i+jAv4OEEb/mD6epHeSFPi5Pf1BUOHygcPpDzqtEja42qqirvaTheiCUPFopHGY/HE4lEfTvT8E8z8vqaC4Zasgeaonu2r3mcP1mb/fFnALh20tPjy00BPVdGkAm7bk1Az5VhAHi2c+n+0ICHuc4fFRz5BQCGjp8OG/vRntN/B/jty9A8z9Shn0aLerTn9N8B4F5JnqffrQzRJeSe/jsAdJTkeSJOg1vynv8CgJHrPUMAPx3e67V0fyhi2hKVP2kfHvq0JOXNHsSKc143uqWt4iWFgiiPe+ZsdojQ8YcyVhrFKcl7y50dyNBP79u7vqc86EnRVOmLa4MA8GzX2udXkYugzqKgzlM3AeDZroDb2UGdRTVvAeBOzZfxQZ2c/C/2rH1cGNRZhPzN/pG7TgQAGPmRxVtyUGdR0BM0T/t3awMfnOwAALhTfXzD2udXBwDged3ax4WsPwMAwLOagNvZQjMj5chcI7q3ZQ/sQ3o79X7N/GXWggEGma9LGDpqHvlrs1+wCocP5A/tT2TvDuvaOqUoDwDAy3refkbQHACA16wxaP70y72BosCHBdVDADB08tyGzHc/A8CNCyGBD07e5cCR/SN/tqDOouohALhT+13S6FBBKnoiaV1ThHJY19as/kYE5eyXDY7Rnrzb25OJZPLaspAwA4lk4mIZfiwdnckGmpLYtSFPi4OeFslVhhr5bFtKbz3SyYVDB3y2hWvqaAkNMEg3l/BGmPhOJiHBJMtVDpvaStABNtC46UVV8NPJDdqX14YB4FmN2yfRXJtdWh8c9OLaCAA827Xp8dt7A0VBnUX1vwLA26Oslf73L40AAAwdOxa8tu8ZAMCLPTbF3kEvRota+/zqCAC8rLcp9kZMWEgJz3a5tEay/gwA90oLVgQ+LAh6eY2bHjTQgzr6385EFKzwaUueQPnXMibTJ+t6tm95U1cw3FI4fCCrZ29A7QZNHS2+XaeJnjmbHSLoZXjHH0NbzTnVL6OrvnC4NX+oJau/aeOLHeHdpVOir9uHAKCnNuzVdeQivKs0vOuLWwDQUxt0Nz+8uzSg4xJyWHqoe1t4V6nXjdFj8wDvTl2MD3v6eTuMfNzk58wKrWADwI9neoq5JYd3lYZ3l4Z37Tv2K3rPTfZ9gLs1J2LDu0rjO98hiYP3Gj7+hVOpiMwy//rRPdtzBpsLh1sLh1vz+/fbh7upaahz6QLvRIIsPaXzMkLXJboLDX1r1uf37y8cbs0dbE7vY0U9K5sqlLtK4x7x93N4V2l4V6ln+yM+NEMfnbrJ+b/9lI/PmcTQzsZPfuGHQzBbeFepX/tF7lAJe3V9cMwAkKgumX/3iO7S9T3lWf1NCMqFw62uW/y05s4RdDTSrT7FAI2EGajKtAW+dnEXSwuHWwuHD+QMNqf01q/rKY/oLpXr5DXqWVnM84qM/kYuvuu/yFXX1BC/9Jzo+XlBxsCPshLNKclny+0dhcOtBcMHsgf2JbJ3Rzyb1NDN+wm1uqHO/cf+BNBT68wKDX/dPgIAPbUeh/Z3cGznxrlg+1K/4O6rIwDQc7edM6NHFfu4H1of3lUa9vL66LMMfc22xT6en2wI7/pCRAm17ofWow4cYPBRoV/7xdH0ri+QXwEZuJZsX+Yf9qQkvFvi8u8XSt0bG15Ucq04v39/1IksdS0NPlL4gby4SVBEjT+EMRCJRHVDLZ+qqFx2U9FIa9FIa+5gcxJ794YXVdHPK2SsPdv9Tie5N0XyXkT3bPf/Otm9KTLy0VYkz8qPN7k1Rq44ujG6Z/u6rjLfUwlujZFujZHuTZFrL2bt/wvAb1/H7Q33PZWQ2PkOAO5c3zimwOcV0c8rgq/leuxf59YY6XsqwetgzOpzadHPK9Z1la04stGtMdLrYEzgxUxupUIzy1A3PK/cwt5dMHwA6eH8vmbPnMA5BjpCGSufl5k8Y0BQNnQwC2yKLxhsQdqQNdAU92qn7CF+XhH9vCKqc5vngfVujZErjmxc05bBxWVdV5nPiXgumkFXstd3l684uhFJ8T2VgGQLupLt3hTp1hjp90WiR/O6wPMZQrOt7y5H0ESGivfxOI/mddwBIGFdstVEdm3e0H6kh4uGDwTUbkSC1aJWnxNFWWG8BQAynVivXbrpXHHh0IGikdaC4QMZ/Q3xr2pinlfGPK+Qq9S66eWOLW/25A42o/iOtEYeyzCwMuHiyxcpFDqXSHgablyU6WrKy0tCU+/VFA23Iiin97FiX1ZPZvSG3ipA7M7/qy3ex+N8Tm6O7tke9WSbe1Ok3+mksLtFiJNE/HA0+8ZbAOip82xZ73Uwxq0xcsXRTVGd25Ciwu4WIR7ArTHS73TS+mfbo59XhHeMLeF5Bbfw6J7t4R1FHs3r3JsiA89n8KZH92xHzBz9dyLlS+erE9m7uShn9+wNP5LKi7Ik7npWnnnkFVHjD9lDJRKJc62NVtVtyO5hFY8cLB45WDB8IK1v7+bXu2JfVstYX+yIfbFjzAXfNfdfvk/RlI/O/hUAOuq/Tt3Uc/CbvwFAR+1Hm/hvEXKjsMKFpvMVMjmNe1W9+XVNZn9j0Ugr0rd57H2Be+N5z0nxeRnplp4KYrefiEQimUw287CO/jKvaPBA8cjBopHW3KH9W97Uxb3aKXuUJ9TP4mGSMJvgKJK8EFlo/Kua1N76guEWBOXikYMbzxbqGusJdTSTeXp73AUAkUikKdPnr1wcf7ms+O3B4rcI1s2pfXs3v66Je7VTrlLoljd16f2s/KEWpEtzXzQGNSUY25pLQhekmEskQVlVV91xo2f6493IeCscPpA10LjlzZ74yVg0r4EI+mfe9P7b7wCgp97nSOym51K5X77Cx72WrnyJNe7VzoTXu9L7G/KHUCvOfdG4tiGeF2Wh+xGz/jUMgiLIGPjGH4lM1jTWXlEWlvl0D2IShSOtuUPNmQMNSW/qkti7Z45uZt8eGo02j3x2LGrTw+3T3iqhmty7J3OgMX8Y9TLFbw/m9za7Z67hhqmF7kcIjj+pGQMfylQ6zWjp/NDDKYVDB5D2FAy35AzuS+3bO+19NXt1y5u69L69uUPNRSOtXKBX7YzmPVYtycbnZBgDvzmTSHSGkpnnojUNsdwmFY4cyB9uSe9nbXlTl/Rmt1wl1JTe+uyBpoLhliJOT2Y+2bNqV8wcAx0xdIFryNIFq/lQFu60SSQ6Q8kmxHnjt0VclAtGDuQM7kvr25vEnmK/PXj3RwB4zgr4JCHpde20m+EkNaV3T9ZAUz4Pysl3qv0q1wmNLoy76/ThMAZFEY9ZEolEMoWsaaIzf+XilLs7S94eKnl7CF2gDLfmDu3P7G9M72OlzRDt3Rv/sGrTnfLErpq03r3T3x4BzexvyBtsLnrbivQkonkvm2xWO6lrqnO9DN+6U8z7fKSLZPJtf5JIJKoSzcB+nmtGQOFAC7dhxSMH84dasgeaZhDEs0Ez+hqyB/YVDB/gRTn3ZePK4lC+zQjxjmaikUzxC1Au1mQyWctU12d7VNbT+uLh1jFwD7dkD+zL7G/M6G9AtU+uDRl9DdwOyRxoyBloLhw5UPz2INp1I4dyeljx50udN/vw4cu7sc0bqZ7M0lNClJXUVea5LQw9nMKLb9FIa+HwgdzB5oz+hik16tiOisTuXdNuidJrPyurvyl/uKVoZIyvTu2ocY73ltCKP7QAAyISjj+aMt3UxXJVTUxqR03xyMGSd4e4igQeCkZa8odb8ob358p1rOYP7y8YbkFdDE+/lbw7lHZ/1+rajdydCFHrTr5n7Sa5LhG1+iSTyWq6Gks2Ld94pjDvdRM/xG/lEIvTvOH9+cMtBcMHisaiXDx8sGjwQMSRNAt3GwaDwedokDDSuLxQiulE6AKUF2vGHLVFa51W741Nf1jLNywRiy4cOVAw0pI/0pI3LNeWgpGWgretRW9bi9+NwTf/TXPsd8XLC4K5oSOhViyeLkyGMfChzGfRqnPU7SKWrT+Vk93D4kO56O3BwpEDBcNyox414YLhloKRA4IoFw0eSL2703d7lJHNPEErRugCnxUjWHxQAQZExI8/3sFHJpMZWmpWqxxX12/Kec7a+uMhuUqnxSOtyTeq1jbEWa6wU9NU54thSnh8gW/8ScgYFEUfgURQpinT51obuab4xZ3fOu0dNds19wUr8liG82ZvHRM9XpQFHQ2CsiQ/Yi6hRQvGk3i3uhGsqTSqlomO40avyOMZRQMt095ds063tFf6Va6zj1impa/N5QoSrjsnM5dIYs7CUE6XoyyFxn1f4le5znKlnZa+9rhLOzEofwh0QUEsYxCcTigUCl1FSc/axDbUdW1jXNq9mqLBA1t//EiuEmpBb3Pc91sDajfYhrjqztMT5WWE0oX3ti6hUqnqczVNmAs8ctdsPFOQ08MqeXto2rtudmn6g9qwQ8numatNly5QVVflQ5nP0Yg6DSedoxl3OuGzaBUNhpaR9oIVtj7bIzZfKJVb9Lia87wh/HCqa7L/fLdFcwx1BWcRSfCd0OFlKVBGakRqp1AoKhqqpswFSzZ4rW2MT7tXM+19OPM171VTzOm85YXB1v6O2hyUuVYsSBdka8UzXSZEGqhUKpVGZWiqahnrmC1buKIoJLQ1edPZoi03qtIf1iKa8XC3LPWRCJVtabKthaPJN3ZsOlsUejDZuzTCcqWd5tw5DNUxLkbQy4x7SGqSXmbckDXSBiUVJfW5WnMtjRyjPdY2xEV+nJ50tWKqIJYEnSmqUUYa9/3WdSeyV+/eZBe2TN/KRF1Lg48RCiWF4h3N5BmDJKQB2Rmh0Wh0Ot1g8bwlMZ6Be+PWncxO/GH7FAI9qzT689yII2k+ZZHWAUvnGOpwWYKoWUTCdedk5pKJkgbEaTM01eYY6y5ctcQzJzD8cGrM6Tyu35a+f6Q2Uilc8URvmUiTNp4pXPdplv+OaPtIN0ObeZp6Y3y1GJT/WHRBYSKRBqFehk6nI12pzCMqEghDhKiOFbWJiKowmVAJ4gsU1WZJvi9v//BxBb7QgqyiC2JQHnciQVDmQsyHsiTfd0Ioj4uU0PwyEVEtnCi+QrHmoswbqeY6GjGv2ZAt0BJiLaFFS9JjUy2TH4HSFSuJFfPSBaH4ymQukcRpj4uyFBBLaLaSm/aEvLEUt0ho7+KBlgJlqVd3s0DEexmui+Elrby8QXBe4YqyWJmMkQsdCpOfG8SIJE5EUPg6hG/+4HJVQboq/nHKSS5KxiUNgl6GbzqREGUZevOpkHFniHHxFYqyUKCFcgWZrz5FmTM3Hi44nfAtA4SasySd8EeQcQ2ZF18xmxEyZAyCFs3dbRRv0XQeETTnidqspAxddg5ZChnXxoWasIRW/GGedhQl0nkZrqMROgpFjUjJKQWvSOLcpRBZeRBREwafcGdfQa4w1V5GctIgnjeIQllUV8zqKUf8lxIFNG9fCaI8pXRBYbzjrrix51dEWTRtrEwI6w9JxCA7rhWLii7IZC4RRFn8MkAMymKctoRmIhMnzHvxPp25IMp8cAtFeUJW/IEzBkUR8UxRk4oge+CjEeOKKMAklwmZvUxEwq/G1yEUjnC7js/FvDcvI9TFiOcNk0F5KiCYUpEQX6Eo8wItZi6ZCrogoTmPyxEFFwMfAKYTknGxFoUv35aimDDh5OcSURYtNNgg1GkLWvTkUX7PrlhqGdeQx3XXkljxB0gXEJGCNPCxV8HZZaIi6Hlnmkzm2/H2Epelih9/Mh+C4l2MKC8jQ4hnJtCT/0a8IgXQMnc0guYsKnbIZ85CUZ5ufGaKCEVZKL58MUKhdGEy+I6L8oQsWkKjnu7ul4FM3op5TfiPSxcQkWT88ToaviEodCDKao6ZiiErq1YJitBO4O0lUXEFQa4g8/2wGQ7x7BIJgZ4oKZw8ygoC5qwoehkgCLeoeUUuZB58Ba34PZB+8ShLbtEyNOqZ6YQlFPEQC5qweHf9B6ILiIgff1hhu6G8QhQhJBnJ1Bm/bEVUP/AOO775g3fwzRAvI4jyVOM7G0VCoHFjZUpJoVCUuUALBhvEAy30W8vcEmegjAu3KEMWj6/M5xKhQItx2nx+e5JGPUX9/D5Fcl8txl1PKcTvWZgsNgCbxUxgsZjjZBX82mJ4A36sEESLKEg+VBHTFbyDb0J0YXrnEvH4/gEhRkRCoAXnkveAsii4xyWIEs4of0yZJL4yB1coxBKiLHfaiEzUV0+LFUslCW0A0JYw8dvaEpgs9oRuHf3mCW3QlshPGhLb2A3OfMsmCQfi2EGJ6octooadKK4wRYtOURALJQ3iHc2EUP6DiGD/TAjlKfUyomYUyeGe7t6dfpEQ3GmcRSYKsXRO+4MXMe56eq1YKklo45/2mSw2sMcNHoxTKPAIpzBxXiaxjc1iihmIEgoeL1LHZJOu9JkqQv3LDPEyisJCSpNE+Y8pQjtwGlckgpWKwVroNxKkRH8ckRBiUfi+z4lElNOWHGi5cEUUxLOBKyDCxxiYLDabxWobyxi4BADJmtDGbmtjj3IBJos9lhpwb+MmJLSx2Wy0ACR5tMxEoYxBOsHhJFK8MOV+OqtFPF2YFsYwrpeRy0Rl2lEWg7XUcE+3M59ykRW473kukVv0FMkMseKJCDrX80cZEtqExhiYLHZbgoKCQkIbyg0S2tgsJpPFRnMntI0taQxjAF72wGJyemS0TDaLOflROBnGwKcEPJaAx+K5OpZVzChigRkrM2Twifcycl8zURHsvRkLtBxrKWTG4isGZUU5dZi4zDRGKAPhZwzcIAKMzu7cfJw5X/C+sTEG7ifItbAyxbgbCQWLlUhxEigeJ1wJOCyv4nEYPBaDx2LwuNF7sViMEAcwlTKTR54kvkYukoionpx2rMU3TPCLTLfTnikyiyDmitycJy8zGV9phG/m53CCMfEAbj4JYwx8jEFomRNyOkLl/TMGrhLx/ErAY4k4LJGHW3D5xCRZhXi3MtOGoOStlbY/PkyRvN/kQM9SmV34IiJHeaIyG1GWWEaX/sA7x4PoGAPPPXy7G2JjDMLKlLxnRY9RiRQrgeKwwhWNKAgoASdEiSKUhMeQ8BgiTx4CpxwcFoPDYJA2TGzSmPHDbvL4yoVXphtPcTLdffMhyHRjOL5Mdw99CDLdGH4oIl3vzy7GgCgZjyHjMRTOBfovAUMhYMgE9F8Ow1Ak4BTxWEU8pzFYjCIGM4vHnGxt78OW6cZqsjLd/TcLZLohkoFMdxfOdJlufD5okQKP2csYyMIYA6JUAoZKwNAIGBoBQyeiSkMVS+WyDZwiCadI5FIKjAIWo4BRVMAoKigqKszYoSpzm/wgZbpRkoFMdxfOdJlufGQj092LM12mGx+5jBVFRYkUI4FiMcIVh1EUqsg8zacEEUrEjSpJmJLxo0rhUSphjKI0AlEeMkEfqzQihorwD7wiGY8SCwJWEY9VRFjFTKYUcpGLXOQiF7nIXv6YjAHV0cDDGLqgRMIokTDKJIwyCaNCxqiQMSokDIPMueakKKH5FWkERQpBkYRXJPFugnCIhVzkIhe5yEUuH4LIGYMoxsDLG0apA0cZZIwqGaNKxqhRMGpUVNWpWHUKVp2KVaNi1ShYVQpWlYxFqIYSCUMnYmgEDBWvSMZztkLQDR0FjDxiIRe5yEUuH5qgDyxM/JcleEpAH3yYRBno7aLf5iC5TJQxYJE3R0nCGJC3Uo7HGHCJbWwWU4aMgZLYBucT3gNjQFSVMqpqFKwaBatOxapTsRpUrAYVq0nFatKwmjSsFh3VOTRUtenYOXT0U3UqVp2KUaNgGJzoBY2AoRJGucXoVoicWchFLnKRy+wRJquNZ2bm/YEpnncziRSp5nWJipIFY+CWMnsZw3uLMYhnDLy8QYPDGzRpWC2OzqFj59Cx2nSsDh2ro4TVVcbOVcbOVcbqKeP0lHFzeVUJp6uEm6uE06ZjtehLd821AAAOh0lEQVQow1CjYhlkjDIndEHBY0gIvcAoYjFyYiEXuchFLjNAhLzesa0NjRigjEHoz0aMvrcBiTHwvsYR/fEIMb89wfcpJ1AhJJF7Iz99GJs+9l4OXeB9UcSYBmDHth/L9yn3iyQKMAYss4GTs4GpgOPkPJ+owMsYcNxsbJYLVoGQONq8BqYCgfelFw1MUmIbu4FJwimiF4mcN1WcTyDjFSnOLPb5BAputEA3ggLVBS3hQhJ2RjEGhDRo07E6SqjqKuEQ5TIGfWWcvjLOQAVnwMAZMHCGDJwRA2esiqop58JIFWfEwBuo4PVVcPoqOD1lnK4SVpuO1aJh1alYJHpBJ2KoBJRbEDiPh8jphVzkIhe5yF54p/jRJO4GAZPFbksQ/kpHvpc48b8umueHJIQWMvaXKUa3NnhuEXyhJG+8gz99bIGCMQYkv6Ii2gBuaAHLUwvyL7QlIPULjTEgOXEYRVxiG7QlOLPY5xMVBGMMziw2EmkgJLadT1QgJLaNUgcW04XFPp+oQMAxG9htSTgFfsaAUyThFCk4ZgO7bQtOAWEMyxrY7AYmBa9ITWq7kKTg1sC+kKQwA2MMkjAGJOqA8AB9FZyBCs5ABWfIQNWIQyBMVHGmqnhTNbypGt5MHW+mjjdHVGNU52uiaq6On6eON1XDGaniDBk4AxWcngpORwmnTcdp0bAaVKwqBatCwtCJihS8IgmniOd99HTK7EsucpGLXGaFKCoqEHGKdCJGg4q11MJ7mZKjF9Py3VRYq9TE3jcaV2CzEtDJXvBnI0YTead8lIGMfS+kQkIbWhJPIcIIB98tTM5cDtzluNAQB2+QQ0EcY2hLGE1JZLHbEhR4GQP675hoSVsiVghjQCkCNuE8m+WMxhLaErEKfIyBt3kIUSBgFdELbnykgUnkJQrIxejNYxjDaIENTCqB2cgGgLYUwuyLMUjIGIxVcSaqeEQR3jAPUXVUzXjYg4UG3kITv0ALb6mFt9IiWM8hWGtzdA5hEecC0YVzCAvnEKy0CBaaeHMN/Dw1vLEqzoCB01PB6SphOQwDwyCjJzBIOEUiVhGLkT9NLRe5yGUWCwmnqE3HLtAkMA1I/vMp0Ytp6c5KlSsZLWvVv1yneT1hzvPsuT+V6P9pq8Hv5Yb/rDKEGmPYbSy2SC4XYLLYbPaEYgxjPuJm5qza+WIMQhkD7y1C4hbCmim0PZOMMaDnGDgHF8TEGNBDDDxnF7iMAdmnQA8ujGUMLqy2BmeF0XMMziz2+QQuY3BtYJ9PVBCMMVxIVOA/x5DU9qaBKWcM5hr4+Rr4+Rp4C028hSZ+gSbBUmtUrbRQirBoDmHRHIKNNsFGh2CjQ1isQ7DTJdjpEuznEh3nEh31iEv0iUv0iU76RCd90lJ94hI9osNcor0u0U6XYKtDsNFGmccCTYK5Bt5UDW+sitdHSAYd3ShRImJoRAwFOeOJvO5CUWE2v5NTLnKRy6wRKgGjRcMaq+Kt5xBcDIlBlpSkJUrbvFT2rVH7PErz6mbtB6k6Pdlzhwr1ft1m8I8qQ6g1hjpjqDWGXcZQYww7jf5dbfR/O4z+tcPon1VG/6g0/Ful4V8rDMXWOSakgMQLhP5sBHeZzG7jTPmcX4rgnEJg8x40GFuIqBgD7y38P1rB9zTG2HSRjIEb9hjTAOzY9vOcY2hLVFBI5Pkios8xtCViR3M2MEWcYwBAdiWExhgA2pJwCqTRMwrs87znGHhiDKPnGAAuJCkkn0frbXTB0pPagM1yI2DljEE8Y0ACDIu0UbXRJizWISzWIdjqEu10iXa6RPu5RPu5RIe5RAeEQOgRl+gTl+oTmQZEpgHR2YDoYkB0NSItMyItMyK5GZHcjUjuRiQ3I5KbMcnNmORuTPIwIbkZk1wNSS6GpKX6pCV6JKTkRdoE6zmEBZp4C028qRrORA2np4ybq4RDTn0i5z2Rp0hw8sdT5SIXufAIRlGBiFOkERQZZIy+Cs56DsHDhLxmAWWTHS3LRbl8OWPfGrWjwRpno7WuJcx5kqEzWKD3+3bD/+w0+s9OI9hpBDVGUGMEu1Ba8J+dRv+v2uhfO4z+UWX4twrDv0qg7+VbyvAZionIrHgfQ1JbWxJOgYhTdGlgn09UGOfpSoQxzJJnJT4kxoDoEj3iUn3iUjT2QGQakJwNSM4GJBdDkitXjUgIk+DyBi9TspcpeYUpecU8srcZ2ceM4mtG8ZtP8Z9P8TMn+80n+5qTfc3JPmZkH3OKjxnF24zibUb2nkf2NCG7G5FcDNAgB9LCBZr4BZr4eep45JSGrhJORwmnScOqUbAMMoo+AauAx7x/g5OLXOQyKVEmYeYq4yw0CY56xBWm5CBL6kY7Woaz0jYvBitA7WioxtlorfZE7ScZOiNF+j+X6P1aavCXMsO/VRj+a4cR7DSCXcZQZwK7jaEWJQT/h7CBSo5WSMoM5IxhhjIGF57nNFxw4hgDJbENAJD9CDljmBWMgUMayB4mZE8TsqcJ2cuUvNyUvNyUvGIeeeU88kqUQ5B9zci+5mSERqyaTwmwoKy2oKy2oKyxoKy1pARZUoKtKMFW1FArauhCaoQ1LcKaFrmIFrmIFraQGmZNDbGiBllS11pS1lhQVltQ/OdT/OYj5IO83JTsakRyNSQ56BHt5xKR8Ia5Ot5QBWfAwCMHNdSpWBUS+rwJBa9IIaAPm+DktEMucpFKiDhFKkFRg4rRpmNNVPHmGvjFOkTHuURfM3KQJSXegZ7GVCrzYtT6qh4MUjsVoXElXvvuFp3ONJ0XObqDhXo/l+j/T7nhv6uNYLcx1BmjJGDsfsHolkGV4d8rDf9eOVk2MGMYwzTJrGAMH/D7GOSMQULGgJAGHzOyrznFz5ziZ47yBkRR6rCAsmYBJXABJXABJciSGmRJDbaiIhwibCE1wpoaYU2NWESNsqFG2VDXL6avX0yPXkzfYEffYEffaEvfZEffaEffZEffZEePs6fF2dNi7WnxDvR4B/pmR3q8Az3GlrbBlrZ+MS3cmhqxiBpshVRH9Ten+JpTfM0pniYkTxOSmxEJ6QdbXbQ/TdXwBgycEQPdVVGlYLk/VoLHoHsrPDuDcpHLbBLEzyOOl07EMMgYdSp2vgbeWpvgZUL2NaesX0yLtafnu6mUejIaVqntD1Q7Ea7x+TrNi7Fa1zdrP07V7c7SHS7Q/6lY7++VRv+pNvp3NWeDgLtHUGOMbhPsMoYaI2Sn4P92GP2zyvDvlVPOAOSMYVTkjEHOGD54xhBiRQ1dSA1D1Joabk0Nt6ZGLKJFLKJFLqJF2dCibGjrbGjrF9PWL6ZFL6ZFL6ZtsKVtsKVttKXF2tFj7ehx9vR4R/pmR3qCIz1pKX3LUnryUnqqk1IqUymNqZzhrJzlopztqpzrqpy3TDlvmXK2q3LuMuVsVzQ900U500U5y0U53Vk5w1kpw1kpjamU4ayU4kSPtafHO9A32NHDrWlIk9YsQCMovuYUdyOShzHJ3Zi0RI9or0t0mEu00SZYaBIWaBIsNAnIY7GGDJyOElaNglGnYFQpGOQ9oSS8ovwAqVwkF+RXctSpGBM1vLEq3kKTgGzzuRmRAiwoARaUECtqnD09zp6e5aK0zUulbDmjebXa/jXqJ8I0zsZontug1bFF+36qzvPsue+K9N8V6/9SavBrqcFfyg3/Z7vhP6sM/28HZ9av49kUEDg/+I9Knt0BGe0RyBmDLEXOGOSMQc4YRDGGDbY0JOQQa0+Pc6DHceINCHVIXEJPXEJPWqK0ZalS8lKlFCelVCelVCelNKZSOlMJYQaZLspZrspZrso5rsq5y5RzlynnLVPOd1MucFcu8lAu8lAu8WBs9WSUejHKvBjlyxnlyxmVKxmVKxlVKxnV3oydPio7fVR3+aru9lXd7au6x0+11le12pux01tlp49KxQrG9uWMyhWMbV6MEg+VrZ4qJR4qeZwqsl2UM5yVM52VM5yV4xzoG5FvYU+PsaUFWVHXItGXhdRVFhQvbp/PIy/VI9rqEO10iQ5ziXa6RGT+MFbFm6jhDRg43oGKbtPwmAMFr0jAKhIR5VgrHitnLhMQAnaM+0IcmgYVfak8okaqOHMN9J0rNjoEB44N+pqRg6wogZaUtZaUzQ70dKZSGlMpxUmpYjmj1lcVGUiHQzRORmh+Gq55IkLzUtyc9sQ51xLm3E7S6UzXfZyq25Wp25urx87TGyzQ+6XU4JetBn8u00ei+v/ZaQR1Juhkj+jooh9d9/9n7F4AcuM/qwz/gWwHcB4l+OB1ugfRVIqcMcgZg5wxyJwxpDGV0p2V0p2VMpxHAwzZrsrZPNQh30053025wE2l0F2l0F2lyF2l2EOl2ENlq6fKVk+VUk+VbV4q27xUECaxfTlj+3JGxQpG1QpGlTdjhzdjp4/KLh9Gra9qrZ/qbj/Ven+1On+1en811io1VoBaQ4BqY4Ba82q1ljXqLWvUWwLVW9aoH1irdmCt2sEgtYNBaoeC1T8KVj8con44WONwkPqREI2jwRpHQzU+DtH4OETjkzD1Y6Ean4ZrHgvX/DRc89MIjRMRmp+EqbcGcgtRbwxQ2+OvylqlhmqA2k4f1coVjKqVjKqVjCpvRpU3Y6ePatVKRpG7SrG7SrGHSglHt3qq5LoqpzGRoAuqmc7KaUxlZN8n2pYWY0uLsR0FYoMtbaMdbZM9bf1iGhd6ZPmLKDIGVi+grF6AjgTuYEB0rSV63mWtJcXThMQ0ILkYkJwNSN5m5JCFo0MFGS18GmY9OnK4ipyVCbemRS2ipTOVslyUEc0eq1kuypUrGXv8Vev8VPf4qe7xV93jr1rnr/ZRkPrxcI3jYRwN1zgRpvHdBq2LsVqX4ubw6sMU3afpuk/TdZ9k6DzJ0OkvmPtzsd5PJXo/Fuv9rdLw39VGXEWm7dGQ/pjAPie8z9VdY0L9UGOELPf/XY0+HfCvHUb/qjL6RyU65U/7TDxb9P8Damog+Ih5XmcAAAAASUVORK5CYII=" width="400" /> <br />
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" width="400" /><br />
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width="400" /><br />
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Consideraciones y coexistencia<br />
<br />
<ul><li><span style="font-family: Georgia,"Times New Roman",serif;">Una sola tarjeta de red en servidor</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">El servidor de SBS propietario de todos los Roles</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">No dominios hijos – No relaciones de confianza</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Máximo 75 Usuarios y/o dispositivos</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">No Terminal Server en modo serv. Aplicaciones en el primer servidor.</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Si Terminal server en segundo servidor (SQL)</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Primer servidor x64, Segundo servidor 32 o 64bits</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Si otros DC (muy aconsejable)</span><span style="font-family: Georgia,"Times New Roman",serif;"> </span></li>
<li><span style="font-family: Georgia,"Times New Roman",serif;">Si otros servidores miembros </span></li>
</ul>Requisitos:<br />
<br />
Requisitos para el primer servidor:<br />
<br />
Servidor con el certificado “Certified for Windows Server 2008” logo. Windows Server Catalog <br />
<br />
Procesadores<br />
Systems single-core CPU – x64 con 2.66 GHz Mínimo<br />
Systems multiple-core CPU – x64 con 1.5 GHz Mínimo<br />
Systems multiple physical CPUs – x64 con 1.5 GHz Mínimo.<br />
<br />
Memoria<br />
Mínimo 4 GB of RAM<br />
<br />
Unidades de disco<br />
Partición de sistema operativo – Minimo 60 gb. libres<br />
Unidades de Backup– Mínimo 1 disco duro externo, aconsejable 2 discos duros USB, Discos esata. <br />
. Windows Small Business Server 2008 soporta USB 1.1, 2.0 y IEEE 1394 .<br />
<br />
Otros requisitos<br />
DVD-ROM<br />
Tarjeta de Red (NIC) – Una tarjeta de red 10/100 o superior.<br />
Conexión a Internet– Ciertas características requieren acceso a internet, muy aconsejable firewall o firewall-<br />
habilitado en el router/modem.<br />
Unidades de disco externos USB 2.0 <br />
Dominio en Internet– Dominio existente o posibilidad de compra y administración desde la consola de administración.<br />
<div style="font-family: Georgia,"Times New Roman",serif;"><br />
</div><div style="font-family: Georgia,"Times New Roman",serif;"><br />
</div><div style="font-family: Georgia,"Times New Roman",serif;">Requisitos (Recomendaciones) (30 usuarios SBS Premium) <br />
<br />
CPU: 1 Quad-Core x64<br />
RAM: 8GB<br />
Almacenamiento<br />
Discos rápidos (SAS)<br />
OS: 2 Discos en RAID 1 <br />
Data: 3-6 Discos en 1 or 2 RAIDs separados<br />
2º Servidor– Premium Edition, si es necesario<br />
Depende del uso (TS, SQL, LOB, etc.) 32 o x64</div><div style="font-family: Georgia,"Times New Roman",serif;"><br />
</div><div style="font-family: Georgia,"Times New Roman",serif;"><br />
</div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-25572676674547144252011-07-05T15:53:00.003-05:002011-07-05T16:11:03.196-05:00Windows Essential Business Server 2008<div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><div class="MsoNormal"><img alt="" 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lxk8fHn56HTjALHPfAbruc9+Df3/hfeaZ1+q37UptcBc43dT3puva+xRq/Pwt90fr7af9qvmjPP9Tr4aP7tZ8fiMj6mZ2YL+AR8XjoSUID/I84RrUPI6BMEgTTpnxIkWgtRl8TLGU1iYGD4x/ksSCIQUhQFGBAkJQSSwijgA0YBAFQ6P0qaKps6SSZ/pnLpPLXypSrcLUocXbmK01LVl6VrbsvXPFCuftqz0roXz653lXPv2ve9GjzVW3zU2wK0m0P61kapV8epNEVqUx81IaBvoc2spsxIgQgrrk16+eFoaO5Z/8x9vpkHPmTsd0/b6pq6/l3Seru4tTbRSywj5pmFzTQOnmQYMNrAb9gtLxQFrnnslaauRe+9TzW2GfZad1d7yc2+83/rP+PX3ktvDjryeKnlu/uxaZGFxWXU5+A6HED4TwkStDtJSIfoQuQn/Zd7QonR+a3/cmcYGBgYOvNZkITAJ4ECHEiUOQ4D4AMBQBEt2bf2J0/ozp7Yrehn+cLFsnnrZXL3yRWckOeeU2j4TbnhnmyjiUKdlXr1W80qF50aD50GH60mf/XWENWmcI3aKM2qePWy1B6c1J5NKWptvr1LnTcRPB60QTz7nV3IwbC8s0E5RwKyjvhmHPLM2OOevtklZYNDwhrb2OU2UYssIuY+C51mFDT+gf/IOx8G//Ze57yT1glbrcNWmvuf997+uPe6e72X6Wkt+K3PnPOa2wwnH9Bb6hnikMxOqq6pAwCKAAACAENxdv8UyDcCgIqKisDAwOzs7H+qG7QaeXt7nzt37sKFC3fu3Kmvr/9H+sPAwMDQAXrKToQBRaGMBiRQBOAkABCC8rTozTPiJiumTpfNmStVsFSibJtMma5S2Vn14vNaRZe1C66plVxX4VxRrbymVn5blWuiWuuo1uarSkaotMUr1CXLNSQqctPVC3PUy3J68TwH8rzPgYBPCSjvT3c94w5HFl4IzT0ZnH3cP/OoN/ugV8Yut7RN75LWOsSveR279OWnhWYfZ5mETDYMGHPXZ+hNj/6X3mmfsdc+ZqN90Fxrl7HWRsPey+9qLLiuseBinz2Gsy8Y745MCElOTxUIcXScOVAUAE5vi21qampoaGhsbGxpaRF/Cl26CHRha2trQ0NDQ0MDn8//zscqEAga2hEIBAAQFxc3cuRIFoulqanp7u7+Zz+vvwQ9U3f69GkWi8VisVRUVEpKSv6RzjAwMDB0oD3KjiJFAASy3jiFU1QjkBQ0YT7WGdP7pI5XZM9ULlysXrFco3ZFr8pVmgUbddIPjci4Njfzzqb037ZkXFxbemld1ZnFJfuGZWyTzzkmWaon3+aqTsaqYWk9mtI1WlJ78ZOG5L2Z0ch2bYPG5rZCez/dsJyzUcVXPub9GpJzKijnhB/76IeM/R7p21xTNjglrnsbu8ImasmL8HnPQqY/Dpxg4Dv8ltdPV1y1f3XSPmGrfchCe89TzY1GvVbcU194veeaW8P33p9/3+ZySkZydk4uSdAHVdAHVwBFUXv37h08ePCwYcPGjh0bHh4OYss84g+FXvgBAKFQuHz58iFDhgwePHjdunWNjY0gplUdlAz92tTUtHbt2iFDhgwbNmzSpEn5+fkAsHPnTlY748eP76CI/x3o3p4/fx71RFNTs7S09L/fEwYGBobOtAsSASIUFk1QFC4SkHgdEBTUc+4eK5gmU/izRPEvckXrf8rcM5t9bV+B5b0Kv3f1MWGC5Dg8J50oyMEK84iyQqwwo40d2RjmVGp2PfH4Svbaftwjss1uWnx2Pyyrhyh2SNabLXxesRAEJRw/e/8tceXXIguuRhZeCss/FZJ7wj/zuDf7iGf6LrfUzc5JG+ziVr+KXmYRseB52Czj4MkP/EfpfRh0/X3fc05aJ99oH7bU3vtca5ORxuqH6r/c0Nh+f+rhB6vtfS2TkpMrK6u6GikJAOfOnaNV4ebNm9CuPR2qoqktVB4ZGSkpKYkukZKSio+Phy8vuqDypKQk+i6jRo1CftW6detYLFb37t1ZLNaIESOQsP2Xobt94cIF1D0tLS1GkBgYGH4Q2gUJB5wCEiigREAJcZzgA0VBY/b904nLhmTtn1xwb1fJe6PKlGBeQXZVMbeWU19f1dxQ29zaVMcXNLSK2lpwYYNIICQwEAigrY2qqmwIDcowOBq6W4NzRR78+jZ6DywM/I1qxQDAP8nULWpPasWt6MJbkYWXwwtPhOUfDcw+6cc+9SHjgHv6VteUTQ7x697ErLSOXGIePvdZ6LRHgWPv+gy56dHv4jut02+1j1r13WeqvcVYY83Dnstvax18svDI3U2hcQEpyWmtza3tjpG4bHxWF1oqlixZIhR+Piy9s6NDC5KhoSGLxZKQkEBXvXjx4pvP1MLCgr7kypUrqEFHR0clJSWkSYaGhv9IHAEjSAwMDD8y//GQgAIAnII2EkSAoY2kWH1GUKWnbV1ocF1eZlk1J5NXmcNryC1rTilo/FRYE1TIC8jhhORVRpfVZdS0lbURDSQIAXAAPuAkAEG0NCX4ZV3YlrlDpei3AZXxrwEAwxtfhV4OyTmdXH4nvvjep8IrkSXHw4uOBOeeDsz81TfjiFf6zvepW5wTNtjHrrb5tNwifMGz0OlGQePu+Q655alzyUXzjJ3WUeu++837bHvae/UDtXX3BxwwXHT1+Yn4jJicrDwCxwAwAIwCQszqkwBQW1s7aNCgDssnnQPP6BKCINauXctisbp164au2rhxo3i1Lp/pli1bUOVu3br5+PigdgAgMjLyyZMnvr6+X7n2b4URJAYGhh8Zeg2JQCsuJIgISgAiAlo/HyAuBCK9pDWCXf0+Kv+Fd+Jtu5Bz1n5HrfwPvQ49ah9z0jn5ojtbzy/H+GOeTVzh+/Ti6NKq4ua2JoIigCJR6DhfWOFuVWB5BWoLAaiqulRr3wNxnBsJpfqxxfeii3+LKjkdUXQ8JO9kUPYp/0zdD+ydbmlbnRM32setexW1yjJ8yfPQ2UZBk+75Dr/p2f/8e61TDtrHX/Y/aNp/u4nWygc9tpmM2n13oZX709TMVE4ZBwAAMAD898F1n18eOnSIdpIcHBxAbKlfHOQeVVRU9OjRg1YXFovVv3//r8+2NTc3jxgxAl2io6ODzH2HOG96T5K4FtKvOyxQfSlWu0u6bES8EL34piB1KdLomfyh/nSAbkF8gF8aCD2VKv4BdXiMX+rqX+kkAwPDPwWdOkgAFEVSQAFFUS0U3owSv/FaMY9k7kmrTytvusy7bD/vmvNSA6+Nz4L2v4w8YRd7wSXhhlfKvUC2cVjOi6hC24Rix+QSt9QSr4yS8JLanMa6BqIVB2jPakqRgJOAxbCdXCKPZtQZxpXrRZfciiq+EVF4KaLwfFjeqZCcI4GZ+7zZ299nbHZK3mAXv+519GqriKWmoT8bBU267zfilvfAc159TzrqnLYaeMJ04G4T7VWG6rsspuo+WusX4cFOZzc1NQGgeMGujdHr169pQTpy5Ah0ZRZpC+jm5oZqSkpKIkGSlpYODAyEL28mDQ8Pl5WVRVetWLECFeI4Lr5JFm1LoqHa96viOE5vm6Uri5eg+l//RMXNsfg2WDpPBIgFNXxJkOirqPaEDvRuKlKMzp0Rdy47t0kQBHoU9OU4jnf5MOl7iT8c8ccCv993jN5F9xXvJBoyjuOMODEw/PjQgsQHZBMokqLaSELY0Ea8cIlYdfb5VF2jqccs5ly0W3jbfeWjoPXPwrdbRh6yjTllH3vZJeG2V9LDwPSnH3OsYgrtk0vd2BzvnEq/XG5QfmVkaUVaRX11GyUkgUIbgoAiQPQu6MkTpw1ptXfS6m7Fca5FFV+JKr4eWXDlY+7FsOxzQRmnfdIPumdsfZe0wSFuzZvoZdaR80zDphoFj77vP/C2d9/LbjoXnfr9+lL78LMeu4zV1j/sddJm8RWzg0ns6JysHAzDALo+aAIZrIKCgp49eyJzPGHCBCRgHaCN1+HDh+nYBHl5efT6zp078PtIPHEePXpEC56RkRHdIIK2yOg1rTcgZoLFrbB4+7RifeXj7NJGI2hLDQAXL178iiDR19J9Fr8p3XOqqxxI4t5Y57dQ/+lR0+LUYVDU79NbdNBm+u4dHg79eAmCwDAMXYWkiB44AwPDj8zvPCQgASiSBAwAwjM5k3cZjT5kOf2C49wrjvN/c11k4L3cKGjN05CtFh91X386bR9z1S3hzodEw8D0Z+HZ1rEFDiklbullH7LKA7I5oYWV4cXVsWXN6RVYWSO0kiCkQEgBCRCV4rfj7JQTBmN8008l1+glVf0WWXo2vPh0WP6Z0JxfA9nnfNNOeKXsc03c5hi37k30UuvIn00/TjYKHn3Pf6i+14DbrlqX7dVOvVY6ZKW455nqwWfDLluuNXe+m56Zyinj0QP7yozN/Pnz6ai5uLg4aNcq8WsBoLGxcdy4cajm8ePHx40bh+IUli5digxol+Z49erVtFOVmJgIXwjko+Whs8B0tp508MU36ZwDAsdxkUjUodrXPSRaBjqUIyv/9dt1aKdzs51HR7VvHO5Q+CXPtUPlziLdQYmhq0+KgYHhB4QWJPxzYBqQFGA4gLlP+pSjb0f+6jH+kvuMK85zbrovuOe71Chw7fOQHVbhuraRZxyirrnF63slPApMexae9TIm3zG55H16mW8WJzivIqyg8mNxZWRZRRy3JpMnyCjjtuIYQQFGUgDArSkwMD+z7vi4G5bLfdin42rOf6o8HFKyPzBf1yfryIf0Q16p+1wStzjEr3odu8giataz8EmPgscY+I3S8xxyx633ZaceJx20dN/03/Ns4Kpf++w8OyMsxiOTnVdb3YoG02F5RrwQAB48eEA7Mc+fP4cvLGZER0ejgO9u3br5+/sfPXoUXaKmpkZHQ3S4hMfj9erVC1WbMmVKc3Mzfd+6urqQkJCPHz+GhoZyuVzaw6AoqqmpKTg4ODg4ODAwsLS0FDXb2trq4uJy8ODB5cuX//zzzytXrjx9+vTHjx+/PvVET5dFRkbevHlz06ZNCxYsmDt37qZNm/T09DIzM1G1M2fOfHMNCb0oKCh4+fKlrq7u2rVr586du2DBgo0bN165csXT07Nzigd035CQkJCQkJSUlM5+Dz3khoaGsLCwoKCgkJCQurq6zh8WKikrKwsODg4JCQkPD29tbRWfDwwLCzt37tzGjRvnzZuHenXt2rWIiAi0DRnHcXt7+9OnT1tYWFRXV8MXVgoZGBh+KD4LEk4n/KZIAKoOI86Y+E8+ajfirPvoS27Trr+fcctjzl3vX4wC1zwL2W4Zpvs64rRD1DW3OD3PeMOAtOcfs15G5zkllbxPL/PJLA/M4YQVVEaUcCPKCuN55eE5peGpiRhJUISIwlspEkM3TchKuPzoyPbzE69azLGL2R5Yciy04nRA6ckPOQc80rc5p6y1T1pmkzjfLHrG88jpxh+nPwqeec9nym33cYcsh6w2GDbn3LBZusOO313v5m+alZOQmZ6PCb+26k5/R46IiJCRkUEWefny5V96NPTkW9++fVtbW21sbGgZe/fuHXQ1PRUYGEjH4508eVK8zsePHyUkJJCP9erVK/Gr0tLS6JZNTU0BICQkZObMmaxOdO/efcOGDbQciusuPd74+PgVK1bQ3RBHSUnp1q1bAHD16tUuBUncaqenp2/fvh2FqnfJqFGjrKysxJ8zQRALFixgsVgSEhJ9+vRBLVPt6z3iT8Pa2prVHhnv5ubW+eGjarq6uuhew4YNq6urQ2+lpKQsW7asywFKSEjcu3cPfRDnz5/fv3//oUOHXrx4wefzGUFiYPjx+SxIAhRS91mQoLC2ZcuVV5MO2Yw/6zz+0rtJ195Pv+X18z2fJUYBa54Fb7cI030Vfsr+02WXuNse8Q/9U5+GZVlF5dknFLmmlnizywJzOCF5FRFFFZ9KyuO4lf7JORnF+QAUEOV1xQFtFWlA1CDbQAGk5iU+tL5+9PaaQ/pzr71cZha8yy52v2vSfguJKPIAACAASURBVMeEnTbRmyyj1j0LW3XPc9F1+zknnk/YfG3ALycHLzs9e+cd3XuOVgEp0TnlmQXFqdlZqWVl3G8aHGSSGhoaRo0aRYtNbW1tl5UXL16M6qxcuRIAUlNTlZWVUcmhQ4fg93NxqOWbN2/SlhGJFk1YWBhtN21sbEBMQtLT0+m3bG1tQ0JC6Bt1yYwZM+hv/fQyDGrNwcGBDgv8EufPn798+TJ6TQsS1b7yj0b05s0bTU3Nr7eD2LVrV3sgCQUA9+7do9/y8/ODToKEhkxPbLLalbszfD5/9OjRqM727dtRYUxMjI6Ozlf6c/jwYQAwNzf38/PbsGHDq1evbGxsiouLGTViYPjx6SxIFAD4xOf8csJ8ypFXE0+9mXjRaeJVt2k3Pefc9V5i6LfWJHCreciBl+En30Zdepdwyz3xvl/ak5DMF5F5b+IK3yWXeGWU+2dzg3IrwvOro/Iboopb3GMyuQ0NAKSwMbAo/lpbiVtzxXusjQ3QQB8rXtPcFB4f/tzp3tXn+87eX3dCb/kxvaV7rs3dfX3+vpu/7Ln6y9Hb66+b6Fq63H0f6pKQkVRZXVXHq6urqKooLeFxy5ua6gny2xlU6bWE/fv3I/vVvXt3T0/PzjVLSkq0tLRQHWNjYwAQiUQTJkxAJVOmTGltbYXfL3XgOP7LL7+gCqqqqh2mwpCHhN6lPST0FhIk9O7u3buHDBnCYrF69+594MABe3t7FxcXY2Pj2bNns1isbt26oWoozQSIaRIABAQEoAA/VEdbW/vw4cO2traurq7W1tbr169HOiclJaWjo4PqdBAkFPNmZWWFMkqgOv369Ttw4MCLFy9cXV3t7e2vXLlC6wRi9+7d9PLSp0+f5OTkUPmFCxfo4dMRCgDA4XC0tbXp9kePHo3m2ToQFRVFN+Xo6AgANTU16Naoe3PnzjU1NXVzc3NwcLhy5crEiRNZLNa+ffsAwM3NzcDA4MmTJ+fPn7e0tGxoaPjKmiIDA8MPAj1lh1HtyQ1IAEOn4JmHLccdfjvu9JsJFxwnXnGd9pv7nDuei+97r3nit9Us+IB1+PE30RecEn97n2Tgk/Y4KPN5eI5NTKFjYrF7GscnixuYVxGWx4vIawzJbf6QnFuP4wBQVfi8Kuso1Di2lT9tLH7RUuFOtqUCUQMURndICMK61mpuXXlGITuOnRiXlZLNKSqsLK2sq6xrrOa31lPN1URFGl7woTHaLMPtXmlyEFA4UICRGCnWTmfEp/LevXtH21OUTKED9vb2yFxKSUklJSWhQnrpRV5eHhWKm7mioiJ1dXVUYenSpR1W0b8iSOJTdsjUTp48OSsrS/zytrY2lBEVVdDS0iovLwexiTsOhzN06FAWiyUtLc1isTZu3FhYWNhhUHFxcdOnT0c3QlNe4oKEOhwVFaWoqEirxYkTJ9CNxGlpaXn06JG4+KGZRoqi+Hw+LdvTp09vD3qkxAXJ2dmZfhToYaLQkg6YmpqiCj169CgqKoLfp8DQ1dXtIGNCodDS0tLc3JwkyYaGBlNTUzs7u9u3b6P06kygHQPDj4942DeB3BVuC//QI7exB62HH3Ycedpx/AXniZddp15/P+e2++J7nqse+25+HrjXMuzI66izDglXXBPufEi9759hEpJl9SnPLq7QJbnUK4Prm10RnFsals9zTy4PyMoVAQCBlWfcbis9AVUOVJ0pxXssKHzQkm/C5zqI6kNJQTaQNYB2PwEA0JHi0IaJhDgf49e0VuU1FMfXpzpWBZwufjspx1wzxnh0jv9doFqBAgzHvy5IILaMVFJSoqGhgezd7Nmzkd0U58iRI+jdSZMm0YlQPTw8aDNqaWn5n65SFAC4u7vT7z558gTEJAe+z0NCFSZMmIBEgt5Mg2ry+fxZs2bRt3B2dgaxALxr167RxnrTpk3I16FHTd+Lx+ONHTuWrtlBkDAMW7ZsGe2KXb58+SsP8+XLl5KSkqidoUOHollEEEsYqKamxmazodOqHgoPkZWVpePvTUxMOrdPJ7xYvnw5+uB27NjRQaI6rxfSykqSZHl5OXo+jHvEwPCvgD7CXAQUASQGAHFF1Ut/dRih+2rksddjTzhNPOMy6dK7qVddZ93ymGfwYeljv3VPg3ZYhB60iTxhF3PhXdwN98S7PulGQVmm4bkvowvsE4pdU8s9Myp8ckoD8yucYwrY3BoAQtiaVBx7lKq4S/Kc+NXP8GpjgmfCL3/YWHCnIV+vPu9eY4FRS6m1iOuA8z7gtR/x+gi8KgArdeHnWTam3a2OOsEN2JzvNi/PaTTvTf+WV8qNjmpsx6m8bAeC4FPEd51RTlslkiTRMoaEhISCggJKyE2brZaWFuRtIBeBvpDL5f7000+oHK1qiBtE2hDLyclFRER0uPU3BQkhIyMTFhbW4Vo0LwcAb9++pWuiCTHUSG1t7eDBg1F5nz59xJ0n8RuhF15eXvTUn7ggAUBoaKiUlBRqZ+7cubR/0+EZ0rq+bds2Wtvs7OxQYWBgIF349u3bDk+psbERdXXEiBG7du1C99q5cyfdOD0iNK3HYrEePHgAAARBLF++HJUMGDCgpqZGvGVx76ezRHV4wcDA8GPyWZBIIIGkkCDZB+XOPuQ47IDN8GNmE446TDrhNumC89QrbtNveswx+LDI0G+VSdAWs+C91h+P2H761THmqmv8nQ+phgGZxmFZLyLzXsUWOSaVuKVxPDPLPLO4zlG5DXwCQNRa8YaXdAR4pkTlm6Zqs7YqMwHvmYBnxOfeFZRdays815p9tCltf2PKnvrE3TUJO6tjN1dGrqyJmFf/cVJjyKDWkF5YmBLxUV4QrAxevcBetd5BM9V1eUmOf05ubn19AxrG9/Pw4UPablpbW4PYClN0dDSyy3RsAm3LaJs4ePBg8U21IpFoxowZ6K2RI0cip+oPeUiIWbNmiTs3CNrC5uTk0DELGzZsgPaECH5+fvRYkFvTpU+AKgsEgqlTp6JGOkTZITcL8f79+y+1QwtAaGiorKwsuu+WLVvQu1wud8CAAaiRgwcPdhgC/Rx27Njh7u6OZiAHDBhAh2mg+kFBQWhSUVZWNjU1Fb2F8gqyWCx5efmEhAQ0Ijq9BdXVfi8GBoZ/EWKCRFEABAZwwyxg0u5XQ/ZZDz9iPv6ow8QT7yaed5p82XXqdfeZd7zmP/Be/thvw7PAnRahB19FnrL/dPFd7G/uyXd90h8FZTwLy7b6lG8bW+iYVOKeXuaUUOiZVExQANDKS7/fknWe5JmRFeaNvOfNlc/buMZ87kM+R09Qdk1UegErOYMVHhfkHubnbhXkL+HnzeNnTxNmjcMzh5IZOpCmAfEKWLgk318Jd1XG7ZQq3vTP8tblFERn5eQ2NtUBfClbUNfExMTQwd9oJRzaDeLdu3dRec+ePTkcDojZUzqKTEZGBuUQQpekpqaqqamhtw4cOND5dt8pSFevXu18LX13oVCIQh5YLNbatWvpCvR8naSkJOoVfNWzocOpxQUJw7A5c+bQLkhlZWXnRujOoKYaGxsnTZpEyzAtpbTrM3jwYLQZix7ClStX0Fs2NjbNzc0oZE5CQiIoKEi8kzdu3EDVxo8fT09L6unp0bo7e/bsjIyMDqNjfCAGhn817YJEUQAUAFVW23bwxrux26yG7rUafshi/BGHCcecJpy1n3TBefIVtxk3PH++67XE0HeNScBW85B91hHHbCPPOMRcck244Zli4Jv2OCjD9GOO5af8V7GFTgnFViGpscVVAECSZdzkS4KCawLOU5xj2FjxtLnCuI3zqLXsblvpdX7pRUHJKUHREWHhAVH+XqxgM56/RJgzR5AzVZg9FssYhqUMIOL7YpFagmB1gbcq7iIjcFAqeTs2P8SgODctr6AAw5opIIk/Yo74fD5aTWGxWOPGjUPbPNHCO+0GLV68uMOET3x8PK0renp6dLmtrS0tKi4uLtDJlH+nIKHogA7QZpogCDpzKxIk1MjKlStRYb9+/TooaIdGUDuXLl3qLEgtLS19+vRB5atWrfpSjiLq9/uf1qxZ0+HW0B59wGKxJCUlo6Ki6Gvb2tpQVIWKigrapYuOiWK1z0Ci7mEYtnTpUlQuHnLCZrPRshNynnr37n3//n0knIhvJvpjYGD4kaGzfQNJkQAQnFCw/LD1yK2WQ/dYDT9gNVbXbvwRhwmn7Sf96jz5kuvU6x6z7ngtuO+9wsh/4/PgnZbhB16GH30TdcYx9pJbwk3PlHu+aY+DMp6GZZlH5L36VPAyKKWgtgmAaqoLLYk/TnD0hWUPhZw7TVzDpvJ7rWV6LSU3Wksu8YtP84uPCIv3iwp3CvI3C/NWYzkLRFkzsOwJouxhWEZ/PKUfHttXGN6HH9Bb5KEidJJssFfJc1hUFu+cn51XVl5OAR+jMPwPfj+mT/KWlpaOjY1Fhfn5+fRiO9plKe5bNDU10UHPv/zyC20BaZ9DTU0NrUh9f5SduCCZmZnB78VMXABIkhw+fHgHQaIoCgWFI38CdenrU230cpe4IBUWFqqoqKDy/fv3g1iK1Q7toHLkD508eRJdoqqqSj/D4uJiFKrHYrEMDAzoEaWmpiooKLBYrDlz5iC/x9zcHFVbuHAhfa/CwkL0EXTv3v3Dhw/iD9PKygqlz6BPTdTW1j558iSa1mNgYPhX0y5IJFAAQgAL16Q5uy2Hb34xfLfViH3WYw68HX/YfsJJu0lnnSZddJl89f2Mm17z7vr88sB3zZPALaZhuy3DDr6OPG4X86tz/JX3STc9U+76pBoGZBiHZj0PyHQMTeeTFEBbbbEZJ+UIxbmNl9xo4VxrLr/VWvpba+mVtuILrcWn24qPCAr3iIq2CQvXCwpWifIW49mzsayJWPZQUVYfnK1BpPQQRasKQlVafZVEboqtDlI8hz6Z77aXp0dmZxY3NDQCiDCK6Lj28i3Eo+YePnyICp2dnVGJjIxMZGQkdDLutAnu2bMnCh8QCoUjR45EhYsXL0axAB1M+XcKEkpl1AHxDgwbNkxckACgubmZjrSeNGkSfUmXjSDL3uXxE+np6fSGXLT2Q6/NdPn0kPLRofAKCgq0M0RR1KJFi+h+0nJiZGSECvX19VFJcnIySgahoaGRk5ODCul4RXptSRwnJyf6IdCoqKhcu3YNrephGMYkr2Ng+DfSHmWHAwDUCLFzhr4TNlkM2WA2fIfFyN0vx+y1Haf7dvxxu4lnnCaeezfp8vtp1z1m3fZeYOCz3NB/vXHwVtPQ3Vbhuq+jT9jHnXOOv+SacNMrRd87/b5fxiOv5MCEQgCggFOdcroh9yhWcpEoPNNUdqGt5By/5Gxbyem24mP8okOCwr3Cgi3CgjWC/KX8vAWi7Ll45iwsYyLGHoZn9CNSeuHxaqKPyoIAJb6XgtBRvslOvthuWK7/1bK8jNzccn6bEIDEgPxG0HcnOBxO//79kUVbtmwZKtyzZw8qGTNmDB3wLc6bN29oaXF3dweA5ORk9MWfJTbF9Oem7P6EIDU2NtJzj1OmTBG/qkM7dC7UzpkaACAtLY32kFAqCvjC1J94Ce1lKisro0ADpAT6+vq0B0PvZFqyZAmLxerWrRuqCb8PBrG3t0eFdMz91q1bOz8NAODxeLdv36Y/O/rBLly4EM3gke2p07u8nIGB4ceEFiQKAFKL67ZeeDd8tcXg9ebDtlmM2GEzeo/t2AOvxx15M/6Ew4Qz7yZccJ10xX3aDc85eh8W3fdZ+ch/nUnwFrOwXVYRB19HHbeLOesUe/Fd/PX3SXre6fdco9klDQAk3hbDi9sqKDkiLD5OFOo2l5wSFh0RFh7kFx3gF+4VFOwQ5m8W5q8V5i8V5s0X5s7CsqcRmROJjFEEewiZpoMn9MYjVbEgJaG3osBNTmSv2PC2R5bt5MIo09x8dkEph8BIIAGnKOyPhNkhq7pq1Spky3R0dHg8nkAgoC0+mraCTpZd/AALlPbGxMQE/dqtW7fQ0FAQC9Sm+fsECcMwervryJEj+Xw+fHnKDhXSFl9ckKqqquiNvdu2bety7Aj6SAgA2L59O/0A0RoS8pyioqLoAzvQIbklJSUoHdHUqVNRJ1FNWtKOHj0KACKRCOVcEJeozh8cAHC5XGNjY3oOEz3enTt3orQRnXN+MzAw/OCIHWEO8C40cdHBV4OWWw1e/2LoVvPh22xG7X49Zp/NGN3XY4/ajTvpNO5Xl/GX3k++7jnjpufcO16L7/mseOS3ziRws1noLsuPB19FHHsTddru0zmn6Cuu8U8+xHHrMSBEjWVvahPWEiX7REX7RIV72gp1RYW7hYXbBQVbBXmbBbkbhXlrsbwVWO4iUc4cUfY0LGsMnjWQyByAZ+jgSZp4tDoWqor5KWHuikInOf5r+Vrb3tn2i0vTnDPy08treUACiIAkCRz+gI+E7BqtJRISEoGBgRkZGfTxemjnaZdmnY5GmzVrFp/P37dvH/p14MCBdIbv/9qUHYgFo/fs2RPtRe3cc0oMOmRAXJAEAgEdwjd27Fh0MO5XBAkAcByfNm0aumTcuHH0aXvwe105f/48ALx69Qo9AfQrrRZeXl70TQEgLS0NTeKpqanRk3gdBiI+I1dZWUnrK4vF6t69O0qiwRzKx8Dwr4MWJAqjKCO74MmbzPovtxywzmzwludDtlkO22k1Yo/l6APW4w6/Hn/i7YSzThMvvJt82WX6NdfZN9zn6Xkuvu+18rHPehP/LaZBOy1C976MOGIbdept1EmbkNcR6c0iAGFrVZZ+Y+pKonCHMH+rsGATP38HP3+LMH+DKG+dMHeNIHeFMGcplrMAy54typoiZI8TZQ7FM/tg6X2wpL6iaE3hx15C/54izx4iZ1XRG0W+tRzv1cBs930l2QEZBez6tia0/EWSJPFHBAmRnp5OL48bGBjQ6WpUVFRQypkuXQ0DAwNaAEJCQuglnD179qAKnaOQ/yZBQuX0mpCEhATSUfG7U+3pwNGLoqIies+puCBRFLV7925ULikpifb2fsnTQs5NRkYGvS9q7969He576tQp9NacOXOgPe5DSkoKJV2lz/3jcDgouk9BQSE7O9vFxQVdtWzZMjpAQ/xxUWIn9dEpNtBRiugJGxoawrfOamJgYPgBoVMHEZy61lP6XsNXmvZbadF/venALUaDtxkP3WE+fLfV6H1WYw9ajz/8cvJxmymnbaees5t2yWnm9fdzbnnOu+u55IHH6see6028N5iFbLKM2m4Vdcgy/JJNiH9mlpAUkg2V1cmH+fnLBfnbhXlrsPwFwrzVbfnrRLkr8ZylWM4SUe48Uc5MUdZkLHscnjkCzxiCs3XwDA0iqTcZ3Qf7qCUI6tnmo8J3UxbaKYus5YQWksUvJ2eEGOYXxOcX5eNCtIeKoKjvStaAoO1sW1sbvYaxaNEiOjvqkiVLvpJ1JiwsjJaxS5cu0bEAKEYOunIs/lZBQlEAqP2VK1dSYoel0tJIzyI+ffqU1Sl1EDL9KHgdvUWnoqBj/MSFDTko9KYiVrtDKX6GHu369OnTJzw8HAWsDxgwgF6ZoxukswSZmJjQM3jopAz6dnTWCfSaDrhA9woKCkJ7bNEnAp2CShgYGH586NRBEJNVteG43aDFzwcufzlkjcXQNcaj1j0bt/HliK22A3e/GrL39Rhd+7FHHceffDfxV/eJF7wmXvKe/FvAJL3AGQa+i+55rjD0Wm0csOZp6Jbnofuf+d94HcyuaRTwm4SViZUxG8iipfzsNVjuUjJ3Fp6zWJC3VJQ9H8uaK8qeLcqeJsyeKMwag2WOINiDifSf8DRtUXJPLFYDj9AUBfcS+KjyPeTbnOX4tvJtL6RaLOQLbBdlRtnkFqVxKjkoISwFIooi/oQggVicmJKSEr2qf/36degUuk1TU1ODcguhg3+QKVRRUaEzrkInJftbp+xqampQTiOUEM/W1pa+kM5lgEqSkpLQQg6dpJXOmwcAVVVVaFzdu3fv1q0b6if8Xl/p11FRUbR7NHXqVDRXiUCt0ZmWJCUlDx8+jDYOi6/M0eN6/PgxamfTpk0oql5SUjImJgZVQ/0XCoV0agxalmhpDA4Opr8i0PvDGEFiYPh3QXtIYOeZtHin1eDF5gOWvhyw4sXAVU+Hrjcbufn1kD1v+x960//Q6wGHXusctOl/2HbQKeeh5zyGX/Ye+VvAyNsfJ+gHz9T3mX/Xc+E9r2WGfhue+O574vHY7VNpA4EJGptyrZvil1B5c0SZc/Gs2ZA1mcycJsyZKcqeJsqaLMqaIMwaJ8oaKcochrMHEWkDiBQdPLG3KKaHMKKnKFhD6KMmcFfkO0vz30rxX0o3m0nVWPbOtt9YnP4hIy+1trEBANlIIQV/QJBAbI3B19e3w2lv3bt3R7EJ1Jez0aAv9Uhj0OXTpk3rcooJ8fcJEuqhoaEhqz0pqpqaGjqvoQMxMTEDBw5EA+ycyw7dAh2dh0YkLy//7NmzLg9QDwgI6Nu3L91tDw8PaHezxBd46JCHHj16oGxMtCMlftOkpCQUAaGtrY2OnKBDHJEzRFEUn8/X1dV99OhRW1tb5/4cO3YM3UhCQgLFUDARDQwM/zo+C1ILDnfNAieve6yz+MlP66yGbLMctsd0yJ6nA/eaDt5tNHr/g6nHTKYcNZ58xHja8WejDzz+abvBgB33+u0yGnDs7dgrnjNuec++4zNL32/eg8Cl9zx3PnB0jsqsbgSqhcNLOYmlzcLZ47CsiQR7AmSMpjJHiLJHi7JGYlnDscyhQvZgEXsgnj6ASNPBEzWxWA3RJzVBmBo/UI3v3YPvpiR0lhW9lRS97N72QrLhuUyZ9fBM95PFuZEZBVkt6AACiqIAA4r8Q4JEi01DQ0O/fv1YYvm2BwwYIH76eOcLAcDKyoo2x+iqixcvitf57wgSJZbFB8UXIC2RkJDYvHnz27dvExMTk5KS3N3ddXV1UbDAkCFDVqxY8SVBIgji+PHjLLFY6vnz5z99+jQ4OJjNZkdFRb1582bv3r101iWWWLojFNgmPqdnaWkp3pSWllZRURG0L/DQ1UiSRCmI6JpnzpwRHzvyk9CRiTNnzrx//763t3d6enpCQoK9vb14jtfZs2cjxWI8JAaGfx2fBSmlumnvXYcxW++P2W06dp/phP2PFpx9ukHP5qRNgIlXrGtwos8ntl9UZlBcbkhiUUB80fvwbGO74GN6r6brPh6w6faw/cYTLrpM1g+ZYhAy947HIRPXCHZRSzMlqkmqTlxBpI8RpQ8WZQ3GM4ZD+lAys58oawDOHkCw++MZ/bC0vlhqXyJJm4jvhUf1FH1UFQWrCP1U2z6otr1X5TsoiF7LENZSQrPuLc+6Vz1VyH01OyfkUW5OfF55KUYQQAFFAokE6Y98Jxb3frZu3coSO/5u9+7dqFw8R04HsrOz6b1HSAP8/f3h93ZQ3FX6+PEjvciBToyl1U5ckJ49e9b5XuI+R2dBouPL09PT6ZzftGVXVlZWVVUV/zU8PBwlhUMKgQ5EF+8PjuMoRkAcGRkZNTU1OpKbHji974oUA9odlPz8fKSC6BFt2rSJrkxrEipBW6NojxOlXxKflCMIYsWKFfStu3fvrqamRk+x0sOhs0UwasTA8K/jsyB55nJWXHo849Dd5RdenDB+/8w10ieKHZtREJOel5CemZmZmZeXV1iYX15WVlFRya2sruDVcasayqqbo9gVJu8iVp573mezvpbuy5FXvWffcL1mG1hQUSNsqG8odalLmgoZQ4l0HWGmNpY+AFJ/ItI1hRmaRJo2lapNpGhhib2xeA08Wh2P6IGHqmIByri3EuahyndVa3NSFtgqYBbSxHNJwZPuTU8kK5+pp9iuyotzYmelcWrrAQBwIEkKo0Q4LqL+iCAhY4esOZ3ABkEfN9d5yo5qD/ESCoV0NASLxVJXVy8rK+twC1QZWcaAgIAO7dNhZklJSfRbdMKIDl1F7RAEQZ8svmDBgs41c3NzV65c2WEGkmbs2LEhISEAgHwgFoslKyuLXJYO4Dj+9OlTNL/3JSZMmEAfOfElCIKg0xqxWCxzc3MQc4/Ea/r4+NDVVFRUKioqoFPevMOHD4uf7NeB+fPnd3nQHwMDw7+Fz4JUXN/y8n3IK89o35j8mPSSpJScjOTUAnY6tzi3qobT0NrEx/g4JaKAIIEggSIAhBTVihFCAd7MJzMrBY+9U2f8atNr893ZZ8yMXcOrahsF9Xk1mXotieOpxH5kUm9hag9RkjaVoEMmqQuT1LF4DTy2FxatjkX2FIX3xEJ6YP5quI8K5qFEuCjiTsp8e+UWW8U2KznsuRT+uBv/sVT1Q2muWf8Ul4P5acFp7KyGtv+sbQgIIU7if+g7MbJxyNaXlZUZGBjo6+vr6ekZGBiUlpbScVwd8nUi44gKfXx89PT09PX179y54+Dg0OWiBW18i4uL9fX10S3ET5slSZLD4ejr6xsYGOjp6cXFxXVuhw4nwzDMzMwMNeLs7PylQDJPT899+/aNHz9+4MCBgwcPHjVq1JYtW8zNzdEZQgAQEhKCOmNiYtLY2PglZ4LD4VhYWOzYsWPatGlDhgxBrU2ePPn48eN2dnZdprHoTHBwMHpK+vr6XC63s2+EqKmpefLkiZ6e3u3bt+kpTXqA6EVLS4uHh8epU6dmzpw5cODAoUOHDho0aMqUKQcOHHB0dBSJRN/THwYGhh+W/+SyA4D8nLKkBHZuVn4lhytoaSTxNgARCmJrP8CVAJwEggKCAhI+/wBQFLQCJFcKr1j7br9sHJpcWFlRLWyMr0o9JIweT4Rp4hHKwlhFUZQGFaFFRvYUflIVhfcQhfUUhvQQBqoJ/dVEPqqYhyrupoo7KxN2ivhrxVYbhSZr+RZTGeyJtOi+ZPN9Ge49hZIXwzJ9L+ezo7NyiwCgtqoqKzWrsbEVAHAS/0NrSNCeq61LIaFn2zoba/EpqQ7lXVr2Lm+B3KMugyY6p6zu2jJP6gAAIABJREFUsOJC03nvp/ivDQ0NVVVVPB6vtrZWvKku79i5HfGS5ubmmpoaHo9XXV0tfgrU19Pz0Mrd4V60Jn3pQhBTa7q++I1aWlqqq6tra2urqqrE+8NM0zEw/KtpD/smcYrAGprqGlsaSardiFAUhf6NE0CRQBFAESQQBBAEEiSSAowAiqSAEAHJByD4BORz6/JLqjicaj7PtzF+LR46nvTWwANlBaHSomAVMkCDCFATBikJAlQF/mp8X7XWDyptHip8N2Whk7LIQVn4RhF7KYdZyjZZyNSbyzSZSAkedBfoS9bfkeU8UCt5OSE/9F5uRnxNXWtMbOzVs6fvXLpx85Z+Vn4uAHy/OaJ+n0Kb6oqvbGRBxpFOTkPP43U26+K7Z5AVRlfRaoRhGK2LKES7SwmkKArDMPowOrSpqLMYUL/PYtDhLRzHUSP06Ih2OtyULsdxvPOBgV+/Uec6dLdxHBeJRF2uzKF7de6DeKDElzoDYrOaX+kPAwPDDw69DwkjAKeApID67BDRK/PtP+g3Cm38AaAASAACyQCFASkASoRyEDU381taBfU5r8veDqmz/wl731/0oafAR07gLYN5yWMeSgJ3JYGnIt9Dqe29SourSrOzcrODSssbRf4rRb6VbKu5VIupTMNz+XpjuaaHkgI9Fv82q/JGtzLjvjm284sSnLIyMzicCksLqyeGD3dv33X37v0X1pb0pv2vIG4HxbUHfp8IAMS+oXdp4+iJO7ry1z0t8WbFzTFtZ+H3C/hfuSNd7et963xf8UGhtzoocYd2aEdQ/Fp6CF3escv+0B2m2h2mLnv+JTmnFb1LOgytyw9RfDj/LF0+pa986P9riP+x0YVdfr4M/1dhfbvKn4VsSMp22hR4RzvXUrPFWZ10VcKcpUROUgIXuVZnWYGDrNBenm+n2PpGqdVWpdVGudVKkf9CXmAq3WbSveWJVMMj6fr70i36EoLbrKYbrIp78jy7KTnvt+ckB2fnFnA4HHt7BwcHh9Vr1vj7+5ubmwu62i7TsUvf+lL/pav+1AP4v0xVVZWrq2twcDDtsf1Fw4psjYuLy+7du/ft23fixAnxubgONcUDUr6JuC/4p7v3/wW6DziOBwcHu7m51dXVwbdmPv936OwlM/yv8TcKEgFAkDXZUU/9H09KeqBaZSoP9qqEnULzW+l6e2n+K3mRtYLAUk74Qlb0Qk5kKss3kWkzkm59LCl62A27y2rWZ9Xrsxrvd2u8L8m7L5+q1/uTyezsoNuZKZEFhSU4jtvb2+vp6VlbW+/fvx8Fj339CxTVnj6nurq6vLy84stwOBwul8vlcsvKyqqqqhhj0YGioiI6du78+fPintafbhM9ZPqsKSkpKR6PB19wyMj2RHY8Ho/D4Yh/dlwuF318FRUVyNwj0CFJf7p7/19AjwjDMDpccNGiRVVVVcx3fxD72keSZH5+vpeX19OnTx89evTkyZMnT544OzvHxcXRfxL/aE8Z/kb+PwuS+D8tIUUJAAiC31ScxPa8/fHJ9LjH6vlminVvNJvf9G19pd72UrnVQqbVtFubCavViNXyhNVo1K3BSKrlUfe2R90ansiXP1bMvKcUf6dHhN7wiOdb4z2epseEJcbHV1RWAoBQKPzw4YOdnd2nT5/gO75m0nNQ27dv19bW7vctBgwYoKmpic5EYBDnxYsXrPbkQ3JycnTQ4FdW3b4J+nTOnz+PBElVVZW2Pp3nuNCL+vr6OXPmiH+U/fv379+/v46Ojo6OzsCBAydMmLB9+3ZjY2PxY87/QZB7lJqairZzoej8Fy9eAGNk23F2dl69enWH7W4ICQmJgQMHGhgYMF7U/2H+/3tI/5nHJ4DCASiCAozPr+EWxib7mYRbbYt4PC7eSCvXUrvYpjfXpifPSrHCTIb7TKrCXLbMXLHAVDn3uVLKY4WPBprBhjPDzXYlO98p+OhUkBiWlp4cnZqalslua2vtfN9vzsnQ3+Lnz5//le01HRBPGceAeP78Of18ZGVl0fHhf0WNaNWh05arqqqis2I7N0sv3VVXV6MUG99k0KBBlpaWf3XYfxn09xkbGyue54Le9PZP9+4fpq6ubsOGDd/zUX7nfgOGfyN/45QdUCQQIqBIQEHjFPBbGxsrUkuSndKD7sU7Hwu32hxuuirSeGHcs3mJZguini0INl4YaroiwmZnrMv5jOCn2TEuhakR+RmJWRnJaezUnLJiblOD6PffjzovX3+tRxQFAOh07a9ssRRn8+bNf8/T+bEQjyAQiURpaWlXr14NCAiArmxlcXHx1KlTWSyWpKTkkSNHOoQ//BVoQVJRUamqqvp65ZqaGnSA03d+lNeuXUMXkp22l/13QI+Iz+fTpxJPmzYNHaf7j08n/vdB/2bRwOvq6ugz7xHy8vLDhg0bNWrUyJEj+/fvT0v4+PHju0xmyPB/g79RkCggcSBIqn27EgUAQFI4XyRoaGysKs8rz47jZkZxUwN5KX68FH9uakBRkn9hSkgRO74gKys3MysrMzs/v6isnFPfUCvEWyngf94X9deg//T79u1rZmbm7Ozs4ODgJIajoyP679u3b9GxQP/noeP3ysrKFixYgBKhosR6Xc6YcblcBwcHPz8/dDwrHTXwFzWJFiRlZWXkIX2F2tpa+kTBiRMn2tnZOTo6Ojs7v3379vHjx7du3Vq2bJm0tDSLxULDoQ+LQqH2f6Wffw6qPehfJBJ5eHg4ODigucT/2TUk+psBSlWF8rXLyspevHgxKipKgDJVAlRWVgYEBNy6datv375Dhw4VzyvP8H+MvzeoQQiAARDQHk7eHlROUCAkKQGGt/H5DfW1NbzKSk5ZBaesvLycW8GtqKqurmlsam4TiYQ4LgTAASggCcCFtMv1V6AFaeTIka2tXcz+deB/wVjQE54xMTH0t1Q0zdU5pqDDJD4pxj8lSCtWrOhcAcfx0NBQdJ4FWvFasGABn8//pwSA3m3WufB/0ENCwgwA8fHxKC2khISEioqKu7v7ly4pLi42Nzf/nn+zDP9S/lYPCUigCCAJIHGgcKCIz4pEAoGhPUzov8R/cj7QF6L/8wFaAPgUhZMUUARQIvhDGVS7hBakYcOGcbnc/9fed4dFdTVx34VlQUApGkEEu9IWBAHBgg3sgAVFxIgoaiyx8ppXRWyxixhNJDGWJCqiNFFUCAiKBSEUg6IQG4hCeEVBOiu793x/zLvzHO7dRQwx3/t9Ok+ePHj33HNPnd/MnJk5RFGYCx2s2tbv/b9A2NPMzEy0gAEgcXg3zUDfvn2LGtLfMlZ/GZDwQkV08sZmp6Wl4SG5jo7OgwcP+J36x4iORMZB+19wSf/nCcWCLVu2wOwIBIKgoCD6V1xs9IR+DALiR0sf8gyJSAlpkv/3liUSljSwrIQlUpaVsrJGQt6ybJOUsE0sYNJ/0xPJ2LdNRMYSGYThymREwpIGQiRE2kQaWNLWrUsDEiTx5BBtg6Kl/v+PdwJiTGZmJmpIhw8fVliYHhmWSvDzvmI+fzz/MiCNHj0aIqM5gbTw96hRo7BTWVlZrW/PezW+Na/QKwqv9P0bAamNSxRH7G9pTGsIvF5halRUVMBBBj02EbBpMfEfa9sn+ufpgwISHh9x/oNVL2uuFwH992HzU4v/VsQSGQvmu7YRDUjvdAjmMFy+x1dFRQW9SWTNiWPdqqqq4vgIYbVwusBn6xKJhP8JlrqSXKEBivMQ2sn5Lp3KCJ8/ePAAeffPP/+ssFqFOhPKswpPkioqKvBIAJskbX6bLWkbILWQXBWzmzMMk5OTQ5Qk16DlcX6vOXVK5fnXiSKHjrq6Os7ZOw3h/MrpCaXbw/loTU0N5wRFRmWCR5aN+ZY4JSsqKjgJTbCztGbJ6X5jYyNn8SBuKVwPCr+izJzb1NQ0ZswYBKQnT56Q5gP+TnSkFSn6eWVlJacYp9n84W0l4LXcJL5XuowK1OPU//r16/r6ek5hBGCFq1Rhywm1CFklkeNv3ryprKykP8dSKVRQkoOfYNJpZsVpFb1zGxsb37x5gwuelSdFk0gk/F7X1dW9efOGtrvS0/1BAel/lN4LkAhlZsFhzc/P37lzp4eHh6Ojo6WlpaOj44QJE3bt2nX37l3a1gej/ObNm1OnTvn5+Q0bNszKysrW1tbFxeXLL79MSEiorq7GNSGRSGhsyM3N3bVr18SJE+3t7cVisZOT0+TJkw8dOlRYWAgF6MRuLMuWlJTEyKmgoACel5WVHTlyZMqUKQMHDrS0tBw0aNCMGTNOnz5NX2EHX7xx40Z0dHRCQkJwcLCKigqEyCxevDghISEmJiY6OjoiIuLKlSvAaGpra+Pj46OjoyMjI4G/Y23YpOrq6oyMjL1793p5eTk7O1tbW9vZ2Y0ZM2blypVXr17F9cfh/m0x2fEBCb8ye/ZsKKahoQEmO9x+WVlZkZGR0dHRMTExtbW1nImmqby8HIcCbjXEtIQy+Y1NFy9eXLJkyahRo2xsbGxsbIYPHz5v3rzTp0+XlZXR1d66dSsqKio6Ojo5OZm2ecpksuzs7IiIiKioqKSkJMSe9PT0gICAYcOG2djYiMViV1fX9evXI7KylEcJcgqciLKystDQUE9PT0dHR7FYbG9v7+bmtnnzZtBFSPPUvTQaZWZmrlu3zsXFxdbWViwWDx48eNq0ad9+++3jx49xeLFHr169OnHihKen56BBg8RisYODw+jRo1etWpWcnFxbW6tQTIF/SqXSyZMnIyDdunWLKELiFohuc0FBQUhIiLu7u5OTk6Wl5ZAhQyZMmBASEoK7RipPzwivvH79+sKFCzExMZGRkQUFBdCkJ0+e7Nixw83NbeTIkYsWLSoqKkpMTIyMjIyMjDx37lxVVVXLgMSy7J07d6KiomJiYiIiIvBQgB6rqKgoX19f2Be2traurq5r1qy5du0aZhGjZRepVJqamnr27NnIyMgrV67AOn/z5s3Ro0dnzpw5cuTISZMmRURE0BAOYePwz9u3by9dutTCwsLExKRLly69e/d2d3eHW5VZShPFz2VkZHz++ee9evXq3Llzjx49PD094Y4xTk4W6M6dO3d8fHx69+5tYGDQo0cPLy8vmEGUNWntPyEhYcKECd27dzcwMOjWrZuLi8uZM2cQRKHMJ0B6NyDJ5GlPCSH19fWBgYGce+GQunXrBrIkQsvly5cHDBigsDDDMAcPHiQ8wby0tHTZsmXa2toKXzEyMsLIFUzMSgg5d+4clvn6668JIVFRUWZmZgorGTFiRH5+PqH2CR2bpaKioqqqyr9UydLSEljks2fPevbsCQ+XLFkCo4QMsaKiIiQkZOjQoXghIYcEAsGsWbPQWErLgH8vIAE1NjZaWFhAMXt7e8hIhNtv3rx52Gtgtcp8Ba9fv45dOHnyJGku+N+9e9fNzU1hfxmG8fPzI1Qe90mTJsHz/v37czQebE/Pnj0rKyurqqqWLl0K7mcc6tChw65duziDTy+kpqam7777Du9s5JC2tvaKFStwNKTUnSDl5eX+/v5wlzyfsM04SmFhYZaWlsrmOjw8nDSXgpFg3r/66ium+bXL72XAhGpra2s3bdr02WefKWxG165dd+/eDVsY9ib8nZmZCRdIMgyzc+dOQkhERISxsTHd/hs3bvj6+uKT8+fPt9wemUzm4OCA3wUsxB6Fh4dbW1srbCTDMFOmTEG8x3lsaGgYPHgwFDA1NZVKpQ8fPqQvY2MYxtvbm/AOUIuLi+Ey5Q4dOkyaNCkoKGjr1q1TpkwB19N///vfrNx0jK9ERUVpampqaGjMnj1769atM2bMEIlEampqcCMMrb0RQk6cONGhQweRSOTj47N161YfHx8NDQ2hUIiFEeckEsmqVasYhjEyMpo7d+6WLVs+//zzzp07MwyzYsUKWpP7BEjvBiQYUACA6dOnK1tMDMNoa2tjOCchJCIigg6B5NPWrVtJ81swioqKIMSnZQoICGCbe1pfvHgRnREOHjwYHh6u7F3gbjY2NuhzTAjBFQ8kEAj4cNK3b1/gX8+ePevRowc8XL58OYwSggpmW2iZxo8fD9YDGgA+BCD98MMPCK67d+/G1kKD/f394SeRSPT06VOiJM0rISQ1NRUbDzcTYsnc3FxlfB9o6tSpNHpNnToVntvZ2YHtAr84f/58+Mna2vqPP/5QFiuKc42YRORcD7kY6oUtkIeHB2ISDMirV684IUEc6tOnD1xoAm0+fPiwQrxEwlQUfECCpsbGxuIEdejQ4erVqy3PO5+KiorGjx//zs76+vrCF8EaQQjJzMzs0KED/Hr48OGUlBQNDQ36FVVV1dzc3MTERBzwWbNmtdyY69evA8dnGGbp0qWEWuF4U3MLZGFh8ejRI3rEamtrhw0bBr/a29tjFCBNPj4+hHLjhBf379/PMMxXX3314sULuoX5+flQIV5dDcOSlpYmEons7e3BigCUk5PTs2dPDQ0NOHzFwsnJyQzDODg4/PHHH1g4Ozvb2Ni4ffv2cFUm8oQdO3bAaNBX4ZSVlQE7hfASoI8akMzMzN7J9Qg1ByEhIbgCDA0Ng4KCEhMTU1JSIiIiFi1aZGxsTGdge/z4cZcuXRiGEQgEAoFgxowZERERKSkpCQkJe/fuBY1k48aNhFqvxcXF9FLr1q3b2rVr4+PjU1JSwsPDvb296Z1/9OhRaB4CEkCIUCh0dXUF6aN79+5BQUEJCQkpKSm//PLLhAkToDFQw5dffol93LJli7u7u5eXl4uLC7Z5wIABXl5enp6eU6dO9fDwCAgIAFtfcXExXiaLgITsxs/PD34yMjKaNm3awYMHcZRmzZqlqqqKUAeqHs2p/zIgjR07VqFaExsbixxn0KBBkN2O/iICkrq6Oh5gcCqBJzdu3MDBB0BCARNmE7jqkCFDjh49mpycnJycHBoaOmPGDC0trfHjx9NVIczY2tqCmR4/umDBAvjJ0tISmez48eOPHDkCda5fvx5EePhc+/bt7969izXA/2UyGcbeMgyjra3t5+cXHR2dkpJy6dKllStXgiYBNcydO1dG+aeAJAvUp0+f3bt3Jycnp6SknDx5cuHChYaGhl27dsWpycjIQFVeTU1t9uzZsbGxKSkp58+f37hxo6OjI8Mw33zzDVFkhUOG29jYCPwR2tOlS5fTp08rnHEOqrFyk7izszO2uVOnTitWrLh8+XJycnJERMTs2bNpVQ/wG618mZmZurq68OnNmzdDhkZNTU1XV1d/f/8JEyZYWFikp6fX1taam5vjroQ9TreB/gMUPtiJt2/fxr7v2rULmyEUCqdPn37y5MmrV6/Gx8cHBgaiyYFhmJEjR6JRnRBSV1c3fPhw+MnJyQlXyIABA2bPnu3j42NpaTl//nxCmeDgxStXrqSkpCgcwKdPn+ro6Njb20MUBHxl4MCBn332GZo3ccpAFPPw8MDVJZFIHBwc2rdvzy8M28TDwwPbX1ZWpqOj4+LigiWx8OvXr7t06SIWi9HA+FEDUr9+/ei1pZCQc1VWVgIXFggEPXr0wLMTpOfPn+/Zs6e8vBzKb9u2DVfY5s2b+TWfPHkyLi6OyE9BpVLprFmz8BUPD4+nvMvFo6Ki9PX1AVF69epFNx41JGT3kydPLioq4vRl48aNuPMNDQ1RJ8Ayd+/exTaAAMWn58+ftwBIXl5e6urqgYGBwN85BFIbNNXe3h42XhtNdgKBYPTo0ZWVlXV1dbW1ta9fv7537154eLifnx/Kqra2tmiRo+3aqJGoqanh7lJIN2/exJEJCwvD53FxcSjgT5w4kZ/YJjU19ejRo7QCh4A0YMAAjoa0cOFC5FkMw+jo6PCTHj1+/BiCq2gzFzIjQkhoaCg2tWfPnvzg7nv37qGRTU1NDZUS4FPwvH///vwVmJ+fv2/fPsxai8KHSCQC8YImlmWPHz+ekJBAlOidOBFZWVmAshDCrKqqumzZMpTrWfmpu1R+YRjNdiEhLwzFsGHD7t+/z2lGUlKSsbExFNDR0YETVng3Ozsb+isUCm1tbRmGsba2ppl4WVkZ3LMMKxMqQXEEURyZbFVVlampKYyJi4sLGqMSExNxKRoaGkZFRXEa+fTp0wkTJuCsHTlyBBtZX18/YsQI2LYdO3YUCoUaGho7d+5EJ4La2tq8vLwWjj/pMccC3t7eampqqN9cvnyZkVv7CQ/7QTYC1Y0QEh8fj2yN/8UxY8aoqqriSXZUVBTDMBCTzqeFCxeqq6vj1vuoAUlHR8fT03POnDlz5szxbU6zZs2aOXPm9u3bcUmlpaVB+B6yAKLIfUgm93GaMmUKFO7VqxeddppDqH6dP38el6OLiwuuNllz75c9e/Zgse+//x7ruXjxIrBF2DMjRowAToc7mZUfkMLagsJnzpwhzU32OTk5nF3BpxYAiWXZb7/9FniQQmJZdvTo0fCuqqoq7WJA/iogiUQiTU1NIyOjrl27GhkZGRoa0od83bt3X79+PeCEjHfm33ZACgoKQgiB4196wHHi6HXyTkACDVUoFCpLwZeUlIQMzszMDDwYYRgLCwtBNWcYxsDAAFLfEspfFL518+ZNLS0tWC3Tp0+HMrGxsdhHNLUht6X7Qgipqamxs7ODwvb29vRPfOyh5WIk+uGNGzcAk1CD79u37/fff4+3kMDc0RhACLl9+7aGhgYsZltbW7BCo6shctXw8HC0DYBZAigrK4teKvr6+nRUAN2L3377De0T3t7eqCtge+DJpUuX4CsCgQBtGBKJBC0fWlpaly5dwmrRL4YQ8uzZMzy+GjhwIHqlooaEcs+ePXv4S0Imd5Hn/8SZCCizfft2hmFgxRJC/P391dTUaGsh7XL5008/MZTb7dKlSzU1NUHi5E/rsWPHGCpo5Mcff2QYJjExkfAWBiFkzZo1IpEIReePF5BakwCtf//+KNgmJydjfCUsCFyOtN8tjHhDQwOtZXM8ngllNMDpBAATCARaWlqgftHefVL53amvXr3q168f1Dx69GiskAakdu3apaWl0S2k9wwILFD43//+N6dh2dnZ2H1l3LAFQMLusM19PekuHzhwAD+B3j5Q5q8BkjLvCXhuZGQUFBSEG48+9id/ByCtWLECHqqrq4P3nbR5kBbNGYFaA0gMldiXv42lUin6oWC0L1BwcDDOL4gstBe4jLpreNq0aVCDoaEhsPJDhw5hHyMjI0lz3256FRFCiouL0WTq6uqKw4udxXGGuz/4veDMxb179/jHV05OTijf4HbAqsB+paKioq2tjSyPHnz4u7GxcciQIbip0fWZA0ibNm3CLuO7QBKJBAe8U6dOxcXF9LzgakdLqYmJCSZjjI2NRW6zcuVK0jwijR7VTZs2QTGhUHjjxg14va6ujrZJDhkyBJiSjArVklGkePnKCWdn69atDMPcuXMHBtbMzMzW1hblCewRFC4oKGAYZsGCBbCczMzMrK2tFa5MQsjdu3dVVFSWLVsG/7x48SLDMDt27FDYHmdn5z59+qCA+PECEt+LjE9WVla09yRqSO7u7vCQdreVURfBsSyLnlQaGhq//fYbpw30K4SQ58+fGxoaQnk4NWXlN3bT6wymjT6kQd0LAYmRR4lie9jmVoX79+936tQJSs6cOZOzgtsISPBdDtfg0LVr11DYpJU88p6AVF5ejtj8ThIIBDNnzgTIofdt2wFp8+bN+Dw0NJQ010VwFt5XQ2IYBgw7HDBDXMezCjU1NcB1QohUKkX/FLFYDOoFpzFYw+HDh6GkSCQCbk77agL3IZRuR/NoQkhVVZWNjQ0uRcgSS3hsGlFHoYbENvfNqampCQwM7NixIz13QqFwxYoVoOPS9bx+/RqPXsaNG0dXi18HaYAQsn79eiipqamJpkgakDp37gxWJnoB0xN38OBBbBLnBBeouLgY08/TB7Rohm3fvj2IDqCm0wPLUo4zMPu4NRoaGsBkR68xemBxDJU5iNKE8D99+nRdXV2YteLiYm1t7S+++II0FykQll6+fNmpU6dRo0bB3xoaGvPmzaNXI01//vmngYHBuHHjWPkhn4mJibGxMe3RAAR2woCAAHzyUQOSjo6Ot7e3n5+fn5/fnOYET7Zt24bQXVFRga5lAoFg9erV6LDLkXRgGsCSA2tr0KBBIIkA4aLBhXjmzBnU9MGM1gKhr06HDh0Q6mhAWrNmDWlu48a/CSEvX77E8wNYNPQibruGpMxu8OLFi4yMjLi4uMDAQPRl4uRv/ctODdbW1j///POpU6dOnToVFhZ2+vTp0NDQFStWODk50azN1taWI9u2HZAiIiJwok1MTGJjY/EnFAs4bKI1Z0gdO3YE+z6fj0NhsKJAy5OSkuCnZ8+eobQBwngLlJaWhpIBzPWjR4/QDKChobFv3z5c/8gBaYkeTj2h7+PGjcMzBkKFN9FYyOkFLYbTo5Sbmwv+ygxlyRgxYgTH/SwlJQW9WA8cONByZxF91dTUrly5Ag9pQBo5ciTdU/7GKSwsRLdyNzc3tHBggVOnTsGvIpEI9Zuqqio4nWIYZuzYsS03sqioCD+xevVqeFhXV4eApK6ujgEbHDBTOMgcwgH/888/O3bsOHnyZCifnp7OyH1QOTouvNjQ0GBjYwOG2ZycHBUVlb1795Lmsh2SRCKxs7OzsbFBTfTo0aOwQuhj72vXrunq6lpbW9MPP15AYhjGwsKisRUXn+P0bNiwAV4E1m9vbx8WFvbmzRu6GAopd+/e1dfXZ+SGIz09vVWrVtEukiiCEbn6DIXd3d3nz58/TwktWLAAQxDatWuH59U0IKErEb8jhJCmpia873XChAmcMu8LSKiYc1ZwU1NTVlbW0aNHAwIC3NzcnJycevfuDR5NjPyMhJGLe0h/GZD4HQGqq6vjxGPNmjWL3kJtB6Tq6mp7e3ucaDU1NW9v75s3b9KKAmnu3d4aQMK8Vnw8Azpx4gS2HPQbQsjVq1cB7AUCgY2NzYIFC5SP3HmsAAAX80lEQVQtJH9/f3d3dzU1NZiILVu2EEJkMtncuXMZuUsFwzDDhg2LiorCuHoUOACorl27Br2Gtde1a9cNGzag/oEl6UiX1lNkZCROHNRvaWlJuyQAm4P2jx492t/ff86cOXPnzuV008/Pb+HChWiyYxgGvfhoQJozZw5RwtbxnwiT6BxBc2R3d3ccNLSsFBYW4idMTU0XLlzo7+8/b968+fPnwx/Yznnz5s2aNUtXVxd6hBoqbf/v2bMnMpy/QNg10BcvXrwIzy9cuMAwDMQPsTxjO7w4atSofv36SaXSX3/9lZErcAohkGXZoUOHmpmZgcgOZcAa2bdv35iYmIcPH27ZskVTU9PR0fHhw4f0CH/UgNT6TA2w7N68eePh4UHvEOApu3btQu5Jb7xjx46B1xCSvr7+7NmzwRmUUEb2lStXQp2tvNoHSEtLC27LJc0Bafv27UQ5IEkkErTqtB2QaA0JvxgWFgaeNspajj/9XYDUQhwSISQvL8/AwABKqqmp4aCRvwOQCCHp6emcA3k1NbXx48dzDj/eF5BadgH95Zdf8FsISGFhYaqqqgrDyBQSrpl169ZBDaWlpZygNIZhhg0bduLECTwKpXnWzp07oQz23cDAYOnSpSDIE+rcvvWAhCWfP38OkcLYo4kTJ2IzwIaGiUXeSdhCiNUlzQEJnB0UsmOkc+fO4cBiVDsrP2XR09ODn5BZw3M0frSmkViSBiQ8Q7KxsWn77RuAKBCsDY0HZxYI91YmAE2dOlVfX7+ysjIpKYmRHzEq08mmTJnSvn17yFKB43nz5k2wscMYrly5ErXMT2dIDPM+mRpwkqqrqwMCAjC0BcnU1JS2+KPcFBcXxw/Mbteu3ZIlS8CiCsVWr14N89TKrYUL99q1a9DI/+uABFRVVYW5BmjS0dGxsLAYOXKkn5+fl5cX2oU+KCDRjrAgoMEQbdu2Dcu0EZCQf2VnZ48dOxbnBf4QCoXu7u55eXmkueWtNYBkZmb2FwAJbpeHXButX0gMZeYlhJSUlMybN4+/FB0dHcFBnKNGHD9+HNcD9l1PT2/Lli0oI7/TmsQhOo3Wpk2bAGWhSXh+A97trQckJPDbJs0Bad++ffBQoY1UJvfqxoCkESNG0Lx737598Lxr166g2gK3LSgogOa974z4+/tDzbSGZGlpiW6Hf43y8/MNDQ2trKzAnR3aHx0dzTBMfHw8ae5zS5OXl5eenl5FRQUAEjjHK0MvT09PLS0tMI8D2FRUVOzcuVNLS8vIyMjKyophGCcnJ/QF/6QhMUwbctllZGSAck0vIIFAALYyNJpD4VevXm3fvh0j+XFdOjk54TkwaEjg6Tt//vyNGzcGUrSeosDAwHXr1sHDrVu3Ig/9HwGkgIAAfF1LS8vd3X3//v0pKSn3798vLS0FA2leXh7ma/mggCSTySQSCUzE9evXcXxwq5P3AaRbt25h12hAwsRoEonkp59+4kfRGxsbp6am0lW1UkNqeXEqBCQ8WGIYxsPDo4WFtG7dOlhOQUFBa9asgRpklM9bfHy8h4cHzhQgjaamJgQD4Ik6FC4uLg4KCsJDViQfHx/IckIULcgWCN1K4Z9gSIS94+7uDs9RQ2IYxsvLCztLb5bAwMC1a9euW7duw4YNGzZsgI7fu3cPqqUBKTg4mPBOs3CWEVDpS43xYFgikWAyBcjOgP3Nz8/HARw4cODGjRuDgoI2bNjAmQ7OBl+3bt25c+dYucsuOvhZWVm1xWRXVlbWv39/XV1dEJKQTcXExDAMExERQSgfUc67np6eXbp0qaurS0xMZBjmwoULRLmG5OHhYWRkhFv4+fPnYDJdsWJFYWFhRUVFZGQkGLpnzpxJQ+wnQGpV6iCFbkJ37txZtmwZmOzR5Rqv/eas7IqKitDQUPQmgO3t4+MDW3rdunXwXF1dnXZ/aD21HZDgV/r6idYAEngTwbu5ubkYFd+7d28OF0a6efPmP6MhEYrD3r9/H/Xa2bNnYwEEJJFIBHEVfOMS/BMACSaOoyHRa0MqlcbExOCFFzAp1tbWdCzahwOkxMREtBKHhIS0PIAcQrZLc5nbt2/7+PjQIW56enqcSyKw8J9//rl///7evXtDYTq0QKEozTEnKGwSvPXw4UOU/0xMTED0pt3eWgh9U1YzaQ5IEMuhEJDoVzIzM3GEIf0dISQ9PR1O3dTV1WHZoxnq8ePH6J2LB67v1ciGhgZEO7FY/L6AhLNZXV09ceJEFRUV8MnEuSZy78pjx47BK3wlCQ6ewdUbomKV3U0D5OzsbGVlBY6R5eXlDg4OGhoaeGQFVF9fv3btWoZhvLy8PmlI7wFIhLprgL9Y09LSwPkVtt/EiRPxYh7+sn79+nVAQIBQKIS9LRKJwE0OXYAEAgEcLXKilGiSyWTwCbr+NgISFgZAguYpvKCPKNeQIGMVDAXnlAWHkRASFxeHZ+YfFJCQ3xFC0tLScHzAeg6EogBqSMrOtM+cOcMHJNI86giXR1NTU2hoKLgvw3fpRAYf7gzpzp07yGHnzp1L5DocUaKg0IDKUl7OtPZDCImLiwMVH/oCjBX97jh1FhUVQTgOKDQGBgYQnsUpyVIO3+icrYxkMhkkIgJEhAOquLg4tDcoc+RR+EWUOWhAArcxZZXQ/maorzg6OsLYogs+BAnRoP7y5Us6WgtHlf8VOkKDfs4BpPcy2eE8SqVSyKAI6VdwrcK34FQJPBVZRZ7ckIFi6NChRJ7Fbv/+/USJnFFbW2ttbe3k5ARbEnzB+MkpgMDCj06JnwCptdm+pVT2ddKcbUH8AezV7t27gyGuhaPRJUuWMHICQeP69esodvn6+pLmyd45r2NwEr1u2g5I0OCsrCxku2is55BCLzsiD5ASCAS6uroYFchvAOLWPwNI8NFvvvkG+7V27VosA/Hq8BMekChkSXRSao7JDqdJKpWCqzf8+uOPP+KkQNwG0IcDpNraWrSbWVhYwJ1AyqR+Vn5vjZRKyUMrSRxVSUdHB7rv4ODAF4mwTvg/ne00JiaG8ORueg0rO7egC6ObXOfOnSEL1IMHD8CRFRaAwvZwKqHj5EirAYltrgejZqaurn7v3r3GxkY4FGGoICEccJlMhp5Q2tra4LnON7fQY87Z9W0BJJx6SLCE2Tdw0UIzcnNzNTQ0YC9z5h2otLS0ffv2Xl5ehJBHjx4JhUIIWiKKGN2zZ890dXU///xzQkh1dXW3bt2GDBmirIW5ubnq6uoo134CpFaZ7Gi5ht7bOHOYWVlfX5+fTQsrYeXxE5j3Be5srq6uBkMHwzAdO3ZEC69CyZG2DuHDtpvsaEACAiGIT8oACZNY6+np8Q0LUH99fT1GU/4DgAR/lJaW0snfoqOjsQzqpgwVqM//1uvXr/E0mwNIpLnxij5BrKqqwrCSSZMmYW0fDpCI/LgFegq5XpRJNviEbX5PI63wSak0S4gxffr0wevvONXi7sDmMfIMVXyCQ77W2KBevXplZGQEtdna2sIlLxKJBOPMtLW1Ucpumeid2HpAwtEghBQWFkLyYngLrdwmJiagCxIqDIs0T2tJxwhyPiFT4ovYFkACgpNd8OwnhDQ1NWGEHEx6XV1djx49nJycWLl+z4EZ8OgBE2VDQ0Pnzp0xWRS/wWDcBtehwsJCRm5HUbizmpqaxGIxJp35qAHJzMyslQZZlmVLSkrw3kxcTzjEmIUFNKS3b9+CmZuuAaf50qVLqA8hR4bIAMwZg9nJFGpar169SkxMpH9qu4YEv+bl5eE5EApBHFJmssNrY9TV1fkJPYEg5zH6Yv1dgITptPlUUlKC/m+wpVFvIITk5OSgid/U1BR+4o85HeZMA5JMJissLJQ1j+7EWSsvL0dAou2EHxSQIKYEmtq7d29McatMZU9ISED33NLSUjqJIiYUgCdoqrKzs3v79m1tba1CPRjK01ZouEOI0wBgiHV1dYsXL1aWNREJ8iFBp9AUSQj59ttv8bmzs3PLzLqmpubixYs0I269yY5tbkzDbCnu7u6YO2rRokVYklCbNz8/H84vBQKBvr6+srNVpOTkZPrCiDYCEvjlb9iwAf4pk18my5Gtp0yZoqamBqonXw4G7gSJ/liW9fT01NDQ4IQQIUHuEpAPnjx5wshjtBWezrIs+wmQ/gtIvXr1un379tOnT588efJYET169OjRo0fgunr8+PHBgwdz0rkDpaWl6evrAx64ubnJZLKamhpXV9ft27fzs2U0NDSgCq+qqgoXhxBCnjx5AjIg7K5p06bRce9ItbW1MTExNjY2EPWNS+rSpUtoT1cGSCDfNTY2tmCyKy0tRbBB8yOWgRoUXj9B5Esf2j906FCO9tnU1PTNN9+AaojYibl2oAwCEhj9FFoPsKk0IDk7OxcUFOA8Pnz48NGjR+np6Rs3bsSM4AzDCIVC8A6CaE2WZenElwzDzJkzh3/X+8GDB6HZQqEQBhkACTbYkiVL/P39OfIH0FdffYUYBtYSIAQke3t7ACTkdLTbtzL1HQbk559/hpIikQgzNbAs29jYCAAMg2xjYwOONnzKzs729vbu3LkzpsI7dOiQm5tbZmYmv3B4eDimRYDLDl68eDFu3LjQ0FA+i3z58uXgwYOh73ijAedGbVZu5IT9OHny5PPnzwM0cqrat2+fpqYm1KaiogKhDrAUX758CcGz0Nlx48ahBx1NTU1NSUlJw4cPNzc3RyWAEJKZmckBJIVLjm4w0Pnz5+GLJiYmsG1VVFQwaTpHWiVyKz10oUuXLuHh4Qo/kZ+fv2rVKm1tbXQbIc2vn3in2zeKRPBPAPJVq1ZxukBLTlA4LCyMoRJ40xpeRUVF9+7dLSws6urq4AlctwaFUdSGGamrq+vWrZu5uTm41L58+VJPTw9NdizvJP7Bgwft2rXDrCIfESChRADbVSAQqKmpffbZZwYGBp8poU6dOnXs2BHc88GhViQSeXh4BAcHX7hwITU1NSIiIjAwENLQQTzEuXPnCCHV1dWwT6ytrdevX3/27Nnr16/Hx8d/9913dFoqDw8P9IAghJw+fRqBimEYY2PjhQsXHjt2LCkp6dq1a2FhYevXr0dL+sSJEwkFEhcuXEBAgnv/OPsKVwwdZ4f5puizMbC8QW0DBw48dOjQuXPnQkJCli9fDgrE8+fP0cBIA1JBQQG4QoHPwoABA4KDg+Pj45OSkg4cODBmzBh4ZejQoZisjLa5EwqQ9PT04CIPuOGbnkfsCH1cLBKJOnfu3LlzZ3o2cZyBdwiFQvQsoA1r33//PRQDfmFjYxMSEpKUlJScnHzgwIFx48bBr2PGjBEKhdA1iKwEpgYH+CYmJosWLTp+/HhKSsq1a9eOHDkCl4/BMPbu3RsvyiKE4DWPdnZ2mIYcfkJA6tevH4az0COAzaYBCa94gJ9ycnIgqRr6zsyYMSM0NDQhIeHmzZsRERE7duyYPHky+DoaGhriTQGQ91ZLS8vb2/vAgQO//vrrzZs3T58+vXz5cmTcWlpaoP6WlZWBp4O9vX1QUFBkZCQs8j179mCyHEaeAkdGBT/SfZFKpZjgAAbKy8tr7dq1ISEhW7Zs8fPzw+MZ6Asm1EFv+8uXL6PTJsMwHTt29PX1/eGHHxISEq5duxYREbFp0yZXV1dYA1ZWVriKCCFZWVnovEd72SnDJKSamhq4hhgFDszPrXCyysvL+/fvj+tBIBCMHz9+z549cXFxt2/fjo2N3b9//4wZMzDtE8AqvFtbW4u6qaWlZctGHbrxoD7Sh5cKCRZYZWWlqampnp4eJqzCjoDjDx02W1VVZWFhoauri/CPkwsBfydOnMDnPj4+DMP88ssv+Dn666BrYgq0jwuQ4P9w/UHr0yLAkQPkVEcSCoXq6uqcGnC31NbW4rXZQOrq6pyLNU1NTTE3FzKd4OBgkEPpmkUiEeciS4ZhZs6cSah1Q9/KA6Ze/o6CRVNXV4cWAMwSSxeGjIcMFTIFNffq1QsBCcOqOHFIu3fvxvHBxuOBGcMwnp6eycnJeBaN17HD3sPbZvX19YGD883ZKF795z//wRuqlM0dUq9evWBHEYrFw//r6+sxJQyOIdzcjK/7+vpeuXIFXZkh9wzb/PgQSF1dnTNZOjo6tAZDmpvs0ETGASRTU1NQF/jziBoSqn0ASLTsf+vWLTznQBKJRPyLyXv27FlSUgKDDLdVIQmFQnruYHwwa9yLFy9QUQbS0NDglB8xYgQdAM4hQFCUVN5J/v7+cFJIewMSQk6cOEFjEnaWf1/ziBEj6L2QnZ2N6RXo5GzKzJv0+AOb5lzdq3CygAU/ePAAeQK+paKi0q5dOw5nwGuK8NgVNSSxWNzCXTaE2krJycmqqqp2dnbZ2dn379+/d+/e77//nkvR77//npeX19DQgBIepOW2tra+desW1FZXVwc7evr06Rw7JHiKi8VitEDW1dWBjWT69Oko3RJC7t2716lTJwjTpO3wBQUFIMwtXLgQH35EgISu2625I5wmCCdOSUlp4ZpqExOT3bt3o5gAF0grCyBXUVGZOnUqrDlcryg4xMTE0AImn4yNjZcvX/7s2TNaGoJLJYDAi0wZH6+vr0epc/DgwbTyjmx6z549/HupTU1NgXsWFRWhKAcGffxcU1PT7t27cZPTJBQK/fz86uvr09LS8CGEx+MqX7x4Mf6Emdw484hb7s8//6TVIIUE2RuDgoLgtJmVn9KjhgQaak1Nzdy5cxVexQ2hyvX19XSEFn114f79+/mZO5CGDBkCJiaWOkTEG6H69u2LmWCgp3hJo6GhIbpr8nVE0twdA+yQHNH+999/h4OBFgZn5syZWVlZOKQJCQldu3ZVVr5Hjx4//fQTLpKamhpU9fjUoUOHL774AtIB0OBBzyPMwuXLl4cOHcoXuWjq37//jz/+CEfxyEDp862UlBRUIxSSkZGRv7//gwcPQO2GGiCpKBAcwtMbQRnBRzMyMvBdTU1NMEvyzcvovkgIKS0tXbBgAcYa80ldXd3FxeXSpUtgGEANCRmCsbFxy4BE5JwEfVnbtWsHiZf4cpuenh54YGGzDx8+DBMxaNCgiRMngsAxdepUUMtw40D5o0ePgnzj7Ozs4eEBmde9vLyghbjRCCFXr16FEExDQ0MXFxdPT08bGxuRSCQUCv/1r3/Rt/N8dIAkk8lu3LgRFRUVFRUVGRkZFRUVERER1SKVlJSgLfXSpUvLli2zs7MzNze3sLCAW4TDw8PxdBfXOsuy6enpwcHBY8eOhcLm5uZwsMS/m0dGRYEQQiQSSWJi4po1a4YMGWJqaioWi01NTceNG7d69erz58/j0QIyIKlU+vz5c+jO2bNn8/LyaCstXRg+l5ycDB1PTU1FSya91Qkhv/3225o1a+zt7c3NzQcMGODv75+UlIQH0ZcvX4Zxu3PnDts8zz8h5OHDhyEhIaNGjTI3NzczM7OxsVm/fj1q5eXl5efOnYPX4RAVW5ubmwtjfuHChYaGBnpMOH2RSqX19fUJCQnQa6To6Gh4EhMTk5ycnJ+fz4n8oIVrWfPc5BkZGV9//bWzs7O5ubmlpaWDg0NAQAA2++XLl/gVkAZQ03rw4MH+/funT5/ev39/CwsLCwsLR0fHtWvXJiYmYvZeui/p6elQT0pKCidsJScnB6YmPj6+pqZGYegb/LOoqAhXb0lJCS5v6BHKRhkZGXv37h0/fryZmZlYLIZ+LV68+PTp02ipo4PzS0pKwsLCfH197e3txWKxmZmZg4PD/PnzY2Ji8EAUubZEIrlx48amTZtGjRplaWkJ1+S4ubkFBwfjuRSiCH9L4nOWZXNyco4fP7506VJHR0dzc3MrKytra+uJEyfu2bMnOTkZh5Ef9YXjw7Jsamrqxo0bBw0aZGlpKRaLzc3Nhw8fvnLlyqioKDwNxR0HOzo2NhbGsKCgAAewZUCCX9++fZuYmAjvwumRwkN7nEFcZnl5eQcPHpw0aZJYLBaLxRYWFvb29r6+vocOHaLvoaYHOTU1FRbMr7/+Cvuihba9ffv27du3jx8/joiIOHPmDCS/DwsLCwsLg1z4SFFRUZWVlTQHIIQ8fPhw8+bNY8aMGTt27Pz58/mXUeH4E0IePXq0bdu20aNHjxkzZsGCBWgJwDI4xdXV1WfPnvX19XV1dR03bty0adOOHDmCyaZxcD4iQPpEn+gTfaJP9L9MnwDpE32iT/SJPtH/BP0fLJE3I5bRRkMAAAAASUVORK5CYII=" 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" width="400" /> </div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Este producto se maneja en licenciamiento por Servidor y Cales de acceso por Dispositivo o Usuario .</div><div class="MsoNormal">Windows Esenciales Business Server es ofrecido a empresas de tamaño medio (hasta un máximo de 300 usuarios y/o dispositivos). </div><div class="MsoNormal">Este viene en Edición Standart y Premium</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="EN-US">• <b>Windows Essential Business Server 2008 Standard Edition. </b></span><b>Standard Edition</b> es un todo incluido de tres servidores solución diseñada para satisfacer las necesidades de la mayoría de las empresas medianas. Combina típicas cargas de trabajo del sistema operativo con mensajería integrada y la colaboración, un conjunto completo de herramientas de administración y características de seguridad para el correo electrónico y el perímetro de la red.</div><div class="MsoNormal"><span lang="EN-US"><br />
• <b>Windows Essential Business Server 2008 Premium Edition. </b></span><b>Premium Edition</b> incluye todas las tecnologías de producto se encuentra en edición estándar y añade un cuarto servidor que ejecuta Windows Server 2008 y SQL Server 2008. Esta solución está dirigida a clientes que desean añadir una línea de negocio de aplicaciones para el servidor adicional. El servidor de cuarto incluye versiones de 32 bits y 64 bits de Windows Server 2008 y SQL Server 2008. Para los clientes que utilizan aplicaciones empresariales que no han sido certificados para las nuevas bases de datos, derechos de versiones anteriores a SQL Server 2005 x86 y x64 también están disponibles.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span lang="EN-US"><b>Windows Essential Business Server 2008 es : </b></span> </div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Windows Server 2008 Standard Edition x 4<br />
Exchange 2007 Standard Edition SP1 x 2<br />
System Center Essentials<br />
Windows Server Update Services 3.0 SP1<br />
Forefront Threat Management Gateway, Medium Business Edition<br />
Forefront Security for Exchange Server<br />
SQL Server 2008 Standard Edition </div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Windows Essential Business Server 2008 es una solución totalmente integrada que incorpora lo mejor de su clase, las tecnologías de Microsoft de sus productos para las necesidades de infraestructura que la mayoría de las empresas medianas requieren. Las tecnologías de productos que se incluyen en Windows Essential Business Server 2008 son la solución:</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin: 0cm;"><img alt="" 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" 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<tr style="mso-yfti-irow: 1;"> <td style="border-top: none; border: solid windowtext 1.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 8pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-family: "Segoe UI","sans-serif";">Server Operating System:</span></b><span style="font-family: "Segoe UI","sans-serif";"> </span><span class="hps"><span lang="ES">Microsoft Windows</span></span><span lang="ES"> <span class="hps">Server ® 2008</span> <span class="hps">las tecnologías de productos</span> <span class="hps">estándar proporcionan</span> <span class="hps">la base fundamental de</span> <span class="hps">Windows Essential Business Server</span> <span class="hps">2008.</span> <span class="hps">Windows Server 2008</span> <span class="hps">es el servidor</span> <span class="hps">más flexible y robusto</span> <span class="hps">sistema operativo de Windows</span> <span class="hps">hasta la fecha.</span> <span class="hps">Para</span> <span class="hps">información específica del producto</span> <span class="hps">:</span></span><span lang="ES" style="font-family: "Segoe UI","sans-serif";"> </span><a href="http://go.microsoft.com/fwlink/?LinkID=48237"><span style="font-family: "Segoe UI","sans-serif";">Microsoft Web site</span></a><span style="font-family: "Segoe UI","sans-serif";"> (<a href="http://go.microsoft.com/fwlink/?LinkID=48237">http://go.microsoft.com/fwlink/?LinkID=48237</a>).</span><span style="font-family: "Segoe UI","sans-serif";"></span></div></td> </tr>
<tr style="height: 21.0pt; mso-yfti-irow: 2;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 21.0pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin: 0cm;"><img alt="" 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2NjY1+9Qty7d2/t2rXZ2dn6Qo1Gc/DgQQcHBwaDYW1t7e7ujn5HUigUA3yCUFpa6u/vHxERsX379tDQ0NjY2O7ubp1Od/DgwaCgIC6XS1TLYrE4ICCAx+OlpaUhiUwmIz4P5PJtob88DMMGezl7LdDj0382L1Gv79mzZ8A5hhCia8kbhms0GiIbvQoMw97q+e0NRr7hhfLfQU9PDxGrETQaDREDBsOf4H94Op3u2bNn+pLm5uaJEyfOnDnzDcT8DfEn4BJC6OnpOWfOnPj4+MzMzLCwMBMTk1GjRpWUlLxvu/6/8Ofgsri4eO7cuQYGBsOHD6fRaN7e3vfu3XvfRv3f4c/B5Qf8O/jA5V8H/wS/eP7+vzV8RAAAAABJRU5ErkJggg==" /><span style="font-family: "Segoe UI","sans-serif";"></span></div></td> </tr>
<tr style="height: 17.4pt; mso-yfti-irow: 3;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 17.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 8pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-family: "Segoe UI","sans-serif";">Messaging and Collaboration : </span></b><span class="hps"><span lang="ES">Microsoft Exchange</span></span><span lang="ES"> <span class="hps">Server 2007</span> <span class="hps">introduce</span> <span class="hps">la tecnología de productos</span> <span class="hps">estándar</span> <span class="hps">avanzado</span> <span class="hps">de correo electrónico</span> <span class="hps">y la</span> <span class="hps">funcionalidad de calendario</span> <span class="hps">de</span> <span class="hps">Windows Essential Business Server</span> <span class="hps">2008</span> <span class="hps">entornos</span>. <span class="hps">Exchange Server</span> <span class="hps">ofrece una</span> <span class="hps">perfecta</span> <span class="hps">experiencia al usuario final</span> <span class="hps">de mensajería y</span> <span class="hps">características de seguridad avanzadas</span>. <span class="hps">Para obtener información más</span> <span class="hps">específica del producto</span></span><span style="font-family: "Segoe UI","sans-serif";">, visit the </span><a href="http://go.microsoft.com/fwlink/?LinkID=309"><span style="font-family: "Segoe UI","sans-serif";">Microsoft Web site</span></a> (<a href="http://go.microsoft.com/fwlink/?LinkID=309">http://go.microsoft.com/fwlink/?LinkID=309</a>)<span style="font-family: "Segoe UI","sans-serif";">.</span><span style="font-family: "Segoe UI","sans-serif";"></span></div></td> </tr>
<tr style="height: 17.4pt; mso-yfti-irow: 4;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 17.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /><b><span style="color: black; font-family: "Segoe UI","sans-serif"; font-size: 12pt;"></span></b></div><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin: 0cm;"><b><span style="font-family: "Segoe UI","sans-serif";"></span></b></div></td> </tr>
<tr style="height: 17.4pt; mso-yfti-irow: 5;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 17.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 8pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";">Management and Monitoring: </span></b><span class="hps"><span lang="EN-US">Microsoft</span></span><span lang="EN-US"> <span class="hps">System Center Essentials 2007</span> <span class="hps">está totalmente integrado</span> <span class="hps">dentro de</span> <span class="hps">Windows Essential Business Server</span> <span class="hps">2008.</span> </span><span class="hps"><span lang="ES">Está diseñado</span></span><span lang="ES"> <span class="hps">para empresas medianas</span> <span class="hps">y ayuda a</span> <span class="hps">los profesionales de TI</span> <span class="hps">gestionar y controlar</span> <span class="hps">su entorno de TI</span>. <span class="hps">Para obtener información más</span> <span class="hps">específica del producto</span></span>: <span lang="EN-US"><a href="http://go.microsoft.com/fwlink/?LinkID=117674"><span lang="ES-PE" style="font-family: "Segoe UI","sans-serif";">Microsoft Web site</span></a></span> (<a href="http://go.microsoft.com/fwlink/?LinkID=117674">http://go.microsoft.com/fwlink/?LinkID=117674</a>)<span style="font-family: "Segoe UI","sans-serif";">.</span><span style="font-family: "Segoe UI","sans-serif";"></span></div></td> </tr>
<tr style="height: 17.4pt; mso-yfti-irow: 6;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 17.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /><br />
<b><span style="color: black; font-family: "Segoe UI","sans-serif"; font-size: 12pt;"></span></b></div></td> </tr>
<tr style="height: 17.4pt; mso-yfti-irow: 7;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 17.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 8pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-family: "Segoe UI","sans-serif";">E-mail Security:</span></b><span style="font-family: "Segoe UI","sans-serif";"> </span><span class="hps"><span lang="ES">Microsoft</span></span><span lang="ES"> <span class="hps">Forefront</span> <span class="hps">™</span> <span class="hps">Security para Exchange Server</span> <span class="hps">ayuda a proteger el</span> <span class="hps">Windows Essential Business Server</span> <span class="hps">2008</span> <span class="hps">entorno</span> <span class="hps">de los virus</span>, gusanos y <span class="hps">spam.</span> <span class="hps">Forefront</span> <span class="hps">Security para Exchange Server</span> <span class="hps">integra</span> <span class="hps">varios</span> <span class="hps">líderes de la industria</span> <span class="hps">antivirus</span> <span class="hps">que ofrece</span> <span class="hps">protección multicapa</span> <span class="hps">contra el último</span> <span class="hps">e-mail</span> <span class="hps">basado en</span> <span class="hps">amenazas</span>. </span><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";">Link : </span><span lang="EN-US"><a href="http://go.microsoft.com/fwlink/?LinkID=84252"><span style="font-family: "Segoe UI","sans-serif";">Microsoft Web site</span></a> (<a href="http://go.microsoft.com/fwlink/?LinkID=84252">http://go.microsoft.com/fwlink/?LinkID=84252</a>)</span><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";">.</span><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";"></span></div></td> </tr>
<tr style="height: 17.4pt; mso-yfti-irow: 8;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 17.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="MsoNormal" style="margin-left: -5.75pt;"><img alt="" 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" /><b><span lang="EN-US" style="color: black; font-family: "Segoe UI","sans-serif"; font-size: 12pt;"></span></b></div></td> </tr>
<tr style="height: 17.4pt; mso-yfti-irow: 9;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 17.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span lang="EN-US" style="font-family: Symbol; font-size: 8pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-family: "Segoe UI","sans-serif";">Edge Security:</span></b><span style="font-family: "Segoe UI","sans-serif";"> </span><span class="hps"><span lang="ES">Además de</span></span><span lang="ES"> <span class="hps">las características de seguridad</span> <span class="hps">activado</span> <span class="hps">por</span> <span class="hps">la función de</span> <span class="hps">servidor perimetral de</span> <span class="hps">Microsoft Exchange</span> <span class="hps">2007,</span> <span class="hps">Windows Essential Business Server</span> <span class="hps">2008 incorpora</span> <span class="hps">la última versión</span> <span class="hps">de</span> <span class="hps">Microsoft</span> <span class="hps">Forefront</span> <span class="hps">Threat Management Gateway</span> <span class="hps">™</span>, <span class="hps">Medium Business Edition</span>. <span class="hps">Este producto</span> <span class="hps">es una puerta</span> <span class="hps">de seguridad perimetral integrada</span> <span class="hps">que ayuda a proteger</span> <span class="hps">contra las</span> <span class="hps">amenazas basadas en Internet</span> <span class="hps">mientras</span> <span class="hps">proporciona a los usuarios</span> <span class="hps">acceso remoto rápido y</span> <span class="hps">seguro a aplicaciones y</span> <span class="hps">datos</span></span><span style="font-family: "Segoe UI","sans-serif";">. </span><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";">For more product-specific information, Link : </span><a href="http://go.microsoft.com/fwlink/?LinkID=87140"><span lang="EN-US">Microsoft Web site</span></a><span lang="EN-US"> (<a href="http://go.microsoft.com/fwlink/?LinkID=87140">http://go.microsoft.com/fwlink/?LinkID=87140</a>)</span><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";">.</span><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";"></span></div></td> </tr>
<tr style="height: 18.75pt; mso-yfti-irow: 10;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin: 0cm;"><img alt="" src="data:image/png;base64,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" /><b><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";"></span></b></div></td> </tr>
<tr style="height: 18.75pt; mso-yfti-irow: 11; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 18.75pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 396.0pt;" valign="top" width="528"><div class="BodyLeadPP" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; font-size: 8pt;">·<span style="font: 7pt "Times New Roman";"> </span></span><b><span style="font-family: "Segoe UI","sans-serif";">Database:</span></b><span style="font-family: "Segoe UI","sans-serif";"> </span><span class="hps"><span lang="ES">Windows Essential Business Server</span></span><span lang="ES"> <span class="hps">2008 incluye</span> <span class="hps">Microsoft</span> <span class="hps">SQL</span> <span class="hps">Server 2008 Standard,</span> <span class="hps">una solución completa</span> <span class="hps">solución de software</span> <span class="hps">de gestión y análisis</span>. <span class="hps">SQL</span> <span class="hps">Server 2008</span> <span class="hps">es un</span> <span class="hps">rendimiento</span> <span class="hps">líder y</span> <span class="hps">la solución</span> <span class="hps">de base de datos</span> <span class="hps">de más rápido crecimiento</span> <span class="hps">en la industria</span> <span class="hps">hoy en día.</span></span><span style="font-family: "Segoe UI","sans-serif";">For more product-specific information, visit the </span><a href="http://go.microsoft.com/fwlink/?LinkID=31138"><span style="font-family: "Segoe UI","sans-serif";">Microsoft Web site</span></a> (<a href="http://go.microsoft.com/fwlink/?LinkID=31138">http://go.microsoft.com/fwlink/?LinkID=31138</a>)<span style="font-family: "Segoe UI","sans-serif";">.</span><span style="font-family: "Segoe UI","sans-serif"; font-size: 10pt;"></span></div><div class="AlertLabel" style="margin-left: 18.0pt;"><span style="font-family: "Segoe UI","sans-serif";"></span><span lang="EN-US" style="font-family: "Segoe UI","sans-serif";">Nota </span></div><div class="MsoNormal" style="margin-left: 36.0pt;"><span class="hps"><span lang="EN-US">SQL</span></span><span lang="EN-US"> <span class="hps">Server 2008</span> <span class="hps">sólo está disponible en</span> <span class="hps">Windows Essential</span> <span class="hps">Business Server Edition</span> <span class="hps">Premium 2008</span>.</span><span lang="EN-US" style="color: black; font-family: "Segoe UI","sans-serif"; font-size: 12pt;"></span></div></td> </tr>
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" width="400" /><br />
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QE/zNjqE2nMs88JPQCrc9aZdoL+IDcCcPCbMf2elGxWehAzSco20zRI8i86FuZGIuaauvAS2IkSENdd0O8DSq6ZGOV21hYXyTBOQaLcK81NVoPw3Al6QoAEnEdHHqbP4IEZF7F4Io25pSbff9/yHDmmnaA/yI0Arh6mJh47MSH0/FOXdhATS78lpLVFI2z82OGPD+JKAgvrLhA3HCU/w9gwb8jqpFzCj2royuwmq0HACTgPkIDzMErAAzMuYvE0J6QfW52zzrQT9Ae5EcClZlzE7MfWV3qw9mO0lEboaxXYFMONJKCvu3CeH1M1YvZjfq4GASfgPEACzoMgAQ/MuIjFE2mI538narwaOWedaSfoD3IjgEvNuIhh7JTVSg/CcCUi2xYnWqPXKthYDHeRAL3uAjle7SA/LiKsxulk9mO+rQYRqhO40ZI2oUrgRkGWgAdmjIflJ9IgpvxQRkdRc9at7wTjYJUO53ecQD5DyepKD3vmc2EkDzDRYEsx3E8Ci+suzAfrCD+29LQofq8G4dwJTKP33Vn+i7yCdBc/5lwCCJoE/DDjnhOcm7H90Y2lTbxaq+DGEgglOHcC4gVQp6OHx9zCjzmXAIJlQwQacCwATyXohh/zZ62Ce0sgiOCDExD9mPgitYqS14wRLysNP7ETTgorywiZFmSyWWooRAl6eIAZu4cAIAFIIODgjxN0kgerrS65LKLMiSPPZ7Q6LYNpQSarpYYClaDHBpixewgAEoAEAg7eOQHeDWVep4eYjEJ/qCJtWYGVdZWoufGU76U/RUqwEvS8ADPmlQD6lpZeyUofLw9vTw9vTw8vTw8vTw9PTw9PD9GgQSCBKyQAM+atBBzkHx+Ftrrkkrix+dkSFv2YzYJM9g+VErAEPSfAjHklgF7f0jtZ6e/t4e/tEeDtEeDt4W+MO+8YdAkkcL4EYMa8lcB1+dfrjD5ntEmrSy7xqFBjXRrzIxDYj1czLci06aFSQpKgBwaYMa8EwM3Yj+DBphg2BMzYFRKAGfNWAtfmn36DGmtLLg2RjnUR7xyHms+FXr/HtCCTzVJDQUrQwwLMmFcC6FsMZkz3YzBj10gAZsxbCSD/IIGQg3VDJAINXCCAvqUlxWjGfmDGXEgAZsxbCSD/IIGQg70Zi0Qi0MDZAuBm7OvlQfdjMGPXSABmzFsJIP8ggZDDJjMWiUSggVMFMJkx3Y/BjF0jAZgxbyWA/IMEQg5bzVgkEoEGzhOAaMYUPwYzdo0EYMa8lQDyDxIIOewwY5FIBBo4SQCKGRP9GMzYNRKAGfNWAsg/SCDksM+MRSIRaOAMAehmbPJjMGOnSnC93iBBm75lYFqS2N8zxM8z0MfDz9vD21Pk5Sny9BANgpbImRKAE4AEPTpYSOAhEvl5e4T6ecaEeA2I8X0gOeDpAUEz7grluujCCBZmjPvxsCGD4DRwngR/Gs34TJt+4l0pQ+R+Q2R+g2V+Q2R+Q2R+g+P8bo/1fWrU0CuXLmIY9vdfIIHjJQAnAAl6dJAlaGtteWhIrxEK/0fSAl++I2T+SHHOWOmnkyJ3vBBdOi22cYH87Dvxf7yfeHW54q8sJbZKyXXpBRCo22HSzdjXC8zYuRKYzPh0m378nSmD4nyHyPzukPndIfMbGu83LN5vWLzfC2OHXb0MZuwsCcAJQIIeHR15mD7j78Mv4xLcPN/emj38zNL4i+8n3MxSYquTsHXJ2JokbHUStioJy1H+s1L5d7byr2zlzSzFjUzFn5kKEQZ0E9S9qelmPHQwzYwBR0E244eHpQyK8x0U52vqGd8h9xsq95syZtgVihkDjsI+JwAcCEjAOfoM7KjBjLFL7djGkf+HO26W8kaW4nqmomuFlRBhdfdBdCeuN8wxaGE0Y7ofm8wYwzCsNYfzMgssbhw1SHC6TT9uWMrAWF+6H5vMGCRwRpjOAqtOAPkHCYQatxrn4tm9dbH9+oYRVt0X5ceAIyCasY8FMwacBm7Gt8f60v14MtGMAafBygkAZwIScI7dZgx+7BgoZuwDZuxyTGZM9+PnRoMZu4L2Vv3I25MVEu+oYC88Qvw8A308hw8dDKeAawAz5pzumHHXCoR27o2Hh/XwtBZenojAH1dMD6INI/vHyPuB0CPAxxyBhAjyNUewr6c5/MwRQohQf3OI/T3F/p5hAeaQEEIaaIjwQK/wQK+IIHNEGsPUtkYHe0UHe8WEGCI2xCs2xCsu1BCyUG9ZqLdcbIh4sXe82DshzBCJYd4KiSGUEm+lxDtJ6p0k9U6W+uDRK9ynV7hPSrhPSoQhekf4pEaao0+kT1qUT1qUT98o337Rhugf7TsgxndAjO9tMb63xfjiZozsH+O/H+OBT+y6M97vrgS/uxL8hif4pSf6353of3ei/wiF/wiF/0g8lP4jlf73KP3vTfK/N8n/viT/+5MD7k8OeCA54IHkgFG9Ah7sFfBQSsDolIDRKQFjegeM6R0wtnfA2N4B41IDH04NHN8ncHyfwAl9Aif0CXwkLfCRtMBH+wY+2jfwsb6Bj/UNfKJf0BP9gib1D5rUP+jJ/kFPDQh6Go/bgp65LejZ24OfBSfjVAAAB/NJREFUvT34uduDJw8MnjwweMrA4OcHBT8/KPiFQcFTBwe/ODj4xcHBLw8JeXlIyCt3hLw6NOTVoSGvDQ15fViIaliIaljIG3eGTLszdNqdoTPuCp0xPPTN4aEzh4fOSg+dnR761t2hb40InTNCPHekeN5I8YKR4gX3iBfdI158r3jxfeIl94nfvl/87v2S90ZJ3hslWTZKkvGgZPmDkszRkszRkqzRkpyxYTljpR+Mk64ZJ10zTrruYenqcdKcsdJVY6U5YyWZD0myRkuzRkuWjZIse1Cy7EHJO/eHvX1/2Dv3hy2+V7zwnrDF94bNGyk2lW36XaFTB4dMHhj8/KDgqYODn74taGIfQ6ImpgXeiydf6X9/sv9QuZ9B2TjfATG+xHoiF3ubK6HYKyrIy1TtTZU/yNfDy8PwoHE8vD09uG6oOMD0zHU8fL08wgM9owgne0SQV0KYd59In9QIn94RPr0jfAbL/IYn+N0Z7zc8wX9M74BxqYHjUgOf6Bf02tCQV4eGvHJHyPyR4mWjwt57IOz9B8I2TAz/+PGIjY9FbH4y8uepUb9MjdrxQnTB67FVM+MqZ8bVzJQdnSs7Ok+uWxh/amlC+5KEzvcSLy5LwOc6/bNS+X85SmxtErYuGVubhK1JMsx7Wp2EfZCErUrCVimxHOWtHOU/Kw3ToP7OVt7MUt7MUt7IUvyZqbieqbhurwvyJ7iuI44G/Bj8GPwY6cez0kNn3x06++7Qt+4WzxkhnjNCPG+EeN5I8fyR4gX3iBfcI154j3jRveLF94YtuS9syX1hS+8zuOm7D4S9+0DYew+EvT8qzGTSyx+UrHhIkvWQJHuMJHuMJGesZNVYyQdjpavHSdc+HL5uvHTdeOn68eHqCeHqieH/mij98JGIjY9GbHws4j+PRnz8WMQnj0V8+kT4J49HfDYp4vMnIjY/Gbn5yci8SZFfPBm55amIrU9FfvVM5FfPRH79bOQ3z0Vtey7qm+eivnku6rvnorY9F4Vvg2+2aVLkx4+Hb3o8YtPjEZ8/EfHx4xH/mijdMDF8w8Twjx4N/+jR8I2PRagnhuNXD+seluaOl+aOl66fIF0zTpo1Wpo9WrpyjCFyxkozHpSYUrHwnrBF9xoCz8nS+8LmjxS/OjTk9aEhrw/Fsx2qGhb6hinuDJ12Z+j0uwwxwxhvDg99c3jorPTQV4eG4Fo/NSDopSEhs+8Wz04Xz04Xv3W3+K27xXOMMXeEOeaNEM8bIZ4/0hALRooXjBTPGyHOeDAMP5bc8dLc8eHr8ZgQvn58uHpi+NfPRn47Oeq/kyO/nRKFx46pUfmvxea/YozXYn97PbZyRlzNLFntbEPUzJYdnSdrWxzfuiS+dXF86+L4P95LvJqhuLJc0bVCgX1gNEjcIy3HKmIo8biVo7yVo/y/lQZP/StbeTNL+VeWEp9a/CeL6U6CD67909GAH4Mfgx+7zI8zH5JkjZZkjZasHCNZOUaSM8bQXf5gnPSDcdLV46RrHpaufVi69mHpuvHS9RPC108IV08IV08IJ7rmvx8J3/iY0aofN1g1brGfTTJbNe7WW5+J/Oppg1tveybiv5Ojv3su6vspUd9PifphcvSPL0T/PDXq5+ejfpka9esL0b++EL3zxWjNSzG7X47Z80r0nlei974as/fVmH2vxhS8FlOoiitSxZa8EVuKx7S44mmxJdNiS6bFlr4Ro50eVzY9tvzN2PI3Yw/OiKucGVc5M65yRlzlzLiqN+OqZ8bWzJbVzoqrnRVX91Zc3Vtx9bNlh+bIDr8lOzxX1jBH1jBHfnSe/Nhc2bG5suPzZY3zZI0L5Mfny47Pkx2fJ2tcINctjG9eFN+8KL5loVy/WK5fLG9bHN+2OL59SfypJfGnlsSfXppwemlCx9vxHW/Hn30n/vd3E0zR+W7CuXcTzr+feGFZ4oVliZeWJV7OSLyckXglQ3ElQ3F1ueK60eFuZBkjU/lnpvKGMUxGeCNTcTPLEH9nK25mKUzv/pWlvJmpvJGluJmluJGluL7CHJz7llCDa/90NODH4MfgxwL24y1PR2x9KhKPr56J/PrZqG3PRm0z9qH/Ozny28lR306O+m5K1A9Ton6YEvXj89E/PR+9HffpqVG/TI36ZWrUry9G73wx+n8vxWheitn1csxuPF6J3k0w7PzXYgteiy14Pbbg9djfXo8tVMUUqmKKVDHFb8SWqmK102LLpsUdmB53YHpc+fTY8umxB2fEVsyIq3wTd+u46pmympmy2lmy2lmyullxdbPj6mfLcM8+NEd2eI7s8Bz5kTnyI3PkDXPlR+fKjs41WvV8+Yn58hPz5boF8boF8c0L45sXxrcslOsXyfWL5K2L5K2LDM7dukjevjihfXHCqaUJp5cknF6ScObthDNvJ3QsjT/7jiHMLv5OYud7iefeNcQf7yeefy/h/HsJF95PuGiMSxmJlzISLy9TXFluiKsZ3FtUjwqu/dPRgB+DH4Mfgx87z4/3vxFb/EZs6bRY7fS4smlxZdPiDsyIOzAjrnx67ME3YyuMHeiqN2XVs2Q1uCvPltURutHGnrT88Fz54bnyI3PkDfPkDfPkx+bLjs039J4bF8hPzI8/MT/+5IL4kwsM3WhTT7rVaMzgxwILrv3T0YAfgx+DH4Mfgx+DH7tjcO2fjgb8GPwY/Bj8GPwY/Ngdg2v/dDTgx+DH4Mfgx+DH4MfuGP8PQz9Bua32/2sAAAAASUVORK5CYII=" width="400" /><br />
<br />
<span style="font-size: small;">¿Que limitación tiene?<br />
300 Usuarios o dispositivos<br />
¿Está isa incluido en EBS?<br />
Si y un año de subscrición de filtro antivirus y anti-malware añadido en Forefront Threat Management instalado en servidor de seguridad<br />
¿Está Outlook incluido?<br />
No, Exchange 2007 no incluye Outlook<br />
¿Está Sharepoint incluido?<br />
No, pero es gratuito y se puede activar en cualquier servidor, existe un add-in para administrar Sharepoint desde la consola de administración.<br />
¿EBS soporta la virtualización?<br />
Hyper-V soportado<br />
Fácil recuperación ante desastres<br />
Existencia de guía de optimización<br />
Más detalles estarán disponibles próximamente<br />
¿Que clase de migración y/o licenciamiento hay disponible?<br />
Desde cualquier parte hacia cualquier parte</span><br />
<br />
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<table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 890px;"><colgroup><col style="mso-width-source: userset; width: 364pt;" width="486"></col> <col style="mso-width-source: userset; width: 303pt;" width="405"></col> </colgroup><tbody>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa1" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Hardware</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa1" style="width: 303pt;" width="405"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Requerimientos</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold; vertical-align: baseline;"> mínimos</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa2" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Número</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold; vertical-align: baseline;"> de </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Servidores</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa2" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Procesador</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="77" style="height: 57.94pt; mso-height-source: userset;"> <td class="oa2" height="77" style="height: 57.94pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Memoria</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa1" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Almacenamiento</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa1" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa2" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Servidores / Particiones</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="53" style="height: 39.63pt; mso-height-source: userset;"> <td class="oa2" height="53" style="height: 39.63pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Management </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Server | sistema</span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="37" style="height: 27.47pt; mso-height-source: userset;"> <td class="oa2" height="37" style="height: 27.47pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Management Server | </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Datos</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa2" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Security Server | </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Sistema</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa2" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Security Server | </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Datos</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="37" style="height: 27.47pt; mso-height-source: userset;"> <td class="oa2" height="37" style="height: 27.47pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Messaging Server | </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Sistema</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa2" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Messaging Server | </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Datos</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="77" style="height: 57.94pt; mso-height-source: userset;"> <td class="oa2" height="77" style="height: 57.94pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">Tarjetas de red</span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
<tr height="28" style="height: 21.33pt; mso-height-source: userset;"> <td class="oa2" height="28" style="height: 21.33pt; width: 364pt;" width="486"><div style="direction: ltr; language: es-PE; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; word-break: normal;"><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;">DVD </span><span style="color: white; font-family: Calibri; font-size: 16pt; font-weight: bold;"> </span></div></td> <td class="oa3" style="text-align: left; width: 303pt;" width="405"><br />
</td> </tr>
</tbody></table><br />
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</div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-7599052985189977502011-05-24T12:43:00.000-05:002011-05-24T12:43:38.182-05:00Configurar rol VPN PPTP en Windows Server 2008<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/J5qlziIIZcw?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div align="left" class="separator" style="clear: both; text-align: center;">Fuente : <a href="http://www.radians.com.ar/blog/?p=482">RADIANs.com</a><a href="http://www.blogger.com/"></a><span id="goog_1076263059"></span><span id="goog_1076263060"></span></div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-86193508522383044192011-05-22T15:01:00.001-05:002011-05-22T15:42:08.701-05:00Introduccion a DPM (Microsoft System Center Data Protection Manager)<div style="font-family: Arial,Helvetica,sans-serif;">Excelente video tutorial en el que nos dará alcances generales de los conceptos básicos de DPM 2007 en Windows Server 2008 , ( es muy entendible esta en portugués ) explicado por : Marcelo Sincic ( <span lang="pt">MVP-MCT-MCITP-MCPD-MCDBA-MCTS-MCAD-MCSA</span><br />
<span lang="pt">SUN Java Instructor )</span></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif;">Mas información del autor : </div><div style="font-family: Arial,Helvetica,sans-serif;">Blog :</div><div style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.marcelosincic.com.br/blog/page/Sobre-o-Autor.aspx">http://www.marcelosincic.com.br/blog/page/Sobre-o-Autor.aspx</a></div><div style="font-family: Arial,Helvetica,sans-serif;">Twitter : </div><div style="font-family: Arial,Helvetica,sans-serif;"><a href="http://twitter.com/#%21/marcelosincic">@marcelosincic</a></div><div style="font-family: Arial,Helvetica,sans-serif;">Facebook :<span style="font-size: x-small;"> </span></div><div style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;"><a href="http://www.facebook.com/msincic">http://www.facebook.com/msincic</a></span></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif;"><u><b><span style="font-size: large;">Introducción e Instalación de DPM </span></b></u></div><div style="font-family: Arial,Helvetica,sans-serif;"><br />
</div><div style="font-family: Arial,Helvetica,sans-serif;">Data Protection Manager 2010 forma parte de la familia de productos de administración de System Center de Microsoft. Proporciona una protección de datos uníficada para servidores de Windows como SQL Server, Exchante, SharePoint, Virtualización y servidores de archivos y también para equipos de escritorio y equipos portátiles de Windows. DPM está diseñado como la mejor solución de su clase en las áreas de copias de seguridad y recuperación para los entornos de Windows de Microsoft. DPM proporciona la mejor protección y los escenarios más compatibles de recuperación de su entorno de Windows desde disco, cinta o la nube. Los clientes de Windows de cualquier tamaño pueden confiar en Microsoft para que les proporcione una solución de protección escalable y manejable que es rentable, segura y fiable.</div><div style="font-family: Arial,Helvetica,sans-serif;"> </div><div style="font-family: Arial,Helvetica,sans-serif;"><div id="ctl00_ctl14_OverviewContent" name="Overview"><ul><li>Protección para clientes de Windows, en línea o sin conexión, con asistentes de fácil uso para establecer programaciones de protección, retención y alerta. Un solo servidor de DPM puede proteger más de 1000 clientes de Windows al mismo tiempo que los usuarios finales pueden recuperar sus propios datos utilizando Windows Explorer o Microsoft Office. </li>
<li>Protección de platafomas de Microsoft Virtualization, incluyendo configuraciones de Migración actualizada de Hyper-V / Volúmenes compartidos de clúster (CSV). DPM puede recuperar también elementos de archivo único desde copias de seguridad de VM basado en host.</li>
<li>Protección mejorada para SQL Server, ampliando a más de 2.000 bases de datos por cada servidor de DPM y ofreciendo protección automática para nuevas bases de datos por cada instancia de SQL. Los administradores de bases de datos pueden recuperar su propias bases de datos mediante una utilidad de recuperación automática para SQL Server.</li>
<li>Protección mejorada para Exchange Server, ampliando a más de 40TB de correo electrónico y compatibilidad con Exchange 2010 Database Availability Groups (DAG), así como con CCR/SCR en Exchange 2007.</li>
<li>Protección mejorada para SharePoint sin el requisito de una granja de servidores de recuperación con SharePoint 2010 y ampliando las granjas hasta los 25TB con más de un millón de elementos. Las nuevas bases de datos de contenidos están ahora protegidas automáticamente sin la intervención de un administrador.</li>
<li>DPM 2010 está verdaderamente prepardado para la empresa, ampliando a más de 100 servidores con más de 80TB por cada servidor de DPM e incluye nuevas características de expansión automática, reparación automática y protección automática para convertirse en una solución completa y fiable de protección y recuperación.</li>
</ul></div><b></b><br />
</div><span style="font-family: arial,helvetica,sans-serif; font-size: x-small;"><u><b><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Parte 1 : </span></span></b></u></span><br />
<span style="font-family: arial,helvetica,sans-serif; font-size: x-small;"> </span><br />
<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/RJoyXExA9-s?feature=player_embedded' frameborder='0'></iframe> </div><div class="separator" style="clear: both; text-align: left;"><u><b><span style="font-family: Arial,Helvetica,sans-serif;">Parte 2 :</span></b></u></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/FD1zkPEkJdU?feature=player_embedded' frameborder='0'></iframe></div><span style="font-family: arial,helvetica,sans-serif; font-size: x-small;"> </span><br />
<span style="font-family: arial,helvetica,sans-serif; font-size: x-small;"> <br />
<span style="font-size: large;"><u><b>Configuración de DPM </b></u></span></span><br />
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<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/koguo4bTpzQ?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/KLZbn8-lG-w?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/KkcXcf1odUs?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/HZEYBNJ980U?feature=player_embedded' frameborder='0'></iframe></div><br />
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</span>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-7689809629464636542011-05-22T13:39:00.002-05:002011-05-22T14:38:07.807-05:00Licenciamiento de Producto - OLP System Center 2007<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPtrg_NyJVx9DC7ZYVLrxWofzrLcWuM5pER3POMkwQzw4LUovGcv24EOlqcUKlMiwjvWp6kAZ3pTdjw9wFqOUeqFhI3NJOG2rxjO-DQ8b3ml7VxT4voKHew1xZVtez4uOObrnCZ_s8XZ8/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="298" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPtrg_NyJVx9DC7ZYVLrxWofzrLcWuM5pER3POMkwQzw4LUovGcv24EOlqcUKlMiwjvWp6kAZ3pTdjw9wFqOUeqFhI3NJOG2rxjO-DQ8b3ml7VxT4voKHew1xZVtez4uOObrnCZ_s8XZ8/s400/1.jpg" width="400" /></a></div><br />
<u><b>System Center Data Protection Manager</b></u><br />
Protección de Datos continua para aplicaciones Microsoft y file servers, habilitando una rápida y efectiva recuperación Protección continua para aplicaciones y servidores Microsoft Recuperación sin pérdida de información para aplicaciones Integración con Exchange, SQL, Sharepoint y Servidores virtuales Recuperación con 1 click Recuperación rápida y confiable Ventanas de respaldo cortas Tiempos de recuperación bajos Recuperación por usuario final Monitoreo y reportes<br />
Tecnología para distintas estrategias Integración con Disco y Cinta Políticas de protección de la información Proceso de respaldo con SLA Encriptación de la información mediante Media Encryption<br />
System Center Configuration Manager<br />
Traduce los datos de inventario en información, proporcionando informes enriquecidos que le ayudan a optimizar el uso de software y hardware e incluye una conexión "en vivo" para actualizar de forma dinámica sus conocimientos, basado en el cambio de las condiciones de activos.<br />
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<u><b>System Center Operation Manager</b></u><br />
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Microsoft ® System Center Operations Manager 2007 es una solución de software diseñada para satisfacer la necesidad de servicio de supervisión end-to-end en el entorno de TI de la empresa. Operations Manager 2007 proporciona un entorno de supervisión fácil de usar que supervisa miles de servidores, aplicaciones y clientes para proporcionar una visión integral de la salud de la organización en un entorno de TI. Esta vista de la “salud” del servicio es clave para una respuesta rápida y ágil a los eventos que pueden afectar el funcionamiento normal del negocio y en última instancia cuestan un dinero a la empresa.<br />
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<u><b>Operations Manager 2007:</b></u> Proporciona administración de servicios to-end que son fáciles de personalizar y ampliar, mejorando los niveles de servicio en todo el entorno de TI. Incluye experiencia desde el servidor de Microsoft, cliente y equipos de aplicación, proporcionando los conocimientos y capacidades integradas para impulsar una mayor eficiencia. Automatiza las tareas rutinarias y redundantes y proporciona informes inteligentes y supervisión para ayudar a aumentar la eficiencia y permitir un mayor control del entorno de TI.<br />
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<u><b>System Center Virtual Machine Manager</b></u><br />
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Cada vez más empresas recurren a la virtualización para consolidar y mejorar la administración de sus infraestructuras de TI. Aproveche las posibilidades del administrador de máquinas virtuales Microsoft System Center Virtual Machine Manager 2007 para cubrir sus necesidades y crear nuevas fuentes de ingresos para su negocio. Descubra cómo puede facilitar a sus clientes la asignación y administración de recursos físicos y virtuales de TI de un modo centralizado y eficaz.<br />
Algunas de las características más importantes de System Center Virtual Machine Manager son:<br />
Compatibilidad total para una consolidación rápida y confiable, y para volver a implementar recursos de servidores físicos infrautilizados como infraestructura virtual. Capacidad para colocar una carga de trabajo en el servidor host físico más apto para la tarea de un modo rápido e inteligente. Una biblioteca completa para la administración central de los elementos de los que se compone el centro de datos virtual.<br />
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Algunos acrónimos importantes para recordar cuando se está trabajando con servidores, virtualización y System Center, son los siguientes:<br />
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<ul><li><i><b><u>OSE – Operating System Environment</u>.</b></i> Se refiere específicamente al sistema operativo instalado en el servidor en una máquina de escritorio. Adicional a un OSE, puede existir un VOSE, que sería el mismo sistema operativo, pero instalado en una máquina virtual (Virtual Operating System Enviroment).</li>
<li><u><b>ML – Management License</b></u>. Es la licencia de administración requerida para que se permita administrar un servidor. Cada aplicación de System Center tiene una ML específica, por lo que hay que tomar en cuenta que dependiendo de la aplicación, así se requerirá o no su respectiva ML.</li>
<li> <i><b><u>CML – Client Management License</u></b></i>. Es lo mismo que una ML, pero esta se asigna específicamente a máquinas de escritorio o dispositivos portables.</li>
<li> <u><i><b>SMSE – Server Management Suite Enterprise. </b></i></u>Esta suite de MLs, lo que permite es reducir costos y facilitar la administración. Hay que tener que claro que esta suite es básicamente un paquete de MLs, y que no incluye los productos de software requeridos para instalar o utilizar un servidor de administración. </li>
<li><u><i><b>SA – Software Assurance. </b></i></u>Seguro de Software que incluye varios beneficios, incluyendo la actualización a la última versión del software disponible en el mercado, dependiendo del tipo y cantidad de licencias cubiertas con el SA. Para algunos productos de System Center, el SA debe ser incluido. </li>
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</div><b>¿Cuál es la definición de "administrar"?</b><br />
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"Administrar" un entorno de sistema operativo (OSE) significa solicitar o recibir datos acerca de, configurar o dar instrucciones al hardware o software asociado con el OSE, excepto para descubrir la presencia de un dispositivo.<br />
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<b>¿Qué es un "OSE"?</b><br />
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Un entorno de sistema operativo, o "OSE", es todo o parte de una instancia de sistema operativo o la totalidad o parte de una virtual (o emulado) instancia de sistema operativo que permite la identidad equipo aparte (nombre del equipo principal o identificador único similar) o separar los derechos administrativos, y los casos de solicitudes, si las hubiere, configurado para ejecutarse en la instancia de sistema operativo o las partes señaladas anteriormente.Hay dos tipos de SO. Un OSE físico está configurado para ejecutar directamente en un sistema de hardware físico. Un OSE virtual está configurado para ejecutarse en un sistema de hardware virtual (o emular lo contrario). Un sistema de hardware físico puede tener uno o ambos de los siguientes: Un OSE física Uno o más SO virtuales<br />
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<b>¿Qué es un dispositivo?</b><br />
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Un dispositivo puede ser un solo servidor, ordenador personal individual, estación de trabajo, equipo terminal de computadora de mano, buscapersonas, teléfono, asistente digital personal u otro dispositivo electrónico.<br />
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<b>Cómo determinar si un OSE requiere una Management License</b><br />
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Si se administra un entorno de sistema operativo (<b>OSE</b>), debe asignar un ML en el dispositivo que esté ejecutando la OSE, con las siguientes excepciones:<br />
<ul><li>Cualquier OS licenciado para ejecutar las instancias del software del servidor de administración.</li>
<li>Cualquier OS en el que están ejecutando no hay instancias de software.</li>
<li> Cualquier dispositivo funcionando solamente como dispositivo de la infraestructura de red (OSI capa 3 o más abajo). </li>
<li>Sólo para el tiempo y la finalidad de que se está convirtiendo por System Center Virtual Machine Manager desde un OSE físico a un OSE virtual. </li>
</ul><u><b>Cargas de trabajo de comprensión y licencias de System Center</b></u><br />
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Los Productos System Center están diseñados para administrar las cargas de trabajo, incluyendo el sistema operativo, sistema de archivos, servicios de red, servicios de seguridad y aplicaciones empresariales.<br />
Las CML tienen sólo una edición, destinada a administrar cualquier carga de trabajo que se ejecuta en un cliente OSE. Las ML’s vienen en dos ediciones de la mayoría de los productos:<br />
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1. <b>La estándar (por ejemplo, Configuration Manager 2007 Standard Server ML)</b>, destinada a la administración de cargas de trabajo básicas, incluyendo el sistema operativo, así como el almacenamiento de información (por ejemplo, archivos e impresión) y de redes.<br />
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2. <b>Enterprise (por ejemplo, Configuration Manager 2007 Enterprise Server ML)</b>, destinada a la administración de cargas de trabajo avanzadas como la seguridad o aplicaciones como Microsoft Exchange Server. <br />
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Los clientes pueden determinar qué ML es necesaria según tres criterios:<br />
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1. Lo que se administra es un cliente o un servidor? Si se trata de un servidor OSE, se requiere un servidor ML. Si lo que se está administrando es un cliente, lo que se necesita es un CML.<br />
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2. Para la administración de servidores, ¿qué productos se están utilizando? Para el ML de servidor, todos los productos excepto System Center Essentials 2007 y Virtual Machine Manager 2007 tienen dos ediciones de la ML Server.<br />
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3. Qué es lo necesario para administrar las cargas de trabajo? Configuration Manager 2007, Operations Manager 2007 y Data Protection Manager 2007 tienen dos ediciones de servidor ML. La carga de trabajo que se administra determina qué edición es necesaria. Un estándar ML Server es suficiente para la administración de cargas de trabajo básicas incluyendo el sistema operativo, de almacenamiento (archivo e impresión) y el establecimiento de redes. Un ML de Enterprise Server es necesario para cualquier otra carga de trabajo y permite la administración de cualquier carga de trabajo del servidor o aplicación.<br />
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Para Operations Manager 2007 y Configuration Manager 2007, hay dos tipos de cliente ML: - OSE y usuario.<br />
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La elección del tipo de cliente ML debe basarse en si el cliente tiene más usuarios o más SO siendo administrados.<br />
Si el cliente tiene más usuarios, debe licenciar por OSE. Por ejemplo, los clientes que tienen los trabajadores de cambio de uso compartido de equipos pueden tener más usuarios que SO.<br />
Si el cliente ha conseguido más SO, deben licenciar por usuario. Por ejemplo, los clientes que tienen más de un dispositivo por empleado (portátiles y equipos de sobremesa) o están utilizando la virtualización para un número significativo de PC pueden tener más SO que usuarios. Los clientes que adquieran MLs de Configuration Manager u Operations Manager Client, con la adquisición de Core CAL o Enterprise CAL serán capaces de seguir los pertinentes términos de la licencia CAL (ya sea por el usuario o dispositivo). Tenga en cuenta que no se puede asignar licencias adquiridas mediante Core CAL o Enterprise CAL para administrar un servidor o un OSE de servidor.<br />
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<u><b> Servidores de Implementación </b></u>(Características de Licenciamiento)<br />
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<b>Microsoft System Center Essentials 2007 </b>requiere una licencia de servidor para el servidor de administración y una licencia de administración ("ML") para cada entorno administrado de sistema operativo ("OSE"). Un ML Server es necesario para la administración de cada servidor OSE, y un ML de cliente se requiere para la administración de cada OSE que no sean del servidor.<br />
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Essentials 2007 es técnicamente limitada a la gestión de 30 SO de servidor basado en Windows y 500 SO de PC basado en Windows. El producto Essentials 2007 (y el producto de Essentials 2007 con SQL Server 2005 Technology) viene con la ML para administrar 10 SO de servidor y 50 SO de PC. MLs adicionales de Server pueden adquirirse como una sola licencia o en un 5-pack y MLs adicionales de cliente en un 5-pack o paquete de 20.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZgGewRbuc8gizWiKAQKhpMh1Vapv8t702wBABRSd3nfxnPO1HRqRutOMJ7ZE3ricR-Bd_Fu-syk2QjWuEaxKXNTGMDfUJp33xkx6Ns-y9h2SnELB3s4SvCfuwi5q3tnUsA2pYfdgvTro/s1600/15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZgGewRbuc8gizWiKAQKhpMh1Vapv8t702wBABRSd3nfxnPO1HRqRutOMJ7ZE3ricR-Bd_Fu-syk2QjWuEaxKXNTGMDfUJp33xkx6Ns-y9h2SnELB3s4SvCfuwi5q3tnUsA2pYfdgvTro/s640/15.jpg" width="640" /></a></div><u><b>OVERVIEW DE LICENCIAMIENTO</b></u><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHk8itaVXqrRDZ5B-wXa0j3vtSSVEzkIydeeo5uDLjCGFi8IJdt31iou2fXHqeOvud6idkIQ23cev51K1nK_UVVqwLpLETAjhHyi7sIXniS_gSCK4BhFkRYR8tXbEtopwFZHx1gYt2nj8/s1600/16.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHk8itaVXqrRDZ5B-wXa0j3vtSSVEzkIydeeo5uDLjCGFi8IJdt31iou2fXHqeOvud6idkIQ23cev51K1nK_UVVqwLpLETAjhHyi7sIXniS_gSCK4BhFkRYR8tXbEtopwFZHx1gYt2nj8/s640/16.jpg" width="640" /> </a></div><div class="separator" style="clear: both; text-align: center;"><u><b>Escenarios de Implementación</b></u></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisFhzfMWJ1GYevAumi9kJHau6G_VbSF6lTK7dT66TG2TgTqme3EVgtZKe2hXeIYea4s9Ut0xMNsCwztNAB3Xsis0rLU2l14zeYsas_-blXpbVJj8DTUFYLq5xqbYJh8QHVEpHtdudPm6U/s1600/17.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisFhzfMWJ1GYevAumi9kJHau6G_VbSF6lTK7dT66TG2TgTqme3EVgtZKe2hXeIYea4s9Ut0xMNsCwztNAB3Xsis0rLU2l14zeYsas_-blXpbVJj8DTUFYLq5xqbYJh8QHVEpHtdudPm6U/s640/17.jpg" width="640" /></a></div><br />
En este escenario, se licencian los mismos servidores, pero en lugar de adquirir un ML de cada aplicación para cada servidor administrado, se adquiere un SMSE para cada uno.<br />
En este escenario, se nota que el costo total es mayor que si se licenciaran los productos por separado.<br />
Recordar que en este escenario, no se están utilizando sistemas operativos virtuales.<br />
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En este escenario, lo que se está administrando son servidores o máquinas virtuales, por lo que la comparación se basa en la administración de servidores virtuales específicamente.<br />
Aquí sí se puede notar el ahorro significativo en comparación a licenciar los productos por separado.<br />
El ahorro se tanto en el Servidor de administración virtual (Virtual Machine Manager), como en los MLs de cada servidor administrado.<br />
Es importante recalcar, que las licencias para los servidores de administración todavía se requieren adquirir por separado.<br />
Además, recordar que las Suite Enterprise se limita a administrar 4 VOSE por licencia asignada a servidor, mientras las Suite Datacenter puede administrar ilimitados VOSE. Otra divergencia entre SMSE y SMSD es que la suite Datacenter se licencia por procesador con un mínimo de 2 procesadores por licencia.<br />
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FAQ's<br />
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<ul><li><b>Puedo comprar dos ó más Servidores de Essential 2007? </b>Sólo 1 Servidor de Essentials puede ser instalado por dominio</li>
<li><b>Qué acerca de ambientes No-Windows?</b> Aunque 2/3 de las compañías de Mid-market no piensan que el soporte de ambientes heterogeneos es crítico para ellos, nosotros podemos monitorear plataformas como: Solaris, Linux, SCO, OpenBSD, Novell, Mac OS, HPUX entre otras, usando Management Packs de terceros. (OpsMgr 2007 and MOM 2005 Management packs can be used in Essentials 2007).</li>
<li><b>Puedo administrar computadoras en un workgroup?</b> No, tienen que estar unidas a un dominio de Directorio Activo</li>
<li><b>Qué puedo administrar por defecto con Essentials 2007?:</b> Windows Servers (AD, IIS, TS), Exchange 2003, SQL Server, SNMP Devices, Windows Client, Office,</li>
<li><b>Qué sobre oficinas remotas?</b> Dependiento del ancho de banda Essentials puede realizar todas las tareas de gestión sobre las líneas del WAN, usando BITS 2.0 para optimizar el tráfico.</li>
<li><b>Cuáles parches de terceros están disponibles hoy?:</b> Adobe, 1E, Citrix and HP</li>
<li><b>Essentials maneja Ambientes de Windows virtuales? </b>Sí, y cada SO cuenta dentro del límite de 30/500 servidores/servers administrados</li>
<li><b>Si tengo Core ó Enterprise CAL, puedo usarlas como cliente ML?</b> No, por el momento, necesitan adquirir licencias de Cliente y Servidor MLs</li>
<li><b>Si estoy corriendo un Trial de 90-días, puedo hacer upgrade a la versión completa </b>Sí, en cualquier momento sólo tiene que ingresar el Product Key para convertir a la versión completa del producto. No es necesaria la re-instalación.</li>
<li><b>Qué pasa cuando alcanzo el límite 30/500?</b> Los clientes pueden moverse a System Center Operations Manager y System Center Configuration Manager, habrá un whitepaper para migrar estos productos de disponibilidad general </li>
</ul>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-55477792145683024132011-05-13T17:33:00.001-05:002011-05-13T17:35:51.051-05:00Licenciamiento de Producto Windows Server 2008<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;">Descripción del Producto : </span><br />
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<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong><u>Windows Server 2008 Standard</u></strong> es el sistema operativo de Windows Server más robusto hasta la fecha. Con capacidades incluidas y mejoradas para Web y Virtualización, está diseñado para incrementar la confiabilidad y flexibilidad de la infraestructura de servidores mientras ayuda a reducir costos y tiempo. Herramientas muy fuertes le dan más control sobre los servidores y mejoran la configuración y manejo de tareas. Además, características de seguridad mejoradas trabajan para reforzar el sistema operativo para ayudar a proteger la información y la red y proveer una sólida altamente-dependiente base para los negocios.</span><br />
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<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong><u>Windows Server 2008 Enterprise</u></strong> entrega una plataforma de clase ejecutiva para implantar aplicaciones críticas para el negocio. Ayuda a mejorar la disponibilidad con clustering y capacidades hot-add de procesador. Ayuda a mejorar la seguridad con características consolidadas de manejo de identidad. Reduce los costos de infraestructura mediante la consolidación de aplicaciones con derechos para virtualización.</span><br />
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<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><u><strong>Windows Server 2008 Datacenter</strong></u> entrega una plataforma de clase ejecutiva para implantar aplicaciones críticas para el negocio y virtualización a gran escala en pequeños y grandes servidores. Mejora la disponibilidad con clustering y capacidades dinámicas para particiones de hardware. Reduce costos de infraestructura consolidando aplicaciones derechos ilimitados de virtualización. Puede pasar de 2 a 64 procesadores. Windows Server 2008 Datacenter provee un pilar en el que se puede crear virtualización de clase ejecutiva y soluciones escalables.</span><br />
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<span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong><u>Windows Server 2008 for Itanium-Based Systems</u></strong> está optimizado para grandes bases de datos, una línea de negocios y aplicaciones custumizadas proveen alta disponibilidad y escalabilidad hasta 64 procesadores para satisfacer las necesidades de demanda y soluciones de misión crítica.</span><br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="font-family: "Helvetica Neue", Arial, Helvetica, sans-serif;"><strong><u>Windows Web Server 2008</u></strong>, Designado para ser usado específicamente como un Servidor Web de propósito único. Windows Web Server 2008 entrega un sólido pilar de capacidad de infraestructura en la próxima generación. Windows Server 2008. Integrado con nuevos re-architected IIS 7.0, ASP.NET, y el Microsoft .NET Framework, Windows Web Server 2008 le permite a cualquier organización, desplegar páginas Web, sitios Web, aplicaciones Web y servicios Web rápidamente.</span> </div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi66L6g7T89_VgAC4LkWinHYzfvyrMVY3iZ2uf_lfcwd5bHqsPiIUPx-12-g9NbPVBCN155bE1mGG-yK8Fq-LVIVjbLYUw8PErfmfWEYuDXk_44clNuORKwHhS00hw_WYSr50YhrhZZLg/s1600/ws2008.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="282" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi66L6g7T89_VgAC4LkWinHYzfvyrMVY3iZ2uf_lfcwd5bHqsPiIUPx-12-g9NbPVBCN155bE1mGG-yK8Fq-LVIVjbLYUw8PErfmfWEYuDXk_44clNuORKwHhS00hw_WYSr50YhrhZZLg/s400/ws2008.png" width="400" /></a></div><div align="left" class="separator" style="clear: both; text-align: center;"></div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="font-family: Arial;"></span> </div><div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;">Windows Server 2008 está disponible, según su versión, en los siguientes esquemas de licenciamiento. Además la cantidad de instancias virtuales de Sistema Operativo(OS) permitidas, cuando en la instancia física del servidor no se instalan aplicaciones adicionales. La aplicaciones solamente están instaladas en los OS virtuales. <br />
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<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"><span style="font-family: Arial;">Las versiones de servidor disponibles en OEM y en FPP tienen derecho a utilizar 5 CALs Usuario/Dispositivo </span></div><br />
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<a href="http://www.microsoft.com/windowsserver2008/en/us/pricing.aspx">http://www.microsoft.com/windowsserver2008/en/us/pricing.aspx</a> <br />
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Definiciones <br />
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Tipos y Formas de Acceso : <br />
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Para hablar del modelo de un esquema de redes, podemos mencionar básicamente, los productos que se podrían encontrar, y la manera en la que se relacionan. <br />
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De esta manera, para un servidor que va a correr un SQL Server, necesita tener previamente instalado un Windows Server.<br />
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Ahora, si hay computadoras que van a estar accediendo a este servidor, estas PC, deben tener instalado previamente un sistema operativo, y pueden tener instalada una aplicación de Office. Junto al licenciamiento propio de la PC, ésta necesita una CAL para tener el derecho a acceder los servicios propios del servidor. <br />
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<strong><u>Qué es una Client Access License (CAL)?</u></strong> <br />
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Si los PCs de su compañía están conectados en red, usted utiliza un servidor en red y los PCs de la red acceden al software del servidor (o servidores) para realizar determinadas funciones como compartir archivos e imprimirlos. Para poder acceder a este software de manera legal, usted necesita una Client Access License o CAL. Una CAL no es un software; es una licencia que le da al usuario el derecho a utilizar los servicios de un servidor.<br />
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Debido a la naturaleza técnica de los productos del servidor, las licencias CAL pueden parecerle confusas. Hemos creado la siguiente información para ayudarle a determinar si necesita alguna CAL. Esta guía tiene como único propósito servir de referencia y no debe ser usada para tomar decisiones de compra. <br />
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</div><div class="separator" style="clear: both; text-align: left;"><strong><u>CAL por Usuario:</u></strong></div><br />
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Permite a un usuario, acceder a la información del servidor desde cualquier dispositivo. Con una misma CAL, no se permite el acceso para más de 1 usuario.<br />
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Esta CAL aplica para empresas que tienen empleados que necesitan estar accediendo a los servicios del servidor tanto desde dispositivos móviles, como desde la PC en sus oficinas.<br />
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<strong><u>CAL por Dispositivo</u></strong><br />
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Permite que diferentes usuarios se conecten desde un solo dispositivo en diferentes momentos, a la información del servidor.<br />
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Esta CAL aplica para instituciones que tienen empleados por turnos, por ejemplo. Empleados que trabajan en el turno de la mañana, y otros que trabajan en el turno de la noche.<br />
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Es ideal para empresas que tienen más usuarios que dispositivos. Con la restricción siempre, de que no pueden conectarse con la misma CAL, dos usuarios en un mismo momento.<br />
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Cada usuario o dispositivo que directa o indirectamente acceda o utilice instancias del Windows Server, requiere la adquisición de una Client Access Licence (CAL), exceptuando las siguientes circunstancias: Cuando el acceso a instancias del software de Servidor sea solamente a través de Internet sin ser autenticado o de otra manera individualmente identificado por el software de servidor o autenticado a través de cualquier otro medio. El acceso es a Windows Web Server 2008 Usuarios Externos autenticados acceden a las instancias del software de servidor y se adquirieron previamente licencias de Windows Server 2008 External Conector para cada servidor que está siendo accedido. Para cada licencia, hasta 2 dispositivos o usuarios pueden acceder las instancias del software de servidor pero solamente para administrar esas instancias. <br />
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</div><div class="separator" style="clear: both; text-align: left;"><span style="font-size: small;"></span></div>Una CAL de Terminal Services 2008 es requerida, en adición a la CAL de Windows Server 2008 para usar la funcionalidad de Terminal Services del software de servidor. De manera similar, una <strong>Rights Management Services (RMS)</strong> 2008 CAL es requerida en adición a la CAL de Windows Server 2008 para usar la funcionalidad de Rights Management Services del software de servidor. <br />
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<strong>Licencia de Conector Externo</strong><br />
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La licencia EC o Conector Externo (External Connector) es una alternativa de licencia opcional dirigida a clientes que operan bajo unas condiciones concretas: cuando se desea facilitar el acceso a la red corporativa a clientes o socios comerciales externos. En esta situación hay dos posibles soluciones de licenciamiento:<br />
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• Adquirir Licencias de Acceso de Cliente (CALs) para cada uno de sus usuarios externos.<br />
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• Adquirir licencias de Conector Externo (EC), para cada instancia del software de servidor al que tendrán acceso sus usuarios externos.<br />
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Un usuario externo es un individuo que no es un empleado o personal relacionado con la compañía o sus filiales, y tampoco es un cliente (empresa o particular) a quien usted ofrece servicios de hosting utilizando el software de servidor.<br />
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Puede adquirirse licencia de EC para servidores con Windows Server 2008 Standard, Enterprise, Datacenter y Windows Server 2008 para sistemas Itanium. No es aplicable a Windows Server 2008 Web Server o Windows Small Business Server. Exchange Server y Forefront por ejemplo, también tienen esta opción.<br />
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La licencia de Conector Externo de Windows Server 2008 permite también el acceso a las versiones anteriores de Windows Server, limitándose a Windows 2000 Server y posteriores. Debido a incompatibilidades técnicas, la licencia de Terminal Server External Connector (TS EC) de Windows Server 2008 no puede ser utilizada con software de servidor de versiones anteriores.<br />
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Una licencia de Conector Externo puede ser adquirida para el acceso de usuarios externos en lugar de CALs individuales <br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRZam_rbbRECeNRbTMT2nK5tgCpW4XPCZlsmATWDSvHMTSe1_-8q9beFepcA9sWCHscWHXGSgDAQAgWqEtsuED1-tJhBvHcJpD_3Y_egYWo2sPRnvXCR7tPvvC7zLNEBQIy7EW2S8On9w/s1600/ws2008-5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="298" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRZam_rbbRECeNRbTMT2nK5tgCpW4XPCZlsmATWDSvHMTSe1_-8q9beFepcA9sWCHscWHXGSgDAQAgWqEtsuED1-tJhBvHcJpD_3Y_egYWo2sPRnvXCR7tPvvC7zLNEBQIy7EW2S8On9w/s400/ws2008-5.png" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuSOY7Yr_ayVVCnb-sQpN-dn3TwzpVB-PsHzKhs5bJkQ7neOmPI6KGa8swRruD2TnK4FBL7gsI9H57b4mEL59WKjfTcbcXoYXvtSjT7BLtkfFmVvASa_jgrXVkFeKxzoQTLOgPRl8UvIQ/s1600/Programas+de+Licenciamiento+por+Volumen+-+Lic+de+Producto+-+WS2008-00007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuSOY7Yr_ayVVCnb-sQpN-dn3TwzpVB-PsHzKhs5bJkQ7neOmPI6KGa8swRruD2TnK4FBL7gsI9H57b4mEL59WKjfTcbcXoYXvtSjT7BLtkfFmVvASa_jgrXVkFeKxzoQTLOgPRl8UvIQ/s1600/Programas+de+Licenciamiento+por+Volumen+-+Lic+de+Producto+-+WS2008-00007.jpg" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7iLmCUkCfQtZV7hdp75VxMOsUF1pzh12WmKYT68t1g3Z7NPEgorjCsS22mfzHXJzzFd9OCgJBmRCoqaOMNe0ZUJ6v6xw9QK2k1U5B-4zVMG-MEDPZ2z7GrDG9h0eY5vXzD142NJ4_EvU/s1600/Programas+de+Licenciamiento+por+Volumen+-+Lic+de+Producto+-+WS2008-00008.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7iLmCUkCfQtZV7hdp75VxMOsUF1pzh12WmKYT68t1g3Z7NPEgorjCsS22mfzHXJzzFd9OCgJBmRCoqaOMNe0ZUJ6v6xw9QK2k1U5B-4zVMG-MEDPZ2z7GrDG9h0eY5vXzD142NJ4_EvU/s1600/Programas+de+Licenciamiento+por+Volumen+-+Lic+de+Producto+-+WS2008-00008.jpg" /></a></div><div class="separator" style="clear: both; text-align: left;"></div><strong>Preguntas Frecuentes : </strong><br />
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<strong>P. En este momento tengo las Licencias de Acceso de Cliente de Windows Server 2003. ¿Necesito comprar nuevas CALs para Windows Server 2008?</strong> <br />
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R. Sí. Se requieren nuevas CALs para acceder y utilizar Windows Server 2008.<br />
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<strong>P. Si mi servidor está cubierto con Software Assurance, ¿tengo que pagar de nuevo por Windows Server 2008?</strong><br />
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R. No. Dentro de los beneficios de Software Assurance se incluyen los derechos para actualizar sus servidores a Windows Server 2008.<br />
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<strong>P. ¿Cuál es la diferencia entre una licencia Windows Server 2008 y una CAL de Windows Server 2008? ¿Por qué necesito ambos?</strong><br />
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R. La licencia de Windows Server 2008 proporciona al suscriptor el derecho a copiar, almacenar y operar el software de servidor. La CAL de Windows Server 2008 concede a un dispositivo o usuario el derecho de acceso al software de servidor. Las licencias con las dos modalidades ofrecen un precio más bajo y un sistema de pago por herramienta utilizada: cuantos más dispositivos y usuarios accedan al software de servidor, más alto serán los precios de las licencias. El modelo por tanto ofrece licencias asequibles para organizaciones de cualquier tamaño.<br />
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<strong>P. ¿Cuándo necesito comprar una CAL de Windows Server 2008?</strong><br />
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R. Cada usuario o dispositivo que accede o utiliza el software de servidor de Windows Server 2008 debe tener una CAL. Sin embargo si accede a través de Internet y de forma anónima (por ejemplo, cuando se navega en un sitio Web público), entonces no se requiere dicha CAL. Además si ese usuario es externo, entonces podría optar por comprar una licencia de Conector Externo. Para más información vaya a la sección de Licencia de Conector Externo (EC) de Windows, más adelante. Para más información Resumen de Licencias de Conector Externo.<br />
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<strong>P. ¿Cuál es la diferencia entre una CAL de Windows Server y una CAL de Terminal Services (TS)?</strong><br />
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R. Un usuario o dispositivo que accede directa o indirectamente al servidor Windows necesita una CAL. Además si el usuario o dispositivo que accede o utiliza las herramientas de servicio de la terminal de Windows Server, necesita también una CAL de TS. Como excepción a la regla, se autoriza a dos usuarios o dispositivos para acceder al software de servidor sin tener una CAL, ni de TS ni de Windows Server únicamente con fines administrativos.<br />
<br />
<strong>P. ¿Puedo utilizar una CAL de dispositivo Windows y una CAL de usuario Windows en el mismo servidor?</strong><br />
<br />
R. Sí. Las CALs de usuario o de dispositivo de Windows se aplican al mismo servidor. Para facilitar la gestión y el seguimiento, Microsoft aconseja a los clientes que a la hora de comprar sus CALs opten de manera general por un modelo uniforme, bien basado en CALs de usuario o bien, en CALs de dispositivo.<br />
<br />
<strong>P. ¿Puedo utilizar una CAL de dispositivo para Terminal Services Device (CAL de TS de dispositivo) y una CAL de usuario de Terminal Services (CAL de TS de usuario) en el mismo terminal de servidores?</strong><br />
<br />
R. Sí. Ambas CALs, de dispositivo y de usuario, se aplican al mismo servidor. Sin embargo facilitar la gestión y el seguimiento, Microsoft aconseja a los clientes que a la hora de comprar sus CALs opten de manera general por un modelo uniforme, bien basado en CALs de usuario o bien, en CALs de dispositivo.<br />
<br />
<strong>P. ¿Cómo puedo designar las CALs TS como de usuario o de dispositivo en Windows Server 2008?</strong><br />
<br />
R. Durante la instalación de Terminal Server Licensing Management (TSLM) se le pedirá que realice su designación.<br />
<br />
<strong>P. Dispongo de cobertura de Software Assurance en vigor para mis CALs. ¿Podría elegir asignarlas como CALs de usuario o de dispositivo? ¿Cómo puedo hacerlo?</strong><br />
<br />
R. Sí. Usted deberá designar sus CALs de Windows como de dispositivo o usuario cuando realice la actualización. Si ejercita su derecho de una sola conversión de CAL de dispositivo a CAL de usuario durante el periodo de vigencia del contrato, simplemente tome nota de este cambio en sus archivos. Cuando llegue la renovación de Software Assurance, todas las nuevas especificaciones (por ejemplo, número de CALs de usuario, número de CALs de dispositivos) son documentadas y actualizadas en los registros de los Servicios de Licencias por Volumen de Microsoft. Para las CALs de TS, cuando solicite las claves de autenticación a través de Terminal Server Licensing Management aparecerá un aviso solicitando que especifique si es de usuario o de dispositivo.<br />
<br />
<strong>P. ¿Podría intercambiar las CALs de dispositivo Windows y las CALs de usuario Windows User? y ¿con las CALs TS?</strong><br />
<br />
R. Clientes con CALs de Software Assurance pueden intercambiar sus CALs de dispositivo por las CALs de usuario y viceversa en el momento de renovar la cobertura de su Software Assurance para esas CALs.<br />
<br />
<strong>P. ¿Cuándo necesitaría una licencia de Conector Externo de Windows (EC, External Connector)?</strong><br />
<br />
R. La licencia de EC no es obligatoria. Es una opción de licencia disponible para clientes con un entorno específico. Dispone de dos opciones cuando necesite dar acceso a sus partners de negocio o a clientes a su red:<br />
<br />
• Puede adquirir CALs de Windows Server 2008 para cada uno de los usuarios externos o<br />
<br />
• Puede adquirir las licencias de Conector Externo (External Connector) para cada uno de los Servidores Windows a los cuales accedan esos usuarios externos.<br />
<br />
<strong>P. ¿Quién se cualifica como usuario Externo?</strong><br />
<br />
R. Un usuario externo es una persona que no es ni un empleado, o personal similar de la compañía o de su red de oficinas ni tampoco un proveedor de servicios de hosting que utiliza el software de servidor.<br />
<br />
<strong>P. ¿Cómo puedo obtener una licencia de Terminal Server?</strong><br />
<br />
R. Las herramientas de Terminal Services están incluidas en la adquisición de una licencia de Windows Server. Sin embargo, cuando un usuario o dispositivo accede a un terminal de servidor, ese usuario o dispositivo necesita tener un CAL de TS (además del CAL de Windows) para poder cumplir con las normativas establecidas en el contrato de licencia del producto.<br />
<br />
<strong>P. ¿Es necesario añadir CALs de TS al Terminal Server Licensing Management (TSLM) para su distribución a los sistemas desktop?</strong><br />
<br />
R. Sí. Los tokens de las CAL de TS se gestionan desde el TSLM de Windows Server 2008. El proceso para la recepción de las CALs de TS para Windows Server 2008 es el mismo que para Windows Server 2003.<br />
<br />
<strong>P. Tengo diferentes versiones de sistemas operativos en mi servidor de terminales y una única Gestión de Licencias de Terminal Server (TSLM, Terminal Server Licensing Management). ¿Qué sistema operativo administra mis derechos de licencia?</strong><br />
<br />
R. Los derechos de la licencia se aplican a cada caso en virtud de las condiciones de licencia particulares de cada uno de los sistemas operativos de cada servidor de terminales.<br />
<br />
<strong>P. ¿Se puede utilizar Windows Web Server 2008 como servidor de archivos o de aplicaciones?</strong><br />
<br />
R. No. Windows Web Server 2008 únicamente se puede utilizar como front-end para el servicio hacia Internet de páginas Web, sitios Web, aplicaciones Web, servicios Web y correo POP3. Para más información consulte la página Licencias de Web Server 2008 de Windows.<br />
<br />
<strong>P. ¿Debo adquirir una CAL de Windows para acceder a los servidores que operan Windows Web Server 2008?</strong><br />
<br />
R. No. Las CALs de Windows no son aplicables a Windows Web Server 2008. Sin embargo, Windows Web Server 2008 se puede utilizar como servidor de front-end escalable para aplicaciones como Windows SharePoint Services. En la configuración de escalabilidad horizontal (“scale-out”), se requieren CALs de Windows ya que los servidores que operan en Windows Web Server 2008 están conectados a aplicaciones back-open ejecutados en Windows Server 2008 Estándar y versiones superiores.<br />
<br />
<strong>P. ¿Qué aplicaciones tienen restricciones de uso en Windows Web Server 2008?</strong><br />
<br />
R. Windows Web Server 2008 está diseñado exclusivamente para ofrecer servicios a la Web, manteniendo ciertas limitaciones en su funcionalidad como:<br />
<br />
• No se admite que las organizaciones utilicen Windows Web Server 2008 para instalar servicios de UDDI (Universal Description, Discovery, e Integration) para empresas.<br />
<br />
• A pesar de que los equipos que operen Windows Web Server 2008 puedan ser miembros de un dominio de Directorio Activo, Windows Web Server 2008 no puede ser un controlador de dominio. En consecuencia, las organizaciones no pueden utilizar únicamente Windows Web Server 2008 para aplicar ciertas funcionalidades de gestión, como pueden ser las Políticas de Grupo, políticas de restricción de software, RIS (Remote Installation Services), Microsoft Metadirectory Services, DHCP, DNS, WINS, Radius-IAS (Internet Authentication Service), y otros.<br />
<br />
• Todas las versiones de Outlook Web Access (OWA) y Microsoft Exchange Server quedan excluidas de la edición Windows Web Server 2003.<br />
<br />
<strong>P. ¿A qué tipo de tareas concretas va dirigida la edición de Windows Server 2008 para Sistemas Itanium?</strong><br />
<br />
R. Windows Server 2008 para Sistemas Itanium está orientado a soluciones de misión crítica de bases de datos y aplicaciones de línea de negocio y aplicaciones para clientes.<br />
<br />
<strong>P. ¿Dispone Windows Server 2008 para sistemas basados en Intel Itanium derechos de virtualización?</strong><br />
<br />
R. Sí, con la edición Windows Server 2008 para Sistemas Itanium, se adquieren los mismos derechos de virtualización que con Windows Server 2008 Datacenter. El rol de virtualización no está incluido dentro de esta edición, pero se puede utilizar Windows Server 2008 Sistemas Itanium con software de hypervisor de otro fabricante para este fin.<br />
<br />
<strong>P. Si obtengo mis licencias a través de Licencias por Volumen, ¿Cómo obtengo mis versiones de Sistema Operativo (OS) Windows Server 2008 x64 y 32 bits?</strong><br />
<br />
R. Los clientes que compran a través de Licencia por Volumen podrán recibir los CDs de instalación en sus paquetes habituales, como cualquier otra versión de Windows Server.<br />
<br />
<strong>P. Excepto para Windows Server 2008 Datacenter y Windows Server 2008 para Sistemas Itanium, ¿Por qué no se licencian Windows Server 2008 Estándar, Enterprise, y Windows Web Server 2008 en base a cada procesador como sucede con otros productos de aplicaciones de servidor?</strong><br />
<br />
R. Tras una evaluación de esta opción decidimos que el modelo por procesador no encajaba con la manera en que se utiliza el producto. La razón es que Windows Server puede ser utilizado y configurado de tantas maneras (por ejemplo, servidor de archivos e impresora, servidor de autenticación, servidor Web , o como plataforma de aplicaciones), que se consideró más apropiado basar los derechos de licencias y precios en un modelo escalable para que el precio se incremente de forma paralela a su utilización. El modelo CAL de licencias de acceso de servidor/cliente es flexible ofreciendo a las organizaciones de cualquier tamaño otras opciones de coste efectivo. <br />
<br />
<span style="font-size: large;"><u>Virtualización :</u></span> <br />
<u><span style="font-size: large;"></span></u> <br />
¿Cómo se asignan las licencias? Las licencias de OS de Windows Server se deben <br />
<br />
<br />
asignar a servidores físicos. Una partición de hardware o blade se considera como un servidor separado. Las licencias solamente pueden reasignarse una vez cada 90 días. Excepción a esta regla: cuando el servidor físico experimente una falla permanente de hardware y se decida retirarlo. Para ejecutar en un servidor una PC virtual (independientemente de la tecnología de virtualización, por ejemplo: Hyper-V, Xen, VMWare), el servidor físico debe tener asignada la cantidad adecuada de licencias de servidor. Si usted instala instancias virtuales en su Windows Server, la instancia física puede utilizarse únicamente para dar soporte al software de virtualización.<br />
<br />
El rol de virtualización supone un paradigma totalmente nuevo de implantación y licenciamiento que permite ejecutar múltiples instancias del S.O. -de Microsoft, pero también de otros fabricantes- para conseguir una infraestructura virtual independiente del hardware gestionada mediante la tecnología HyperVisor. Consolidación de servidores<br />
<br />
Uno de los aspectos más decisivos a la hora de adoptar la tecnología de virtualización es la posibilidad de consolidar servidores. Las empresas viven bajo fuertes presiones para simplificar la gestión de IT y reducir costes, pero siempre manteniendo y mejorando sus ventajas competitivas, como son las derivadas de una mayor flexibilidad, fiabilidad, escalabilidad y seguridad. El uso de la virtualización para consolidar muchos servidores en un solo sistema preservando su aislamiento permite responder a estas necesidades. Una de las principales ventajas de la consolidación de servidores es un TCO más reducido, no solo debido a que se reducen los costes de adquisición de hardware, sino también los del consumo eléctrico, refrigeración y ventilación y, por supuesto, los de gestión. Otra de las ventajas se deriva de la optimización de la infraestructura, tanto bajo el criterio de nivel de utilización de los activos como de la capacidad para encontrar un correcto equilibrio de carga para las tareas entre los diferentes recursos. Hay otros beneficios derivados de la consolidación de servidores, quizás no tan notorios, como son una mayor flexibilidad del entorno en términos generales, y la posibilidad de integrar plenamente las aplicaciones para 32 bits y 64 bits dentro del mismo entorno. Continuidad de negocio y recuperación frente a desastres<br />
<br />
Por "continuidad de negocio" entendemos la capacidad de minimizar los tiempos de inactividad, tanto planificados como no planificados. En ello se incluyen los periodos de fuera de servicio, ocasionados por funciones habituales como el mantenimiento y copia de seguridad, así como las paradas inesperadas ocasionadas por fallos del hardware, eléctricos o de la red. La virtualización incorpora una serie de potentes funcionalidades de continuidad de negocio como son el backup en vivo y la migración rápida, que permiten a las empresas aplicar métricas de calidad de servicio y respuesta muy agresivas.<br />
<br />
La recuperación frente a desastres es un aspecto esencial de la continuidad de negocio. Los desastres naturales, ataques informáticos o incluso problemas de configuración sencillos como pueden ser conflictos entre aplicaciones pueden deshabilitar los servicios y aplicaciones hasta que los administradores son capaces de resolver los problemas y recuperar los datos desde copias de seguridad previas. Aprovechando las capacidades de operación en cluster de Windows Server 2008, Hyper-V ahora permite soportar escenarios de recuperación ante desastres (DR) para los entornos de IT utilizando capacidades de cluster sobre datacenters dispersos geográficamente. Una recuperación ante desastres rápida y fiable, junto con potentes herramientas de gestión remota de sistemas contribuyen a garantizar una pérdida mínima de datos y un mínimo tiempo de inactividad. Entornos de test y desarrollo<br />
<br />
Los entornos de desarrollo y test son muchas veces las primeras funciones de negocio que se benefician de las posibilidades de las tecnologías de virtualización. Con el uso de máquinas virtuales los equipos de desarrollo pueden crear y probar una gran variedad de escenarios en entornos seguros y auto-contenidos que se asemejan mucho al modelo de operación de los servidores y clientes físicos de los entornos de producción. La virtualización permite optimizar la utilización del hardware dedicado a estas tareas, mejorando la gestión de su ciclo de vida y la cobertura de los tests. <br />
<br />
<b><span style="font-size: small;">Versiones de Windows Server 2008 en entornos de Virtualización </span> <br />
Un cliente licenciado con Windows Server 2008 Standard, puede correr una instancia del software de servidor en el Ambiente Físico de Sistema Operativo (POSE, Physical Operating System Enviroment) y una instancia en el Ambiente Virtual de Sistema Operativo (VOSE, Virtual Operating System Enviroment). El diagrama en el slide ilustra cómo funciona este licenciamiento. La flecha indica que cuando se están corriendo ambas instancias, la instancia del software de servidor corriendo en el POSE solamente puede ser utilizado para administrar y servir los ambientes de sistema operativo en el servidor. <br />
<br />
<br />
Nota, cuando los clientes están corriendo instancias virtuales del software de servidor, deben estar utilizando alguna forma de tecnología de virtualización o “hypervisor” como Microsoft Virtual Server Software, o la tecnología Hyper-V en el Win Server, o algún otro software de virtualización de terceros.</b><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFW38Ca70JKQjJ8lvNZGBQCJh7SPjAmlK6zVcBk-BHnWU3wQgWpA6CF4URf9WTvu2238ryXOu43y8WTW4fqaXcWtDmqVU59XWDEubBtVBPeQ77-4G9xOfYayEJdJkf05-h_A0rK8I2YEc/s1600/ws2008-6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFW38Ca70JKQjJ8lvNZGBQCJh7SPjAmlK6zVcBk-BHnWU3wQgWpA6CF4URf9WTvu2238ryXOu43y8WTW4fqaXcWtDmqVU59XWDEubBtVBPeQ77-4G9xOfYayEJdJkf05-h_A0rK8I2YEc/s320/ws2008-6.png" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtM-6uo5V26TRmPZzL__TzLvI_c6-0dQUI2ASEdJOyMsOx0IuELYWFY_mYDLYa1vcRBPhPWH1zaHhIQOitbgOJoepSzzwyj9E-DV_lan-s0BFii3Y7B2rl37LZEqAmljq9MpcUA0CiJZM/s1600/ws2008-7.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtM-6uo5V26TRmPZzL__TzLvI_c6-0dQUI2ASEdJOyMsOx0IuELYWFY_mYDLYa1vcRBPhPWH1zaHhIQOitbgOJoepSzzwyj9E-DV_lan-s0BFii3Y7B2rl37LZEqAmljq9MpcUA0CiJZM/s320/ws2008-7.png" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiniFOMdBxfaC_Z_ewRhFTzU9KzpFoWlkA9wgm8Wu1gJ933Q4O_EFjKnyf5dFwG7KZTjViRl3ZrDE0W5Tps4TCkSMSmpmkVjs8Ykbb3q2j7fYQRusEI30qapLcOCPur3xJVcnRwFUTH9uk/s1600/ws2008-8.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="194" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiniFOMdBxfaC_Z_ewRhFTzU9KzpFoWlkA9wgm8Wu1gJ933Q4O_EFjKnyf5dFwG7KZTjViRl3ZrDE0W5Tps4TCkSMSmpmkVjs8Ykbb3q2j7fYQRusEI30qapLcOCPur3xJVcnRwFUTH9uk/s320/ws2008-8.png" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf8im3hVkD8N05F9JyGBVq0UYL4qTac9GLgHgtu6ypjvUzbgotm7N4onJpt92lq7LWihFwBhV_KN5Wmqb6Lyoew9eW467qoV81YqQ9uSDkCO0rb7CFdSbnV-AuOYnKtJclMix5aHKKEPc/s1600/ws2008-9.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjf8im3hVkD8N05F9JyGBVq0UYL4qTac9GLgHgtu6ypjvUzbgotm7N4onJpt92lq7LWihFwBhV_KN5Wmqb6Lyoew9eW467qoV81YqQ9uSDkCO0rb7CFdSbnV-AuOYnKtJclMix5aHKKEPc/s320/ws2008-9.png" width="320" /></a></div>A diferencia de Windows Server Standard y Enterprise que se licencian con un modelo de servidor más CAL, Windows Server 2008 Datacenter y Windows Server 2008 for Itanium-Based Systems están licenciados con un modelo por procesador físico (número de procesadores en el servidor) más CAL. <br />
<br />
Windows Server 2008 for Itanium-Based Systems está dirigido a clientes que usan una plataforma Itanium y diseñado para cargas de trabajo específicas. Está designado a ser la principal plataforma alternativa para servidores RISC-based UNIX.<br />
<br />
Con Windows Server 2008 Datacenter y Windows Server 2008 for Itanium-Based Systems, se puede correr una instancia del software en el POSE y cualquier cantidad de instancias del software en el VOSE. A diferencia de Windows Server 2008 Standard and Enterprise, no hay restricción con respecto a que la instancia del software corriendo en el POSE pueda solamente ser usada para manejar o dar servicio a los ambientes de sistema operativo en el servidor. Sin embargo, cada procesador en la partición en la que las instancias del servidor estén corriendo, deben ser licenciadas. <br />
<br />
<strong><u>Preguntas Frecuentes con respecto a Datacenter y Sistemas Itanium</u></strong> <br />
<br />
<br />
<strong>P. ¿A qué tipo de tareas concretas va dirigida la edición de Windows Server 2008 para Sistemas Itanium?</strong><br />
<br />
R. Windows Server 2008 para Sistemas Itanium está orientado a soluciones de misión crítica de bases de datos y aplicaciones de línea de negocio y aplicaciones para clientes.<br />
<br />
<strong>P. ¿Dispone Windows Server 2008 para sistemas basados en Intel Itanium derechos de virtualización?</strong><br />
<br />
R. Sí, con la edición Windows Server 2008 para Sistemas Itanium, se adquieren los mismos derechos de virtualización que con Windows Server 2008 Datacenter. El rol de virtualización no está incluido dentro de esta edición, pero se puede utilizar Windows Server 2008 Sistemas Itanium con software de hypervisor de otro fabricante para este fin.<br />
<br />
<strong>P. Si obtengo mis licencias a través de Licencias por Volumen, ¿Cómo obtengo mis versiones de Sistema Operativo (OS) Windows Server 2008 x64 y 32 bits?</strong><br />
<br />
R. Los clientes que compran a través de Licencia por Volumen podrán recibir los CDs de instalación en sus paquetes habituales, como cualquier otra versión de Windows Server.<br />
<br />
<strong>P. Excepto para Windows Server 2008 Datacenter y Windows Server 2008 para Sistemas Itanium, ¿Por qué no se licencian Windows Server 2008 Estándar, Enterprise, y Windows Web Server 2008 en base a cada procesador como sucede con otros productos de aplicaciones de servidor?</strong><br />
<br />
R. Tras una evaluación de esta opción decidimos que el modelo por procesador no encajaba con la manera en que se utiliza el producto. La razón es que Windows Server puede ser utilizado y configurado de tantas maneras (por ejemplo, servidor de archivos e impresora, servidor de autenticación, servidor Web , o como plataforma de aplicaciones), que se consideró más apropiado basar los derechos de licencias y precios en un modelo escalable para que el precio se incremente de forma paralela a su utilización. El modelo CAL de licencias de acceso de servidor/cliente es flexible ofreciendo a las organizaciones de cualquier tamaño otras opciones de coste efectivo. <br />
<br />
<strong><u>Ejemplos para la utilización de las instancias virtuales</u></strong> <br />
<br />
<br />
En el ejemplo 1 se indica como con licencias de Windows Server 2008 Standard se pueden mover instancias virtuales del software de servidor de un servidor a otro, mientras esté debidamente licenciado para soportar esa instancia. Para las licencias que se adquieren por volumen la licencia concretamente se podría transferir de un servidor a otro pero en un plazo no menor a 90 días. <br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ8gYkQiLA_2NerIds425tABZHIaFp7_h1LLTeWd4id_FrF0BuBuQ93qtyP9hyj2Yp-Dp7bZF2lgno6SAF4riOPvXsm2B2h2tkMvu3ni-hJO8iH2J2st7p-T3dsUOQ_8El9Arylyj5P-0/s1600/Programas+de+Licenciamiento+por+Volumen+-+Lic+de+Producto+-+WS2008-00017.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ8gYkQiLA_2NerIds425tABZHIaFp7_h1LLTeWd4id_FrF0BuBuQ93qtyP9hyj2Yp-Dp7bZF2lgno6SAF4riOPvXsm2B2h2tkMvu3ni-hJO8iH2J2st7p-T3dsUOQ_8El9Arylyj5P-0/s1600/Programas+de+Licenciamiento+por+Volumen+-+Lic+de+Producto+-+WS2008-00017.jpg" /></a></div><br />
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<b><span style="font-size: small;">Preguntas Frecuentes de Virtualización </span> <br />
P. ¿Si tengo una licencia para Windows Server 2008 Estándar y quiero ejecutarla en un entorno de sistema operativo virtual podría continuar en el entorno de sistema operativo real? <br />
<br />
<br />
R. Sí, con Windows Server 2008 Estándar, usted puede ejecutar una instancia en el entorno del sistema operativo real y una instancia en el entorno del sistema operativo virtual.<br />
<br />
P. ¿Podría ejecutar Windows Server 2008 Estándar en lugar de Windows Server 2008 Enterprise en el entorno del sistema operativo físico?<br />
<br />
R. Sí. En los contratos de uso se especifica que está permitido el derecho de operar un Windows Server 2008 Estándar en lugar de un Windows Server 2008 Enterprise en un entorno de sistema operativo.<br />
<br />
P. ¿Puedo instalar y ejecutar Windows NT Server 4.0, Windows 2000 Server, Windows Server 2003, o Windows Server 2003 R2 como una de las cuatro instancias concedidas por Windows Server 2008 Enterprise?<br />
<br />
R. Sí. Puede operar con una versión anterior del sistema operativo de Windows Server, haciendo uso de su derecho de reversión especificado en sus contratos de licencias de software, aunque no es aplicable a ediciones posteriores. Necesitará utilizar los soportes de instalación que tiene para instalar y ejecutar Windows NT Server 4.0, Windows 2000 Server, Windows Server 2003, o Windows Server 2003 R2.<br />
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P. Tengo una licencia para Windows Server 2008 Enterprise, con derechos para operar cuatro instancias simultáneas en entornos operacionales virtuales (en el servidor que posee la licencia). Sin embargo, solamente estoy utilizando dos de las cuatro instancias en el servidor con licencia. ¿Puedo operar las dos instancias restantes en otro servidor?<br />
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R. Usted puede ejecutar las dos instancias remanentes en otro servidor si se cumplen las siguientes condiciones:<br />
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• El servidor en el que desear ejecutar las instancias tiene una licencia para Windows Server 2008 Enterprise o Windows Server 2008 edición Datacenter, y<br />
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• Ejecutando las dos instancias en el nuevo servidor sin sobrepasar la capacidad de ese servidor (cuatro con Windows Server 2008 Enterprise, y de forma ilimitada con Windows Server 2008 edición Datacenter).<br />
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Nota: No se puede ejecutar ninguna instancia remanente en un servidor que no haya sido licenciado.<br />
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P. Supongamos que tengo una licencia Windows Server 2008 Enterprise asignada a mi servidor. ¿Qué ocurre si quisiera añadir una quinta instancia al software del servidor en un entorno de sistema operativo virtual?<br />
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R. Con una licencia para Windows Server 2008 Enterprise, usted puede ejecutar hasta cuatro instancias de software en el entorno del sistema operativo virtual. Si quisiera ejecutar una quinta instancia en un entorno de sistema operativo virtual, deberá adquirir y asignar una licencia adicional a ese servidor. Podría resultar más económico suscribir una licencia de servidor con la versión Datacenter de Windows Server 2008 o “subir de nivel” su licencia Enterprise a una versión superior como Datacenter de Windows Server 2008.<br />
<br />
P. ¿Se pueden aplicar los derechos de virtualización de una licencia Windows Server 2008 a una tecnología virtual cuyo software no sea de Microsoft?<br />
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R. Sí. Los derechos de uso se aplican sin importar el tipo de producto virtual que se utilice. Sin embargo un software de tecnología virtual que no sea de Microsoft no tiene soporte de Microsoft. Para más información sobre la normativa de soportes, por favor consulte con los siguientes artículos de Microsoft Knowledge Base (KB): <br />
<br />
Estas son las actualizaciones más importantes que se van a presentar con la nueva versión de Windows Server R2. <br />
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El licenciamiento general de la versión R2 no cambia drásticamente, pero si lo hacen algunas de sus características. <br />
</b><br />
<div style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;"> </div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7QiOkEbfOjJ0iVuPQ0BGe_oybiWHHEO9dPBESww5dQzBqis2dRPe3CjG8Nq6WiLVZsVYzkSnPAxffIPGn9HfVj_B__T9HXHH1iTIilYKuAJrnPIC3MQJDup79e5gFs4iSQEevI2VgmwE/s1600/ws2008-10.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="312" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7QiOkEbfOjJ0iVuPQ0BGe_oybiWHHEO9dPBESww5dQzBqis2dRPe3CjG8Nq6WiLVZsVYzkSnPAxffIPGn9HfVj_B__T9HXHH1iTIilYKuAJrnPIC3MQJDup79e5gFs4iSQEevI2VgmwE/s640/ws2008-10.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: left;">Escenarios de Implementación</div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: left;">Escenario 1</div><br />
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La empresa ABC Inc. tiene una red corporativa con un servidor de firewall, un servidor de autenticación, uno para archivos/impresión y servidores corriendo SQL, Exchange y una aplicación custumizada.<br />
<br />
ABC Inc. tiene 5 empleados que usan 7 dispositivos que son conocidos para la compañía, ellos también tienen 20 socios de negocios que tienen permito un acceso limitado a algunos de los servidores de la compañía. Específicamente al SQL y la aplicación custumizada. <br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_kPCwNxZOviRhGaujCtrD_zw8a4ePLm5UsPhcHHrcRGrVTCJV26NWvRcmE36IMP5yo8dIBUpgZ0pzTV7Eqmrt_HHFZcPeQJCJpg3Md43P1O3x0EWMFujsuPJrZIKzRxCPVmooaQjpnuk/s1600/ws2008-11.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="372" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_kPCwNxZOviRhGaujCtrD_zw8a4ePLm5UsPhcHHrcRGrVTCJV26NWvRcmE36IMP5yo8dIBUpgZ0pzTV7Eqmrt_HHFZcPeQJCJpg3Md43P1O3x0EWMFujsuPJrZIKzRxCPVmooaQjpnuk/s640/ws2008-11.png" width="640" /></a></div><strong><u>Cuáles son los requerimientos de licenciamiento para este escenario?</u></strong> <br />
<br />
<br />
Como hay un total de 6 servidores corriendo aplicaciones que necesitan un sistema operativo de servidor previamente, (Firewall, autenticación, archivos/impresión, SQL, Aplicación Custumizada, Exchange), entonces se necesitan 6 licencias de Windows Server.<br />
<br />
Para el acceso de los empleados, se necesitan 5 CALs de Windows por Usuario o 7 por Dispositivo. Note que para los empleados es indiferente si el acceso es interno o externo.<br />
<br />
Para los socios de negocio, se necesitan 20 CALs de Windows por Usuario o 4 licencias de Conector Externo (2 para el firewall y el servidor de autenticación y 1 para cada uno de los servidores que están accediendo (SQL y la aplicación)).<br />
<br />
Este escenario requiere también de las CALs respectivas para las aplicaciones de servidor dependiendo de su modelo de licenciamiento (si es por procesador, por Servidor + CAL, o por Server+CAL+EC).<br />
<br />
En este caso es más costo-efectivo, licenciar a los empleados con el modelo de CAL de Usuario porque hay menos usuarios que dispositivos. Y como los Usuarios Externos son conocidos (y con un número limitado), es más costo-efectivo adquirir CALs de Windows individuales para ellos en lugar de adquirir las licencias de EC para cada Servidor accedido por los usuarios externos (20 x $29* vs. 4 x $2000*).<br />
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*Los precios aproximados para USA de las licencias por volumen… <br />
<br />
<strong><u>Escenario 2: Terminal Services External Connector</u></strong> <br />
<br />
<br />
ABC Health Corp. quiere extender su aplicación de beneficios a los clientes y socios de negocios/compañías de seguro. Hay 2500 usuarios/dispositivos, pero solamente un número limitado de usuarios, 500, en cierto momento. Otros empleados que no son los administradores, no tienen acceso a este set de servidores. <br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDE8Vs8YDlxJPaJi8gg5iTvosarbujOuVpHaMnnR_SSH_FaTPhzQo3L-G0CWnhY8Z4PE__ufeCiCtHE85kU_huyK2_Sui72xsWfguOka9-oSfTHQfkQ_XnJRUgq2c7AeKj9poayID7AuY/s1600/ws2008-12.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="205" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDE8Vs8YDlxJPaJi8gg5iTvosarbujOuVpHaMnnR_SSH_FaTPhzQo3L-G0CWnhY8Z4PE__ufeCiCtHE85kU_huyK2_Sui72xsWfguOka9-oSfTHQfkQ_XnJRUgq2c7AeKj9poayID7AuY/s320/ws2008-12.png" width="320" /></a></div>Cuáles son los requerimientos de licenciamiento para este escenario? <br />
<br />
<br />
Como hay un total de 3 servidores corriendo Windows Server software (1 servidor de Firewall/autenticación, 2 Terminal Servers), se necesitan 3 licencias de Windows Server.<br />
<br />
Para el acceso de los usuarios externos, se necesitan 2500 CALs por usuario de Windows y 2500 TS CAL por usuario, o 3 Licencias External Connector (EC) de Windows y 2 licencias External Connector de Terminal Server.<br />
<br />
En este caso el número total de usuarios es bastante grande, por lo que hay una diferencia significativa en cuanto al costo. Además la administración de esas CAL se va a tornar bastante complicada. Por esto tiene más costo efectivo adquirir licencias de EC. Comparando 2500 x $29 vs. (3 x $2000 + 2 x $8000) esto es $75,000 (además del costo indirect de manejar 2500 usuarios externos) vs $22,000<br />
<br />
Nota, no hay licenciamiento concurrente para los Terminal Servers, por lo que “500, en cierto momento” no impacta en la cantidad de CALs requeridas, A MENOS que 2500 usuarios usen los mismos 500 dispositivos. En este caso, 500 TS CALs por DISPOSITIVO podrían adquirirse (aunque este es un escenario poco probable).<br />
<br />
La licencia de Terminal Server es simplemente un Windows Server utilizado solamente la función de terminal services. No es una licencia específica. <br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_h1vm-GvC-gbryG7LpoPSMklzYWg0pxPPh7Pw-VbaSwLQoDAs4vpC9ONfwjgWu8Sr_edZEq74ME0jHrzzONSjj9MKHdO0YcwGqnT_ICstOJe1QkCznlmEez1vnW87pkWnF0vV8Rm5h0I/s1600/ws2008-13.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="208" j8="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_h1vm-GvC-gbryG7LpoPSMklzYWg0pxPPh7Pw-VbaSwLQoDAs4vpC9ONfwjgWu8Sr_edZEq74ME0jHrzzONSjj9MKHdO0YcwGqnT_ICstOJe1QkCznlmEez1vnW87pkWnF0vV8Rm5h0I/s320/ws2008-13.png" width="320" /></a></div>Basado en el diagrama anterior, <br />
<br />
Cada usuario/dispositivo de cliente interno, requiere CALs de Windows Server 2008 y Exchange 2007.<br />
<br />
Usuarios/dispositivos utilizando la funcionalidad de terminal services de Windows Server 2008, requieren CALs de Windows Server 2008, Windows Terminal Services 2008 CAL y Exchange 2007 CALs para acceder a Exchange.<br />
<br />
Los usuarios externos no requieren CALs porque el servidor ya está licenciado con External Connector de Windows Server 2008 y Exchange 2007 <br />
<br />
Recursos Adicionales <br />
<br />
<br />
<a href="http://www.microsoft.com/windowsserver2008/en/us/hyperv-main.aspx">Virtualización con Hyper-V</a><br />
<br />
<a href="http://www.microsoft.com/windowsserver2008/en/us/licensing.aspx">Recursos Técnicos</a><br />
<br />
<a href="http://www.microsoft.com/windowsserver2008/en/us/licensing.aspx">Licenciamiento Windows Server</a>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-32746873381339829822011-05-11T11:11:00.000-05:002011-05-11T11:33:46.200-05:00WHEA - Arquitectura de Windows Hardware Error<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNrfvr0q8pJOVHtC5ZlPCT_pgC6kz4Oxwzj9IPbbgS3p1sfRziYlxJwS_sfku7kd9kbXphT8T9DHNFG822sFaNPFkhc4EoHvJGkHJYDnBpWh0DXnbkvuvq4ZVWZGUHHlNlUFLLwXayAj8/s1600/WHEA.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 239px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNrfvr0q8pJOVHtC5ZlPCT_pgC6kz4Oxwzj9IPbbgS3p1sfRziYlxJwS_sfku7kd9kbXphT8T9DHNFG822sFaNPFkhc4EoHvJGkHJYDnBpWh0DXnbkvuvq4ZVWZGUHHlNlUFLLwXayAj8/s400/WHEA.jpg" alt="" id="BLOGGER_PHOTO_ID_5605496877165305810" border="0" /></a><br /><span><br />Arquitectura de hardware de Windows Error (WHEA) proporciona una infraestructura común para el manejo de errores de hardware en las plataformas Windows.</span> <span style=""> WHEA se destina a reducir el tiempo medio de recuperación de errores de hardware de muerte por los informes de errores y el sistema para reducir los accidentes relacionados con errores de hardware a través de la recuperación efectiva del sistema operativo error de hardware y vigilancia de la salud.</span> <span style=""> WHEA permite al sistema operativo Windows para utilizar eficazmente los estándares de hardware actuales y futuras de error, como el procesador Machine Check Architecture (MCA) y PCI Express avance de informe de errores (ARE).</span><p> <span> La aplicación inicial de WHEA se centra en los dispositivos de hardware de la plataforma, incluyendo el procesador, la memoria caché, y el sistema de interconexiones como PCI, PCI-X y PCI Express.</span> <span> errores de dispositivos periféricos permanecen bajo el control de sus respectivos controladores de dispositivo.</span></p><p><br /></p><p><span style="">Como resultado, WHEA proporciona las siguientes ventajas:</span> </p><ul><li><p> <span> Permite disponer de más datos de error amplio a estar disponible en un formato de registro de error estándar para determinar la causa raíz de los errores de hardware.</span> </p></li><li><p> <span style=""> Proporciona mecanismos para recuperarse de los errores de hardware para evitar bugchecking el sistema cuando un error de hardware no es fatal.</span> </p></li><li><p> <span> Soporta el modo de usuario las aplicaciones de gestión de error y permite el control avanzado de la salud del equipo al reportar los errores de hardware a través de seguimiento de eventos para Windows (ETW) y proporcionando una API para la gestión y control de errores.</span> </p></li><li><p> <span style=""> Es extensible, de modo que a medida que los proveedores de hardware añadir error de hardware nuevos y mejores mecanismos de información a sus dispositivos, WHEA permite al sistema operativo para dar cabida a los nuevos mecanismos con gracia.</span></p></li></ul>More Info : <a href="http://msdn.microsoft.com/en-us/windows/hardware/gg463510">http://msdn.microsoft.com/en-us/windows/hardware/gg463510</a><br /><p> </p>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-84423011872399051362009-11-19T11:01:00.000-05:002009-11-19T12:01:54.711-05:00Enrutamiento con un Protocolo de Vector Distancia<a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima01.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima01.jpg" alt="Enrutamiento con un Protocolo de Vector Distancia,Enrutamiento" border="0" /></a><br /><div style="text-align: center;"><span style="font-weight: bold;">Redes Empresariales</span><br /><br /><div style="text-align: left;">Las redes empresariales jerárquicas facilitan el flujo de información. La información circula entre los trabajadores móviles y las sucursales. Estas sucursales se conectan con oficinas corporativas en ciudades y países de todo el mundo. La organización debe crear una jerarquía para satisfacer los diferentes requisitos de red de cada parte de la compañía.<br /><br />Generalmente, los servicios y la información fundamentales se encuentran cerca de la parte superior de la jerarquía, en granjas de servidores o Storage area networks (SAN) protegidos. La estructura se expande en varios departamentos diferentes que se distribuyen en la parte más baja de la jerarquía.<br /><br />La comunicación entre los diferentes niveles de la jerarquía requiere una combinación de tecnologías LAN y WAN. A medida que la compañía crece o incorpora operaciones de e-commerce, es posible que se necesite una DMZ para albergar los distintos servidores.<br /></div><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima02.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima02.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Redes Empresariales</span><br /><br /><div style="text-align: left;">El control del tráfico es fundamental en una red empresarial. Sin él, estas redes no podrían funcionar.<br /><br />Los routers reenvían el tráfico e impiden que los envíos en broadcast congestionen los canales principales a los servicios fundamentales. Controlan el flujo de tráfico entre las LAN y sólo permiten que el tráfico necesario atraviese la red.<br /><br />Las redes empresariales proporcionan un alto nivel de fiabilidad y servicios. Para garantizar que esto suceda, los profesionales de redes:<br /><br />Diseñan redes que proporcionen enlaces redundantes para utilizar en caso de que falle una ruta de datos primaria.<br />Implementan Calidad de servicio (QoS) para garantizar que los datos críticos reciban un tratamiento prioritario.<br />Utilizan el filtrado de paquetes para denegar ciertos tipos de paquetes, maximizar el ancho de banda disponible y proteger la red contra ataques.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima03.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima03.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Topologias Empresariales</span><br /><br />La elección de la topología física adecuada permite que una compañía expanda sus servicios de red sin perder fiabilidad ni eficacia. Los diseñadores de red toman sus decisiones sobre la topología de acuerdo con los requisitos empresariales en cuanto al rendimiento y la fiabilidad. Las topologías en estrella y en malla se implementan generalmente en entornos empresariales.<br /><br />Topología en estrella<br /><br />Una topología física conocida es la topología en estrella. El centro de la estrella corresponde a la parte superior de la jerarquía, que puede estar compuesta por la sede corporativa de la empresa o la oficina central. Las sucursales de las diferentes ubicaciones se conectan con el centro, o hub, de la estrella.<br /><br />Una topología en estrella proporciona un control centralizado de la red. Todos los servicios fundamentales y el personal técnico pueden ubicarse en un mismo lugar. Las topologías en estrella son escalables. Para agregar una nueva sucursal simplemente se necesita establecer una conexión más al punto central de la estrella. Si una oficina agrega varias sucursales a su territorio, cada sucursal puede conectarse a un hub del centro de su propia área. Luego, éste vuelve a conectarse al punto central principal de la oficina central. De esta manera, una estrella simple puede convertirse en una estrella extendida y tener varias estrellas más pequeñas que se desprenden desde las sucursales.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima04.jpg" target="_blank"><img style="width: 538px; height: 379px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima04.jpg" alt="Photobucket" border="0" /></a><br /><br />Las topologías en estrella y estrella extendida crean un único punto de error. Las topologías de malla eliminan este problema.<br /><br />Topologías de malla<br /><br />Cada enlace adicional proporciona una ruta alternativa para los datos y agrega fiabilidad a la red. Con la adición de enlaces, la topología se convierte en una malla de nodos interconectados. Cada enlace adicional agrega costos y gastos. Además, hace que la administración de la red sea más compleja.<br /><br />Malla parcial<br /><br />La adición de enlaces redundantes sólo en un área específica de la empresa crea una malla parcial. Esta topología satisface los requisitos de tiempo de actividad y fiabilidad de áreas críticas, como granjas de servidores y SAN, y, a la vez, minimiza los gastos adicionales. Las demás áreas de la red todavía son vulnerables a fallas. Por lo tanto, es esencial ubicar la malla donde proporcione el máximo beneficio.<br /><br />Malla completa<br /><br />Cuando los períodos de inactividad no son aceptables, la red necesita una malla completa. Cada nodo de la topología de malla completa se conecta con los demás nodos de la empresa. Ésta es la topología con mayor resistencia a fallas, pero también es la más cara en cuanto a implementación.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima05.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima05.jpg" alt="Photobucket" border="0" /></a><br /><br /><br />Internet es un ejemplo excelente de una red en forma de malla. Los dispositivos de Internet no están bajo el control de ningún individuo u organización específico. Como resultado, la topología de Internet está en constante cambio, con algunos enlaces que se desconectan y otros que se conectan. Las conexiones redundantes balancean el tráfico y garantizan que haya una ruta confiable hacia el destino.<br /><br />Las redes empresariales presentan los mismos problemas que Internet. Por lo tanto, se implementan procesos que permiten que los dispositivos se adapten a estas condiciones de constante cambio y vuelvan a enrutar el tráfico según sea adecuado.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima06.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima06.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Enrutamiento Estatico y Enrutamiento Dinamico</span><br /><br /><div style="text-align: left;">La topología física de una red empresarial proporciona la estructura para el reenvío de datos. El enrutamiento proporciona el mecanismo que permite el funcionamiento. La búsqueda del mejor camino hacia el destino se convierte en una tarea muy difícil en una red empresarial, ya que un router puede tener varias fuentes de información desde las cuales construir la tabla de enrutamiento.<br /><br />Una tabla de enrutamiento es un archivo de datos que se encuentra en la RAM y almacena información acerca de redes conectadas directamente y redes remotas. La tabla de enrutamiento asocia cada red con una interfaz de salida o el siguiente salto.<br /><br />La interfaz de salida es la ruta física que utiliza el router para transmitir datos a una ubicación más cerca del destino. El siguiente salto es la interfaz de un router conectado que transmite los datos a una ubicación más cercana al destino final.<br /><br />La tabla también adjunta un número a cada ruta, que representa la fiabilidad o la precisión del origen de la información de enrutamiento. Este valor es la distancia administrativa. Los routers conservan información acerca de rutas conectadas directamente, rutas estáticas y rutas dinámicas.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima07.jpg" target="_blank"><img style="width: 539px; height: 286px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima07.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima08.jpg" target="_blank"><img style="width: 603px; height: 333px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima08.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima09.jpg" target="_blank"><img style="width: 615px; height: 341px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima09.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima10.jpg" target="_blank"><img style="width: 594px; height: 330px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima10.jpg" alt="Photobucket" border="0" /></a><br /></div></div><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima11.jpg" target="_blank"><img style="width: 626px; height: 336px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima11.jpg" alt="Photobucket" border="0" /></a><br /><br />Rutas conectadas directamente<br /><br />Una ruta conectada directamente se adjunta a una interfaz de router. La configuración de la interfaz con una dirección IP y una máscara de subred permite que la interfaz actúe como host en la red conectada. La dirección de red y la máscara de subred de la interfaz, junto con el tipo y número de interfaz, aparecen en la tabla de enrutamiento como red conectada directamente. La tabla de enrutamiento identifica las redes conectadas directamente con una C.<br /><br />Rutas estáticas<br /><br />Las rutas estáticas son rutas configuradas manualmente por un administrador de red. Incluyen la dirección de red y la máscara de subred de la red de destino, junto con la interfaz de salida o la dirección IP del router del siguiente salto. La tabla de enrutamiento identifica las rutas estáticas con una S. Las rutas estáticas tienen la menor distancia administrativa, porque son más estables y confiables que las rutas aprendidas de forma dinámica.<br /><br />Rutas dinámicas<br /><br />Los protocolos de enrutamiento dinámico también agregan redes remotas a la tabla de enrutamiento. Los protocolos de enrutamiento dinámico permiten que los routers compartan información sobre la posibilidad de conexión y el estado de las redes remotas mediante el descubrimiento de red. Cada protocolo envía y recibe paquetes de datos mientras ubica a otros routers y actualiza y mantiene las tablas de enrutamiento. Las rutas aprendidas mediante un protocolo de enrutamiento dinámico se identifican por el protocolo utilizado. Por ejemplo, R para RIP y D para EIGRP. Se les asigna la distancia administrativa del protocolo.<br /><br />Generalmente, en una red empresarial se utilizan tanto rutas estáticas como dinámicas. El enrutamiento estático se encarga de las necesidades específicas de la red. Según la topología física, una ruta estática puede utilizarse para controlar el flujo de tráfico.<br /><br />El límite de tráfico a un único punto de entrada/salida crea una red de conexión única. En algunas redes empresariales, las sucursales pequeñas sólo tienen una ruta posible para comunicarse con el resto de la red. En esta situación, no es necesario cargar el router de conexión única con las actualizaciones de enrutamiento y el aumento de gastos mediante la ejecución de un protocolo de enrutamiento dinámico, por lo tanto, resulta conveniente el enrutamiento estático.<br /><br />Según su ubicación y función, es posible que los routers empresariales específicos necesiten rutas estáticas. Los routers de borde utilizan rutas estáticas para proporcionar rutas seguras y estables al ISP. Otros routers dentro de la empresa utilizan protocolos de enrutamiento estático o dinámico según sea necesario para satisfacer sus necesidades.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima12.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima12.jpg" alt="Photobucket" border="0" /></a><br /><br />Los routers de una red empresarial utilizan recursos de ancho de banda, memoria y procesamiento para proporcionar servicios de NAT/PAT, filtrado de paquetes y otros servicios. El enrutamiento estático proporciona servicios de reenvío sin el gasto que implica la mayoría de los protocolos de enrutamiento dinámico.<br /><br />El enrutamiento estático proporciona más seguridad que el enrutamiento dinámico, porque no se necesitan actualizaciones de enrutamiento. Un pirata informático puede interceptar una actualización de enrutamiento dinámico para obtener información sobre una red.<br /><br />Sin embargo, el enrutamiento estático no está libre de problemas. Requiere tiempo y precisión por parte del administrador de red, quien debe especificar manualmente la información de enrutamiento. Un simple error de tipografía en una ruta estática puede dar como resultado un tiempo de inactividad de la red o la pérdida de paquetes. Cuando una ruta estática cambia, la red puede experimentar errores de enrutamiento y problemas durante la reconfiguración manual. Por estas razones, el enrutamiento estático es poco práctico para el uso general en un entorno empresarial grande.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima13.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima13.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Configuracion de Rutas Estaticas</span><br /><br /><div style="text-align: left;"><br /></div></div>El comando global para la configuración de la mayoría de las rutas estáticas es ip route, seguido por la red de destino, la máscara de subred y la ruta que se utiliza para alcanzarla. El comando es:<br /><br />Router(config)#ip route [dirección de red] [máscara de subred] [dirección del siguiente salto O interfaz de salida]<br /><br />El uso de la dirección del siguiente salto o la interfaz de salida reenvía el tráfico al destino adecuado. Sin embargo, estos dos parámetros se comportan de manera muy diferente.<br /><br />Antes de que un router reenvíe algún paquete, el proceso de la tabla de enrutamiento determina qué interfaz de salida se debe utilizar. Las rutas estáticas configuradas con interfaces de salida requieren una única búsqueda en la tabla de enrutamiento. Las rutas estáticas configuradas con el parámetro del siguiente salto deben recurrir dos veces a la tabla de enrutamiento para determinar la interfaz de salida.<br /><br />En una red empresarial, las rutas estáticas configuradas con interfaces de salida son ideales para las conexiones punto a punto, como las que se encuentran entre un router de borde y el ISP.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima14.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima14.jpg" alt="Photobucket" border="0" /></a><br /><br />Para determinar la interfaz de salida de las rutas estáticas configuradas con una interfaz de siguiente salto se necesitan dos pasos. Esto se denomina búsqueda recurrente. En una búsqueda recurrente:<br /><br />El router hace coincidir la dirección IP de destino de un paquete con la ruta estática.<br />Hace coincidir la dirección IP del siguiente salto de la ruta estática con las entradas de su tabla de enrutamiento para determinar qué interfaz se debe utilizar.<br /><br /><br />Si la interfaz de salida está desactivada, las rutas estáticas desaparecen de la tabla de enrutamiento. La tabla de enrutamiento vuelve a instalar las rutas cuando la interfaz se reactiva.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima15.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima15.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima16.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima16.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Configuracion de Rutas Estaticas</span><br /></div><br />El resumen de varias rutas estáticas como única entrada reduce el tamaño de la tabla de enrutamiento y hace que el proceso de búsqueda sea más eficaz. Este proceso se denomina sumarización de ruta.<br /><br />Se resumen varias rutas estáticas en una única ruta estática si:<br /><br />Las redes de destino se resumen en una única dirección de red.<br />Todas las rutas estáticas utilizan la misma interfaz de salida o la dirección IP del siguiente salto.<br /><br /><br />Sin los resúmenes de rutas, las tablas de enrutamiento dentro de los routers núcleo de Internet se vuelven inmanejables. Las redes empresariales presentan el mismo problema. Las rutas estáticas sumarizadas son una solución indispensable para la administración del tamaño de las tablas de enrutamiento.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima17.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima17.jpg" alt="Photobucket" border="0" /></a><br /><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Configuracion de Rutas Estaticas</span><br /><br /><div style="text-align: left;">Según los servicios WAN que se utilicen en la empresa, las rutas estáticas proporcionan un servicio de respaldo cuando falla el enlace WAN principal. Para brindar este servicio de respaldo, se puede utilizar una característica llamada rutas estáticas flotantes.<br /><br />De forma predeterminada, una ruta estática tiene una menor distancia administrativa que la ruta aprendida de un protocolo de enrutamiento dinámico. Una ruta estática flotante tiene una mayor distancia administrativa que la ruta aprendida de un protocolo de enrutamiento dinámico. Por esa razón, una ruta estática flotante no se muestra en la tabla de enrutamiento. La entrada de ruta estática flotante aparece en la tabla de enrutamiento sólo si se pierde la información dinámica.<br /><br />Para crear una ruta estática flotante, agregue un valor de distancia administrativa al final del comando ip route:<br /><br />Router(config)#ip route 192.168.4.0 255.255.255.0 192.168.9.1 200<br /><br />La distancia administrativa especificada debe ser mayor que la AD asignada al protocolo de enrutamiento dinámico. El router utiliza la ruta principal durante el tiempo que está activa. Si la ruta principal no está activa, la tabla instala la ruta estática flotante.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima18.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima18.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Rutas Predeterminadas</span><br /><br /><div style="text-align: left;">Las tablas de enrutamiento no pueden contener rutas a todos los sitios de Internet posibles. A medida que las tablas de enrutamiento crecen en tamaño, requieren más RAM y más potencia de procesamiento. Un tipo especial de ruta estática, llamada ruta predeterminada, especifica qué gateway se utiliza cuando la tabla de enrutamiento no contiene una ruta hacia un destino. Es normal que las rutas predeterminadas se dirijan al siguiente router en el trayecto hacia el ISP. En una empresa compleja, las rutas predeterminadas conducen el tráfico de Internet fuera de la red.<br /><br />El comando para crear una ruta predeterminada es similar al comando utilizado para crear una ruta estática común o flotante. La dirección de red y la máscara de subred se especifican como 0.0.0.0, lo cual la convierte en una ruta quad zero. El comando utiliza la dirección del siguiente salto o los parámetros de la interfaz de salida.<br /><br />Los ceros indican al router que no es necesario que los bits coincidan para utilizar esta ruta. Siempre que no exista una mejor coincidencia, el router utiliza la ruta estática predeterminada.<br /><br />La ruta predeterminada final, ubicada en el router de borde, envía el tráfico al ISP. Esta ruta identifica la parada final dentro de la empresa, ya que el gateway de último recurso para los paquetes no puede coincidir. Esta información aparece en las tablas de enrutamiento de todos los routers.<br /><br />Si la empresa utiliza un protocolo de enrutamiento dinámico, el router de borde puede enviar una ruta predeterminada a los demás routers como parte de una actualización de enrutamiento dinámico.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima19.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima19.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Protocolos de Enrutamiento por Vector-Distancia</span><br /></div><br /></div></div></div><div style="text-align: left;">Los protocolos de enrutamiento dinámico se clasifican en dos categorías principales: protocolos de vector distancia y protocolos de Link-State.<br /><br />Los routers que ejecutan protocolos de enrutamiento vector distancia comparten información de red con los vecinos conectados directamente. Luego, los routers vecinos publican la información a sus vecinos hasta que todos los routers de la empresa aprendan la información.<br /><br />Un router que ejecuta un protocolo de vector distancia no conoce la ruta completa hacia un destino, sólo conoce la distancia hasta la red remota y la dirección o el vector. Su conocimiento proviene de la información obtenida de los vecinos conectados directamente.<br /><br />Como todos los protocolos de enrutamiento, los protocolos de vector distancia utilizan una métrica para determinar la mejor ruta. Los protocolos de vector distancia calculan la mejor ruta según la distancia de un router a la red. Un ejemplo de una métrica utilizada es el conteo de saltos, que es el número de routers, o saltos, entre un router y el destino.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima20.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima20.jpg" alt="Photobucket" border="0" /></a><br /><br />Los protocolos de vector distancia requieren configuraciones y una administración más simples que los protocolos de estado de enlace. Pueden ejecutarse en routers antiguos y con menos potencia y requieren menor cantidad de memoria y procesamiento.<br /><br />Los routers que utilizan protocolos de vector distancia realizan un envío en broadcast o multicast de toda la tabla de enrutamiento a sus vecinos en intervalos regulares. Si un router aprende más de una ruta hacia un destino, calcula y publica la ruta que posee la métrica más baja.<br /><br />Este método de transmisión de información de enrutamiento a través de redes grandes es lento. En determinado momento, es posible que algunos routers no tengan la información más reciente acerca de la red. Esto limita la escalabilidad de los protocolos y causa problemas como routing loops.<br /><br />Las versiones de 1 y 2 de RIP son protocolos de vector distancia reales, mientras que EIGRP es un protocolo de vector distancia con capacidades avanzadas. RIPng, la última versión de RIP, fue diseñado específicamente para ser compatible con IPv6.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima21.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima21.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Protocolo de Informacion de Routing (RIP)</span><br /><br /><div style="text-align: left;">RIPv1 fue el primer y único protocolo de enrutamiento IP disponible durante los comienzos del networking. RIPv1 no envía información de máscara de subred en sus actualizaciones de enrutamiento y, por lo tanto, no es compatible con VLSM y CIDR.<br /><br />RIPv1 resume automáticamente las redes en el límite con clase y trata todas las redes como si fueran clases A, B y C predeterminadas. Mientras que sean redes contiguas, como 192.168.1.0, 192.168.2.0 y sucesivas, esta función no plantea problemas graves.<br /><br />Sin embargo, si las redes no son contiguas, por ejemplo, si las redes 192.168.1.0 y 192.168.2.0 están separadas por la red 10.0.1.0, es posible que RIPv1 no notifique las rutas correctamente.<br /><br />De forma predeterminada, RIPv1 envía broadcasts de las actualizaciones de enrutamiento a todos los routers conectados cada 30 segundos.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima22.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima22.jpg" alt="Photobucket" border="0" /></a><br /><br />RIPv2 tiene muchas funciones de RIPv1. También incluye mejoras importantes. RIPv2 es un protocolo de enrutamiento sin clase compatible con VLSM y CIDR. En las actualizaciones de v2, se incluye un campo de máscara de subred que permite el uso de redes no contiguas. RIPv2 también puede desactivar la sumarización automática de rutas.<br /><br />Ambas versiones de RIP envían la tabla de enrutamiento completa en actualizaciones a todas las interfaces involucradas. RIPv1 envía broadcasts de estas actualizaciones a 255.255.255.255. Esto requiere que todos los dispositivos de una red de broadcast, como Ethernet, procesen los datos. RIPv2 envía multicasts de sus actualizaciones a 224.0.0.9. Los multicasts ocupan menos ancho de banda de red que los broadcasts. Los dispositivos que no están configurados para RIPv2 descartan los multicasts en la capa de enlace de datos.<br /><br />Los atacantes generalmente introducen actualizaciones no válidas para hacer que un router envíe datos al destino equivocado o para degradar seriamente el rendimiento de la red. La información no válida puede aparecer en la tabla de enrutamiento debido a una configuración incorrecta o al mal funcionamiento de un router. La encriptación de la información de enrutamiento esconde el contenido de la tabla de enrutamiento a los routers que no poseen la contraseña o los datos de autenticación. RIPv2 tiene un mecanismo de autenticación, mientras que RIPv1 no lo tiene.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima23.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima23.jpg" alt="Photobucket" border="0" /></a><br /><br />Aunque RIPv2 proporciona varias mejoras, no es un protocolo completamente diferente. RIPv2 comparte muchas de las funciones de RIPv1, como:<br /><br />Métrica de conteo de saltos<br />15 saltos como máximo<br />TTL equivale a 16 saltos<br />Intervalo predeterminado de actualización de 30 segundos<br />Envenenamiento de ruta, envenenamiento en reversa, horizonte dividido y esperas para evitar bucles<br />Actualizaciones con el puerto UDP 520<br />Distancia administrativa de 120<br />Encabezado de mensaje con hasta 25 rutas sin autentificación<br /><br /><br />Cuando un router se inicia, cada interfaz configurada con RIP envía un mensaje de solicitud. Este mensaje solicita que todos los vecinos de RIP envíen las tablas de enrutamiento completas. Los vecinos compatibles con RIP envían un mensaje de respuesta que incluye las entradas de red conocidas. El router receptor evalúa cada entrada de ruta según los siguientes criterios:<br /><br />Si la entrada de ruta es nueva, el router receptor instala la ruta en la tabla de enrutamiento.<br />Si la ruta ya se encuentra en la tabla y la entrada viene de un origen diferente, la tabla de enrutamiento reemplaza la entrada existente si la nueva tiene un conteo de saltos mejor.<br />Si la ruta ya se encuentra en la tabla y la entrada viene del mismo origen, reemplaza la entrada existente aunque la métrica no sea mejor.<br /><br /><br />A continuación, el router de inicio envía una triggered update a todas las interfaces compatibles con RIP que contiene su propia tabla de enrutamiento. Se informa a los vecinos de RIP de todas las rutas nuevas.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima24.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima24.jpg" alt="Photobucket" border="0" /></a><br /><br />Mientras que los routers envíen y procesen las versiones correctas de las actualizaciones de enrutamiento, RIPv1 y RIPv2 son totalmente compatibles. De forma predeterminada, RIPv2 envía y recibe sólo actualizaciones de la versión 2. Si una red debe utilizar ambas versiones de RIP, el administrador de red configura RIPv2 para que envíe y reciba ambas versiones, 1 y 2. De forma predeterminada, RIPv1 envía actualizaciones de la versión 1, pero recibe de las dos versiones, 1 y 2.<br /><br />Dentro de una empresa, puede ser necesario utilizar ambas versiones de RIP. Por ejemplo, es posible que parte de la red se migre a RIPv2, mientras que otra parte permanezca con RIPv1. El reemplazo de la configuración de RIP global con comportamiento específico de cada interfaz permite que los routers sean compatibles con ambas versiones de RIP.<br /><br />Para personalizar la configuración global de una interfaz, utilice los siguientes comandos de configuración de interfaz:<br /><br />ip rip send version <1><br />ip rip receive version <1><br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima25.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima25.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima26.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima26.jpg" alt="Photobucket" border="0" /></a><br /></div></div><br /><div style="text-align: center;"><span style="font-weight: bold;">Configuracion de RIP v2</span><br /><br /><div style="text-align: left;">Antes de realizar la configuración de RIP, asigne direcciones IP y máscaras a todas las interfaces que intervienen en el enrutamiento. Si fuera necesario, establezca una frecuencia de reloj en los enlaces seriales. Una vez finalizadas las configuraciones básicas, configure RIP.<br /><br />La configuración de RIP básica consta de tres comandos:<br /><br />Router(config)#router rip<br /><br />Habilita el protocolo de enrutamiento.<br /><br /><br />Router(config)#version 2<br /><br />Especifica la versión.<br /><br /><br />Router(config-router)#network [dirección de red]<br /><br />Identifica cada red conectada directamente que RIP debe publicar.<br /><br /><br />Para configurar la autenticación MD5, vaya a cualquier interfaz que intervenga en RIPv2 y especifique el comando ip rip authentication mode md5. Este comando encripta las actualizaciones que se envían a esa interfaz.<br /><br />RIPv2 propaga una ruta predeterminada a sus routers vecinos como parte de sus actualizaciones de enrutamiento. Para lograrlo, crea la ruta predeterminada y, luego, agrega redistribute static a la configuración de RIP.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima27.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima27.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center; font-weight: bold;">Problemas Con RIP<br /><br /><div style="text-align: left; font-weight: normal;">Cuando se utiliza RIP, surgen varios problemas relacionados con la seguridad y el rendimiento. El primero está relacionado con la precisión de la tabla de enrutamiento.<br /><br />Las dos versiones de RIP resumen automáticamente las subredes en el límite con clase. Esto significa que RIP reconoce las subredes como una red clase A, B o C. Generalmente, las redes empresariales utilizan direccionamiento IP sin clase y una variedad de subredes, algunas de las cuales no están conectadas directamente entre sí, por lo que se crean subredes no contiguas.<br /><br />A diferencia de RIPv1, con RIPv2 se puede deshabilitar la función de sumarización automática. Cuando se la desactiva, RIPv2 envía informes a todas las subredes con información de máscara de subred. Esto se realiza para garantizar que la tabla de enrutamiento sea más precisa. Para lograrlo, agregue el comando no auto-summary a la configuración de RIPv2.<br /><br />Router(config-router)#no auto-summary<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima28.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima28.jpg" alt="Photobucket" border="0" /></a><br /><br />Otro tema para tener en cuenta es la naturaleza de broadcast de las actualizaciones RIP. No bien la configuración de RIP indica un comando network para una red determinada, RIP comienza a enviar publicaciones inmediatamente a todas las interfaces que pertenecen a esa red. Es posible que estas actualizaciones no sean necesarias en todas las porciones de la red. Por ejemplo, una interfaz LAN Ethernet pasa estas actualizaciones a los dispositivos que se encuentran en su segmento de red, lo cual genera un tráfico innecesario. La tabla de enrutamiento puede ser interceptada por cualquier dispositivo. Esto hace que la red sea menos segura.<br /><br />El comando passive-interface, emitido en el modo de interfaz, desactiva las actualizaciones de enrutamiento en las interfaces especificadas.<br /><br />Router(config-router)#passive-interfaceinterface-type interface-number<br /><br />En redes empresariales complejas que ejecutan más de un protocolo de enrutamiento, el comando passive-interface define qué routers aprenden rutas RIP. Cuando se limita la cantidad de interfaces que publican rutas RIP, aumentan la seguridad y el control de tráfico.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima29.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima29.jpg" alt="Photobucket" border="0" /></a><br /><br />Una red que ejecuta RIP necesita tiempo para converger. Es posible que algunos routers contengan rutas incorrectas en sus tablas de enrutamiento hasta que todos los routers se hayan actualizado y tengan la misma vista de la red.<br /><br />La información de red errónea puede provocar que las actualizaciones de enrutamiento y el tráfico realicen bucles interminables al realizar una cuenta a infinito. En el protocolo de enrutamiento RIP, el infinito se produce cuando el conteo de saltos es 16.<br /><br />Los routing loops afectan negativamente el rendimiento de la red. RIP contiene varias funciones diseñadas para combatir este impacto. Generalmente, estas funciones se utilizan en combinación:<br /><br />Envenenamiento en reversa<br />Horizonte dividido<br />Temporizador de espera<br />Triggered updates<br /><br /><br />El envenenamiento en reversa establece la métrica de una ruta en 16, lo cual la convierte en inalcanzable. Como el RIP define el infinito como 16 saltos, cualquier red ubicada más allá de los 15 saltos es inalcanzable. Si una red está desactivada, un router cambia la métrica de esa ruta a 16, por lo tanto, todos los demás routers la ven como inalcanzable. Esta función evita que el protocolo de enrutamiento envíe información mediante rutas envenenadas.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima30.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima30.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima31.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima31.jpg" alt="Photobucket" border="0" /></a><br /><br /><br />Las funciones anti bucle de RIP agregan estabilidad al protocolo, pero también tiempo convergencia.<br /><br />El horizonte dividido evita la formación de bucles. Cuando varios routers publicitan las mismas rutas de red entre sí, es posible que se formen routing loops. El horizonte dividido determina que un router que recibe información de enrutamiento en una interfaz no puede volver a enviar una actualización acerca de esa misma red a la misma interfaz.<br /><br />El temporizador de espera estabiliza las rutas. El estabilizador de espera niega la aceptación de actualizaciones de rutas con una métrica superior para la misma red de destino durante un período posterior a la desactivación de una ruta. Si durante el período de espera la ruta original vuelve a estar en funcionamiento o el router recibe información de ruta con una métrica inferior, el router instala la ruta en la tabla de enrutamiento y comienza a utilizarla de inmediato.<br /><br />El tiempo de espera predeterminado es de 180 segundos, seis veces más que el período de actualización regular. El valor predeterminado se puede modificar. Sin embargo, cualquier período de espera aumenta el tiempo de convergencia y tiene un impacto negativo sobre el rendimiento de la red.<br /><br />Cuando una ruta falla, RIP no espera hasta la próxima actualización periódica. En cambio, envía una actualización inmediata denominada triggered update. Ésta publica la ruta con errores y aumenta la métrica a 16, lo cual envenena la ruta. Esta actualización pone la ruta en estado de espera mientras RIP intenta encontrar una ruta alternativa con una métrica mejor.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima32.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima32.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima33.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima33.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Verificacion de RIP</span><br /><div style="text-align: left;">RIPv2 es un protocolo fácil de configurar. Sin embargo, se pueden producir errores o inconsistencias en la red. Existen muchos comandos show que ayudan al técnico a verificar la configuración de RIP y resolver problemas de funcionalidad de RIP.<br /><br />Los comandos show ip protocols y show ip route son importantes para realizar verificaciones y resolver los problemas de cualquier protocolo de enrutamiento.<br /><br />Los siguientes comandos sirven específicamente para verificar y resolver problemas de RIP:<br /><br />show ip rip database: Enumera todas las rutas que conoce RIP.<br />debug ip rip o debug ip rip {events}: Muestra las actualizaciones de enrutamiento de RIP tal como fueron enviadas y recibidas en tiempo real.<br /><br /><br />El resultado de este comando debug muestra la dirección de origen y la interfaz de cada actualización, además de la versión y la métrica.<br /><br />No utilice los comandos debug más de lo necesario. La depuración consume ancho de banda y potencia de procesamiento, lo cual reduce la velocidad del rendimiento de la red.<br /><br />El comando ping se puede utilizar para probar la conectividad de extremo a extremo. El comando show running-config proporciona un método conveniente para verificar que todos los comandos se especificaron correctamente.<br /><span style="font-weight: bold;"><br /><br /></span><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima34.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima34.jpg" alt="Photobucket" border="0" /></a><span style="font-weight: bold;"><br /><br /><span style="font-weight: bold;"></span><br /></span><br /></div></div></div></div></div></div></div></div><div style="text-align: center;">Limitaciones de RIP<br /><br /><div style="text-align: left;">El protocolo de enrutamiento vector distancia RIP es fácil de configurar y requiere mínimas cantidades de recursos de router para poder funcionar.<br /><br />Sin embargo, la métrica de conteo de saltos simple utilizada para RIP no es una forma adecuada de determinar el mejor camino en redes complejas. Además, la limitación de RIP de 15 saltos puede marcar redes distantes como inalcanzables.<br /><br />RIP emite actualizaciones periódicas de su tabla de enrutamiento, lo cual consume ancho de banda incluso si no se realizaron cambios en la red. Los routers deben aceptar estas actualizaciones y procesarlas para ver si contienen información de ruta actualizada.<br /><br />Las actualizaciones que van de un router a otro tardan un tiempo en llegar a todas las áreas de la red. Como resultado, es posible que los routers no tengan una visión correcta de la red. Como consecuencia del tiempo de convergencia lento, se pueden desarrollar routing loops, que consumen ancho de banda valioso.<br /><br />Estas características limitan la utilidad del protocolo de enrutamiento RIP dentro del entorno empresarial.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima35.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima35.jpg" alt="Photobucket" border="0" /></a><br /><br />Enrutamiento con el Protocolo EIGRP<br /><br /><div style="text-align: center;">Protocolo de Enrutamiento de GAteway interior Mejorado (EIGRP)<br /><br /><div style="text-align: left;">Las limitaciones de RIP condujeron al desarrollo de protocolos más avanzados. Los profesionales de networking necesitaban un protocolo que fuera compatible con VLSM y CIDR, de fácil escalabilidad y que proporcionara una convergencia rápida en redes empresariales complejas.<br /><br />Cisco desarrolló EIGRP como protocolo de enrutamiento vector distancia patentado. Cuenta con capacidades mejoradas que abordan muchas de las limitaciones de otros protocolos de vector distancia. EIGRP comparte algunas de las características de RIP y, a su vez, utiliza funciones avanzadas.<br /><br />Aunque la configuración de EIGRP es relativamente simple, las funciones y opciones subyacentes son complejas. EIGRP contiene muchas funciones que no posee ninguno de los otros protocolos de enrutamiento. Todos estos factores hacen que EIGRP sea una excelente opción para redes multiprotocolo grandes que utilizan, principalmente, dispositivos Cisco.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima36.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima36.jpg" alt="Photobucket" border="0" /></a><br /><br />Los dos objetivos principales de EIGRP son proporcionar un entorno de enrutamiento sin bucles y una convergencia rápida. Para lograr estos objetivos, EIGRP utiliza un método diferente al de RIP para calcular la mejor ruta. La métrica que utiliza es una métrica compuesta que considera, fundamentalmente, el ancho de banda y el retraso. Esta métrica es más precisa que el conteo de saltos en cuanto a la determinación de la distancia a una red de destino.<br /><br />El Algoritmo de actualización por difusión (DUAL) utilizado por EIGRP garantiza operaciones sin bucles al mismo tiempo que calcula las rutas. Cuando se produce un cambio en la topología de red, DUAL sincroniza todos los routers afectados simultáneamente. Por estas razones, la distancia administrativa de EIGRP es de 90, mientras que la distancia administrativa de RIP es de 120. El número menor refleja una mayor confiabilidad de EIGRP y una mayor precisión de la métrica. Si un router aprende rutas hacia el mismo destino desde RIP y EIGRP, elige la ruta de EIGRP por sobre la aprendida mediante RIP.<br /><br />EIGRP rotula como externas las rutas aprendidas a través de otro protocolo de enrutamiento. Como la información que se utiliza para calcular estas rutas no es tan confiable como la métrica de EIGRP, adjunta una mayor distancia administrativa hacia las rutas.<br /><br /><br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima37.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima37.jpg" alt="Photobucket" border="0" /></a><br /><br />EIGRP es una buena elección para redes de entornos complejos compuestas principalmente por routers Cisco. El máximo conteo de saltos de 224 admite redes grandes. EIGRP puede mostrar más de una tabla de enrutamiento, ya que puede recolectar y mantener información de enrutamiento para una variedad de protocolos enrutados, como IP e IPX. La tabla de enrutamiento de EIGRP notifica las rutas aprendidas dentro y fuera del sistema local.<br /><br />A diferencia de otros protocolos de vector distancia, EIGRP no envía tablas completas en las actualizaciones. EIGRP envía sus actualizaciones parciales en multicast acerca de cambios específicos sólo a los routers que necesitan la información, no a todos los routers del área. Éstas se denominan actualizaciones limitadas, ya que reflejan parámetros específicos.<br /><br />En lugar de enviar actualizaciones de enrutamiento periódicas, EIGRP envía pequeños paquetes de saludo para mantener el conocimiento de sus vecinos. Como su tamaño es limitado, tanto las actualizaciones limitadas como los paquetes de saludo permiten ahorrar ancho de banda y, a la vez, mantener la información de red actualizada.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima38.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima38.jpg" alt="Photobucket" border="0" /></a><br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima39.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima39.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Tablas y Terminologia EIGRP</span><br /><br /><div style="text-align: left;">Para almacenar información de red de las actualizaciones y admitir una convergencia rápida, EIGRP mantiene varias tablas. Los routers EIGRP mantienen información de ruta y topología a disposición en la RAM, para que puedan reaccionar rápidamente ante los cambios. EIGRP mantiene tres tablas interconectadas:<br /><br />Tabla de vecinos<br />Tabla de topología<br />Tabla de enrutamiento<br /><br /><br />Tabla de vecinos<br />La tabla de vecinos contiene información sobre los routers vecinos conectados directamente. EIGRP registra la dirección de un vecino nuevo y la interfaz que lo conecta a él.<br /><br />Cuando un vecino envía un paquete de saludo, publica un tiempo de espera. El tiempo de espera es el lapso de tiempo durante el cual un router considera que un vecino se puede alcanzar. Si no se recibe un paquete de saludo dentro del tiempo de espera, el tiempo vence y DUAL vuelve a calcular la topología.<br /><br />Como la convergencia rápida depende de contar con información precisa de los vecinos, esta tabla es fundamental para la operación de EIGRP.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima40.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima40.jpg" alt="Photobucket" border="0" /></a><br /><br />Tabla de topología<br />La tabla de topología enumera todos las rutas aprendidas de cada vecino de EIGRP. DUAL toma la información de las tablas de vecinos y de topología y calcula las rutas de menor costo hacia cada vecino.<br /><br />La tabla de topología identifica hasta cuatro rutas principales sin bucles para cualquier destino. Estas rutas de sucesor aparecen en la tabla de enrutamiento. EIGRP balancea la carga o envía paquetes a un destino mediante más de una ruta. Realiza el balanceo de carga mediante rutas de sucesor de igual costo y de distinto costo. Esta función evita que se sobrecargue una ruta con paquetes.<br /><br />Las rutas de copia de respaldo, llamadas sucesores factibles, aparecen en la tabla de topología pero no en la tabla de enrutamiento. Si una ruta principal falla, un sucesor factible se convierte en una ruta de sucesor. Este respaldo se produce siempre que el sucesor factible tenga una distancia notificada menor que la distancia factible de la distancia actual del sucesor hacia el destino.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima46.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima46.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima47.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima47.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima48.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima48.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima49.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima49.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima50.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima50.jpg" alt="Photobucket" border="0" /></a><br /><br />Tabla de Enrutamiento<br /><br />Tabla de enrutamiento<br /><br />Mientras que la tabla de topología contiene información acerca de varias rutas posibles hacia un destino de red, la tabla de enrutamiento muestra sólo el mejor camino o rutas de sucesor.<br /><br />EIGRP muestra información acerca de las rutas de dos formas:<br /><br />La tabla de enrutamiento identifica las rutas aprendidas mediante EIGRP con una D.<br />EIGRP rotula como D EX o externas las rutas dinámicas o estáticas aprendidas de otros protocolos de enrutamiento o desde fuera de la red EIGRP, porque no se originaron en los routers EIGRP con el mismo AS.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima51.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima51.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima52.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima52.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Vecinos y Adyacencias de EIGRP</span><br /><br /><div style="text-align: left;">Para que EIGRP pueda intercambiar paquetes entre routers, primero debe descubrir sus vecinos. Los vecinos de EIGRP son otros routers que ejecutan EIGRP en redes compartidas conectadas directamente.<br /><br />Los routers EIGRP utilizan paquetes de saludo para descubrir vecinos y establecer adyacencias con routers vecinos. De forma predeterminada, los paquetes de saludo se envían por multicast cada 5 segundos en los enlaces superiores a T1, y cada 60 segundos en los enlaces T1 o más lentos.<br /><br />En las redes IP, la dirección multicast es 224.0.0.10. Los paquetes de saludo contienen información acerca de las interfaces del router y las direcciones de la interfaz. Un router EIGRP supone que mientras se reciban paquetes de saludo de un vecino, ese vecino y sus rutas son alcanzables.<br /><br />El tiempo de espera es el período que EIGRP espera para recibir un paquete de saludo. Generalmente, el tiempo de espera es 3 veces superior a la duración del intervalo de saludo. Cuando finaliza el tiempo de espera y EIGRP declara la ruta inactiva, DUAL vuelve a evaluar la topología y actualiza la tabla de enrutamiento.<br /><br />La información descubierta mediante el protocolo de saludo proporciona información para la tabla de vecinos. Un número de secuencia registra el número del último paquete de saludo recibido de cada vecino y coloca una marca horaria del horario en que llega el paquete.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima53.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima53.jpg" alt="Photobucket" border="0" /></a><br /><br />Cuando se establece una adyacencia de vecinos, EIGRP utiliza diferentes tipos de paquetes para intercambiar y actualizar la información de la tabla de enrutamiento. Los vecinos aprenden las nuevas rutas, las rutas inalcanzables y vuelven a descubrir las rutas mediante el intercambio de estos paquetes:<br /><br />Acuse de recibo<br />Actualización<br />Consulta<br />Respuesta<br /><br /><br />Cuando se pierde una ruta, pasa a un estado activo y DUAL busca una nueva ruta hacia el destino. Cuando la ruta se encuentra, se transmite a la tabla de enrutamiento y se coloca en un estado pasivo.<br /><br />Estos paquetes ayudan a DUAL a obtener la información que necesita para calcular la mejor ruta hacia la red de destino.<br /><br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima54.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima54.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima55.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima55.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima56.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima56.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima57.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima57.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima58.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima58.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima59.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima59.jpg" alt="Photobucket" border="0" /></a><br /><br />Un paquete de reconocimiento indica la recepción de un paquete de actualización, consulta o respuesta. Los paquetes de reconocimiento son paquetes de saludo pequeños que no contienen datos. Estos tipos de paquete son siempre unicast.<br /><br />Un paquete de actualización envía información a su vecino acerca de la topología de red. Luego, ese vecino actualiza su tabla de topología. Para enviar la información de topología completa al vecino se requieren varias actualizaciones.<br /><br />Cada vez que DUAL coloca una ruta en estado activo, el router debe enviar un paquete de consulta a cada vecino. Los vecinos deben enviar respuestas, aunque éstas indiquen que no hay información disponible en el destino. La información que contiene cada paquete de repetición ayuda a DUAL a ubicar una ruta de sucesor en la red de destino. Las consultas pueden ser multicast o unicast. Las respuestas se envían siempre en unicast.<br /><br />Los tipos de paquetes de EIGRP utilizan un servicio orientado a la conexión similar a TCP o un servicio sin conexión similar a UDP. Los paquetes de actualización, consulta y respuesta utilizan el servicio similar a TCP. Los paquetes de acuse de recibo y de saludo utilizan el servicio similar a UDP.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima60.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima60.jpg" alt="Photobucket" border="0" /></a><br /><br />Como protocolo de enrutamiento, EIGRP funciona independientemente de la capa de red. Cisco diseñó el protocolo de transporte confiable (RTP) como protocolo de Capa 4 patentado. RTP garantiza el envío y la recepción de los paquetes EIGRP para todos los protocolos de capa de red. Como es posible que las redes grandes y complejas utilicen una variedad de protocolos de capa de red, este protocolo permite que EIGRP sea flexible y escalable.<br /><br />RTP se puede utilizar como protocolo de transporte confiable o de mejor esfuerzo, similar a TCP y UDP. El RTP confiable requiere un paquete de acuse de recibo del receptor al emisor. Los paquetes de actualización, consulta y respuesta se envían de manera confiable; los paquetes de saludo y de reconocimiento se envían con el mejor esfuerzo y no requieren acuse de recibo. RTP utiliza paquetes unicast y multicast. Los paquetes EIGRP multicast utilizan la dirección multicast reservada 224.0.0.10.<br /><br />Cada protocolo de capa de red funciona mediante un módulo dependiente de protocolo, o PDM, responsable de la tarea de enrutamiento específica. Cada PDM mantiene tres tablas. Por ejemplo, un router que ejecuta IP, IPX y AppleTalk tiene tres tablas de vecinos, tres tablas de topología y tres tablas de enrutamiento.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima61.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima61.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima62.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima62.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Metricas y Convergencias de EIGRP</span><br /><br />EIGRP utiliza un valor métrico compuesto para determinar el mejor camino a un destino. Esta métrica se determina a partir de los siguientes valores:<br /><br />Ancho de banda<br />Retraso<br />Confiabilidad<br />Carga<br /><br /><br />La unidad máxima de transmisión (MTU) es otro valor incluido en las actualizaciones de enrutamiento, pero no es una métrica de enrutamiento.<br /><br />La fórmula métrica compuesta consiste en valores K: de K1 a K5. De forma predeterminada, K1 y K3 se establecen en 1. K2, K4 y K5 en 0. El valor 1 indica que el ancho de banda y el retraso tienen igual peso en el cálculo de métrica compuesta.<br /><br />Ancho de banda<br /><br />La métrica de ancho de banda es un valor estático y se muestra en kbps. La mayoría de las interfaces seriales utilizan el valor de ancho de banda predeterminado de 1544 kbps. Esta métrica refleja el ancho de banda de una conexión T1.<br /><br />A veces, es posible que el valor del ancho de banda no refleje el ancho de banda físico de la interfaz. El ancho de banda influye sobre el cálculo de la métrica y, como resultado, sobre la selección de la ruta EIGRP. Si un enlace de 56 kbps se publica con un valor de 1544 kbps, puede interferir con la convergencia al intentar compensar la carga de tráfico.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima63.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima63.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima64.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima64.jpg" alt="Photobucket" border="0" /></a><br /><br />Las demás métricas que utiliza EIGRP para calcular el costo de un enlace son retraso, confiabilidad y carga.<br />La métrica de retraso es un valor estático basado en el tipo de interfaz de salida. El valor predeterminado es de 20 000 microsegundos para interfaces seriales y 100 microsegundos para interfaces Fast Ethernet.<br /><br />La métrica de retraso no representa la cantidad real de tiempo que los paquetes tardan en llegar a destino. El cambio del valor de retraso relacionado con una interfaz específica modifica la métrica, pero no afecta físicamente a la red.<br /><br />La confiabilidad mide la frecuencia con que el enlace experimenta errores. A diferencia del retraso, la confiabilidad se actualiza automáticamente, según las condiciones del enlace. Tiene un valor de entre 0 y 255. Una confiabilidad de 255/255 representa un enlace 100% confiable.<br /><br />La carga refleja la cantidad de tráfico que utiliza el enlace. Un menor valor de carga es preferible por sobre uno más alto. Por ejemplo, 1/255 sería un enlace con una carga mínima y 255/255 uno 100% utilizado.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima65.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima65.jpg" alt="Photobucket" border="0" /></a><br /><br />La tabla de topología EIGRP utiliza métricas para mantener los valores de la distancia factible (FD) y la distancia publicada (AD), o distancia notificada (RD). DUAL utiliza estos valores para determinar los sucesores y los sucesores factibles.<br /><br />La distancia factible es la mejor métrica de EIGRP para la ruta desde el router hasta el destino.<br /><br />La distancia publicada es la mejor métrica declarada por un vecino.<br /><br />La ruta sin bucles con la menor distancia factible se convierte en sucesor. Puede haber varios sucesores para un destino, según la topología real. Un sucesor factible es una ruta con una distancia publicada menor que la distancia factible de un sucesor.<br /><br />DUAL converge rápidamente después de un cambio en la topología. DUAL mantiene sucesores factibles en la tabla de topología y promueve el mejor como ruta de sucesor para la tabla de enrutamiento. Si no hay ningún sucesor factible, la ruta original pasa a modo activo y se envían consultas para encontrar un nuevo sucesor.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima66.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima66.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima67.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima67.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima68.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima68.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima69.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima69.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima70.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima70.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima71.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima71.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima72.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima72.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima73.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima73.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima74.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima74.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Configuraciones de EIGRP</span><br /></div>EIGRP básico es relativamente fácil de configurar. Tiene muchas similitudes con RIPv2.<br /><br />Para comenzar con el proceso de enrutamiento EIGRP, utilice dos pasos:<br /><br />Paso 1<br /><br />Habilite el proceso de enrutamiento EIGRP.<br /><br />La habilitación del proceso EIGRP requiere un parámetro de sistema autónomo. Este parámetro de sistema autónomo (AS) puede recibir cualquier valor de 16 bits e identifica todos los routers que pertenecen a una misma empresa u organización. Aunque EIGRP se refiere al parámetro como un número de sistema autónomo, funciona como ID de proceso. Este número de AS tiene importancia sólo localmente y no es igual al número de sistema autónomo emitido y controlado por la Agencia de asignación de números de Internet (IANA).<br /><br />El número de AS del comando debe coincidir en todos los routers que funcionan dentro del proceso de enrutamiento EIGRP.<br /><br />Paso 2<br /><br />Incluya sentencias de red para cada red que se publicará.<br /><br />El comando network indica a EIGRP qué redes e interfaces participan en el proceso EIGRP.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima75.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima75.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima76.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima76.jpg" alt="Photobucket" border="0" /></a><br /><br />Para configurar EIGRP a fin de que publicite sólo ciertas subredes, incluya una máscara wildcard después del número de red. Para determinar la máscara wildcard, reste la máscara de subred a 255.255.255.255.<br /><br />Algunas versiones del IOS de Cisco permiten especificar la máscara de subred en lugar de utilizar la máscara wildcard. Aunque se utilice la máscara de subred, el comando show running-config muestra la máscara wildcard en su resultado.<br /><br />Dos comandos adicionales completan la configuración básica de EIGRP.<br /><br />Agregue el comando eigrp log-neighbor-changes para ver los cambios en las adyacencias de vecinos. Esta función ayuda al administrador a controlar la estabilidad de la red EIGRP.<br /><br />En los enlaces seriales que no coincidan con el ancho de banda EIGRP predeterminado de 1,544 Mbps, agregue el comando bandwidth seguido de la velocidad real del enlace en kbps. El ancho de banda inexacto interfiere con la elección de la mejor ruta.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima77.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima77.jpg" alt="Photobucket" border="0" /></a><br /><br />Cuando se habilita EIGRP, cualquier router configurado con EIGRP y el número de sistema autónomo correcto puede entrar en la red EIGRP. Esto significa que los routers con información de ruta diferente o en conflicto pueden afectar y, posiblemente, dañar las tablas de enrutamiento. Para evitarlo, es posible habilitar la autenticación dentro de la configuración EIGRP. Una vez que se configura la autenticación de vecinos, el router autentica el origen de todas las actualizaciones de enrutamiento antes de aceptarlas.<br /><br />Para la autenticación EIGRP, es necesario utilizar una clave compartida previamente. EIGRP permite que un administrador administre las claves mediante una cadena de claves. La configuración de la autenticación EIGRP se compone de dos pasos: creación de la clave y habilitación de la autenticación para utilizar la clave.<br />Creación de clave<br /><br /><br />Para crear la clave, ejecute los siguientes comandos:<br /><br />key chain name-of-chain<br /><br />Comando de configuración global.<br />Especifica el nombre de la cadena de claves y define el modo de configuración para esta cadena.<br /><br /><br />key id-clave<br /><br />Identifica el número de clave y el modo de configuración para ese ID de clave.<br /><br /><br />key-string text<br /><br />Identifica la cadena de claves o la contraseña. Se debe configurar para que coincida en todos los routers EIGRP.<br /><br /><br />Habilitación de la autenticación<br />La clave se utiliza para habilitar la autenticación MD5 para EIGRP con los siguientes comandos de configuración de interfaz:<br /><br />ip authentication mode eigrp md5<br /><br />Especifica que es necesaria la autenticación MD5 para el intercambio de paquetes EIGRP.<br /><br /><br />ip authentication key-chain eigrp AS name-of-chain<br /><br />AS especifica el sistema autónomo de la configuración EIGPR.<br /><br /><br />El parámetro name-of-chain especifica cadena de claves antes configurada.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima78.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima78.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima79.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima79.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima80.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima80.jpg" alt="Photobucket" border="0" /></a><br /><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Sumarizacion de la Ruta de EIGRP</span><br /><br /><div style="text-align: left;">Al igual que RIP, EIGRP resume automáticamente las redes divididas en subredes en el límite con clase. EIGRP crea sólo una entrada en la tabla de enrutamiento para el resumen de rutas. Un mejor camino o una ruta de sucesor se asocia con el resumen de rutas. Como resultado, todo el tráfico destinado a las subredes viaja por esa ruta.<br /><br />En una red empresarial, es posible que la ruta elegida para alcanzar el resumen de rutas no sea la mejor elección para el tráfico que está intentando alcanzar la subred individual. La única forma en que todos los routers pueden encontrar las mejores rutas para cada subred individual es que los vecinos envíen información sobre las subredes.<br /><br />Cuando la sumarización predeterminada no está habilitada, las actualizaciones incluyen información de subredes. La tabla de enrutamiento instala entradas para cada subred y una entrada para el resumen de rutas. El resumen de rutas se denomina ruta principal, y las rutas de subred se denominan rutas secundarias.<br /><br />El EIGRP instala un resumen de ruta Null0 en la tabla de enrutamiento para cada ruta principal. La interfaz Null0 indica que no se trata de una ruta real, sino de un resumen generado para la publicación. Si un paquete coincide con una de las rutas secundarias, se reenvía a la interfaz correcta. Si el paquete coincide con el resumen de rutas pero no coincide con las rutas secundarias, se descarta.<br /><br />El uso de la sumarización predeterminada permite tener tablas de enrutamiento menores. La desactivación de la sumarización produce actualizaciones y tablas de mayor tamaño. La consideración del rendimiento general de red y los patrones de tráfico define si la sumarización automática es adecuada.<br /><br />Utilice el comando no auto-summary para desactivar la sumarización predeterminada.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima81.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima81.jpg" alt="Photobucket" border="0" /></a><br /><br />Con la sumarización automática desactivada, se publican todas las subredes. Es posible que el administrador encuentre una situación en la que algunas subredes deban resumirse y otras no. La decisión de realizar la sumarización depende de la ubicación de las subredes. Por ejemplo, cuatro subredes contiguas que finalizan en el mismo router son buenas candidatas para la sumarización.<br />La sumarización manual proporciona un control más preciso de las rutas EIGRP. Con esta función, el administrador determina qué subredes en qué interfaces se publican como resúmenes de rutas.<br /><br />La sumarización manual se realiza por interfaz y brinda al administrador de red un control completo. En la tabla de enrutamiento, aparece una ruta sumarizada manualmente como una ruta EIGRP obtenida a partir de una interfaz lógica, no física:<br /><br />D 192.168.0.0/22 es un resumen, Null0<br /><br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima82.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima82.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Verificacion de la Operacion EIGRP</span><br /><br /><div style="text-align: left;">Aunque EIGRP es un protocolo relativamente fácil de configurar, utiliza tecnologías sofisticadas para superar las limitaciones de los protocolos de enrutamiento de vector distancia. Es importante comprender estas tecnologías para verificar y resolver correctamente problemas de configuración de una red que utiliza EIGRP. Algunos de los comandos de verificación disponibles incluyen:<br /><br />show ip protocols<br /><br />Verifica que EIGRP esté publicando las redes correctas. Muestra el número del sistema autónomo y la distancia administrativa.<br /><br /><br />show ip route<br /><br />Verifica que las rutas EIGRP se encuentren en la tabla de enrutamiento.<br />Identifica las rutas EIGRP con una D o D EX.<br />Tiene una distancia administrativa de 90 de forma predeterminada para las rutas internas.<br /><br /><br />show ip eigrp neighbors details<br /><br />Verifica las adyacencias que EIGRP forma.<br />Muestra la dirección IP y las interfaces de los routers vecinos.<br /><br /><br />show ip eigrp topology<br /><br />Muestra los sucesores y sucesores factibles.<br />Muestra la distancia factible y la distancia notificada.<br /><br /><br />show ip eigrp interfaces details<br /><br />Verifica las interfaces con EIGRP.<br /><br /><br />show ip eigrp traffic<br /><br />Muestra la cantidad y los tipos de paquetes de EIGRP enviados y recibidos.<br /><br /><br />Uno de los usos principales de estos comandos show es el de verificar la formación correcta de adyacencias EIGRP y el intercambio correcto de paquetes EIGRP entre routers. EIGRP no puede funcionar sin formar adyacencias, por lo tanto, debe verificarse antes de intentar resolver cualquier problema.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima83.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima83.jpg" alt="Photobucket" border="0" /></a><br /><br /><br />Si las adyacencias parecen normales pero los problemas continúan, un administrador debe intentar resolverlos utilizando comandos debug para ver en tiempo real la información de las actividades EIGRP que se realizan en un router.<br /><br />debug eigrp packet<br /><br />Muestra la transmisión y la recepción de los paquetes de EIGRP.<br /><br /><br />debug eigrp fsm<br /><br />Muestra la actividad del sucesor factible para determinar si EIGRP descubre las rutas, las instala o las elimina.<br /><br /><br />Las operaciones de depuración utilizan grandes cantidades de ancho de banda y potencia de procesamiento del router, especialmente para la depuración de un protocolo complejo como EIGRP. Estos comandos proporcionan detalles que pueden revelar el origen de una ruta EIGRP perdida o una adyacencia faltante; sin embargo, el uso de estos comandos también puede degradar el rendimiento de la red.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima84.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima84.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima85.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima85.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima86.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima86.jpg" alt="Photobucket" border="0" /></a><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Problemas y limitaciones de EIGRP</span><br /><br /><div style="text-align: left;">Aunque EIGRP es un protocolo de enrutamiento poderoso y sofisticado, hay varias consideraciones que limitan su uso:<br /><br />No funciona en un entorno de varios fabricantes, porque es un protocolo patentado de Cisco.<br />Funciona mejor con un diseño de red plano.<br />Debe compartir el mismo sistema autónomo entre los routers y no se puede subdividir en grupos.<br />Puede crear tablas de enrutamiento grandes, que requieren grandes paquetes de actualizaciones y grandes cantidades de ancho de banda.<br />Utiliza más memoria y más potencia de procesador que RIP.<br />Funciona de manera ineficaz cuando se utiliza la configuración predeterminada.<br />Requiere la presencia de administradores con conocimiento técnico avanzado del protocolo y de la red.<br /><br /><br />EIGRP ofrece el mejor enrutamiento de vector distancia y utiliza funciones adicionales asociadas típicamente con los protocolos de enrutamiento de estado de enlace, entre ellas, actualizaciones limitadas y adyacencias de vecinos. La correcta implementación de las diversas funciones de EIGRP requiere la configuración, la supervisón y la resolución de problemas cuidadosos.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima87.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima87.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima88.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima88.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima89.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima89.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima90.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima90.jpg" alt="Photobucket" border="0" /></a><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima91.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima91.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima92.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima92.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima93.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima93.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/?action=view&current=ima94.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Enrutamiento%20con%20un%20protocolo%20de%20vector%20distancia/ima94.jpg" alt="Enrutamiento,Enrutamiento con un Protocolo de Vector Distancia" border="0" /></a><br /><br /></div></div><br /></div></div><br /></div></div><br /><br /></div></div><br /></div></div><br /></div></div><br /><br /><br /><br /></div></div></div><br /><br /><br /><br /><br /></div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com1tag:blogger.com,1999:blog-5182862942394210372.post-56119808964696466722009-10-10T19:16:00.001-05:002009-10-10T19:57:11.111-05:00Direccionamiento en una Red Empresarial<div style="text-align: center;"><span style="font-weight: bold;">El direccionamiento en una red Empresarial</span><br /><br /><div style="text-align: left;"><span style="font-weight: bold;">Uso de un esquema de direcciones de red IP Jerarquico</span><br /><br /><div style="text-align: center;"><span style="font-weight: bold;">Redes Planas y Jerarquicas</span><br /><br /><div style="text-align: left;"><br /></div></div></div></div><br /><br />La implementación de switches reduce la cantidad de colisiones que se producen dentro de una red local. Sin embargo, el hecho de tener una red toda conmutada, a menudo, crea un único dominio de broadcast. En un dominio de broadcast único, o red plana, cada dispositivo se encuentra en la misma red y recibe cada broadcast. En las redes pequeñas, un dominio de broadcast único es aceptable.<br /><br />Con una gran cantidad de hosts, una red plana es menos eficaz. A medida que aumenta la cantidad de hosts de una red conmutada, también aumenta la cantidad de broadcast que se envían y reciben. Los paquetes de broadcast consumen mucho ancho de banda y causan retrasos en el tráfico y tiempos de espera excesivos.<br /><br />La creación de VLAN proporciona una solución a una red plana grande. Cada VLAN es su propio dominio de broadcast.<br /><br />La implementación de una red jerárquica por medio de routers es otra solución.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=01.jpg" target="_blank"><img style="width: 578px; height: 359px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/01.jpg" alt="Photobucket" border="0" /></a><br /><br />Direccionamiento de Red Jerarquico<br /><br />Las redes empresariales son grandes y tienen la ventaja de una estructura de direccionamiento y un diseño de red jerárquico. Una estructura de direccionamiento jerárquico agrupa redes de manera lógica en subredes más pequeñas.<br /><br />Un esquema de direcciones jerárquico eficaz consta de una dirección de red con clase en la capa núcleo que se subdivide en subredes cada vez más pequeñas en las capas de acceso y distribución.<br /><br />Es posible tener una red jerárquica sin direccionamiento jerárquico. Aunque la red aún funciona, la eficacia del diseño de la red disminuye y ciertas características del protocolo de enrutamiento, tales como la sumarización de ruta, no funcionan correctamente.<br /><br />En las redes empresariales con varias ubicaciones separadas geográficamente, un diseño de red y una estructura de direccionamiento jerárquico simplifican la administración de la red y la resolución de problemas y, además, mejoran el funcionamiento de la escalabilidad y el enrutamiento.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=02.jpg" target="_blank"><img style="width: 515px; height: 346px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/02.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Uso de la Division en Subredes para estructurar la red</span><br /><br />Hay muchas razones para dividir la red en subredes, entre ellas:<br /><br />Ubicación física<br />Agrupamiento lógico<br />Seguridad<br />Requerimientos de aplicación<br />Contención de broadcast<br />Diseño de red jerárquica<br /><br /><br />Por ejemplo, si una organización usa una red 10.0.0.0 para la empresa, podría usar un esquema de direccionamiento tal como 10.X.Y.0, donde X representa una ubicación geográfica e Y representa un edificio o un piso dentro de esa ubicación. Este esquema de direccionamiento permite:<br /><br />255 ubicaciones geográficas diferentes<br />255 edificios en cada ubicación<br />254 hosts dentro de cada edificio<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=03.jpg" target="_blank"><img style="width: 505px; height: 347px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/03.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=04.jpg" target="_blank"><img style="width: 556px; height: 246px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/04.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Mascara de Subred</span><br /><br />Para usar la división en subredes y crear un diseño jerárquico, es fundamental tener una comprensión clara de la estructura de la máscara de subred.<br /><br />La máscara de subred indica si los hosts se encuentran en la misma red. La máscara de subred es un valor de 32 bits que distingue entre los bits de red y los bits de host. Consiste en una cadena de 1 seguida de una cadena de 0. Los bits 1 representan la porción de red y los bits 0 representan la porción de host.<br /><br />Las direcciones Clase A usan una máscara de subred predeterminada de 255.0.0.0 o una notación de barra de /8<br />Las direcciones Clase B usan una máscara predeterminada de 255.255.0.0 o /16<br />Las direcciones Clase C usan una máscara predeterminada de 255.255.255.0 o /24<br /><br /><br />La /x hace referencia a la cantidad de bits en la máscara de subred que forman la porción de red de la dirección.<br /><br />En una red empresarial, la longitud de las máscaras de subred varía. Los segmentos de LAN, a menudo, tienen una cantidad de hosts variable; por lo tanto, no es eficaz tener la misma longitud de máscara de subred para todas las subredes creadas.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=05.jpg" target="_blank"><img style="width: 509px; height: 331px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/05.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Calculo de subredes mediante la representacion binaria</span><br /><br />Cuando un host debe comunicarse con otro, la dirección IP y la máscara de subred del host de origen se compara con la dirección IP y la máscara de subred de destino. Esto se hace para determinar si las dos direcciones están en la misma red local.<br /><br />La máscara de subred es un valor de 32 bits que se usa para distinguir entre los bits de red y los bits de host de la dirección IP. La máscara de subred consta de una cadena de 1 seguida por una cadena de 0. Los 1 indican la cantidad de bits de red y los 0 indican la cantidad de bits de host dentro de la dirección IP. Se comparan los bits de red entre el origen y el destino. Si las redes que se obtienen son iguales, es posible enviar el paquete de manera local. Si no coinciden, el paquete se envía al gateway predeterminado.<br /><br />Por ejemplo, imagine que H1, con la dirección IP de 192.168.1.44 y la máscara de subred de 255.255.255.0 o /24, debe enviar un mensaje a H2, con la dirección IP de 192.168.1.66 y una máscara de subred de 255.255.255.0. En esta instancia, los dos hosts tienen una máscara de subred predeterminada de 255.255.255.0, lo que significa que los bits de red terminan en el límite del octeto, el tercer octeto. Los dos hosts tienen los mismos bits de red de 192.168.1 y, por lo tanto, están en la misma red.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=06.jpg" target="_blank"><img style="width: 581px; height: 358px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/06.jpg" alt="Photobucket" border="0" /></a><br /><br />Si bien es bastante sencillo ver la porción de host y red de una dirección IP cuando la máscara de subred finaliza en el borde de red, el proceso de determinar los bits de red es el mismo aún cuando la porción de red no ocupe todo el octeto. Por ejemplo, H1 tiene una dirección IP de 192.168.13.21 con una máscara de subred de 255.255.255.248 o /29. Esto significa que de un total de 32 bits, 29 forman la porción de red. Los bits de red ocupan todos los tres primeros octetos y se extienden hacia el cuarto octeto. En esta instancia, el valor de ID de la red es 192.168.13.16.<br /><br />Si H1, con la dirección IP de 192.168.13.21/29 debía comunicarse con otro host, H2, con la dirección de 192.168.13.25/29, debe compararse la porción de red de los dos hosts para determinar si se encuentran en la misma red local. En este caso, H1 tiene un valor de red de 192.168.13.16, mientras que H2 tiene un valor de red de 192.168.13.24. H1 y H2 no están en la misma red y es necesario usar un router para que se comuniquen.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=08.jpg" target="_blank"><img style="width: 569px; height: 243px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/08.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Proceso Basico de la Division en Subredes</span><br /><br />Mediante el uso de un esquema de direccionamiento jerárquico, es posible determinar mucha información con sólo observar una dirección IP y una máscara de subred de notación de barra (/x). Por ejemplo, una dirección IP de 192.168.1.75 /26 muestra la siguiente información:<br /><span style="font-weight: bold;"><br />Máscara de subred decimal </span><br /><br />El /26 se traduce a una máscara de subred de 255.255.255.192.<br /><br /><span style="font-weight: bold;"><br />Número de subredes creadas</span><br /><br />Imaginemos que comenzamos con la máscara de subred predeterminada de /24, pedimos prestados 2 bits de host adicionales para la red. Esto crea 4 subredes (2^2 = 4).<br /><span style="font-weight: bold;"><br /><br />Cantidad de hosts utilizables por subred:</span><br /><br />Seis bits se dejan del lado del host y se crean 62 hosts por subred (2^6 = 64 - 2 = 62).<br /><br /><br /><span style="font-weight: bold;">Dirección de red<br /></span><br />Por medio del uso de la máscara de subred para determinar la ubicación de los bits de red, se proporciona el valor de la dirección de red. En este ejemplo, el valor es 192.168.1.64.<br /><br /><span style="font-weight: bold;"><br />La primera dirección host utilizable</span><br /><br />Un host no puede tener todos 0 dentro de los bits de host, porque eso representa la dirección de red de la subred. Por lo tanto, la primera dirección host utilizable dentro de la subred .64 es .65<br /><br /><br /><span style="font-weight: bold;">Dirección de broadcast</span><br /><br />Un host no puede tener todos 1 dentro de los bits de host, porque eso representa la dirección de broadcast de la subred. En este caso, la dirección de broadcast es .127. La dirección de red de la siguiente subred comienza con 128.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=09.jpg" target="_blank"><img style="width: 599px; height: 158px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/09.jpg" alt="Photobucket" border="0" /></a><br /><span style="font-weight: bold;"><br />Mascara de Subred de longitud Variable (VLSM , Variable-Length Subnet Masks )</span><br /><br />La división básica en subredes es suficiente para las redes más pequeñas, pero no proporciona la flexibilidad necesaria en las redes empresariales más grandes.<br /><br />Las máscaras de subred de longitud variable (VLSM) brindan la posibilidad de hacer uso eficaz del espacio de direccionamiento. Permiten también el direccionamiento IP jerárquico, con lo cual los routers se benefician con la sumarización de ruta. La sumarización de ruta reduce el tamaño de las tablas de enrutamiento en los routers núcleo y de distribución. Las tablas de enrutamiento más pequeñas requieren menos tiempo de procesamiento de la CPU para las búsquedas de enrutamiento.<br /><br />VLSM es el concepto de la división de una subred en subredes. Inicialmente, se desarrolló para maximizar la eficacia del direccionamiento. Con la llegada del direccionamiento privado, la ventaja principal de la VLSM ahora es la organización y la sumarización.<br /><br />No todos los protocolos de enrutamiento soportan VLSM. Los protocolos de enrutamiento con clase, tales como RIPv1, no incluyen un campo de máscara de subred en la actualización de enrutamiento. Un router con una máscara de subred asignada a su interfaz supone que todos los paquetes dentro de la misma clase tienen asignada la misma máscara de subred.<br /><br />Los protocolos de enrutamiento sin clase soportan el uso de VLSM, porque la máscara de subred se envía con todos los paquetes de actualización de enrutamiento. Los protocolos de enrutamiento sin clase incluyen RIPv2, EIGRP y OSPF.<br /><span style="font-weight: bold;"><br />Ventajas de la VLSM:</span><br /><br />Permite el uso eficaz del espacio de direccionamiento<br />Permite el uso de varias longitudes de la máscara de subred<br />Divide un bloque de direcciones en bloques más pequeños<br />Permite la sumarización de ruta<br />Proporciona mayor flexibilidad en el diseño de red<br />Soporta redes empresariales jerárquicas<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=10.jpg" target="_blank"><img style="width: 743px; height: 435px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/10.jpg" alt="Photobucket" border="0" /></a><br /><br />VLSM permite el uso de diferentes máscaras para cada subred. Una vez que una dirección de red se dividió en subredes, la división mayor de esas subredes crea sub-subredes.<br /><br />Por ejemplo, la red 10.0.0.0/8 con una máscara de subred de /16 se subdivide en 256 subredes, cada una con capacidad para direccionar 16.382 hosts.<br /><br />10.0.0.0/16<br /><br />10.1.0.0/16<br /><br />10.2.0.0/16 hasta 10.255.0.0/16<br /><br />La aplicación de una máscara de subred de /24 a cualquiera de estas /16 subredes, tal como 10.1.0.0/16, tiene como resultado una subdivisión en 256 subredes. Cada una de estas subredes nuevas tiene capacidad para direccionar 254 hosts.<br /><br />10.1.1.0/24<br /><br />10.1.2.0/24<br /><br />10.1.3.0/24 hasta 10.1.255.0/24<br /><br />La aplicación de una máscara de subred de /28 a cualquiera de estas /24 subredes, tal como 10.1.3.0/28, tiene como resultado una subdivisión en 16 subredes. Cada una de estas subredes nuevas tiene capacidad para direccionar 14 hosts.<br /><br />10.1.3.0/28<br /><br />10.1.3.16/28<br /><br />10.1.3.32/28 hasta 10.1.3.240/28<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=11.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/11.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=12.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/12.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=13.jpg" target="_blank"><img style="width: 506px; height: 304px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/13.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=14.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/14.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Implementacion del Direccionamiento con VLSM</span><br /><br />El diseño de un esquema de direccionamiento IP con VLSM exige práctica y planificación. Como ejemplo de práctica, una red tiene los siguientes requerimientos:<br /><br />Atlanta HQ = 58 direcciones host<br />Perth HQ = 26 direcciones host<br />Sydney HQ = 10 direcciones host<br />Corpus HQ = 10 direcciones host<br />Enlaces WAN = 2 direcciones host (cada uno)<br /><br /><br />Una subred de /26 es necesaria para adaptar el segmento de red más grande de 58 hosts. El uso de un esquema de división en subredes básico es inútil y, además, crea solamente cuatro subredes. No es suficiente para direccionar cada uno de los siete segmentos LAN/WAN requeridos. Un esquema de direccionamiento con VLSM resuelve este problema.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=15.jpg" target="_blank"><img style="width: 575px; height: 349px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/15.jpg" alt="Photobucket" border="0" /></a><br /><br />Cuando implemente un esquema de división en subredes con VLSM, siempre considere el aumento de la cantidad de hosts durante la planificación de los requerimientos de las subredes.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=16.jpg" target="_blank"><img style="width: 619px; height: 193px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/16.jpg" alt="Photobucket" border="0" /></a><br /><br />Existen varias herramientas para ayudarlo con la planificación de direccionamiento.<br /><br /><span style="font-weight: bold;">Cuadro de VLSM</span><br /><br />Un método usa un cuadro de VLSM para identificar los bloques de direcciones que se encuentran disponibles y los que ya se han asignado.<br /><br /><span style="font-weight: bold;">Círculo de VLSM</span><br /><br />Otro método usa un enfoque de círculo. El círculo se corta en segmentos cada vez más pequeños que representan las subredes más pequeñas.<br /><br />Estos métodos evitan la asignación de direcciones que ya están ocupadas. Además, evita la asignación de rangos de direcciones que se superponen.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=17.jpg" target="_blank"><img style="width: 679px; height: 515px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/17.jpg" alt="Photobucket" border="0" /></a><br /><br />Enrutamiento con clase y sin clase<br /><br />La tecnología como VLSM permite que el sistema de direccionamiento IPv4 con clase evolucione hacia un sistema sin clase. El direccionamiento sin clase posibilitó el crecimiento vertiginoso de Internet.<br /><br />Las direcciones con clase constan de las tres clases principales de direcciones IP y una máscara de subred predeterminada asociada:<br /><br />Clase A (255.0.0.0 o /8)<br />Clase B (255.255.0.0 o /16)<br />Clase C (255.255.255.0 o /24)<br /><br /><br />Una empresa con una dirección de red Clase A tiene más de 16 millones de direcciones host disponibles, con una dirección de red Clase B, más de 65.000 hosts y con una Clase C, solamente 254 hosts. Como hay una cantidad limitada de direcciones Clase A y Clase B en circulación, muchas empresas compraron varias direcciones Clase C para obtener las direcciones suficientes para satisfacer los requerimientos de sus redes.<br /><br />Como resultado, la compra de varias direcciones Clase C ha ocupado el espacio de direccionamiento de Clase C más rápido de lo que se había planificado originalmente.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=18.jpg" target="_blank"><img style="width: 698px; height: 346px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/18.jpg" alt="Photobucket" border="0" /></a><br /><br />En las direcciones IP con clase, el valor del primer octeto o de los primeros tres bits determina si la red principal es Clase A, B o C. Cada red principal tiene una máscara de subred predeterminada de 255.0.0.0, 255.255.0.0 ó 255.255.255.0 respectivamente.<br /><br />Los protocolos de enrutamiento con clase, tales como RIPv1, no incluyen la máscara de subred en las actualizaciones de enrutamiento. Debido a que la máscara de subred no se incluye, el router receptor parte de ciertos supuestos.<br /><br />Mediante el uso de un protocolo con clase, si el router envía una actualización sobre una red con subredes, por ejemplo 172.16.1.0/24, a un router cuya interfaz de conexión está en la misma red que la de la actualización, por ejemplo 172.16.2.0/24 entonces:<br /><br />El router emisor publica la dirección de red completa, pero sin la máscara de subred. En este caso, la dirección de red es 172.16.1.0.<br />El router receptor, con una interfaz configurada de 172.16.2.0/24, adopta la máscara de subred de la interfaz configurada y la aplica a la red publicada. Por lo tanto, en el ejemplo, el router receptor presupone que la máscara de subred de 255.255.255.0 se aplica a la red 172.16.1.0.<br /><br /><br />Si el router envía una actualización sobre una red con subredes, por ejemplo 172.16.1.0/24, a un router cuya interfaz de conexión está en una red principal diferente, tal como 192.168.1.0/24:<br /><br />El router emisor publica la dirección de red principal con clase, pero no publica la dirección dividida en subredes. En este caso, la dirección publicada es 172.16.0.0.<br />El router receptor presupone la máscara de subred predeterminada para esta red. La máscara de subred predeterminada para una dirección Clase B es 255.255.0.0.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=19.jpg" target="_blank"><img style="width: 686px; height: 306px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/19.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Enrutamiento con Clase y sin Clase</span><br /><br />Con el rápido agotamiento de las direcciones IPv4, el Grupo de trabajo de ingeniería de Internet (IETF) desarrolló el enrutamiento entre dominios sin clase (CIDR). El CIDR usa el espacio de direccionamiento IPv4 de manera más eficaz y para la sumarización e incorporación de direcciones de red, lo que reduce el tamaño de las tablas de enrutamiento.<br /><br />El uso de CIDR requiere un protocolo de enrutamiento sin clase, tal como RIPv2 o EIGRP o el enrutamiento estático. Para los routers compatibles con CIDR, la clase de dirección no tiene sentido. La máscara de subred de la red determina la porción de red de la dirección. Esto también se conoce como prefijo de red o duración de prefijo. La clase de la dirección ya no determina la dirección de red.<br /><br />Los ISP asignan bloques de direcciones IP a una red según los requerimientos del cliente, que pueden variar entre unos pocos hosts a cientos o miles de hosts. Con CIDR y VLSM, los ISP ya no tienen la restricción de usar las longitudes de prefijos de /8, /16 o /24.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=20.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/20.jpg" alt="Photobucket" border="0" /></a><br /><br />Los protocolos de enrutamiento sin clase que pueden soportar VLSM y CIDR incluyen los protocolos de gateway interiores RIPv2, EIGRP, OSPF e IS-IS. Los ISP también usan los protocolos de gateway exteriores tales como el Protocolo de Border Gateway (BGP).<br /><br />La diferencia entre los protocolos de enrutamiento con clase y los sin clase es que los últimos incluyen información de la máscara de subred con la información de la dirección de red en las actualizaciones de enrutamiento. Los protocolos de enrutamiento sin clase son necesarios cuando la máscara no puede presuponerse o determinarse por el valor del primer octeto.<br /><br />En un protocolo sin clase, si un router envía una actualización sobre una red, por ejemplo 172.16.1.0, a un router cuya interfaz de conexión está en la misma red principal que aquélla de la actualización, por ejemplo 172.16.2.0/24 entonces:<br /><br />El router emisor publica todas las subredes con la información de la máscara de subred.<br /><br /><br />Si el router envía una actualización sobre una red con subredes, por ejemplo 172.16.1.0/24, a un router cuya interfaz de conexión está en una red principal diferente, tal como 192.168.1.0/24, entonces:<br /><br />El router emisor, de forma predeterminada, resume todas las subredes y publica la red principal con clase. A menudo, se describe este proceso como sumarización en el límite de una red. Mientras que la mayoría de los protocolos de enrutamiento sin clase permiten la sumarización en el límite de la red predeterminada, el proceso de sumarización puede deshabilitarse.<br />Cuando se deshabilita la sumarización, el router emisor publica todas las subredes con la información de la máscara de subred.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=23.jpg" target="_blank"><img style="width: 604px; height: 413px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/23.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">CIDR y Sumarizacion de Ruta</span><br /><br />El rápido crecimiento de Internet ha provocado un aumento considerable de la cantidad de rutas hacia las redes en el mundo. Este crecimiento tiene como consecuencia grandes cargas en las rutas de Internet. Un esquema de direccionamiento con VLSM permite la sumarización de ruta, que reduce la cantidad de rutas publicadas.<br /><br />La sumarización de ruta agrupa subredes o redes contiguas por medio de una única dirección. La sumarización de ruta también se conoce como agregación de ruta y ocurre en el límite de la red en un router de borde.<br /><br />La sumarización disminuye la cantidad de entradas en las actualizaciones de enrutamiento y reduce la cantidad de entradas en las tablas de enrutamiento locales. Reduce, además, el uso del ancho de banda para las actualizaciones de enrutamiento y acelera las búsquedas en las tablas de enrutamiento.<br /><br />La sumarización de ruta es sinónimo de creación de superredes. La creación de superredes es lo contrario de la división en subredes. La creación de superredes une varias redes contiguas más pequeñas.<br /><br />Si los bits de red son mayores al valor predeterminado para esa clase, esto representa una subred. Un ejemplo es 172.16.3.0/26. Para una dirección Clase B, cualquier valor de prefijo de red mayor a /16 es una subred.<br /><br />Si los bits de red son menores al valor predeterminado para esa clase, esto representa una superred. Un ejemplo es 172.16.0.0/14. Para una dirección Clase B, cualquier valor de prefijo de red menor a /16 representa una superred.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=24.jpg" target="_blank"><img style="width: 650px; height: 421px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/24.jpg" alt="Photobucket" border="0" /></a><br /><br />Un router de borde publica todas las redes conocidas dentro de una empresa al ISP. Si hay ocho redes diferentes, el router debe publicar las ocho. Si cada empresa siguiera este patrón, la tabla de enrutamiento del ISP sería enorme.<br /><br />Mediante la sumarización de ruta, un router agrupa las redes, si son contiguas, y las publica como un grupo grande. Por ejemplo, una empresa tiene una única lista en el directorio para su oficina principal, aunque es posible marcar los internos de los empleados individuales directamente.<br /><br />Es más fácil realizar la sumarización si el esquema de direccionamiento es jerárquico. Asigne redes similares a la misma empresa de manera que sea posible agruparlas mediante CIDR.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=25.jpg" target="_blank"><img style="width: 615px; height: 259px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/25.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Calculo de la Sumarizacion de Ruta</span><br /><br />Para calcular un resumen de ruta es necesario resumir las redes en una única dirección. Este proceso se realiza en tres pasos.<br /><br /><span style="font-weight: bold;">Paso 1</span><br /><br />Enumere las redes en formato binario.<br /><span style="font-weight: bold;"><br />Paso 2</span><br /><br />Cuente la cantidad de bits coincidentes que se encuentren más a la izquierda para determinar la máscara del resumen de rutas. Este número representa el prefijo de red o la máscara de subred para la ruta sumarizada. Un ejemplo es /14 o 255.252.0.0.<br /><br /><span style="font-weight: bold;">Paso 3</span><br /><br />Determine la dirección de red sumarizada. Copie los bits coincidentes y, luego, agregue bits 0 al final. Un método más rápido es usar el valor de red más bajo.<br /><br />Si no se usa un esquema de direccionamiento jerárquico contiguo, puede que no sea posible resumir rutas. Si las direcciones de red no tienen bits comunes de izquierda a derecha, no se puede aplicar una máscara sumarizada.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=27.jpg" target="_blank"><img style="width: 586px; height: 278px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/27.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=28.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/28.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=29.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/29.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=30.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/30.jpg" alt="Photobucket" border="0" /></a><br /><span style="font-weight: bold;"><br /><br />Subredes no Contiguas </span><br /><br />O bien, un administrador configura la sumarización de ruta manualmente o ciertos protocolos de enrutamiento realizan la misma función de manera automática. RIPv1 y EIGRP son ejemplos de protocolos de enrutamiento que realizan la sumarización automática. Es importante controlar la sumarización de manera que los routers no publiquen rutas engañosas.<br /><br />Imagine que tres routers se conectan, cada uno, a las interfaces Ethernet con direcciones que usan subredes de una red Clase C, tal como 192.168.3.0. Los tres routers también se conectan entre sí mediante interfaces seriales configuradas por medio de otra red principal, por ejemplo, 172.16.100.0/24. El enrutamiento con clase tiene como resultado que cada router publica la red Clase C sin una máscara de subred. Debido a esto, el router del medio recibe publicaciones sobre la misma red de dos direcciones diferentes. Esta situación se denomina red no contigua.<br /><br />Las redes no contiguas causan un enrutamiento no confiable o subóptimo. Para evitarlo, el administrador puede:<br /><br />Modificar el esquema de direccionamiento, si es posible.<br />Usar un protocolo de enrutamiento sin clase, tal como RIPv2 u OSPF.<br />Desactivar la sumarización automática.<br />Resumir manualmente al límite con clase.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=31.jpg" target="_blank"><img style="width: 635px; height: 451px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/31.jpg" alt="Photobucket" border="0" /></a><br /><br />Aún después de la planificación cuidadosa, se puede presentar una situación en la que exista una red no contigua. Los siguientes patrones de enrutamiento y tráfico ayudan a identificar esta situación:<br /><br />Un router no tiene ninguna ruta a las LAN conectadas a otro router, aunque esté configurado para publicarlas.<br /><br />Un router del medio tiene dos rutas con el mismo costo hacia una red principal, aunque las subredes estén separadas en varios segmentos de red.<br /><br />Un router del medio es un tráfico de balanceo de carga con destino a cualquier subred de una red principal.<br /><br />Un router parece estar recibiendo sólo la mitad del tráfico.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=32.jpg" target="_blank"><img style="width: 635px; height: 400px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/32.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Mejores Practicas de Direccionamiento y Division en Subredes</span><br /><br />La implementación adecuada de un esquema de direccionamiento con VLSM es esencial para la creación de una red jerárquica. Cuando cree un esquema de direccionamiento con VLSM, siga estas pautas básicas:<br /><br />Utilice los protocolos de enrutamiento más recientes que soportan VLSM y las subredes no contiguas.<br /><br />Deshabilite la sumarización automática, si es necesario.<br /><br />Use el mismo protocolo de enrutamiento a lo largo de la red.<br /><br />Mantenga actualizado el IOS del router para soportar el uso de la subred cero.<br /><br />Evite entremezclar los rangos de direcciones de red privadas en la misma internetwork.<br /><br />Evite las subredes no contiguas cuando sea posible.<br /><br />Use VLSM para maximizar la eficacia del direccionamiento.<br /><br />Asigne los rangos de VLSM según los requerimientos, desde el más grande hasta el más pequeño.<br /><br />Planifique la sumarización mediante el diseño de red jerárquico y el diseño del direccionamiento no contiguo.<br /><br />Resuma al límite de la red.<br /><br />Utilice los rangos /30 para los enlaces WAN.<br /><br />Permita el crecimiento futuro cuando planifique la cantidad de subredes y hosts admitida.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=33.jpg" target="_blank"><img style="width: 650px; height: 406px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/33.jpg" alt="Photobucket" border="0" /></a><br /><span style="font-weight: bold;"><br />Espacio de direcciones IP Privadas</span><br /><br />Además de VLSM y CIDR, el uso del direccionamiento privado y la traducción de direcciones de red (NAT) mejoraron aún más la escalabilidad del espacio de direcciones IPv4.<br /><br />Las direcciones privadas están disponibles para que cualquiera las use en las redes empresariales porque se enrutan internamente, nunca aparecen en Internet.<br /><br />RFC 1918 rige el uso del espacio de direcciones privadas.<br /><br />Clase A: 10.0.0.0 - 10.255.255.255<br />Clase B: 172.16.0.0 - 172.31.255.255<br />Clase C: 192.168.0.0 - 192.168.255.255<br /><br /><br />El uso del direccionamiento privado tiene estos beneficios:<br /><br />Alivia el alto costo asociado con la compra de las direcciones públicas para cada host.<br />Permite que miles de empleados internos usen algunas direcciones públicas.<br />Proporciona un nivel de seguridad, ya que los usuarios de otras redes u organizaciones no pueden ver las direcciones internas.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=34.jpg" target="_blank"><img style="width: 665px; height: 448px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/34.jpg" alt="Photobucket" border="0" /></a><br /><br />Cuando implemente un esquema de direccionamiento privado para la red interna, aplique los mismos principios de diseño jerárquico que se asocian con la VLSM.<br /><br />Aunque las direcciones privadas no se enruten en Internet, se enrutan a menudo en la red interna. Los problemas asociados con las redes no contiguas aún ocurren cuando se usan las direcciones privadas; por lo tanto, diseñe con cuidado el esquema de direccionamiento.<br /><br />Asegúrese de que las direcciones se distribuyan adecuadamente según los conceptos de la VLSM. Además, use las mejores prácticas de direccionamiento IP jerárquico y límites válidos para el uso eficaz de la sumarización.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=35.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/35.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=36.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/36.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">NAT en Extremo Empresarial</span><br /><br />Muchas organizaciones quieren los beneficios de direccionamiento privado mientras se conectan a Internet. Las organizaciones crean redes LAN o WAN grandes con direccionamiento privado y se conectan a Internet mediante la traducción de direcciones de red (NAT).<br /><br />La NAT traduce las direcciones privadas internas en una o más direcciones públicas para el enrutamiento en Internet. La NAT cambia la dirección de origen IP privada dentro de cada paquete por una dirección IP registrada públicamente antes de enviarla en Internet.<br /><br />Las organizaciones pequeñas a medianas se conectan a sus proveedores de servicios de Internet (ISP, Internet Service Provider) mediante una conexión única. El router de borde local configurado con NAT se conecta al ISP. Las organizaciones más grandes pueden tener varias conexiones ISP y el router de borde en cada una de estas ubicaciones realiza la NAT.<br /><br />El uso de la NAT en los routers de borde aumenta la seguridad. Estas direcciones privadas e internas se convierten en direcciones públicas diferentes cada vez. Esto oculta la dirección real de los hosts y los servidores de la empresa. La mayoría de los routers que implementa NAT también bloquea los paquetes que llegan desde fuera de la red privada a menos que sean una respuesta a la solicitud de un host interno.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=37.jpg" target="_blank"><img style="width: 677px; height: 531px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/37.jpg" alt="Photobucket" border="0" /></a><p><br /><br /><span style="font-weight: bold;"><br />NAT Estatica y Dinamica</span><br /><br />Es posible configurar la NAT de forma estática o dinámica.<br /><br />La NAT estática asigna una única dirección local interna a una única dirección pública o global. Esta asignación garantiza que una dirección local interna particular siempre se asocie con la misma dirección pública. La NAT estática garantiza que los dispositivos externos alcancen constantemente un dispositivo interno. Los ejemplos incluyen los servidores Web y FTP que son accesibles para el público.<br /><br />La NAT dinámica usa un conjunto disponible de direcciones públicas de Internet y las asigna a las direcciones locales internas. La NAT dinámica asigna la primera dirección IP disponible en el conjunto de direcciones públicas a un dispositivo interno. Ese host usa la dirección IP global asignada a lo largo de la duración de la sesión. Cuando finaliza la sesión, la dirección global externa vuelve al conjunto para que otro host la use.<br /><br />La dirección que usa un host interno para conectarse a otro host interno es la dirección local interna. La dirección pública asignada a la organización se denomina dirección global interna. La dirección global interna, a veces, se usa como dirección de interfaz externa del router de borde.<br /><br />El router NAT administra las traducciones entre las direcciones locales internas y las direcciones globales internas mediante el mantenimiento de una tabla que enumera cada par de direcciones.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=38.jpg" target="_blank"><img style="width: 621px; height: 309px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/38.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=39.jpg" target="_blank"><img style="width: 651px; height: 411px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/39.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">NAT Estatica y Dinamica</span><br /><br />Es posible configurar la NAT de forma estática o dinámica.<br /><br />Enumere los servidores que necesiten una dirección externa permanente.<br />Determine cuáles de los hosts internos requieren traducción.<br />Determine cuáles de las interfaces originan el tráfico interno. Éstas son las interfaces internas.<br />Determine qué interfaz envía tráfico hacia Internet. Ésta es la interfaz externa.<br />Determine el rango de las direcciones públicas disponibles.<br /><br /><br /><span style="font-weight: bold;">Configuración de la NAT estática</span><br /><br />1. Determine la dirección IP pública que los usuarios externos deben usar para acceder al servidor/dispositivo interno. Los administradores tienden a usar las direcciones del comienzo o del final del rango para la NAT estática. Asigne la dirección privada o interna a la dirección pública.<br /><br />2. Configure las interfaces internas y externas.<br /><br /><span style="font-weight: bold;">Configuración de la NAT dinámica</span><br /><br />1. Identifique el conjunto de direcciones IP públicas disponibles para su uso.<br /><br />2. Cree una lista de control de acceso (ACL) para identificar los hosts que requieren traducción.<br /><br />3. Asigne las interfaces como internas o externas.<br /><br />4. Una la lista de acceso con el conjunto de direcciones.<br /><br />Una parte importante de la configuración de la NAT dinámica es el uso de la lista de control de acceso (ACL) estándar. La ACL estándar se usa para especificar el rango de hosts que requieren traducción. Esto se realiza como una sentencia de permiso o denegación. La ACL puede incluir una red completa, una subred o sólo un host específico. La ACL puede variar desde una única línea a varias opciones de permiso o denegación.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=40.jpg" target="_blank"><img style="width: 663px; height: 448px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/40.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=41.jpg" target="_blank"><img style="width: 667px; height: 428px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/41.jpg" alt="Photobucket" border="0" /></a></p><p><br /><br /><span style="font-weight: bold;"><br />Uso de la PAT</span><br /><br /><br />Una de las variantes más conocidas de la NAT dinámica se conoce como Traducción de la dirección del puerto (PAT), también denominada sobrecarga de NAT. La PAT traduce dinámicamente varias direcciones locales internas a una única dirección pública.<br /><br />Cuando un host de origen envía un mensaje a un host de destino, utiliza una combinación de dirección IP y número de puerto para mantener un registro de cada conversación individual. En la PAT, el router del gateway convierte la combinación de dirección local de origen y número de puerto en una única dirección IP global y un número de puerto único superior a 1024.<br /><br />Una tabla del router contiene una lista de las combinaciones de dirección IP interna y número de puerto que son traducidas a la dirección externa. Aunque cada host se traduce a la misma dirección IP global, el número de puerto asociado con la conversación es único.<br /><br />Dado que existen más de 64 000 puertos disponibles, es muy poco probable que a un router se le acaben las direcciones.<br /><br />Las redes domésticas o empresariales aprovechan la funcionalidad de la PAT. La PAT se construye en los routers integrados y se activa de forma predeterminada.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=42.jpg" target="_blank"><img style="width: 668px; height: 389px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/42.jpg" alt="Photobucket" border="0" /></a><br /><br />La configuración de la PAT requiere los mismos comandos y pasos básicos que la configuración de la NAT. Sin embargo, en vez de traducir a un conjunto de direcciones, la PAT traduce a una única dirección. El siguiente comando traduce las direcciones internas a la dirección IP de la interfaz serial:<br /><br /><span style="font-weight: bold;">ip nat inside source list 1 interface serial 0/0/0 overload</span><br /><br />Verifique la funcionalidad la NAT y la PAT con los siguientes comandos.<br /><br /><span style="font-weight: bold;">show ip nat translations</span><br /><br />Este comando muestra las traducciones activas. Si la traducción no se usa, expira después de un período de tiempo. Las entradas de la NAT estática quedan en la tabla de manera permanente. Una entrada de la NAT dinámica requiere alguna acción desde el host hasta el destino en el exterior de la red. Si se configura de manera correcta, un simple ping o trace crea una entrada en la tabla de la NAT.<br /><br /><span style="font-weight: bold;">show ip nat statistics<br /></span><br />Este comando muestra las estadísticas de traducción, incluso la cantidad de direcciones usadas y la cantidad de aciertos y desaciertos. El resultado también incluye la lista de acceso que especifica las direcciones internas, el conjunto de direcciones globales y el rango de direcciones definidas.<br /><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=43.jpg" target="_blank"><img style="width: 648px; height: 407px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/43.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=44.jpg" target="_blank"><img style="width: 661px; height: 425px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/44.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=45.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/45.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=46.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/46.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=47.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/47.jpg" alt="Photobucket" border="0" /></a><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=48.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/48.jpg" alt="Photobucket" border="0" /></a></p>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com1tag:blogger.com,1999:blog-5182862942394210372.post-24215364804019321792009-10-10T18:46:00.001-05:002009-10-10T18:46:45.145-05:00Instalación del Controlador de Dominio Raíz1. En la ventana Administrador del servidor da doble clic en Agregar Funciones (Add<br />Roles), selecciona el elemento Servicios de Dominio de Active Directory y da clic en<br />el botón Siguiente(Next).<br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima01.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 591px; height: 443px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima01.jpg" alt="" border="0" /></a><p><br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima02.jpg" target="_blank"><img style="width: 577px; height: 425px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima02.jpg" alt="Photobucket" border="0" /></a><br /><br />2. Esta ventana muestra un resumen de los servicios de Active Directory. Da clic en<br />Siguiente (Next) para continuar.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima03.jpg" target="_blank"><img style="width: 617px; height: 469px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima03.jpg" alt="Photobucket" border="0" /></a></p><p><br /><br />3. Para confirmar que deseas instalar funciones, funciones del servicio o<br />características, da clic en Instalar (Install).<br /><br />4. Se muestra el progreso de la instalación. Espera un momento.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima04.jpg" target="_blank"><img style="width: 592px; height: 446px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima04.jpg" alt="Photobucket" border="0" /></a><br /><br />5. Esta primera parte concluirá con una ventana en la que se indica que es preciso<br />usar el Asistente para la instalación de los servicios de dominio de Active Directory.<br />Da clic en Cerrar (Close).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima05.jpg" target="_blank"><img style="width: 568px; height: 413px;" src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima05.jpg" alt="Photobucket" border="0" /></a><br /><br /><span style="font-weight: bold;">Importante</span><br /><br />Requisitos de Instalación del Directorio Activo<br /><br />- Para realizar la instalación del Directorio Activo debes haber iniciado sesión como<br />usuario con privilegios administrativos.<br /><br />- Para instalar el complemento Esquema del Directorio Activo (si trabajas en un<br />controlador de dominio), escribe en el símbolo del sistema: regsvr32<br />schmmgmt.dll, con lo que se logra que esté disponible en MMC.<br /><br />- Tener en cuenta las opciones de instalación. Si se va a instalar un controlador de<br />dominio para un dominio nuevo o un controlador de dominio adicional, se va a<br />establecer un árbol de dominio nuevo o dominio secundario, o si se crea un nuevo<br />bosque o dentro de un bosque ya existente.<br /><br />- Debes haber configurado los dispositivos de red y Módem, haber instalado los<br />cables de red y otros dispositivos externos.<br /><br />- Debes configurar una dirección IP estática.<br /><br />- Tener en cuenta la ubicación de la base de datos del Directorio Activo y del registro de transacciones. Los cuales deben ser almacenados en volúmenes diferentes con el tipo de formato NTFS.<br /><br /><span style="font-weight: bold;">Instalación del Directorio Activo</span><br /><br />Para instalar el Directorio Activo mediante el asistente de instalación, realiza lo<br />siguiente:<br /><br />1. Da clic en el botón Inicio, luego en Ejecutar, escribe DCPromo y, a continuación, da clic en Aceptar (OK).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima06.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima06.jpg" alt="Photobucket" border="0" /></a></p><p><br /><br />2. En el Asistente para instalación del Directorio Activo, marca la opción Usar la<br />instalación en modo avanzado. Da clic en Siguiente (Next) para continuar.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima07.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima07.jpg" alt="Photobucket" border="0" /></a><br /><br />3. Realiza lo mismo en el siguiente paso que te indica las versiones de Windows que<br />no podrán iniciar sesión en el nuevo dominio por el nivel de seguridad.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima08.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima08.jpg" alt="Photobucket" border="0" /></a><br /><br />4. En Tipo de controlador de dominio, selecciona Controlador<br />de dominio para un dominio nuevo, después da clic en Siguiente(Next).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima09.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima09.jpg" alt="Photobucket" border="0" /></a><br /><br />Las tres posibilidades básicas con que podemos encontrarnos en este paso, son las<br />siguientes:<br /><br />- Crear un nuevo dominio en un nuevo bosque: Crea un nuevo bosque con un árbol<br />cuya raíz es el dominio que va a crearse.<br /><br />- Creación de un dominio secundario en un árbol de dominios existente: Por ejemplo<br />sería el caso en el que nos encontraríamos al añadir el subdominio Contabilidad del<br />dominio "MiDominio", creando así Contabilidad.MiDominio.com<br /><br />- Creación de un nuevo árbol de dominio en un bosque existente: Este caso se usaría<br />cuando deseas crear un dominio raíz de un nuevo árbol. Por ejemplo Editorial.com.<br /><br />5. Identifica el nuevo dominio; en la ventana Asigne un nombre al dominio raíz del<br />bosque, ingresa el nombre DNS con el que se reconoce el dominio a crear. En este<br />caso es MiDominio.com. Luego da clic en Siguiente (Next).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima10.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima10.jpg" alt="Photobucket" border="0" /></a><br /><br />6. El asistente para la configuración del Directorio activo se encargará de determinar<br />automáticamente el nombre NetTBIOS, lo aceptamos y damos clic en el botón<br />Siguiente (Next).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima11.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima11.jpg" alt="Photobucket" border="0" /></a><br /><br />7. Elige un nivel de funcionalidad, en este caso, opta por el nivel funcional de<br />Windows Server 2008.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima12.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima12.jpg" alt="Photobucket" border="0" /></a><br /><br />8. Se muestra habilitada la opción Servidor DNS, pero puedes deshabilitarla en caso<br />de que ya tengas un servidor DNS en la red y esté correctamente instalado.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima13.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima13.jpg" alt="Photobucket" border="0" /></a><br /><br />9. En Ubicación de la base de datos, es recomendable que guardes en discos o<br />particiones diferentes la base de datos y el registro del Directorio Activo, luego da<br />clic en Siguiente (Next).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima14.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima14.jpg" alt="Photobucket" border="0" /></a><br /><br />10. En Volumen del sistema compartido, acepta los valores predeterminados y da clic<br />en Siguiente (Next).<br /><br />11. Escribe y confirma la contraseña en Contraseña de administrador del Modo de<br />restauración de servicios de directorio, da clic en Siguiente(Next).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima15.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima15.jpg" alt="Photobucket" border="0" /></a><br /><br />12. Confirma las opciones seleccionadas en Resumen y, luego, da clic en Siguiente<br />(Next) para iniciar la configuración del Directorio Activo.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima16.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima16.jpg" alt="Photobucket" border="0" /></a><br /><br />13. Se inicia el proceso de configuración.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima17.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima17.jpg" alt="Photobucket" border="0" /></a><br /><br />14. Cuando finalice el Asistente para instalación del Directorio Activo, da clic en<br />Finalizar (Finish).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima18.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima18.jpg" alt="Photobucket" border="0" /></a><br /><br />15. Reinicia la computadora para obtener los cambios, dando clic en Reiniciar ahora<br />(Restart Now).<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima19.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima19.jpg" alt="Photobucket" border="0" /></a><br /><br />16. Al volver a iniciar sesión se muestra una ventana de confirmación, mostrando que<br />el computador es ahora un controlador de dominio.<br /><br /><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/?action=view&current=ima21.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Creando%20mi%20Dominio%20Raiz/ima21.jpg" alt="Photobucket" border="0" /></a><br /><br /></p>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-21791010392507705262009-09-24T15:25:00.000-05:002009-09-24T15:26:54.826-05:00The Real MCTS SQL Server 2008 Exam 70-432 Prep Kit<div style="text-align: center;"><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/?action=view&current=iamgen-1.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/iamgen-1.jpg" alt="Photobucket" border="0" /></a><br /></div><br /><div style="text-align: center;"><a href="http://www.megaupload.com/?d=NQV5O7A6"><span style="font-weight: bold;">DESCARGAR</span></a><br /></div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-47612254712289758912009-09-21T14:35:00.000-05:002009-09-21T15:09:07.252-05:00Windows Server® 2008 Inside Out<div style="text-align: center;"><a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Ebooks/?action=view&current=51WKTNOBagL_SS500_.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Ebooks/51WKTNOBagL_SS500_.jpg" alt="Photobucket" border="0" /></a><br /><a href="http://www.megaupload.com/?d=C364FFRF"><br />Descarga</a><br /><br /><br /><br /></div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-23011602533109183022009-09-21T14:10:00.000-05:002009-09-21T14:23:48.671-05:00Microsoft SQL Server 2008 Administration with Windows PowerShell<a href="http://s991.photobucket.com/albums/af31/Dayanx2009/Ebooks/?action=view¤t=512ZDtentuL_SS500_.jpg" target="_blank"><img src="http://i991.photobucket.com/albums/af31/Dayanx2009/Ebooks/512ZDtentuL_SS500_.jpg" border="0" alt="Photobucket"></a><br /><br /><div style="text-align: center;"><span style="font-size:85%;"><span style="font-weight: bold;"><br /><br /><br />Ananthakumar Muthusamy, Yan Pan, </span></span><br /><span style="font-size:85%;"><span style="font-weight: bold;">| Wrox 2009-06-09: 0470477288 | PDF de | 576 páginas | 7,7 el megabyte</span></span><br /></div><br />Es una guía para automatizar admnistración de SQL con scripts Powershell<br /><br />Si usted es un administrador de la base de datos del Servidor de lenguaje normalizado de consulta, este libro simplificará su vida. Ventanas PowerShell es una herramienta administrativa que escribe un guión para que le permite automatizar muchas tareas usted probablemente actualmente hace a mano. Este guía práctico le muestra cómo crear Scripts Windows PowerShell para administrar casi cada aspecto de SQL2008.<br /><br /><br />Ustedes llevará una introducción cabal a fundamentos PowerShell y todos los componentes PowerShell que han sido integradas en SQL 2008, así como también tareas reales de la gerencia. El libro provee letras completas que han sido probado y probado, salvándole horas de esfuerzo.<br /><br />El libro incluye numerosos ejemplos de tareas de lenguaje normalizado de consulta que han estado automatizadas y también provee completado letras que usted puede poner para usar inmediatamente<br />La Web Companion que el sitio incluye letras completas de código<br /><br />Si usted es un administrador de la base de datos, las letras y las técnicas en Servidor de lenguaje normalizado de consulta 2008 la Gerencia con Windows PowerShell le salvarán las horas de esfuerzo.<br /><br /><div style="text-align: center; font-weight: bold; font-style: italic;"><a href="http://www.megaupload.com/?d=YUPD3CO9">DESCARGA</a><br /></div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-86925639749121836922009-09-21T13:47:00.000-05:002009-09-21T14:04:39.673-05:00Windows Server 2008 Hyper-V: Insiders Guide to Microsoft's Hypervisor<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ5R8JzoYvnBuJH_ze_e9oGQcObVlxP6mT8INMh97GgEb0z_9wgHTcEJjhk6zSQrstgPFV3wts_BX4kzrIQorrICP9ia09xSZe8foo32bTShs6oqLQPPtfYjt20-jdD5p-PZBZ-ZqcgfE/s1600-h/hiper-v.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZ5R8JzoYvnBuJH_ze_e9oGQcObVlxP6mT8INMh97GgEb0z_9wgHTcEJjhk6zSQrstgPFV3wts_BX4kzrIQorrICP9ia09xSZe8foo32bTShs6oqLQPPtfYjt20-jdD5p-PZBZ-ZqcgfE/s400/hiper-v.jpg" alt="" id="BLOGGER_PHOTO_ID_5383995613018728626" border="0" /></a><br /><br /><br /><div style="text-align: center; font-weight: bold;"><span style="font-size:85%;">Juan Kelbley, Alán Stewart,<br />| Sybex 2009-04-20: 0470440961 | PDF de | 384 páginas | 10,1 el megabyte<br /></span></div><br />La Hiper V es uno de los productos sobresalientes de virtualización, y este guía práctico enfoca la atención en lo esencial de WS2008 V. Escrito por el equipo Corporación Microsoft , este libro le muestra cómo realizar argumentos cruciales de virtualización, algo semejante como la prueba de servidor de consolidación, del software y el desarrollo, y un centro de datos dinámico y demuestran cómo la V puede usarse para reducir costo y eliminar la complejidad de una infraestructura del servidor consolidando cargas de trabajo para un pequeño número de máquinas. Además, el material se ocupa de usar administrador de proceso de datos,entre otros..<br /><br /><div style="text-align: center;"><a href="http://www.megaupload.com/?d=O60GJ3XE"><span style="font-weight: bold; font-style: italic;">DESCARGA</span><br /></a></div>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0tag:blogger.com,1999:blog-5182862942394210372.post-82558195873190493802009-09-20T18:37:00.000-05:002009-09-20T18:38:40.220-05:00Video de Instalacion de Windows Server 2008<object width="500" height="405"><param name="movie" value="http://www.youtube.com/v/EpZrW_5f9Y4&hl=es&fs=1&color1=0x006699&color2=0x54abd6&border=1"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/EpZrW_5f9Y4&hl=es&fs=1&color1=0x006699&color2=0x54abd6&border=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="500" height="405"></embed></object><br /><br />Video de Instalacion de Windows Server 2008<br /><br />Aqui les dejo el link de descarga Saludos :)<br /><br /> <br /><br /><a href="http://www.megaupload.com/?d=ZPNND7I0">http://www.megaupload.com/?d=ZPNND7I0</a>Dayanxhttp://www.blogger.com/profile/16044411998701032782noreply@blogger.com0