tag:blogger.com,1999:blog-24949004652369880332024-03-05T01:08:06.421-08:00Taller de Informática IComentarios generales y material de apoyo al curso Taller de Informática Administrativa I del Instituto Tecnológico de Nuevo Laredo impartido por el Ing. Hugo Gilberto García GuerraHugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.comBlogger180125tag:blogger.com,1999:blog-2494900465236988033.post-34544177749461113442020-11-30T12:01:00.005-08:002020-12-10T12:55:27.733-08:00Exámenes de Nivelación<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaNAaG6w0mzpQfM7hwjeEkfG_C4fwl3Sckmc18r0xgvTygnucfEwxBJoFWqqzCyx1XphRPIWgvAHgeNZw6w4wAnhYbFyZ1yW45KwUqSAWDBX3tMo7zye6SMujS_Om6QBZZpcm2gYe9RTg/s1600/informatica.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaNAaG6w0mzpQfM7hwjeEkfG_C4fwl3Sckmc18r0xgvTygnucfEwxBJoFWqqzCyx1XphRPIWgvAHgeNZw6w4wAnhYbFyZ1yW45KwUqSAWDBX3tMo7zye6SMujS_Om6QBZZpcm2gYe9RTg/s320/informatica.jpg" width="320" /></a></p><marquee behavior="alternater" bgcolor="#000000" height="40" style="color: red;" width="500"><span style="font-size: large;">Para acreditar el curso deben aprobar TODAS las unidades</span></marquee><div><span style="color: red;"><span style="font-size: 30px;"><br /></span></span></div><div><span style="color: blue;">Examen Nivelación 1</span><span style="color: red;"><span style="font-size: 30px;"><br /></span></span><br /><span face="Arial, Helvetica, sans-serif" style="color: blue;">Examen Nivelación 2 </span><br /><span face="Arial, Helvetica, sans-serif" style="color: blue;"> </span><br /><span face="Arial, Helvetica, sans-serif" style="color: blue;">Examen Nivelación 3 </span></div><div><span style="color: blue;"><br /></span></div><div><span style="color: blue;"><br /></span></div><div><span style="color: blue;"><a href="https://drive.google.com/file/d/1wPmd3tucZ53NKIqNryBWrLyo_Mryo-pr/view?usp=sharing" target="_blank">Examen de Nivelación de Access Básico</a></span></div><div><span style="color: blue;"><a href="https://drive.google.com/file/d/1dkL0N6NMPVYb-1qv7P4PYIz4x8zUHOd7/view?usp=sharing" target="_blank">Tablas Agencia Automotriz</a><br /></span><span face="Arial, Helvetica, sans-serif" style="color: blue;"><br /></span><span face="Arial, Helvetica, sans-serif" style="color: blue;"><br /></span><span face="Arial, Helvetica, sans-serif" style="color: blue;">Tendrán derecho a examen de nivelación quienes hayan cubierto íntegramente el requisito de sus reportes de prácticas (Portafolio de Evidencias) en su blog personal. </span><div style="text-align: center;"><br /><span face="Arial, Tahoma, Helvetica, FreeSans, sans-serif" style="background-color: yellow; color: blue; cursor: pointer; height: 1.4em; line-height: 18px; overflow: hidden;"><a class="gs-title" href="http://tallerinformaticai.blogspot.com/2014/09/miercoles-de-septiembr-temas-acubrir-1.html" style="background-color: yellow; cursor: pointer; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; height: 1.4em; line-height: 18px; overflow: hidden;" target="_blank"><b>Simulacro</b> Primer Examen</a></span></div><div style="text-align: center;">***</div><iframe frameborder="0" height="346" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21123527&authkey=AOV28M8ArzKZm5E&em=2" width="402"></iframe> <br /><div style="text-align: center;"><span style="color: blue;"><br /></span></div><div style="text-align: center;"><a class="gs-title" href="http://tallerinformaticai.blogspot.com/2014/10/simulacro-segundo-examen.html" style="background-color: cyan; cursor: pointer; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; height: 1.4em; line-height: 18px; overflow: hidden;" target="_blank"><span style="color: blue;"><b>Simulacro</b> Segundo Examen</span></a></div><div style="text-align: center;"><span style="color: blue;"><br /></span></div><div style="text-align: center;"><span face="Arial, Tahoma, Helvetica, FreeSans, sans-serif" style="background-color: lime; color: blue; cursor: pointer; height: 1.4em; line-height: 18px; overflow: hidden;"><a class="gs-title" href="http://tallerinformaticai.blogspot.com/2014/11/simulacro-de-tercer-examen.html" style="cursor: pointer; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; height: 1.4em; line-height: 18px; overflow: hidden;" target="_blank"><b>Simulacro</b> de Tercer Examen</a></span><br /><div style="text-align: start;"><b><br /></b></div><div><b><span style="font-size: medium;"><a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21123600">Simulacro de Tercer examen parcial</a></span></b></div><div> </div><div><a href="https://drive.google.com/file/d/0B23rIsK7NxcrQ3ZGT3p3VkNpTWs/edit?usp=sharing">Tablas para el simulacro de examen</a><br /><br /><a href="https://drive.google.com/file/d/0B23rIsK7NxcrNFlGU1BxejlBaFE/edit?usp=sharing">Tablas ISPT</a> </div><div><br /></div></div><br /><span style="font-family: Calibri;">Fecha captura de calificaciones 9-dic<o:p></o:p></span><br /><br /><br />Los que tengan varias nivelaciones pendientes es preferible que repitan el curso y dediquen estas dos últimas semanas a prepararse y acreditar otras materias (en particular las que estén seriadas).<br /><br /><br /><div style="text-align: center;"><span face="Arial, Tahoma, Helvetica, FreeSans, sans-serif" style="background-color: yellow; color: #660000; line-height: 12px;"><b>Criterios de evaluación</b> </span></div><span face="Arial, Tahoma, Helvetica, FreeSans, sans-serif" style="background-color: white; color: #660000; line-height: 12px;"><br /></span><br /><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px;"></div><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;">Asistencia 10%</div><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;"><br /></div><div style="color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;"><span style="background-color: yellow;">Prácticas en equipo 30%</span></div><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;"><br /></div><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;">Exámenes parciales 60%</div><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;"><br /></div><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;">Tareas (puntos extra)</div><div style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; line-height: 12px; text-align: center;"><br /></div><br />Se revisará el debido cumplimiento de sus prácticas en su blog (no olviden incluir las listas de autocotejo con su autoevaluación). Si no existen se tomarán como CERO.<br /><br /><div style="text-align: center;"><br /></div></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-37571790017767029402020-11-29T07:31:00.004-08:002020-12-01T10:55:04.547-08:00Encuesta de Access<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuNU6t4_8vxq1y1wGuctj6OmtORPsPYU93Up2Fj0PXrLxnlbpVNGvKYhkhZbOSXsvTyxjdxYN26BSw9dEF5vCVPTw_CCS8kU9qwBgOqLl_GzqEanYnAAXOP2Qf7ZQ2fI-ncUVFw09iKhM/s128/ELAR2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="128" data-original-width="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuNU6t4_8vxq1y1wGuctj6OmtORPsPYU93Up2Fj0PXrLxnlbpVNGvKYhkhZbOSXsvTyxjdxYN26BSw9dEF5vCVPTw_CCS8kU9qwBgOqLl_GzqEanYnAAXOP2Qf7ZQ2fI-ncUVFw09iKhM/s0/ELAR2.png" /></a></div><br /><p></p>
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<iframe src="https://docs.google.com/forms/d/e/1FAIpQLScAqsGQHwmPsRJrIHG21-NE2Yfx7mttxCH_TqWcNEg-SWiTFA/viewform?embedded=true" width="640" height="1403" frameborder="0" marginheight="0" marginwidth="0">Cargando…</iframe>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-36449048705931404642020-11-28T10:49:00.006-08:002020-12-09T07:43:16.862-08:00Presentaciones de Access
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<iframe allowfullscreen="true" frameborder="0" height="749" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRgpo6aATYHNyWD08f-ogttS6sY6dkwffq6FEHvPl_M1xdJsiMRXfLQXRiDEQZYMQ/embed?start=false&loop=false&delayms=5000" webkitallowfullscreen="true" width="960"></iframe>
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<iframe allowfullscreen="true" frameborder="0" height="749" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRcVxNCK328KBfXCh-h9lky7TtFS3dwUYHjW5YzqxqML2Sa9YjUHsj-TewHTLcVfw/embed?start=false&loop=false&delayms=5000" webkitallowfullscreen="true" width="960"></iframe>
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<iframe allowfullscreen="true" frameborder="0" height="749" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRdXBGfDlyWXoPhIGkGq7XgScF1U7r0MB1yIODHYkCFWbOJY_3MAqzRHKG5ywKB5w/embed?start=false&loop=false&delayms=5000" webkitallowfullscreen="true" width="960"></iframe><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/AVvXsEjsRByqZ0-9SnK3_GoqqbKH45u4F4jtuE1JCVIDgvfG0khNvYVukYM_7IgtPpDzIJg8FRvB7vUhfCQQ29VmQHrLtxSw7zIY0WfU8iHdok4Rk8TcX23aLDgbhSMstdxN1hKyn668yNrhO_o/s328/logo+access.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="154" data-original-width="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsRByqZ0-9SnK3_GoqqbKH45u4F4jtuE1JCVIDgvfG0khNvYVukYM_7IgtPpDzIJg8FRvB7vUhfCQQ29VmQHrLtxSw7zIY0WfU8iHdok4Rk8TcX23aLDgbhSMstdxN1hKyn668yNrhO_o/s320/logo+access.png" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><h1 style="box-sizing: border-box; color: #1e1e1e; font-family: "Segoe UI Light", "Segoe WP Light", wf_segoe-ui_light, wf_segoe-ui_normal, "Segoe UI", "Segoe WP", Helvetica, Tahoma, Arial, sans-serif; font-weight: 300; line-height: 1.217; margin-bottom: 30px; margin-top: 28px; padding-bottom: 0px; text-align: left;"><a href="https://support.office.com/es-es/article/v%C3%ADdeo-de-aprendizaje-de-access-a5ffb1ef-4cc4-4d79-a862-e2dda6ef38e6" style="background-color: white; color: #009eb8; display: inline; font-size: x-large; outline: none; text-align: justify; transition: color 0.3s ease 0s;">Videos de aprendizaje de Access</a><span face=""helvetica neue light" , , "helvetica neue" , "helvetica" , "arial" , sans-serif" style="background-color: white; font-size: medium; text-align: justify;"> Microsoft</span><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><ol style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; outline: none; padding: 0px 0px 0px 2em; text-align: justify;"><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/crear-una-base-de-datos-en-access-f200d95b-e429-4acc-98c1-b883d4e9fc0a?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Inicio rápido</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-%C2%BFqu%C3%A9-es-access-f2338765-ff59-4cfc-b8ba-74059fcb1874?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Introducción a Access</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/decida-si-quiere-crear-una-base-de-datos-de-escritorio-o-una-aplicaci%C3%B3n-web-de-access-7bf7ccc9-0850-48f2-858f-273271d30fa0?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Crear una nueva base de datos de Access</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-crear-tablas-y-establecer-los-tipos-de-datos-997c250d-aec6-4430-8de5-a08671e13921?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Agregar tablas</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-introducci%C3%B3n-a-las-relaciones-de-tabla-728d53ff-f332-4ac6-9382-574ee271500a?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Usar relaciones</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-copiar-datos-de-excel-b0bee2b9-e721-4332-869d-51fc9180f411?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Agregar y editar datos</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-introducci%C3%B3n-a-las-consultas-07e75b65-5eda-414f-b822-ea4e7aaf1ccb?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Administrar datos con consultas</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-crear-formularios-de-navegaci%C3%B3n-67773fba-1ddb-4624-a07f-fc84e8c82de8?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Crear formularios.</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-crear-informes-b%C3%A1sicos-1530ad9d-b0ba-4344-86c8-c58d5408ff94?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Crear informes</a></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span style="background-color: white; color: #1e1e1e; font-size: medium;"><span class="ocpLegacyBold" face=""segoe ui" , "segoe ui web" , , "helvetica neue" , "bbalpha sans" , "s60 sans" , "arial" , sans-serif" style="box-sizing: border-box; font-size: 16px; font-weight: 700;"><a class="ocpArticleLink" href="https://support.office.com/es-es/article/v%C3%ADdeo-realizar-copias-de-seguridad-de-las-bases-de-datos-176940ee-a5dc-4293-beda-9894768e7c8d?wt.mc_id=otc_access" ms.cmpgrp="content" ms.pgarea="Body" style="box-sizing: border-box; color: #0072c6; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Proteger bases de datos</a></span></span></li></ol></h1></div><br /><div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;">EBM informática tiene excelente información en <a href="https://www.youtube.com/playlist?list=PLNNBeiDLb2gU9zVhWxtbsLXNbYkDFUJc-" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span style="font-size: large;">45 videos cortos de Access</span></a><o:p></o:p></div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;"><br /></div><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; line-height: normal; margin: 0cm 6pt 0cm 0cm; outline: none; padding: 0px; text-align: justify;"><span style="font-family: "times new roman", serif; font-size: 12pt;">Yoney Gallardo tiene un muy buen curso (2 ½ horas de duración)<o:p></o:p></span></div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;"></div><div class="MsoNormal" style="background-color: #fafafa; line-height: normal; margin: 0cm 6pt 0cm 0cm; outline: none; padding: 0px; text-align: justify;"><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><b><span style="font-family: "times new roman", serif; font-size: 13.5pt;"><span style="font-weight: normal;"><a href="https://www.youtube.com/watch?v=xxchvJ_yN0E&t=465s" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;" title="CURSO DE ACCESS 2019 - COMPLETO">CURSO DE ACCESS 2019 </a></span></span></b></div><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><b><span style="font-family: "times new roman", serif; font-size: 13.5pt;"><br /></span></b></div><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><b><span style="font-family: "times new roman", serif; font-size: 13.5pt;"><br /></span></b></div><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><b><span style="font-family: "times new roman", serif; font-size: 13.5pt;"><br /></span></b></div><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><br /></div><div style="margin: 0px; outline: none; padding: 0px; text-align: center;"><span style="background-color: white; font-size: 15px; text-align: start;"><span style="color: #201f1e; font-family: Segoe UI, Segoe UI Web (West European), Segoe UI, -apple-system, BlinkMacSystemFont, Roboto, Helvetica Neue, sans-serif;"><br /></span></span></div><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><b><span style="font-family: "times new roman", serif; font-size: 13.5pt;"><br /></span></b></div></div></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-83511832430835849512020-11-01T13:19:00.022-08:002020-12-10T06:54:16.865-08:00Access<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLABMcKaDqa96nvlhqSKSvN82QCoTzb7z9YUepSznIMx4XRM809H8VltshiqQmIlTHyLAu_UvGt1TTXwzuefF3mGrHREvc3pER5NCJwm-98VP-RQpe8pm2x72A28WrdQ7sFAdBAcayEQQ/s225/access+logo.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="225" data-original-width="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLABMcKaDqa96nvlhqSKSvN82QCoTzb7z9YUepSznIMx4XRM809H8VltshiqQmIlTHyLAu_UvGt1TTXwzuefF3mGrHREvc3pER5NCJwm-98VP-RQpe8pm2x72A28WrdQ7sFAdBAcayEQQ/s0/access+logo.png" /></a></div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face=""helvetica neue", arial, helvetica, sans-serif">La última unidad de este curso es <span style="color: blue;">“<span lang="EN-US"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2020/01/unidad-5-creacion-y-manipulacion-de.html" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><b><span lang="ES-MX" style="background: rgb(238, 238, 238); font-size: 10.5pt; line-height: 14.98px;">Creación y manipulación de Bases de Datos</span></b></a></span>”.</span><o:p></o:p></span></div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face=""helvetica neue", arial, helvetica, sans-serif"><br /></span></div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face=""helvetica neue", arial, helvetica, sans-serif">El tema es extenso, pero es sencillo, además de ser extremadamente útil, y requiere que todos le destinemos al menos una hora diaria de estudio.<o:p></o:p></span></div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face=""helvetica neue", arial, helvetica, sans-serif"><br /></span></div><div class="MsoNormal" style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face=""helvetica neue", arial, helvetica, sans-serif">Estas son algunas de las entradas de este blog referentes al tema:</span></div><div class="MsoNormal" style="background: rgb(250, 250, 250); color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; line-height: 21px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;"></div><ul style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; outline: none; padding: 0px 0px 0px 2em; text-align: justify;"><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span face="helvetica, sans-serif" style="font-size: 10.5pt; line-height: 21px;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2020/01/unidad-5-creacion-y-manipulacion-de.html" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span style="color: #333333;"><b>Unidad 4 Creación y manipulación de Bases de Datos</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2013/02/introduccion-las-bases-de-datos.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Introducción a las Bases de Datos</b></span></a></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><span face="helvetica, sans-serif" lang="ES-MX" style="background-color: yellow; color: #333333; font-size: 10.5pt; line-height: 21px;"><b><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/02/temas-de-access.html" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Temas de Access</a></b></span></span></li><li style="margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><span face="helvetica, sans-serif" lang="ES-MX" style="background-color: yellow; color: #333333; font-size: 10.5pt; line-height: 21px;"><b><a href="http://ticsaplicadasalaadministracion.blogspot.com/p/practicas.html" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Practicas de Access</a></b></span></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2015/02/diseno-de-las-tablas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Diseño de las tablas</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/02/vinculos-entre-tablas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Vínculos entre tablas</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/02/propiedades-de-los-campos.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Propiedades de los Campos</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2015/01/objetos-de-una-base-de-datos.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Objetos de una base de datos</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2015/04/expresiones-de-fecha.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Expresiones de fecha</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/03/consultas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Consultas</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/03/consultas-de-totalizacion.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Consultas de Totalización</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/03/consultas-de-referencias-cruzadas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Consultas de Referencias Cruzadas</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/03/practicando-otras-consultas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Otras Consultas</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/03/otras-consultas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b>Practicando Otras Consultas</b></span></a></span></li><li style="background-color: #eeeeee; margin: 0px; outline: none; padding: 0px;"><span lang="EN-US" style="color: black;"><span face="helvetica, sans-serif" lang="ES-MX" style="color: #333333; font-size: 10.5pt; line-height: 21px;"><b><a href="http://ticsaplicadasalaadministracion.blogspot.com/2014/03/posibles-proyectos-para-desarrollar-una.html" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Proyecto Individual de Access</a></b></span></span></li></ul><div><br /></div>Le dedicaremos aproximadamernte un mes a su estudio y requerimos que todos asistan y estudien el material que se les asigne. <div><br /></div><div>Vean en este mismo blog la <a href="http://tallerinformaticai.blogspot.mx/p/access.html">página que corresponde a Access</a> con información mas detallada.<div><br /> <br />
Copien también el disco de trabajo de Access, contiene tablas que utilizaremos para realizar las prácticas.<br />
<br />
<iframe frameborder="0" height="120" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21131053&authkey=AK1vszhMxCHy_SQ" width="98"></iframe>
<br />
<br />
Estas son las prácticas a realizar:<br />
<iframe frameborder="0" height="288" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21131056&authkey=ALH7s9u4IBzQkWw&em=2" width="476"></iframe> </div><div> Impriman y lean mis notas de Bases de Datos, con todos los conceptos fundamentales de la unidad (es un archivo PDF).<br />
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<iframe frameborder="0" height="288" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21131054&authkey=AFiZAxeW7vpzO4w&em=2" width="476"></iframe>
<br />
Este es un repaso de los conceptos fundamentales:<br />
<br />
<iframe frameborder="0" height="327" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21124120&authkey=AM338cMzvZLL58I&em=2" width="402"></iframe><br />
Las tablas son la parte fundamental de la base de datos y es importante diseñarlas correctamente.<br />
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Para extraer información requerimos saber como buscar, ordenar y filtrar los datos de las tablas.<br />
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Es fácil crear una base de datos si contamos ya con la información crorrespondiente en Excel<br />
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Las consultas nos permiten extraer información en base a determinados criterios.<br />
Un tipo de consultas nos permiten obtener totales.<br />
<br />
<iframe frameborder="0" height="327" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21124121&authkey=AFC62gwauL-rMGY&em=2" width="402"></iframe> </div><div> La primer base de datos que crearemos será un directorio telefónico (<a href="https://skydrive.live.com/redir?resid=D151BCC07CB8E320!729">a partir de la lista de alumnos)</a><br />
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<a href="https://1drv.ms/x/s!AnzC7al7lHjRiJBsWyIgknr4HZpW-w">Teléfonos</a><br />
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<a href="https://1drv.ms/x/s!AnzC7al7lHjRiJBtSGJQE-cLXmDrLw">Pagos</a><br />
<br />
<a href="https://1drv.ms/x/s!AnzC7al7lHjRiJBu-AR6UXnGIf1HEg">Nómina</a></div><div><br /></div><div style="text-align: left;"><a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21124187">Tablas Nómina</a><br /><br />Crear tambien una BD a partir de las siguientes tablas.<br /><br /><a href="https://drive.google.com/open?id=160kmpZxk1BlKwxOPJ3MJoeozoAnUUnA-">Tablas Pagos Cancun</a><br /><br />Otras tablas para practicar <a href="https://drive.google.com/open?id=1gQ9yHhGc1i0BrHta0jrI1Tg81Y0soslS">TABLAS PARA ACCESS</a><br />
<br />Ver en este blog:<br /><a href="https://tallerinformaticai.blogspot.com/2013/11/consultas.html?q=consultas" target="_blank">Consultas</a></div><div style="text-align: left;"><a href="https://tallerinformaticai.blogspot.com/2016/11/crear-tablas-y-ajustar-sus-propiedades.html?q=consultas" target="_blank">Crear tablas y ajustar propiedades</a></div><div style="text-align: left;"><a href="https://tallerinformaticai.blogspot.com/2016/12/resorteras.html?q=consultas" target="_blank">Resorteras</a></div><div style="text-align: left;"><a href="https://tallerinformaticai.blogspot.com/2012/11/tablas-para-practicar-consultas.html?q=consultas" target="_blank">Tablas para practicar consultas</a></div><div style="text-align: left;"><a href="https://tallerinformaticai.blogspot.com/2015/12/consultas-de-totalizacion.html?q=consultas" target="_blank">Consultas de totalizacion</a></div><div><a href="https://tallerinformaticai.blogspot.com/2013/12/simulacro-de-examen-access-basico.html?q=consultas" target="_blank">Simulacro de examen de Access (Consultas)</a><br /><h1 class="x-hidden-focus" style="background-color: white; box-sizing: border-box; color: #1e1e1e; font-family: "Segoe UI Light", "Segoe WP Light", wf_segoe-ui_light, wf_segoe-ui_normal, "Segoe UI", "Segoe WP", Helvetica, Tahoma, Arial, sans-serif; font-weight: 300; line-height: 1.217; margin-bottom: 30px; margin-top: 28px; padding-bottom: 0px;"><span style="font-size: medium;"><a href="https://support.microsoft.com/es-es/office/introducci%C3%B3n-a-las-consultas-a9739a09-d3ff-4f36-8ac3-5760249fb65c" target="_blank">Introducción a las consultas</a></span></h1><div><br /></div><div><a href="https://drive.google.com/file/d/15-BlyUkdDNBhKLuhGV5lNPpIY4jAE1DT/view?usp=sharing" target="_blank"><span style="color: #2b00fe; font-size: large;">Tareas de Access</span></a></div><div><br /></div>A continuación estan los enlaces a algunas bases de datos de ejemplo (para que practiquen estos temas):</div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/1BFov4msB4OXeAYwzCEfa1_iLAUYWY_LC/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="327" data-original-width="451" height="86" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJDtyUw2b68l0cJkYi2lypDsVcbYJKjxz48R0zJSWZ9GvaIjy_eQs9hUzlLyxpfKjArNbOcXA2NHojf_ZqprY4MhLy52eNO4sIxt1bOqumScAHaqA0Nz_meoAjz0cZa4WhoG7UPoSIbgk/w118-h86/Dulceria.JPG" width="118" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div><br /></div><div><span style="color: #2b00fe; font-size: medium;"><b><a href="https://drive.google.com/file/d/1BFov4msB4OXeAYwzCEfa1_iLAUYWY_LC/view?usp=sharing" target="_blank">Dulce</a> </b> (base de datos de una dulceria)</span></div><div><span style="color: #2b00fe; font-size: medium;"><br /></span></div><div><span style="color: #2b00fe; font-size: medium;"><br /></span></div><div><span style="color: #2b00fe; font-size: medium;"><a href="https://drive.google.com/file/d/15IQBlroSrGInItRJDYMVdqpUCodWKlDi/view?usp=sharing" target="_blank"><b>Agenda Escolar</b> (Consultas)</a></span></div><div><br /></div><div><span style="font-size: medium;"><br /></span></div><div><div></div><span style="font-size: medium;"><a href="https://drive.google.com/file/d/1dsla-TS18E5qUJQ1dImWl-2n9tMcyiqH/view?usp=sharing" style="font-weight: bold;" target="_blank">Neptuno</a><b> </b> (está en inglés)<p class="MsoNormal"><o:p></o:p></p><br /></span><div></div><b><span style="font-size: medium;"><a href="https://drive.google.com/file/d/1HoYnJpl7QK1s0XALCRy6R0SS7TCsLVV1/view?usp=sharing" target="_blank">NorthWind</a> </span></b>(está en inglés)</div><p class="MsoNormal"><o:p></o:p></p><div><b><br /></b></div><div><b>Ver <a href="https://support.microsoft.com/en-us/office/featured-access-templates-e14f25e4-78b6-41de-8278-1afcfc91a9cb?ui=en-us&rs=en-us&ad=us" target="_blank">Bases de datos de ejemplo proporcionadas por Microsoft</a>: </b></div><div><b><br /></b></div><div><h1 class="" style="background-color: white; box-sizing: border-box; color: #1e1e1e; font-family: "Segoe UI Light", "Segoe WP Light", wf_segoe-ui_light, wf_segoe-ui_normal, "Segoe UI", "Segoe WP", Helvetica, Tahoma, Arial, sans-serif; line-height: 1.217; margin-bottom: 30px; margin-top: 28px; padding-bottom: 0px; text-align: center;"><span style="font-size: large;"><a href="https://support.microsoft.com/es-es/office/plantillas-de-access-destacadas-e14f25e4-78b6-41de-8278-1afcfc91a9cb" target="_blank">Plantillas de Access destacadas</a></span></h1></div><div><h3 style="background-color: white; box-sizing: border-box; color: #1e1e1e; font-family: "Segoe UI Light", "Segoe WP Light", wf_segoe-ui_light, wf_segoe-ui_normal, "Segoe UI", "Segoe WP", Helvetica, Tahoma, Arial, sans-serif; line-height: 1.217; margin-bottom: 30px; margin-top: 28px; padding-bottom: 0px; text-align: center;"><br /></h3></div><div><p class="MsoNormal">Suban las bases de datos a <b>DRIVE</b> (o a OneDrive) y den clic en <b>Obtener
Vinculo</b>, luego ese vínculo lo insertan en su blog asociándolo a un texto o
a una imagen. Hay que seleccionar el
texto (o la imagen), hacer clic en el icono <b><span style="font-size: 12pt; line-height: 107%;">Enlace</span></b><span style="font-size: 12pt; line-height: 107%;"> </span>y pegar allí el vínculo y dar clic a <b>Aplicar</b>.<o:p></o:p></p></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiicjD9gx0986nQfttpy3XVXFAfqjB8l5cdZA5aMW-9hLCeNhOSlpH43uBsAQVClj74Xt-49wQzbYT6KEWM65y-mqHm47MIOCdn4Az5ExHDxv6fed5KS_mkW6wWdYXY3Nsc9qwdMGDa1nU/s933/Vinculo.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="933" data-original-width="925" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiicjD9gx0986nQfttpy3XVXFAfqjB8l5cdZA5aMW-9hLCeNhOSlpH43uBsAQVClj74Xt-49wQzbYT6KEWM65y-mqHm47MIOCdn4Az5ExHDxv6fed5KS_mkW6wWdYXY3Nsc9qwdMGDa1nU/s320/Vinculo.png" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Ejemplo de objetos de Access de la base de datos <a href="https://drive.google.com/file/d/15IQBlroSrGInItRJDYMVdqpUCodWKlDi/view?usp=sharing" target="_blank">Agenda Escolar</a>. </div><div class="separator" style="clear: both; text-align: center;">Vea en el ejemplo cuales son las tablas, como estan vinculadas y como se hacen las consultas propuestas.</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://drive.google.com/file/d/15IQBlroSrGInItRJDYMVdqpUCodWKlDi/view?usp=sharing" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="1101" data-original-width="533" height="429" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaH1SXlVnL06p2EWpuPu6g6eGnyFDSYAP4n8RQUZRkaFAHjJHE3Ba0w3CDM8t9CoTueVKYO7jcrCnSXyRMmsLqbvGhvfuzCoW2zrEq4Xi7NqpPx7593lXrKZXYOuOzNjuw3e9g3CONDLU/w208-h429/Consultas.JPG" width="208" /></a></div><br /><div><br /></div><div>En otro de mis blogs <a href="https://ticsaplicadasalaadministracion.blogspot.com/" target="_blank"><b>TICS Aplicadas a la Administración </b></a> pueden encontrar mayor información de estos temas.</div><div><br /></div><div><br /></div><div>
<div style="text-align: center;"><span style="color: #2b00fe; font-size: medium;"><b>https://ticsaplicadasalaadministracion.blogspot.com/</b></span></div><div><br /></div>
<br /></div>
</div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.comtag:blogger.com,1999:blog-2494900465236988033.post-21635788545394481922020-10-30T13:30:00.028-07:002020-12-08T17:19:32.896-08:00Consultas de Totalización<div class="separator" style="clear: both; text-align: center;"><div class="separator" style="background-color: white; clear: both; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6XydiMQ1BEKTkrfNcm03MlhpUU5R7y9keJ_gunQSDlTwzNlcnnBlbJcnRr185HoUcxYXUkXuv6x51-PUGuy71WfLezxi7v_zIVFnDWCAQ3voW0P4IeBEkyWTAFiJ__tsxxGV0Uywzk0SI/s1600/TI.jpg" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" ex="true" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6XydiMQ1BEKTkrfNcm03MlhpUU5R7y9keJ_gunQSDlTwzNlcnnBlbJcnRr185HoUcxYXUkXuv6x51-PUGuy71WfLezxi7v_zIVFnDWCAQ3voW0P4IeBEkyWTAFiJ__tsxxGV0Uywzk0SI/s320/TI.jpg" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 10pt; outline: none; padding: 0px; text-align: justify;"><span face="arial, sans-serif" style="font-size: 12pt; line-height: 18.4px;">El botón Totales Ʃ permite sumar una columna de datos (también se puede usar para realizar otros cálculos en una columna de datos, como promedio, contar el número de elementos de una columna y determinar el valor mínimo o máximo).</span><span face="arial, sans-serif" style="font-size: 12pt; line-height: 18.4px;"></span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 10pt; outline: none; padding: 0px; text-align: justify;"><span face="arial, sans-serif" style="font-size: 12pt; line-height: 18.4px;"><a href="http://office.microsoft.com/es-mx/access-help/mostrar-totales-de-columna-en-una-hoja-de-datos-HA001233062.aspx" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Mostrar totales de columna en una hoja de datos</a></span><br /><br /> <iframe frameborder="0" height="327" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21122448&authkey=AEwj9mLRRrBptf4&em=2" style="display: inline-block; max-width: 100%;" width="402"></iframe></div><b style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: blue;">Consultas de totalización </span></b><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">(vienen como ejemplos de la presentación anterior)</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">De la base de datos </span><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: orange; color: #333333; font-size: 14px; text-align: justify;"><a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21122445" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Mundo</a></span><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">, obtener lo siguiente:</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">01 Los 5 países mas poblados<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">02 El país más poblado<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">03 El país más pobre<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">04 Los 10 países con mayor superficie<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">05 Los 5 países con menor esperanza de vida<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">06 Los 5 países con mayor esperanza de vida<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">07 Los 10 países con mayor ingreso<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">08 Número total de países<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">09 Superficie total del mundo<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">10 Superficie promedio<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">11 Superficie total de Europa<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">12 Superficie promedio de países Europeos<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">13 Número de países de África<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">14 Número de países de …<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">15 Tamaño promedio de países católicos<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">16 Área de países musulmanes de África<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">17 Área de países musulmanes de África o Asia<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">18 Los 10 países con mayor esperanza de vida en América<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">19 Los 5 países con menor esperanza de vida en América<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">20 Superficie promedio de países europeos con población superior a un millón<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">21 Contar el número de países en cada continente<o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">22 Tamaño promedio de los países, agrupados por religión<br /><o:p></o:p></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px 0px 0.0001pt; outline: none; padding: 0px; text-align: justify;">23 <span lang="ES-TRAD">PNB promedio de los países de habla inglesa<o:p></o:p></span></div><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21122445" style="background-color: white; color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; outline: none; text-align: justify; text-decoration-line: none; transition: color 0.3s ease 0s;">Mundo.xls</a><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">De la base de datos </span><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: orange; color: #333333; font-size: 14px; text-align: justify;">Pagos_Alumnos</span><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">, obtener lo siguiente</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">24 Cantidad pagada por alumno</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">25 Cantidad pagada por grupo</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">26 Número de alumnos por grupo</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">27 Importe de pagos y fechas a partir del número de control</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">28 Suma de pagos en cierta fecha</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">29 Suma de pagos entre ciertas fechas</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">30 Suma de pagos entre ciertas fechas (de cada grupo)</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21121339" style="background-color: white; color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; outline: none; text-align: justify; text-decoration-line: none; transition: color 0.3s ease 0s;">Pagos Alumnos.xls</a><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: white; color: #333333; font-size: 14px; text-align: justify;">De la base de datos Agencia Automotriz, determine lo siguiente:</span><br style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><br /></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">31 De la base de datos <span style="background-color: orange;">Agencia Automotriz</span> calcular la suma total de los precios de los autos vendidos por vendedor</div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Campo Suma de Ventas: precio</span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Total suma</span><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><span face=""lucida sans", sans-serif" style="color: maroon;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0eacGTgzfGGwiyfSzTyrc9x_HuUjYKqobbbIHLQucbFJzZhGego9GbZCfoTvyI-V-P7t5jbWY4W6gKFmpCBv4-aqelwUkFKhiXCwFdkTY2eWSCVI2NIoeUZyboWgxuAcsxLUn_zIasWk/s1600/CT1.png" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="70" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0eacGTgzfGGwiyfSzTyrc9x_HuUjYKqobbbIHLQucbFJzZhGego9GbZCfoTvyI-V-P7t5jbWY4W6gKFmpCBv4-aqelwUkFKhiXCwFdkTY2eWSCVI2NIoeUZyboWgxuAcsxLUn_zIasWk/s1600/CT1.png" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></span></div></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">32 De la base de datos Agencia Automotriz calcular número de autos vendidos por vendedor</div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Campo Contar Ventas: fecha</span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Total cuenta</span><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl2T4aCzvNyMeX7i3PtFva-nPW0lZiuXx3brA4h2q8H03iNlTZPOxWFk3iVpfWyAbCgv27wUN4F7CdoVG2oAKmv0QMGl2Ao4m7mXiJluAVug-wWHA5U73kDAYL6Ur9qV-sATmovvla-RU/s1600/CT2.png" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="56" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl2T4aCzvNyMeX7i3PtFva-nPW0lZiuXx3brA4h2q8H03iNlTZPOxWFk3iVpfWyAbCgv27wUN4F7CdoVG2oAKmv0QMGl2Ao4m7mXiJluAVug-wWHA5U73kDAYL6Ur9qV-sATmovvla-RU/s1600/CT2.png" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div><span face=""lucida sans", sans-serif" style="color: maroon;"><br /></span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">33 De la base de datos Agencia Automotriz calcular precio promedio de los autos vendidos por vendedor</div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Campo Promedio: precio</span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Total promedio</span><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKbxLIq-tNPNtcl5QU10QX62A8aw_uo0aLWYiCSQiMF-AAGmT_juWmBerT0yY_T8Fhry78iM6tbvEVCvClTc0b8EFDaNgKGLQp5sYBFdrw1TqgaDY01jg9s9RHUIqrWEbMVdR-QspgW6M/s1600/CT3.png" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="57" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKbxLIq-tNPNtcl5QU10QX62A8aw_uo0aLWYiCSQiMF-AAGmT_juWmBerT0yY_T8Fhry78iM6tbvEVCvClTc0b8EFDaNgKGLQp5sYBFdrw1TqgaDY01jg9s9RHUIqrWEbMVdR-QspgW6M/s1600/CT3.png" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div><span face=""lucida sans", sans-serif" style="color: maroon;"><br /></span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">34 De la base de datos Agencia Automotriz calcular el número de clientes de cada estado</div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Campo Estado</span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Total </span><span face=""lucida sans", sans-serif" style="color: maroon;">cuenta</span><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinL9-pjiYO5gAVlWttqedFwJImNo72Q0OyF6Ppb8-c-BdmRWHvMqgf2Hk2Jlb7Bb9lsIgFdyClhBzGLY_sCnbL8hPtIVzWuqHKX8dhUcOr2ZkllCB_a5KMR1JGBLb7xc3qbhReKsmNviE/s1600/CT4.png" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="81" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinL9-pjiYO5gAVlWttqedFwJImNo72Q0OyF6Ppb8-c-BdmRWHvMqgf2Hk2Jlb7Bb9lsIgFdyClhBzGLY_sCnbL8hPtIVzWuqHKX8dhUcOr2ZkllCB_a5KMR1JGBLb7xc3qbhReKsmNviE/s1600/CT4.png" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div><span face=""lucida sans", sans-serif" style="color: maroon;"><br /></span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">35 De la base de datos Agencia Automotriz calcular número de autos vendidos de cada tipo de vehículo</div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Campo Fecha (de venta)</span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih7nMypiZGMe-8w4EW5IS8W9JlZ60S8q6xXOJVfNo__nWcviCYOkovun0B8JVth-S6iqxYnL6gqwlCrIOi2QQhmW-y7gcTr__JhIJ-Zu8NtGwUlBpBW8_qDWmkOvhIuCsmydvs8Wdzvsg/s1600/CT5.png" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="74" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih7nMypiZGMe-8w4EW5IS8W9JlZ60S8q6xXOJVfNo__nWcviCYOkovun0B8JVth-S6iqxYnL6gqwlCrIOi2QQhmW-y7gcTr__JhIJ-Zu8NtGwUlBpBW8_qDWmkOvhIuCsmydvs8Wdzvsg/s1600/CT5.png" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div><span face=""lucida sans", sans-serif" style="color: maroon;">Total </span><span face=""lucida sans", sans-serif" style="color: maroon;">cuenta</span><br /><span face=""lucida sans", sans-serif" style="color: maroon;"><br /></span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;"><br /></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">36 De la base de datos Agencia Automotriz encontrar cuantos autos compró cada cliente . </div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;"><br /></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Campo Fecha</span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Total cuenta</span><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><span face=""lucida sans", sans-serif" style="color: maroon;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3wca0FPcubxApYhpqHz3m5UbXAfKZzq_5P852hrl8Oeqq4Cmh84clvsW9gtX-KgzKELq-wahoyRTRjlYwaQkTd38Te7X2SSAkzt2FQHLRu6ZPiP_y17ZXEA56iwgIZmrTE0HNm-8Vjzc/s1600/CT6.png" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="61" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3wca0FPcubxApYhpqHz3m5UbXAfKZzq_5P852hrl8Oeqq4Cmh84clvsW9gtX-KgzKELq-wahoyRTRjlYwaQkTd38Te7X2SSAkzt2FQHLRu6ZPiP_y17ZXEA56iwgIZmrTE0HNm-8Vjzc/s1600/CT6.png" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></span></div><br /><span face=""lucida sans", sans-serif" style="color: maroon;"><br /></span><span face=""lucida sans", sans-serif" style="color: maroon;"><br /></span>Podemos modificar esta consulta para conocer que clientes que compraron varios autos, o sea mostrar aquellos en que el número sea mayor que 1.</div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt 35.4pt; outline: none; padding: 0px; text-align: justify;"><span face=""lucida sans", sans-serif" style="color: maroon;">Criterio >1</span><br /><span face=""lucida sans", sans-serif" style="color: maroon;"><br /></span></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;"><br /></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">37 Los 5 autos más vendidos</div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;"><br /></div><div class="MsoNormal" style="background-color: white; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0in 0in 0pt; outline: none; padding: 0px; text-align: justify;">38 En la Base de Datos <span style="background-color: orange;">Ultramarinos</span>, encontrar el valor del inventario.</div></div><div class="MsoNormal" style="margin: 0in 0in 0pt;"><span style="mso-ansi-language: ES-MX;"><br /></span></div><div class="MsoNormal" style="margin: 0in 0in 0pt; text-align: center;"><span style="mso-ansi-language: ES-MX;"><a href="https://drive.google.com/drive/folders/1lrCF4MsZgkpJhTFNRHJDQrufQ-RkQ8a_?usp=sharing" target="_blank"><b>Presentaciones de Access</b></a></span></div><div class="MsoNormal" style="margin: 0in 0in 0pt;"><span style="mso-ansi-language: ES-MX;"><br /></span></div><div class="MsoNormal" style="margin: 0in 0in 0pt;"><span style="mso-ansi-language: ES-MX;"><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><iframe allowfullscreen="true" frameborder="0" height="749" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vTCrTScvTP-N80bDku8Ak1Sgq5y8r0poaFUETubwJTBusdkQpt0KaI-9HI4fkMnmQ/embed?start=false&loop=false&delayms=3000" style="background-color: #fafafa; color: #333333; display: inline-block; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; max-width: 100%; text-align: justify;" webkitallowfullscreen="true" width="960"></iframe><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: #fafafa; color: #333333; font-size: 14px; text-align: justify;"></span><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><iframe allowfullscreen="true" frameborder="0" height="749" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRcVxNCK328KBfXCh-h9lky7TtFS3dwUYHjW5YzqxqML2Sa9YjUHsj-TewHTLcVfw/embed?start=false&loop=false&delayms=5000" style="background-color: #fafafa; color: #333333; display: inline-block; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; max-width: 100%; text-align: justify;" webkitallowfullscreen="true" width="960"></iframe><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="background-color: #fafafa; color: #333333; font-size: 14px; text-align: justify;"></span><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="background-color: #fafafa; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><iframe allowfullscreen="true" frameborder="0" height="749" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/e/2PACX-1vRdXBGfDlyWXoPhIGkGq7XgScF1U7r0MB1yIODHYkCFWbOJY_3MAqzRHKG5ywKB5w/embed?start=false&loop=false&delayms=5000" style="background-color: #fafafa; color: #333333; display: inline-block; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; max-width: 100%; text-align: justify;" webkitallowfullscreen="true" width="960"></iframe></span></div><div class="MsoNormal" style="margin: 0in 0in 0pt;"><span style="mso-ansi-language: ES-MX;"><br /></span></div><div class="MsoNormal" style="margin: 0in 0in 0pt;"><span style="mso-ansi-language: ES-MX;"><a href="http://office.microsoft.com/es-mx/access-help/mostrar-totales-de-columna-en-una-hoja-de-datos-HA001233062.aspx" style="font-size: 16px;">Mostrar totales de columna en una hoja de datos</a></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0pt 35.4pt;">
</div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-8149600382728579062020-10-26T17:01:00.001-07:002020-12-08T17:02:21.486-08:00Consultas de Referencias Cruzadas<p> </p><div class="article-header" style="display: table; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center; width: 750px;"><h1 class="title entry-title" itemprop="name" style="color: #333333; display: table-cell; font-size: 20px; font-weight: normal; margin: 0px; padding: 0px 40px 0px 0px; position: relative; vertical-align: middle; width: 670px;"><br /><span class="blog-admin" style="display: inline;"></span></h1></div><div class="article-content entry-content" itemprop="articleBody" style="clear: both; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; line-height: 1.4; margin: 10px auto 5px; outline: none; padding: 0px; text-align: justify;"><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW9Q4C_wPFYC-_i4eLYD9elWsrmxm6OBxiQnMipQcaTR7EwPJyhR6TQXG1BvNrRQOGqB3EzHFmFMHOJ4Z_baxvNozRuK3qMEPytClIIJxw2PBYl5r9v2Ekrr43JAW9pRjVG0Vl1tCj9ecJ/s1600/grief-11.jpg" imageanchor="1" style="clear: left; color: #009eb8; display: inline; float: left; margin-bottom: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW9Q4C_wPFYC-_i4eLYD9elWsrmxm6OBxiQnMipQcaTR7EwPJyhR6TQXG1BvNrRQOGqB3EzHFmFMHOJ4Z_baxvNozRuK3qMEPytClIIJxw2PBYl5r9v2Ekrr43JAW9pRjVG0Vl1tCj9ecJ/s1600/grief-11.jpg" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" /></a><span style="font-family: calibri;"></span></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><span style="font-family: calibri;">Suponga que tenemos una tabla con los datos de varios vendedores y otra con las miles de ventas que han realizado a lo largo del año, y que nos interesa conocer cuánto ha vendido en total cada vendedor en cada mes.</span></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><span style="font-family: calibri;">Podemos hacer una consulta de totalización de vendedor por vendedor mes por mes.</span></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><span style="font-family: calibri;">O bien resumir en una sola tabla el equivalente a cientos de consultas de totalización individuales.</span></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><br /></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><br /><br /></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><br /></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><span style="font-family: arial, helvetica, sans-serif;">Las consultas de referencias cruzadas se utilizan para calcular y reestructurar datos de manera que su análisis sea más sencillo.</span></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><span style="font-family: calibri;">Presentan los datos en forma tabular con títulos en los renglones y en las columnas (y operaciones en las intersecciones).</span><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihJw7R-EyJAkuExEj8n1QEfHEfHmzyHQGNKxWGq6tVeORl21-Vj3dheXJTGy4lbdNcnCinNUyaY2YZs8vQT0TmGDbFJ6KUuWmcbUrcZrXC4GycJCerSZ1_YsmOJ968LykuqSyUf5ZsAx8d/s1600/RC.jpg" imageanchor="1" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="188" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihJw7R-EyJAkuExEj8n1QEfHEfHmzyHQGNKxWGq6tVeORl21-Vj3dheXJTGy4lbdNcnCinNUyaY2YZs8vQT0TmGDbFJ6KUuWmcbUrcZrXC4GycJCerSZ1_YsmOJ968LykuqSyUf5ZsAx8d/s320/RC.jpg" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div><span style="font-family: calibri;">De esta forma se resume en muy poco espacio mucha información de una forma clara.</span></div><div class="MsoNormal" style="border-color: initial; border-style: none; border-width: medium; margin: 0in 0in 10pt; outline: none; padding: 0px;"><span style="font-family: calibri;">La creación de consultas con referencias cruzadas es sencilla. Solo tenemos que definir qué campo ocupará los renglones, cual ocupará las columnas y que valor será totalizado (sumar, contar, promediar, etc.) en los cruces de renglones y columnas.</span><br /><br /><span style="font-family: calibri;"><a href="http://cid-d178947ba9edc27c.office.live.com/view.aspx/Access/Vendedores.xlsx" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">Tablas de Vendedores y Ventas </a>(con la información a resumir, se muestra solo la parte inicial)</span><br /><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4xUhheasjIdNxO6zvIGB_xLTMuoQSTJb9qdzHnt3krWLjEdflv-frUGHhUgxu80qTNohmOkoPdsDLtBCCivTeLHNcL5iN4_ac-dn3GXSK0h8A0PTDRp5oR-3a_cDO_UkpbIODf7QTB3EQ/s1600/Rc3.jpg" imageanchor="1" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="234" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4xUhheasjIdNxO6zvIGB_xLTMuoQSTJb9qdzHnt3krWLjEdflv-frUGHhUgxu80qTNohmOkoPdsDLtBCCivTeLHNcL5iN4_ac-dn3GXSK0h8A0PTDRp5oR-3a_cDO_UkpbIODf7QTB3EQ/s320/Rc3.jpg" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div>Resultado de la consulta de referencias cruzadas (se muestra una pequeña parte a modo de ilustración)<br /><br /><div class="separator" style="clear: both; margin: 0px; outline: none; padding: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-bIKG-pSoTUiHAVeDdVUOa6fGxyynGPWji9oIfXgNb9xyPRJpKQI18CjMNSfBZqXgpIGapgASbdd-bpQMSxgBwRTm0wr8IjmRxPYIzV9hTelcvsPjSEZkVgKltJtVv4bgMgWTV8Vb9QgB/s1600/Rc4.jpg" imageanchor="1" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"><img border="0" height="95" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-bIKG-pSoTUiHAVeDdVUOa6fGxyynGPWji9oIfXgNb9xyPRJpKQI18CjMNSfBZqXgpIGapgASbdd-bpQMSxgBwRTm0wr8IjmRxPYIzV9hTelcvsPjSEZkVgKltJtVv4bgMgWTV8Vb9QgB/s320/Rc4.jpg" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="320" /></a></div><br />En este enlace pueden ver un video ilustrativo de<a href="http://www.youtube.com/watch?feature=player_detailpage&v=D2xPhoWdoMY" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;"> Consultas de Referencias Cruzadas</a></div></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-57592385566475054782020-08-31T07:46:00.055-07:002020-10-23T07:43:43.919-07:00Cronograma<h3><span style="background-color: #01ffff;"><div class="separator" style="background-color: #fafafa; clear: both; color: #333333; font-size: 14px; font-weight: 400; margin: 0px; outline: none; padding: 0px; text-align: center;"><span style="font-family: helvetica;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVc7uuMP2kFXT0ivqOnd0I2juOAfHhyphenhyphen4zQd64j3r4UHw5EmSjczgKkRYgnMnWb2zqWULUQIUUVssN-u1OYvaboSmAtkLmc5NTDQ15N6wsLMMnVtnbMZ81tanXczZTMIp03HuWVdS5FVmPJ/s155/cronograma.png" style="color: #009eb8; display: inline; margin-left: 1em; margin-right: 1em; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><img border="0" data-original-height="155" data-original-width="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVc7uuMP2kFXT0ivqOnd0I2juOAfHhyphenhyphen4zQd64j3r4UHw5EmSjczgKkRYgnMnWb2zqWULUQIUUVssN-u1OYvaboSmAtkLmc5NTDQ15N6wsLMMnVtnbMZ81tanXczZTMIp03HuWVdS5FVmPJ/s0/cronograma.png" style="-webkit-border-image: url("data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAMAAAC6V+0/AAAAOVBMVEUAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAD///+8yHYvAAAAEnRSTlMAAgEDBAUJBwYzCw0UChARDghnBteEAAAAhElEQVR4XnWRSxJDIQgEEx1Axd/L/Q8bKCuuyOzsohHxdZLS25LSOV2ULQdflgEiIDu9KqiIFILXXpeEx2ChXwdnKNxUGxc4dZbNfXjPufkp5H0Nwtymq/dltUIweNy9qmXt08EgydDZ6+dT+9Qh9AeGenhROFI0fPjMaCHx6uIlh9/xBSJuB3l0A/6JAAAAAElFTkSuQmCC") 9 fill / 9px stretch; border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" /></a></span></div><span style="background-color: #fafafa; color: #333333; font-family: helvetica; font-size: 14px; font-weight: 400; text-align: justify;"><br /><br />
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/4JbVMDOBqEE" width="536"></iframe>
</span></span></h3><h3><span style="background-color: #01ffff;"><span style="background-color: #fafafa; color: #333333; font-family: helvetica; font-size: 14px; font-weight: 400; text-align: justify;"><br /></span></span></h3><h3><span style="background-color: #01ffff;"><span style="background-color: #fafafa; color: #333333; font-family: helvetica; font-size: 14px; font-weight: 400; text-align: justify;"><br /></span></span></h3><h3><span style="background-color: #01ffff;"><span style="background-color: #fafafa; color: #333333; font-family: helvetica; font-size: 14px; font-weight: 400; text-align: justify;"><br /></span></span></h3><h3><span style="background-color: #01ffff;"><span style="background-color: #fafafa; color: #333333; font-family: helvetica; font-size: 14px; font-weight: 400; text-align: justify;"><br /></span></span></h3><h3><span style="background-color: #01ffff;"><span style="background-color: #fafafa; color: #333333; font-family: helvetica; font-size: 14px; font-weight: 400; text-align: justify;">Aproximadamente del 14 de Septiembre al 30 de Octubre estaremos cubriendo lo que corresponde a EXCEL (una hoja de calculo). Las fechas dependeran de la rapidez con que puedan asimilar ustedes los diferentes temas.</span></span></h3><div><div><div class="separator" style="clear: both; text-align: center;"><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><span face="arial, sans-serif" style="color: #009eb8; display: inline; line-height: 21px; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><a href="http://tallerinformaticai.blogspot.mx/2013/08/examen-diagnostico-de-excel.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Examen Diagnóstico de Excel</a></span><o:p></o:p></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><br /></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink">Videos introductorios:</span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><br /></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"> <iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/FPWeiFo71vk" width="515"></iframe> </span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><br /></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink">
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/CMqJW1wtM48" width="515"></iframe>
</span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0cm 0cm 0.0001pt; outline: none; padding: 0px; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222;"><span face="arial, helvetica, sans-serif" style="font-size: large;"><b>Tipos de Referencias</b></span></span></div><div style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0cm 0cm 0.0001pt; outline: none; padding: 0px; text-align: justify;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: #222222; font-size: 13.5pt;"><span face="arial, helvetica, sans-serif"><br /></span></span></div><p class="MsoNormal"><span style="line-height: 17.12px;"><span face="arial, helvetica, sans-serif" style="color: #222222; font-size: 14px; text-align: justify;">Las operaciones que realiza Excel hacen referencias a <b>Celdas</b> (<i>o a <b>Rangos</b></i> [grupos de celdas]), usando una de las siguientes variantes:</span><br style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /></span></p><div class="MsoNormal" style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: justify;"><span lang="ES" style="font-family: "courier new"; font-size: 10pt;"><br /></span></div><div class="MsoNormal" style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: justify;"><span lang="ES"><span face="arial, helvetica, sans-serif" style="font-size: medium;"><span style="background-color: #fce5cd;">A2 --- Referencia relativa </span><o:p></o:p></span></span><br /><span lang="ES"><span face="arial, helvetica, sans-serif" style="font-size: medium;"><span style="background-color: #fce5cd;"><br /></span></span></span></div><div class="MsoNormal" style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: justify;"><span lang="ES"><span face="arial, helvetica, sans-serif" style="font-size: medium;"><span style="background-color: yellow;"><span style="color: blue;">$A$2 --- Referencia absoluta (Columna y Renglón fijos)</span></span><o:p></o:p></span></span><br /><span lang="ES"><span face="arial, helvetica, sans-serif" style="font-size: medium;"><span style="background-color: yellow;"><span style="color: blue;"><br /></span></span></span></span></div><div class="MsoNormal" style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: justify;"><span lang="ES"><span face="arial, helvetica, sans-serif" style="font-size: medium;"><span style="background-color: lime;">$A2 --- Referencia mixta (Columna fija)</span><o:p></o:p></span></span></div><p class="MsoNormal"><span style="line-height: 17.12px;"><br style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; text-align: justify;" /></span></p><div class="MsoNormal" style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: justify;"><span lang="ES"><span face="arial, helvetica, sans-serif" style="background-color: cyan; font-size: medium;">A$2 --- Referencia mixta (Renglón fijo) </span></span></div><div class="MsoNormal" style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: justify;"><span lang="ES"><span face="arial, helvetica, sans-serif" style="background-color: cyan; font-size: medium;"><br /></span></span><span lang="ES"><span face="arial, helvetica, sans-serif" style="background-color: cyan; font-size: medium;"><br /></span></span></div><div class="MsoNormal" style="color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: justify;"><span lang="ES"><span face="arial, helvetica, sans-serif" style="background-color: cyan; font-size: medium;"><br /></span></span></div><p class="MsoNormal"><span style="line-height: 17.12px;"><iframe allowfullscreen="" frameborder="0" height="238" mozallowfullscreen="" src="https://player.vimeo.com/video/189028004?byline=0&portrait=0" style="color: #333333; display: inline-block; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; max-width: 100%; text-align: justify;" webkitallowfullscreen="" width="480"></iframe><br style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><a href="https://vimeo.com/189028004" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; outline: none; text-align: justify; text-decoration-line: none; transition: color 0.3s ease 0s;">Referencias en Excel</a><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="color: #333333; font-size: 14px; text-align: justify;"> from </span><a href="https://vimeo.com/user53773341" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; outline: none; text-align: justify; text-decoration-line: none; transition: color 0.3s ease 0s;"> Garcia</a><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="color: #333333; font-size: 14px; text-align: justify;"> on </span><a href="https://vimeo.com/" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; outline: none; text-align: justify; text-decoration-line: none; transition: color 0.3s ease 0s;">Vimeo</a><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="color: #333333; font-size: 14px; text-align: justify;">.</span><br style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><iframe allowfullscreen="" frameborder="0" gesture="media" height="240" src="https://www.youtube.com/embed/Z5ujSYy2pc4?wmode=opaque" style="color: #333333; display: inline-block; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; max-width: 100%; text-align: justify;" width="427"></iframe><span face=""Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif" style="color: #333333; font-size: 14px; text-align: justify;"> ***</span><br style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><br style="color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; text-align: justify;" /><span face="arial, helvetica, sans-serif" style="color: #333333; font-size: 14px; text-align: justify;">Enlace al <a href="https://vimeo.com/189028004" style="color: #009eb8; display: inline; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; outline: none; text-decoration-line: none; transition: color 0.3s ease 0s;">video de ejemplo</a></span></span></p><h4 style="font-size: 14px; font-weight: bolder; margin: 1.12em 0px; padding: 0px; position: relative;"><span face="arial, helvetica, sans-serif" style="color: #222222; line-height: 18.48px;">Para facilitarles el estudio del material correspondiente a la segunda parte del curso les proporciono a continuación un índice de las publicaciones de este blog que cubren los principales aspectos de Excel.</span></h4><p class="MsoNormal"><span style="line-height: 17.12px;"></span></p><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span style="font-family: helvetica;"><b>Publicaciones (Posts de este blog)</b></span></div></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><br /></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><span face="arial, sans-serif" style="background-color: white; color: #009eb8; display: inline; line-height: 21px; outline: none; transition: all 0.3s ease 0s;"><a href="http://tallerinformaticai.blogspot.mx/2013/08/fundamentos-de-excel.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Fundamentos de Excel</a> </span><span face="arial, sans-serif" style="background-color: #fcff01; color: red; display: inline; line-height: 21px; outline: none; transition: all 0.3s ease 0s;">(14 sep)</span><o:p style="background-color: white;"></o:p></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><a href="https://tallerinformaticai.blogspot.com/2019/08/introduccion-excel.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;" target="_blank"><span face="arial, sans-serif" style="line-height: 21px;">Introducción a Excel</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/08/funciones-en-excel.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Funciones en Excel</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/09/referencias-relativas-absolutas-y-mixtas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Referencias Relativas, Absolutas y Mixtas</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2012/09/formatos-personalizados-y-formatos.html" style="color: #009eb8; display: inline; outline: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Formatos personalizados y Formatos Condicionales</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><span face="arial, sans-serif" style="color: #009eb8; display: inline; line-height: 21px; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><a href="http://tallerinformaticai.blogspot.mx/2013/08/reportes-de-practicas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Reportes de prácticas</a></span><o:p></o:p></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: center;"><span class="MsoHyperlink" face="arial, helvetica, sans-serif"><div style="text-align: left;"><a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21123092" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Prácticas de Excel</a></div></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><span face="arial, sans-serif" style="line-height: 21px;"><a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21122443" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Listas autocotejo Prácticas de excel</a></span></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><br /></span></div></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/10/graficos-en-excel.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Gráficos en Excel</a></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><br /></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/09/funciones-matematicas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Funciones Matemáticas</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/09/funciones-de-fecha.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Funciones de Fecha</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2012/09/funciones-estadisticas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Funciones Estadísticas</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/09/funciones-logicas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Funciones Lógicas</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><span face="arial, sans-serif" style="color: #009eb8; display: inline; line-height: 21px; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><a href="http://tallerinformaticai.blogspot.mx/2013/09/funciones-financieras.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Funciones Financieras</a> </span><o:p></o:p></span><span class="MsoHyperlink"><span face="arial, sans-serif" style="color: #009eb8; display: inline; line-height: 21px; outline: none; transition: all 0.3s ease 0s;"> </span><o:p></o:p></span><span style="background-color: #fcff01; color: red;">(23 oct)</span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/09/funciones-de-busqueda.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Funciones de Búsqueda</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/10/subtotales.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Subtotales</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2014/07/macros.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span face="arial, sans-serif" style="line-height: 21px;">Macros</span></a><o:p></o:p></span></div><div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><span class="MsoHyperlink"><a href="http://tallerinformaticai.blogspot.mx/2013/10/tablas-dinamicas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Tablas dinámicas</a></span></div></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><br /></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span class="MsoHyperlink"><span face="arial, sans-serif" style="color: #009eb8; display: inline; line-height: 21px; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><a href="https://www.blogger.com/blog/post/edit/2494900465236988033/8470996006396878220" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Primer Tarea de Excel</a> </span><o:p></o:p></span><span style="background-color: #fcff01; color: red;">(30 oct)</span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span style="background-color: #fcff01; color: red;"><br /></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><span style="background-color: #fcff01; color: red;"><a href="https://tallerinformaticai.blogspot.com/2017/11/tercer-examen.html">Simulacro segundo Examen Excel</a> <<<<<<<<<<</span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px;"><div style="text-align: left;"><br /></div><span class="MsoHyperlink" face="arial, helvetica, sans-serif"><div style="text-align: left;"><br /></div></span></div><div class="MsoNormal" style="background: white; line-height: 21px; margin: 0px 0px 0cm; outline: none; padding: 0px; text-align: left;"><br /></div><h3 style="background: white; font-weight: bolder; margin: 9pt 0cm 0cm; padding: 0px; position: relative;"><br style="color: #333333; font-size: 16.38px; text-align: justify;" /></h3></div><div class="separator" style="clear: both; text-align: left;"><br /></div></div>
<br /></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-70375347391875053962020-08-21T13:08:00.000-07:002020-10-23T07:27:22.720-07:00Encuesta<p> <a href="https://docs.google.com/forms/d/e/1FAIpQLSf8PmuyEbFaB-_HVipxzBSDBj5PI99RwlQSvPZmOdZpe-V8fQ/viewform?usp=sf_link" style="text-align: center;"><img border="0" data-original-height="675" data-original-width="484" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz9syhatx4IpHKXO_GSD1_W1DUoEtHnYk5Kn1unjlUyI41iSvThgSfvESTMKSaSpZKv79dcyO8f2u3Mwofx941vfLg0kg_QDp3Yo47HfCY2t8b2SOrUDsEA-ZjJ7baddCUaXUtSKYiHkBq/s320/encuesta.png" /></a></p><p></p><br /><p></p><iframe frameborder="0" height="1645" marginheight="0" marginwidth="0" src="https://docs.google.com/forms/d/e/1FAIpQLSf8PmuyEbFaB-_HVipxzBSDBj5PI99RwlQSvPZmOdZpe-V8fQ/viewform?embedded=true" width="640">Cargando…</iframe>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-48887268618523899712020-08-20T06:05:00.011-07:002020-10-12T06:25:50.552-07:00Videos Educativos<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG3LSJZ6LOFY1hS2X2EWvg2ZBfJ5mnKoyNczZAR5uxdcuYBdPrx78v2GNaz0kpcq-A1DOR86mmgwTL-Lo1QXD8eBfkExSTjAZjYHcAe0oiG8fjSgbMHZ6CoWXbKRHQ_0BD20eXeUt59FVC/s1600/Video.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="900" data-original-width="900" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG3LSJZ6LOFY1hS2X2EWvg2ZBfJ5mnKoyNczZAR5uxdcuYBdPrx78v2GNaz0kpcq-A1DOR86mmgwTL-Lo1QXD8eBfkExSTjAZjYHcAe0oiG8fjSgbMHZ6CoWXbKRHQ_0BD20eXeUt59FVC/s200/Video.jpg" width="200" /></a></p><table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 416px;"><colgroup><col style="mso-width-alt: 15213; mso-width-source: userset; width: 312pt;" width="416"></col></colgroup><tbody><tr height="24" style="height: 18pt;"><td class="xl65" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/CMqJW1wtM48"><span face=""arial" , sans-serif" style="font-size: 14pt;">Introducción de datos</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/YUrlvPu8TbQ"><span face=""arial" , sans-serif" style="font-size: 14pt;">Ordenar</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/ivnZsZKvEtI"><span face=""arial" , sans-serif" style="font-size: 14pt;">Filtro Simple</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/qVV6n3Yz1wE"><span face=""arial" , sans-serif" style="font-size: 14pt;">Filtro Avanzado</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl69" height="24" style="height: 18pt;"><a href="https://youtu.be/8Tc3fncAELU"><span face=""arial" , sans-serif" style="font-size: 14pt;">Validación de datos</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl69" height="24" style="height: 18pt;"><a href="https://youtu.be/WDOuReCUCr4"><span face=""arial" , sans-serif" style="font-size: 14pt;">Pegado Especial</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl69" height="24" style="height: 18pt;"><a href="https://youtu.be/_yq-B1oCdMo"><span face=""arial" , sans-serif" style="font-size: 14pt;">Operaciones Aritméticas</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/Z5ujSYy2pc4"><span face=""arial" , sans-serif" style="font-size: 14pt;">Tipos de Referencias</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl66" height="24" style="height: 18pt;"><a href="https://youtu.be/ySBLDIat8xA"><span face=""arial" , sans-serif" style="font-size: 14pt;">Asignar nombres a celdas</span></a></td></tr><tr height="40" style="height: 30pt;"><td class="xl66" height="40" style="height: 30pt;"><a href="https://youtu.be/SonT-0PET5k"><span face=""arial" , sans-serif" style="font-size: 14pt;">Proteger celdas</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/NgL97iMnfLI"><span face=""arial" , sans-serif" style="font-size: 14pt;">Formatos</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/R7omIjKzohc"><span face=""arial" , sans-serif" style="font-size: 14pt;">Formato Personalizado</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/ME7FddK12uM"><span face=""arial" , sans-serif" style="font-size: 14pt;">Formato Condicional</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/kozRJ6jRjcM"><span face=""arial" , sans-serif" style="font-size: 14pt;">Gráfico de Barras</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/_Er4_yQElh0"><span face=""arial" , sans-serif" style="font-size: 14pt;">Gráfico Circular</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/ddSlgOV_ZeM"><span face=""arial" , sans-serif" style="font-size: 14pt;">Gráfico XY</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl68" height="24" style="height: 18pt;"></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/JABy6y10Ddw"><span face=""arial" , sans-serif" style="font-size: 14pt;">Funciones Matemáticas</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><span face=""arial" , sans-serif" style="font-size: 14pt;"><a href="https://youtu.be/J-4PW1hAec4">Funciones de Fecha</a><br /><br />-----------------------------------------</span></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/Io6e5ZHLRL4"><span face=""arial" , sans-serif" style="font-size: 14pt;">Funciones de Texto</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/SJZuAgu7jXY"><span face=""arial" , sans-serif" style="font-size: 14pt;">Funciones Estadísticas</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/mxNY66nlXwU"><span face=""arial" , sans-serif" style="font-size: 14pt;">Funciones Financieras</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl68" height="24" style="height: 18pt;"></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/uwTRPaFIkgo"><span face=""arial" , sans-serif" style="font-size: 14pt;">Función Lógica SI</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/dJFu53EtVS4"><span face=""arial" , sans-serif" style="font-size: 14pt;">Función Lógica Si multicriterio</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/lckLoPWDRH8"><span face=""arial" , sans-serif" style="font-size: 14pt;">BuscarV con coincidencia exacta</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/_4BJDppcGok"><span face=""arial" , sans-serif" style="font-size: 14pt;">BuscarV con coincidencia aproximada</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl68" height="24" style="height: 18pt;"></td></tr><tr height="24" style="height: 18pt;"><td class="xl68" height="24" style="height: 18pt;"><span face=""arial" , sans-serif" style="font-size: 14pt;"><a href="https://youtu.be/W03AbNg3-CE">Macros</a></span></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/fXYhE9lemCk"><span face=""arial" , sans-serif" style="font-size: 14pt;">Subtotales</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><a href="https://youtu.be/Hj1N7roiors"><span face=""arial" , sans-serif" style="font-size: 14pt;">Tablas Dinámicas 1</span></a></td></tr><tr height="24" style="height: 18pt;"><td class="xl67" height="24" style="height: 18pt; width: 312pt;" width="416"><span face=""arial" , sans-serif" style="font-size: 14pt;"><a href="https://youtu.be/xupbvt5-tMQ">Tablas Dinámicas 2 (Camisas)</a></span><br /><br /><span style="font-size: medium;"><span face=""arial" , "helvetica" , sans-serif"><a href="https://youtu.be/xGZMo5C52ws">Formularios</a></span><br /><span face=""arial" , "helvetica" , sans-serif"><a href="https://youtu.be/nMnx_PktN-w">Controles de Formularios</a></span></span><br /><br /></td></tr><tr height="24" style="height: 18pt;"><td class="xl68" height="24" style="height: 18pt;"><span face=""arial" , "helvetica" , sans-serif">E</span><span face=""arial" , "helvetica" , sans-serif">stas son las prácticas de Excel</span><br /><br /><iframe frameborder="0" height="288" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21123377&authkey=AFYWnkjSIptXCv0&em=2" width="476"></iframe><br /><br />y de la lista de <a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C%21122443">autocotejo para las prácticas de Exce</a>l (con todo lo que deben reportar en su blog personal [que es su portafolio de evidencias]).<br /><br /><iframe frameborder="0" height="128" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21134585&authkey=AOgbSQz7ysTXlCs" width="165"></iframe><br /><a href="https://drive.google.com/file/d/1kN6LO61Mp1TALU44M2UJ2sPW5JlifLLB/view?usp=sharing">Prácticas Sin</a><br /><br />Aquí tienen una copia de mis notas de Excel<br /><br /><iframe frameborder="0" height="288" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21122961&authkey=AHK9xZv_6nGZb_s&em=2" width="476"></iframe><br /><br />Aquí tienen el simulacro del siguiente examen de Excel, que cubre los temas de Funciones Financieras, Funciones Lógicas, Funciones de Búsqueda, Macros, Subtotales y Tablas Dinámicas<br /><br /><iframe frameborder="0" height="346" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21131104&authkey=ABBHR41vg4Uc--I&em=2" width="402"></iframe><br /></td></tr></tbody></table><br /><div><div><br /><a href="https://www.youtube.com/user/HugoGarciaTec/videos?disable_polymer=1" style="background-color: #fafafa; 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border: 9px none; box-sizing: border-box; display: inline-block; height: auto; margin: 10px auto; max-width: 100%; padding: 8px; position: relative;" width="240" /></a></div></div></div><div class="separator" style="background-color: #fafafa; clear: both; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><br /></div><div class="separator" style="background-color: #fafafa; clear: both; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center;"><br /></div><div class="separator" style="background-color: #fafafa; clear: both; color: #333333; font-family: "Helvetica Neue Light", HelveticaNeue-Light, "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: left;"><a href="https://softwaredeaplicacionejecutivo.blogspot.com/2019/04/videos-de-excel.html">Videos de Excel de alumnos del año pasado</a></div><div><br /></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-68823115681092826112020-08-15T06:26:00.000-07:002020-10-23T07:36:52.305-07:00Verificación de Primer Examen<br />
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<a href="https://1drv.ms/x/s!AnzC7al7lHjRiMQNORUTBqO-70cUxw"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrM9mrv0A9lko2T50gfb8OUB1IfMeu2n1KI4-tIcCHh8Bu6QdmMPDz_BYs6jt2LFejnSVjD1U3frjZZzQ9ERaE9jLmL7u_mXSmrx-bjDtOl4YCEasScX_Ggxejn-c5hl04awIL6t9ULvRM/s200/examen_coyote.jpg" width="145" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">A continuación les muestro como resolver algunas de las preguntas del examen de Excel, que corresponden a los principales errores que ustedes cometieron.</span><br />
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<span style="background-color: white; color: black; font-family: "arial" , "sans-serif";">En Microsoft Excel, <span style="background-color: yellow;">para encontrar la raíz de un número de n, se debe elevar ese número a la potencia de 1/n</span>. Por ejemplo, para buscar la raíz cúbica de 8, escribimos lo siguiente: =8^(1/3)</span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
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<span style="background-color: white; color: black; font-family: "arial" , "sans-serif";">Una observación adicional es que debe hacerse un correcto uso de paréntesis.</span><span style="color: #4b5d67; font-family: "arial" , "sans-serif"; font-size: 17pt;"> </span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejemplo. Despejar </span><span style="font-family: "arial" , "helvetica" , sans-serif;">y resolver </span><span style="font-family: "arial" , "helvetica" , sans-serif;">una ecuación<b> <span style="background-color: #9fc5e8;">V = 2145 m</span></b></span><span style="background-color: #9fc5e8; font-family: "calibri" , sans-serif;">³</span><b style="font-family: arial, helvetica, sans-serif;"><span style="background-color: #9fc5e8;">, r = ? </span></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxqyR_6fIvqKp2GAKF0zy8huvZLzNAfAHvMDJo2seOfgoF4C_CKgRpXTaoWcICr2uGC0vZTMgUz1UKVB_6SeYilXB6156uNpuO-BPQTiOB9IZiAMxrds-J1ZyHcG5jVNcT82lz5l1qJQnN/s1600/esfera.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="254" data-original-width="704" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxqyR_6fIvqKp2GAKF0zy8huvZLzNAfAHvMDJo2seOfgoF4C_CKgRpXTaoWcICr2uGC0vZTMgUz1UKVB_6SeYilXB6156uNpuO-BPQTiOB9IZiAMxrds-J1ZyHcG5jVNcT82lz5l1qJQnN/s640/esfera.JPG" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; color: #333333; font-family: "roboto" , sans-serif; font-size: 18px;">El valor pi (representado usualmente </span></span><span style="background-color: white; color: #333333; font-family: "roboto" , sans-serif; font-size: 18px;">con la letra griega π) </span><span style="background-color: white; color: #333333; font-family: "roboto" , sans-serif; font-size: 18px;">no es un número exacto sino que es irracional (tiene infinitas cifras decimales). Su valor aproximado es 3.14</span><br />
<span style="background-color: white; color: #333333; font-family: "roboto" , sans-serif; font-size: 18px;">En este ejemplo se utilizó la función Pi().</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b><a href="https://tecnologiasdeinformacioni.blogspot.com/2019/06/validacion-de-datos.html">Validación de Datos</a></b></span><br />
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<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "arial" , sans-serif; font-size: 13.5pt;">Limitación a Valores numéricos (por ejemplo edad >=18) <o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "arial" , sans-serif; font-size: 13.5pt;">Limitación de la Longitud del texto (por ejemplo longitud <=24) <o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "arial" , sans-serif; font-size: 13.5pt;">Limitación a un rango de números enteros (por ejemplo calificación entre 1 y 100) <o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: normal;"><span style="font-family: "arial" , sans-serif; font-size: 13.5pt;">Limitación a una lista de valores (por ejemplo: Contabilidad, Administración, Mecatrónica, Electrónica, Sistemas, Arquitectura, …)</span></li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPuidAcU1ykSY5W0sXZgfsrVu9PCIyrbuLA9abJ2zghRAMeRZ-1wGIZ2PHwumz0D6_jbAVTyc1UsDXSQ449V_VB1JCPCVEfx3jWFbD3ebAJWYHhjIYFq_Y8a-YQ9KonffXI0saPJgwEd4o/s1600/Validacion2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="368" data-original-width="671" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPuidAcU1ykSY5W0sXZgfsrVu9PCIyrbuLA9abJ2zghRAMeRZ-1wGIZ2PHwumz0D6_jbAVTyc1UsDXSQ449V_VB1JCPCVEfx3jWFbD3ebAJWYHhjIYFq_Y8a-YQ9KonffXI0saPJgwEd4o/s400/Validacion2.png" width="400" /></a></div>
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Referencias adicionales<br />
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<span style="font-family: "calibri" , "sans-serif";"><a href="http://exceltotal.com/lista-para-validacion-de-datos-en-excel/">http://exceltotal.com/lista-para-validacion-de-datos-en-excel/</a></span><br />
<br />
<a href="http://www.excelavanzado.com/2009/06/validacion-de-datos.html">http://www.excelavanzado.com/2009/06/validacion-de-datos.html</a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b> Aplicar ecuación para calcular tasa de interés</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRxi5l9z5cezT-Rqhyphenhyphenv0Fh8GjaKlAyo2RayMIJ0tUorShpUQNlb6M6Weu7mDay9ykDtns5hy3C7zh8u_ZOFm_jV3kbt8K29QLzK_ZNsTcQa3eDpvb9IehHg_bJBPe7S3zWqjFbDmBMrQI/s1600/interes.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRxi5l9z5cezT-Rqhyphenhyphenv0Fh8GjaKlAyo2RayMIJ0tUorShpUQNlb6M6Weu7mDay9ykDtns5hy3C7zh8u_ZOFm_jV3kbt8K29QLzK_ZNsTcQa3eDpvb9IehHg_bJBPe7S3zWqjFbDmBMrQI/s1600/interes.png" /></span></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Si se asigna nombres a celdas la ecuación queda así: <b style="background-color: yellow;"> =(Vf/Vp)^(1/n) - 1</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">(la raíz enésima se obtiene elevando al recíproco de n).</span><br />
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<div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: center;">
<span style="background: white; color: black; font-family: "arial" , "sans-serif";">En Microsoft Excel, <span style="background-color: yellow;">para encontrar <span style="mso-spacerun: yes;"> </span>la raíz de un número de n, se debe elevar ese número a la potencia de 1/n</span>. Por ejemplo, para buscar la raíz cúbica de 8, escribimos lo siguiente:<span style="mso-spacerun: yes;"> </span>=8^(1/3)</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: center;">
<span style="background: white; color: black; font-family: "arial" , "sans-serif";">Una observación adicional es que debe hacerse un correcto uso de paréntesis.</span><span style="color: #4b5d67; font-family: "arial" , "sans-serif"; font-size: 17pt;"> </span><br />
<span style="color: #4b5d67; font-family: "arial" , "sans-serif"; font-size: 17pt;"><br /></span><span style="font-family: "arial" , "sans-serif";">Ejemplo: <span style="background-color: #a2c4c9;">Vp=1000, n = 5, Vf=1610.51, i =?</span></span></div>
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<b style="font-family: Arial, Helvetica, sans-serif;">Encontrar </b><b style="font-family: Arial, Helvetica, sans-serif;">las raíces de la ecuación Cuadrática</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQv3ncQu4tF1tGa0B5RkbubeCNzDo3c2M1knMePCH1J8Q9aNX2xEcNAfEgxKQILm4ZDh_xl06d7QuPcDhyKeiEDwZxW38iEG-UB0kR-meg99QBDeAlIr8iQjRiHgBqwOOKHM38i4dANb8/s1600/cuadratica.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQv3ncQu4tF1tGa0B5RkbubeCNzDo3c2M1knMePCH1J8Q9aNX2xEcNAfEgxKQILm4ZDh_xl06d7QuPcDhyKeiEDwZxW38iEG-UB0kR-meg99QBDeAlIr8iQjRiHgBqwOOKHM38i4dANb8/s1600/cuadratica.png" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si se asigna nombres a celdas la ecuación para X1 queda así: </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: start;">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b style="background-color: yellow;"> =(-b+(b^2-4*a*c_)^(1/2))/(2*a)</b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b style="background-color: yellow;"><br /></b></span></div>
<div style="text-align: start;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">la ecuación para X1 queda así: </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: start;">
<b style="background-color: yellow; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: large;"> =(-b-(b^2-4*a*c_)^(1/2))/(2*a)</span></b><br />
<b style="background-color: yellow; font-family: Arial, Helvetica, sans-serif;"><br /></b></div>
<div style="text-align: start;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">(recuerde que la raíz cuadrada se obtiene elevando a la potencia (1/2).</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejemplo. Solución matemática</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEift7KueAyvOmwz77UUSKF6_FlJi4qUxKgks6TwCLdxT-4lXU49tRVuEZ_tqr2HNs7mKpVOZxU4eyJ7bbkGE6iSoJBfQnTRYB8-CLV4HhurxFAt3SRKhf_tjxhNTksmUoB5k2sG8OkG8p5H/s1600/ec+cuad.png" imageanchor="1" style="font-family: "Times New Roman"; margin-left: 1em; margin-right: 1em;"><img border="0" height="78" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEift7KueAyvOmwz77UUSKF6_FlJi4qUxKgks6TwCLdxT-4lXU49tRVuEZ_tqr2HNs7mKpVOZxU4eyJ7bbkGE6iSoJBfQnTRYB8-CLV4HhurxFAt3SRKhf_tjxhNTksmUoB5k2sG8OkG8p5H/s320/ec+cuad.png" width="320" /></a></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejemplo. Solución gráfica</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxQ47jMWR-JXHXFBaYb53aImWmjCY0u6Dvk7KrB9wPYvKRU7Al4qQU7sOAEtFuWAlQd3geFc7GOEZ-MIx14iZgOqTIs6vGxkmoYnt_4-uhl555u_sEGR-XVxQz5-vyufFNmdgnul_w84nA/s1600/Cuadr%C3%A1tica.png" imageanchor="1" style="font-family: "Times New Roman"; margin-left: 1em; margin-right: 1em;"><img border="0" height="230" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxQ47jMWR-JXHXFBaYb53aImWmjCY0u6Dvk7KrB9wPYvKRU7Al4qQU7sOAEtFuWAlQd3geFc7GOEZ-MIx14iZgOqTIs6vGxkmoYnt_4-uhl555u_sEGR-XVxQz5-vyufFNmdgnul_w84nA/s320/Cuadr%C3%A1tica.png" width="320" /></a></span><br />
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<span style="font-size: large;">Encontrar pago mensual</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH52BICSXRel1lgv-LRf_irwoxo1EWCI7m7ect1zL_dGadWmfmviCxs0T33AQmWjE6xg3ZU_bM13Pvb5uN5MEFJfHXqm1c-NXbfFmWQMEQXUDrXU7Z0mipt2Q7M6-oyNn9o99vPvf3t-o/s1600/PMT.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH52BICSXRel1lgv-LRf_irwoxo1EWCI7m7ect1zL_dGadWmfmviCxs0T33AQmWjE6xg3ZU_bM13Pvb5uN5MEFJfHXqm1c-NXbfFmWQMEQXUDrXU7Z0mipt2Q7M6-oyNn9o99vPvf3t-o/s1600/PMT.png" /></a></div>
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<span style="background-color: yellow; font-family: "arial" , "helvetica" , sans-serif; font-size: large;">=PV/((1-(1/(1+(i/12))^(n*12)))/(i/12))</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ejemplo: <span style="background-color: #9fc5e8;">PV = $10,000, N = 10 meses, i = 8% (anual), Pmt = Pago = ?</span></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: #9fc5e8;"><br /></span></span><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif;">Nota: PV = Vp = valor presente, Pmt = Pago</span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif;"><br /></span><span style="font-family: "arial" , "helvetica" , sans-serif;">También</span><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif;"> puede usar esta </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ecuación: </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">(Recuerde que n es anual y n*12 es mensual; i es anual y i/12 es mensual) </span><br />
<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif;"><br /></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj81zPQ0FpnDmhkaZ0QvvsTGZo8rzBzqQswpH2mIwL-TgAb6Nb7fBmi-lyXcCbl3fwkwstJvNDSVabgXbwhXPrGgunh9gfEuw7fOd9wzCUx_iZpb4ptBUGpQOKDYYEnotpg0CUIGKlFKkOJ/s1600/Pago.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="110" data-original-width="404" height="87" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj81zPQ0FpnDmhkaZ0QvvsTGZo8rzBzqQswpH2mIwL-TgAb6Nb7fBmi-lyXcCbl3fwkwstJvNDSVabgXbwhXPrGgunh9gfEuw7fOd9wzCUx_iZpb4ptBUGpQOKDYYEnotpg0CUIGKlFKkOJ/s320/Pago.png" width="320" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>PRECIO SIN IVA</b></span><br />
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<span style="background: white; color: black; font-family: "arial" , "sans-serif";">Una tarea usual al realizar una </span><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">factura<span style="background: white; color: black;"> es el </span><b><span style="color: black;">cálculo del IVA</span></b><span style="background: white; color: black;">. Para ello debemos distinguir tres cantidades:</span></span></div>
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<li class="MsoNormal" style="margin: 0cm 0cm 0pt;"><b><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"><span style="color: blue;">Costo</span> (</span></b><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">también llamado<b> base imponible<span style="mso-spacerun: yes;"> </span></b>o<b> <span style="color: blue;">precio sin iva</span>)</b></span><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">, es la cantidad neta sobre la que calculamos el monto del iva.<o:p></o:p></span></li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt;"><b><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">El monto del iva</span></b><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> es la cantidad que debemos añadir al importe. En México es del 16%.<span style="mso-spacerun: yes;"> </span>Se obtiene multiplicando este porcentaje por el precio sin IVA.<o:p></o:p></span></li>
<li class="MsoNormal" style="margin: 0cm 0cm 0pt;"><b><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">El importe</span></b><span style="font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"> es el resultado de sumar la base imponible más el monto del iva (la cantidad obtenida en el punto anterior).</span></li>
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<span style="font-size: large;"><span style="color: black; font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">Importe = Costo + Costo*IVA<span style="mso-spacerun: yes;"> </span>= Costo * (1+IVA)</span><span style="color: black; font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"><o:p> </o:p></span></span></div>
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<span style="color: black; font-family: "arial" , "sans-serif"; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;">En el problema 1 se pide calcular<span style="mso-spacerun: yes;"> </span>el Costo, por lo que debemos despejar</span><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"> </span></div>
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<span style="font-size: large;"><span style="color: #002060; font-family: "arial" , "sans-serif";"><span style="background-color: #ffe599;">Costo = Importe/(1+IVA)</span></span><span style="color: black; font-family: "arial" , "sans-serif";"><o:p> </o:p></span></span><br />
<span style="color: black; font-family: "arial" , "sans-serif"; font-size: 10.5pt;"><br /></span><span style="color: blue; font-family: "arial" , "sans-serif";">Costo = Importe/1.16</span><br />
<span style="color: blue; font-family: "arial" , "sans-serif";"><br /></span><span style="color: blue; font-family: "arial" , "sans-serif";"><span style="background-color: white; color: black; font-family: "arial" , "sans-serif"; font-size: 10.5pt; text-align: left;">Ejemplo. U</span><span style="background-color: white; color: blue; font-family: "arial" , sans-serif; text-align: left;">na comida vale $232 ya incluyendo el 16% de IVA. Calcular el costo sin IVA.</span></span><br />
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<span style="color: black; font-family: "arial" , "sans-serif"; font-size: 12pt; font-weight: normal;"><a href="http://exceltotal.com/asignar-nombres-a-celdas-o-rangos/">Asignar nombres a celdas y rangos en Excel</a></span></h1>
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<span style="color: black;"><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 12pt;">1. Selecciona la celda (o rango de celdas) a los que desees asignar un nombre</span></span><span style="font-family: "cambria"; font-size: large;"><span style="color: black;"><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; orphans: 2; widows: 2; word-spacing: 0px;" /></span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black;"><span style="float: none;">2. <span style="mso-spacerun: yes;"></span>Da clic en el cuadro nombre en el extremo izquierdo de la barra de fórmulas (donde muestra la designación de la celda)</span></span></span></span></span><span style="float: none;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black;">3. <span style="mso-spacerun: yes;"></span>Escribe el nombre que desees usar (puede ser hasta de 255 caracteres)<br /><br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; orphans: 2; widows: 2; word-spacing: 0px;" /><span style="float: none;">4. Presiona </span></span></span><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 12pt;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">Enter</span><o:p></o:p></span></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 10.5pt;">Otra manera de crear un nombre para un rango es desde la ceja <b style="mso-bidi-font-weight: normal;">Fórmulas</b> y el botón<span class="apple-converted-space"> </span></span><b style="outline: 0px;"><span style="border: 1pt; font-family: "arial" , "sans-serif"; padding: 0cm;">Asignar nombre</span></b><span style="font-family: "calibri";"><span style="float: none;">.</span><span style="mso-spacerun: yes;"> </span>Otra manera más <span style="mso-spacerun: yes;"> </span>es <b style="mso-bidi-font-weight: normal;">oprimir Ctrl y F3<o:p></o:p></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "arial" , "sans-serif";"><a href="http://oposita.wordpress.com/microsoft-excel/referencias-en-excel/">Referencias en Excel</a></span></b><o:p><span style="font-family: "calibri";"> </span></o:p></div>
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<span style="font-family: "calibri"; font-size: large;"><b><span style="color: red;">Referencias Relativas</span></b> (Son aquellas que varían si cambia su posición) <o:p></o:p></span></div>
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<span style="font-family: "calibri"; font-size: large;"><b><span style="color: blue;">Referencias Absolutas</span></b> (Son aquellas que se mantienen fijas independientemente de su posición)<o:p></o:p></span></div>
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<span style="font-family: "calibri";"><span style="font-size: large;"><b><span style="color: #274e13;">Referencias Mixtas</span></b> (Son aquellas en la columna (o la fila) se mantiene fija)</span></span><br />
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<span style="font-family: "calibri";"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwfBevZyu1domGhv2k8qoJDnTcm-52DUDC3e50DRnsu0dPw8YdR2Yxdl4ZKIwT8HPwsnedv0Nn6NL35dKIvugPck_r2u-RS-9hk7ZGQm6hIipDUUBs_qFcUYwHk_a7Gy5IfIr8PSuDHFts/s1600/referencias.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="296" data-original-width="252" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwfBevZyu1domGhv2k8qoJDnTcm-52DUDC3e50DRnsu0dPw8YdR2Yxdl4ZKIwT8HPwsnedv0Nn6NL35dKIvugPck_r2u-RS-9hk7ZGQm6hIipDUUBs_qFcUYwHk_a7Gy5IfIr8PSuDHFts/s200/referencias.JPG" width="170" /></a> </span></span></div>
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<b style="font-family: Arial, Helvetica, sans-serif; text-align: start;">Pago por horas</b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 18pt;"> </span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif";">Una hora en corresponde a la veinticuatroava parte de un día (24 horas)</span><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "arial" , "sans-serif"; font-size: 18pt;"><o:p></o:p></span></b></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif";">b2</span><span style="background: white; color: black; font-family: "wingdings";"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"> Hora de entrada</span><br />
<span style="font-family: "calibri";">c2</span><span style="background: white; color: black; font-family: "wingdings";"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"> Hora de salida</span><br />
<span style="font-family: "calibri";">d2</span><span style="background: white; color: black; font-family: "wingdings";"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"> <span style="mso-spacerun: yes;"> </span>Total de horas trabajadas: = (c2-b2)<br /><span style="float: none;">e2</span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: black; font-family: "wingdings";"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; color: black; font-family: "arial" , "sans-serif";"> Salario devengado: <span style="mso-spacerun: yes;"> </span><span style="background-color: yellow;">salario por hora</span></span><span style="background-color: yellow;"> *24</span></span><span style="background-color: yellow;"><span style="color: black; mso-bidi-font-size: 10.5pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX;"><span style="font-family: "calibri";"> * d2</span></span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"><o:p> </o:p></span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif";">En esta celda debes de ir al menú <b style="mso-bidi-font-weight: normal;">Formato</b></span><span style="background: white; color: black; font-family: "wingdings";"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><b style="mso-bidi-font-weight: normal;"><span style="background: white; color: black; font-family: "arial" , "sans-serif";">Celdas,</span></b><span style="background: white; color: black; font-family: "arial" , "sans-serif";"> escoger <b style="mso-bidi-font-weight: normal;">Número</b> y decimales <b style="mso-bidi-font-weight: normal;">2</b></span><br />
<span style="background: white; color: black; font-family: "arial" , "sans-serif";"><b style="mso-bidi-font-weight: normal;"><br /></b></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"><b style="mso-bidi-font-weight: normal;"><span style="color: blue; font-family: "arial" , sans-serif; font-weight: 400; text-align: left;">Ejemplo. Una persona trabajó 8:00 horas a 16:00 y le pagan $10 por hora. Calcular el salario.</span></b></span><br />
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<span style="background: white; color: black; font-family: "arial" , "sans-serif";"><span style="mso-bidi-font-weight: normal;">Ejemplos y ecuaciones de ecuaciones financieras:</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ejemplo:</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Precio mas IVA</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ejemplo:</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Tabla de Intereses</span></div>
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<span style="background: white; color: black; font-family: "arial" , "sans-serif";"><span style="mso-bidi-font-weight: normal;"><br /></span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"><span style="mso-bidi-font-weight: normal;"><br /></span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"><span style="mso-bidi-font-weight: normal;"><span style="background-color: transparent; font-family: "arial" , "helvetica" , sans-serif;">Ejemplo:</span><span style="background-color: transparent; font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-size: large;">Tasa de interés</span></span></span><br />
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<span style="background: white; color: black; font-family: "arial" , "sans-serif";"><span style="mso-bidi-font-weight: normal;"><br /></span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"><span style="mso-bidi-font-weight: normal;"><br /></span></span><span style="background: white; color: black; font-family: "arial" , "sans-serif";"><span style="mso-bidi-font-weight: normal;"> </span></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Ejemplo:</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="background-color: white; font-family: "arial" , sans-serif;"><span style="font-size: large;">Referencias Mixtas</span></span><br />
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<div style="text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Gráfica de Pareto</b></span></div>
<div style="text-align: left;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Seleccione las celdas en amarillo y en <b>Insertar/Gráficos/Gráficos recomendados</b> selecciones <b>Columnas agrupadas</b>.</span></div>
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NOTA: <a href="https://www.youtube.com/watch?v=O6xsX1Rc8Rk">Video de como hacerlo en versiones anteriores de Excel </a><br />
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Gráfica de Pareto <span style="color: blue;">(Se hace la gráfica de columnas normal y luego al segundo juego de datos se cambia el tipo de gráfica a XY)</span></div>
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<div class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: left;">
Punto de equilibrio (hay que elegir las columnas indicadas)</div>
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Gráfica de Gantt <span style="color: blue;">(hay que ocultar la primera parte de la barra apilada)</span></div>
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<b style="color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">DATE UNA TREGUA</b></div>
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<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;"><br /></span></div>
<div style="text-align: center;">
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">Cuando vayan mal las cosas</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">como a veces suelen ir;</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">cuando ofrezca tu camino</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">sólo cuestas por subir.</span><br />
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<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">Cuando tengas poco haber</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">pero mucho que pagar,</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">y precises sonreir</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">aun teniendo que llorar.</span><br />
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<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">Cuando ya el dolor te agobie</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">Y no aguantes el sufrir,</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">descansar, acaso, debes,</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">¡Pero nunca desistir...!</span><br />
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<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">Tras las sombras de la duda</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">ya plateadas, ya sombrías,</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">puede bien surgir el triunfo,</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">no el fracaso que temías.</span><br />
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<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">Y no es dable a tu ignorancia</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">figurarse cuan cercano</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">puede estar el bien que anhelas</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">y que juzgas tan lejano.</span><br />
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<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">¡Lucha, pues! Aunque en la brega</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">mucho tengas que sufrir.</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">¡Cuando todo se nos cierra</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">más debemos insistir!</span><br />
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<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">Si en la lid el destino te derriba;</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">si todo en tu camino es cuesta arriba; </span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">si tu sonrisa es ansia insatisfecha;</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">si hay faena excesiva y vil cosecha;</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;">si a tu caudal se contraponen diques,</span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;"><b>date una tregua...pero... ¡NO CLAUDIQUES!</b></span><br />
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;"><b>-----------------------------------------------------------------------------------------------------------</b></span><br />
<div>
<span style="background-color: white; color: #333333; font-family: "arial" , "helvetica" , "clean" , sans-serif; font-size: 13px; line-height: 16px;"><b><br /></b></span></div>
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Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-61587170108370981372020-08-12T07:34:00.000-07:002020-10-23T07:35:22.831-07:00Primeras Prácticas<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWdHV-zR5DSfZyZydo9stYT6sukyNoUkkBBSRwBcwgPKxreHjW1Ej7hLAhvUzihVwRXtbMITni5P5S-GCDezVV-d7866AMT_1WXLcel4At374JANjV8iToDhO9n1qWgC46GaZhOBbB5uA/s1600/Practicas.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="700" data-original-width="1600" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWdHV-zR5DSfZyZydo9stYT6sukyNoUkkBBSRwBcwgPKxreHjW1Ej7hLAhvUzihVwRXtbMITni5P5S-GCDezVV-d7866AMT_1WXLcel4At374JANjV8iToDhO9n1qWgC46GaZhOBbB5uA/s320/Practicas.jpg" width="320" /></a></div>
<h3>
</h3>
<h3>
<a href="http://tallerinformaticai.blogspot.mx/2013/08/examen-diagnostico-de-excel.html">Examen Diagnóstico de Excel</a></h3>
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En esta primera parte del curso cubriremos las prácticas siguientes:<br />
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<span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;"><br /></span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;"><br /></span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;">Les recuerdo que todos deben crear un blog académico, cuyo nombre será</span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;"> nuestro número de control con la terminación que asigna blogger por default. Por ejemplo: </span><b style="background-color: yellow; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.2px; line-height: 18.48px;"><span style="color: blue;">19100667.blogspot.mx</span></b><br />
<span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;">En este blog guardaremos prácticas y tareas y nos servirá como portafolio de evidencias.</span><br />
<span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: yellow; color: #222222; font-size: 13.2px; line-height: 18.48px;"><br /></span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;">También todos deben manejar un correo académico que empiece con su número de control, por ejemplo </span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: yellow; color: blue; font-size: 13.2px; font-weight: bold; line-height: 18.48px;"> 19100667TEC@gmail.com </span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;"> </span><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="background-color: white; color: #222222; font-size: 13.2px; line-height: 18.48px;">para poder identificarlos fácilmente.</span><br />
<br />
La siguiente es la lista de autocotejo de los puntos mas relevantes de las prácticas de Excel.<br />
<br />
<iframe frameborder="0" height="346" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21131914&authkey=AFklskf2WP6xnUc&em=2" width="402"></iframe>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.comtag:blogger.com,1999:blog-2494900465236988033.post-16296894283959642292020-08-11T04:54:00.000-07:002020-09-03T04:55:07.398-07:00One Drive<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP3CY7Rnyo5xioY5oLpziNjBewwqYeS-R2Pc9-2cUSQ1l_-UhLqAnygBytrB7ZRJnXpHA0nb3Mr_cYqZ4BhLutdl21kLRrHgplEQBxADg9HO8NjAwn2fNYIbsU2JuO1AkSkWocscj6tu4/s1028/onedrive.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="323" data-original-width="1028" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP3CY7Rnyo5xioY5oLpziNjBewwqYeS-R2Pc9-2cUSQ1l_-UhLqAnygBytrB7ZRJnXpHA0nb3Mr_cYqZ4BhLutdl21kLRrHgplEQBxADg9HO8NjAwn2fNYIbsU2JuO1AkSkWocscj6tu4/s320/onedrive.jpg" width="320" /></a></div><br /><p><br /></p>
<iframe height="480" src="https://drive.google.com/file/d/1S9gOiL1tAvSVMZOE63qvdHvCJ7C9W1OV/preview" width="640"></iframe>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-2388054110074103022020-08-10T09:27:00.000-07:002020-10-23T07:31:05.435-07:00Segunda Unidad<br />
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<!--[if !supportLists]--><span style="color: #e69138;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;">1.<span style="font: 7pt "Times New Roman";">
</span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><a href="https://tallerinformaticai.blogspot.com/2019/08/introduccion-excel.html?view=classic">Introducción y edición de datos<span style="mso-spacerun: yes;"> </span></a><o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="color: #e69138;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="mso-list: Ignore;">2.<span style="font: 7pt "Times New Roman";"> <a href="https://tallerinformaticai.blogspot.com/2019/08/operaciones-aritmeticas-con-excel.html?view=classic">
</a></span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><a href="https://tallerinformaticai.blogspot.com/2019/08/operaciones-aritmeticas-con-excel.html?view=classic">Operaciones aritméticas</a><o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="color: #e69138;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="mso-list: Ignore;">3.<span style="font: 7pt "Times New Roman";"> <a href="https://tallerinformaticai.blogspot.com/2019/08/tipos-de-referencias.html?view=classic">
</a></span></span></span></b><!--[endif]--></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="color: #e69138;"><a href="https://tallerinformaticai.blogspot.com/2019/08/tipos-de-referencias.html?view=classic">Referencias relativas, absolutas y mixtas</a></span><span style="color: grey;"><o:p></o:p></span></span></b></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><div class="MsoListParagraphCxSpMiddle" style="font-size: medium; font-weight: 400; margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: left; text-indent: -18pt;"><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 22.8267px;"><br /></span></b></span></div><div class="MsoListParagraphCxSpMiddle" style="font-size: medium; font-weight: 400; margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: left; text-indent: -18pt;"><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 22.8267px;">4.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;"> </span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 22.8267px;">Formatos<o:p></o:p></span></b></span></div></span></b></div><div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><div class="MsoListParagraphCxSpMiddle" style="font-size: medium; font-weight: 400; margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 22.8267px;"><span style="mso-list: Ignore;">5.<span style="font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 22.8267px;">Gráficas</span></b></span></div></span></b></div>
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<div class="separator" style="clear: both; text-align: center;">
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="color: #e69138;"><br /></span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="color: #e69138;"><br /></span></span></b></div>
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<span style="font-size: 16pt; text-indent: -18pt;"><b>Las </b></span><span style="font-size: 21.3333px; text-indent: -18pt;"><b>prácticas</b></span><span style="font-size: 16pt; text-indent: -18pt;"><b> a cubrir son:</b></span></div>
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<span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><br /></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;"><br /></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;"><span style="mso-list: Ignore;">6.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;">Funciones
matemáticas<o:p></o:p></span></b></span></div>
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<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;"><span style="mso-list: Ignore;">7.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;">Funciones de fecha<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;"><span style="mso-list: Ignore;">8.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;">Funciones de texto<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;"><span style="mso-list: Ignore;">9.<span style="font: 7pt "Times New Roman";"> </span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;">Funciones
estadísticas<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;"><span style="mso-list: Ignore;">10.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;">Funciones financieras<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;"><span style="mso-list: Ignore;">11.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; letter-spacing: 1pt; line-height: 107%;">Funciones lógicas<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="mso-list: Ignore;">12.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;">Funciones de búsqueda<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="mso-list: Ignore;">13.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;">Listas, filtros y macros<span style="mso-spacerun: yes;"> </span>ordenar y filtrar<o:p></o:p></span></b></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: blue;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="mso-list: Ignore;">14.<span style="font: 7pt "Times New Roman";">
</span></span></span></b><!--[endif]--></span><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="color: blue;">Subtotales y tablas pivote</span></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;"><span style="color: blue;"><br /></span></span></b></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 88.8pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 16pt; line-height: 107%;">y el examen será a finales de octubre</span></b></div>
Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-71613554837850334852020-08-09T04:48:00.000-07:002020-09-14T04:49:42.655-07:00Cursos en línea<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzXfkz39_2lEyiDBULPjaqhorbpusMbDmsdwyAkAu8bYrgR6nLTNiT_d7PYSxFSjMgo1W8P_Qt6kK0S0UfnwhYiYLQEi1vRDuhrBqDv2R2-wUqA-YbHxwysOCbA8SeNoYh-gAYDfAdFTNV/s1600/Cursos.jpg" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="281" data-original-width="500" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzXfkz39_2lEyiDBULPjaqhorbpusMbDmsdwyAkAu8bYrgR6nLTNiT_d7PYSxFSjMgo1W8P_Qt6kK0S0UfnwhYiYLQEi1vRDuhrBqDv2R2-wUqA-YbHxwysOCbA8SeNoYh-gAYDfAdFTNV/s320/Cursos.jpg" width="320" /></a></p><br /><div class="MsoNormal">Hay excelentes cursos en línea de una gran variedad de materias por ejemplo los siguientes cursos son gratuitos y corresponden precisamente al el tema en qué veremos en esta unidad que es Ofimática (Word, Excel y Power Point) “<i>procesadores de palabras, hojas de cálculo y presentaciones electrónicas”</i> . </div><div class="MsoNormal"><o:p></o:p></div><h1 class="post-title entry-title" style="background-color: white; border: 0px none; box-sizing: border-box; color: #313131; font-weight: 500; line-height: 1.3em; margin: 0px 0px 10px; padding: 0px; text-transform: capitalize;"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif" style="font-size: small;"><a href="http://www.fundacionunam.org.mx/auriazul/la-unam-te-ofrece-cursos-online-y-gratuitos/">UNAM Lanza Cursos Gratuitos De Office (Con Certificado)</a></span></h1><a href="http://www.fundacionunam.org.mx/auriazul/la-unam-te-ofrece-cursos-online-y-gratuitos/"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">http://www.fundacionunam.org.mx/auriazul/la-unam-te-ofrece-cursos-online-y-gratuitos/</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://www.davidibiza.com/curso-de-word-basico/"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://www.davidibiza.com/curso-de-word-basico/</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://becasyconvocatorias.org/cursos-de-excel-power-point-word-completamente-gratuitos/"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://becasyconvocatorias.org/cursos-de-excel-power-point-word-completamente-gratuitos/</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://gacademia.com/video/curso-de-word-2019/0/0/"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://gacademia.com/video/curso-de-word-2019/0/0/</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><a href="https://yoneygallardo.com/curso-de-word-2019/">https://yoneygallardo.com/curso-de-word-2019/</a> <<<<<<<<<<<<<</span><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://www.noticiastrabajo.es/curso-de-microsoft-office-gratis-2019/"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://www.noticiastrabajo.es/curso-de-microsoft-office-gratis-2019/</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><br /><h1 class="post-title entry-title" style="background-color: white; border: 0px none; box-sizing: border-box; color: #313131; font-weight: 500; line-height: 1.3em; margin: 0px 0px 10px; padding: 0px; text-transform: capitalize;"><a href="https://www.oyejuanjo.com/2019/05/unam-cursos-gratuitos-office-certificado.html" style="background-color: transparent;"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif" style="font-size: small;">Https://Www.Oyejuanjo.Com/2019/05/Unam-Cursos-Gratuitos-Office-Certificado.Html</span></a></h1><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://www.oyejuanjo.com/search/label/libros%20PDF"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://www.oyejuanjo.com/search/label/libros%20PDF</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://decursosgratis.com/cursos-de-geriatria-gratis/"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://decursosgratis.com/cursos-de-geriatria-gratis/</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://fundacioncarlosslim.org/inicio/"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://fundacioncarlosslim.org/inicio/</span></a><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif" style="font-size: large;"><b><a href="https://fundacioncarlosslim.org/?s=word">Fundación Carlos Slim</a></b></span><br /><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif"><br /></span><a href="https://fundacioncarlosslim.org/?s=word"><span face=""helvetica neue" , "arial" , "helvetica" , sans-serif">https://fundacioncarlosslim.org/?s=word</span></a><br /><div style="text-align: center;"><ul class="noticiasindex" style="margin: 0px; padding: 0px;"><li style="display: inline-block; list-style: none; margin: 30px -3px 0px; max-width: 300px; vertical-align: top; width: 300px;"><div class="intindex" style="width: 300px;"><div><a href="https://fundacioncarlosslim.org/word-avanzado-2020-1-curso-gratuito-impartido-por-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word avanzado 2020-1, curso gratuito impartido por Académica"><img src="https://fundacioncarlosslim.org/wp-content/uploads/2020/01/curso-word-academica.jpg" style="border: none; height: auto; max-width: 100%; width: 300px;" /></a></div><div style="font-size: 11px;">8 de enero de 2020 | 10:30 am</div><h3 style="font-size: 22px; font-weight: 400; margin: 10px 0px 0px; padding: 0px 20px;"><a href="https://fundacioncarlosslim.org/word-avanzado-2020-1-curso-gratuito-impartido-por-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word avanzado 2020-1, curso gratuito impartido por Académica">Word avanzado 2020-1, curso gratuito impartido por Académica</a></h3></div></li> <li style="display: inline-block; list-style: none; margin: 30px -3px 0px; max-width: 300px; vertical-align: top; width: 300px;"><div style="font-style: italic; margin-bottom: 4px; margin-top: 8px;"><br /></div></li> <li style="display: inline-block; list-style: none; margin: 30px -3px 0px; max-width: 300px; vertical-align: top; width: 300px;"><div class="intindex" style="width: 300px;"><a href="https://fundacioncarlosslim.org/word-avanzado-2018-en-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word Avanzado 2018 en Académica"></a><br /><div style="font-style: italic; margin-bottom: 4px; margin-top: 8px;"><a href="https://fundacioncarlosslim.org/category/educacion/" rel="category tag" style="color: #363636; text-decoration-line: none;">EDUCACIÓN</a></div><div><a href="https://fundacioncarlosslim.org/word-avanzado-2018-en-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word Avanzado 2018 en Académica"><img src="https://fundacioncarlosslim.org/wp-content/uploads/2018/02/Curso-Word-Avanzado-2018_1.jpg" style="border: none; height: auto; max-width: 100%; width: 300px;" /></a></div><div style="font-size: 11px;">12 de febrero de 2018 | 4:00 pm</div><h3 style="font-size: 22px; font-weight: 400; margin: 10px 0px 0px; padding: 0px 20px;"><a href="https://fundacioncarlosslim.org/word-avanzado-2018-en-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word Avanzado 2018 en Académica">Word Avanzado 2018 en Académica</a></h3></div></li> <li style="display: inline-block; list-style: none; margin: 30px -3px 0px; max-width: 300px; vertical-align: top; width: 300px;"><div style="font-style: italic; margin-bottom: 4px; margin-top: 8px;"><br /></div></li> <li style="display: inline-block; list-style: none; margin: 30px -3px 0px; max-width: 300px; vertical-align: top; width: 300px;"><div class="intindex" style="width: 300px;"><a href="https://fundacioncarlosslim.org/word-avanzado-en-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word avanzado en Académica"></a><br /><div style="font-style: italic; margin-bottom: 4px; margin-top: 8px;"><a href="https://fundacioncarlosslim.org/category/educacion/" rel="category tag" style="color: #363636; text-decoration-line: none;">EDUCACIÓN</a></div><div><a href="https://fundacioncarlosslim.org/word-avanzado-en-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word avanzado en Académica"><img src="https://fundacioncarlosslim.org/wp-content/uploads/2017/08/7-Word-avanzado-en-Academica-A.jpg" style="border: none; height: auto; max-width: 100%; width: 300px;" /></a></div><div style="font-size: 11px;">10 de agosto de 2017 | 10:50 am</div><h3 style="font-size: 22px; font-weight: 400; margin: 10px 0px 0px; padding: 0px 20px;"><a href="https://fundacioncarlosslim.org/word-avanzado-en-academica/" rel="bookmark" style="color: #363636; text-decoration-line: none;" title="Permanent Link to Word avanzado en Académica">Word avanzado en Académica</a></h3></div></li></ul></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-39351262566713025012020-08-06T15:10:00.010-07:002020-08-28T08:46:28.449-07:00Recomendaciones COVID 19<div><div class="MsoNormal"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL6DvLBh_t3CWArW8nSouLPeWyJRfJ_obS65ty1vWczbMlR56DxU6ZMnRPNd98HwwR4miS0dVC4wZQQ4m54nHHP5xMLfYW3JHUhtb2erwqYvdGq2eQgPUQQxb1R74wFmCtrpXnfVmXxe4/s1600/encasa.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="390" data-original-width="1033" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL6DvLBh_t3CWArW8nSouLPeWyJRfJ_obS65ty1vWczbMlR56DxU6ZMnRPNd98HwwR4miS0dVC4wZQQ4m54nHHP5xMLfYW3JHUhtb2erwqYvdGq2eQgPUQQxb1R74wFmCtrpXnfVmXxe4/s400/encasa.png" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><span face="">Recomendaciones para mis estudiantes y la comunidad escolar ante la presencia del coronavirus<o:p></o:p></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">El objetivo fundamental de todos nosotros debe ser proteger y garantizar la seguridad no sólo de nosotros mismos sino también de quienes nos rodean, en particular los más vulnerables como son los ancianos y los enfermos, que son particularmente susceptibles a una enfermedad como ésta. A toda costa debemos de evitar la propagación de esta grave enfermedad.<o:p></o:p></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">La suspensión de labores académicas se ha realizado como un protocolo de prevención para contener la propagación de este virus y ustedes, muy posiblemente son académicamente los más preparados en el seno familiar, deben dar un ejemplo de conducta responsable y liderazgo en sus hogares, enfrentando esta amenaza con responsabilidad para minimizar los riesgos. </span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">No son vacaciones, debemos proseguir y perseverar con todas nuestras fuerzas estudiando las diversas materias (en particular aquellas en que tengamos calificaciones reprobatorias o bajas), elaborando las prácticas y trabajos encomendados, auxiliando a nuestros padres en la supervisión, apoyo y tutorías de nuestros hermanos menores en este difícil período qué les toca vivir. A ustedes les toca asumir en este momento el papel de ejemplo y guía en el seno familiar, para proteger su integridad y cuidarlo cabalmente.<o:p></o:p></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">Por medio de este blog docente (creado precisamente como respuesta a otra epidemia, la del SARS en 2003) buscaré asesorarlos en el estudio de todos los contenidos de mi materia, en la medida de mis posibilidades. Les pido me consulten todas las dudas que ustedes tengan y les ofrezco aplicar mi mayor esfuerzo para resolverlas satisfactoriamente. </span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">Muchos de ustedes me han comentado qué tienen problemas académicos con otras materias, por favor no las olviden en un rincón, sino por el contrario busquen resolver todas las dudas y aprovechar este tiempo disponible para consolidarlas y mostrar lo mucho que ustedes valen. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Por favor no se callen sus dudas, sino busquen asesorías entre sus compañeros y maestros. <span style="mso-spacerun: yes;"> </span>También les pido que procuren hacer ejercicio físico cotidianamente y buscar consolidar la integración familiar, en este difícil momento. Ustedes deben ser un ejemplo para sus hermanos menores y el mayor apoyo para sus padres y familiares cercanos.<o:p></o:p></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">Enfermar del coronavirus puede asumir un amplio rango de consecuencias, desde el equivalente a un molesto resfriado común (80% de los casos), hasta a un padecimiento severo y muerte (aproximadamente en el 3%del total de los casos). Es una infección nueva y nuestros científicos todavía no conocen una manera eficiente de combatirla. Se espera que al igual que la influenza estacional, su actividad decrezca significativamente con la llegada del verano y sus altas temperaturas, lo que daría tiempo posiblemente para evaluar las alternativas de cura e incluso desarrollar vacunas preventivas. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div><div class="MsoNormal"><span style="mso-spacerun: yes;"><span face=""><br /></span></span></div><div class="MsoNormal"><span face="">Todos debemos seguir estrictamente las recomendaciones de los organismos de salud:<o:p></o:p></span></div><ul><li><span face="" style="color: blue;">Lavado de manos cuidadoso y frecuente</span></li><li><span face="" style="color: blue;">Evitar tocarnos el rostro con las manos</span></li><li><span face="" style="color: blue;">Evitar saludar de mano y de beso</span></li><li><span face="" style="color: blue;">Evitar el contacto cercano con personas enfermas</span></li><li><span face="" style="color: blue;">Cubrirse con la parte interna del codo al estornudar</span></li><li><span face="" style="color: blue;">Usar tapabocas si se sienten síntomas de resfriado</span></li><li><span face="" style="color: blue;">Limpiar y desinfectar los objetos y las superficies que se tocan frecuentemente</span></li><li><span face="" style="color: blue;">Quedarse en casa </span></li><li><span face="" style="color: blue;">Ventilar nuestras casas</span></li></ul><span face="">En la siguiente liga, esta la recomendación del medico en el que mas confio (mi hermano Ivan):</span></div><div><span face=""><br /></span><span face=""> <span style="color: blue;"> </span></span><span style="color: blue; font-size: large;"><a href="https://drive.google.com/file/d/15CX-kic6TSl53TGj6T7_ZDD9RS1GD3P_/view?usp=sharing"><b><span face=""> Información y medidas de protección </span></b><b><span face="">contra el coronavirus</span></b><b><span face=""> </span></b></a></span><br /><br /><div class="MsoNormal"><span face="">Referencias:<o:p></o:p></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face=""><a href="https://www.cdc.gov/handwashing/esp/index.html" target="_blank"><span style="background: white; color: #23527c; line-height: 17.12px;">Lavado de manos</span></a><span style="color: #484851; line-height: 17.12px;"><br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; widows: 2;" /><br style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; widows: 2;" /></span><span style="background: white; box-sizing: border-box; color: #337ab7; line-height: 17.12px;"><a href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019/advice-for-public/when-and-how-to-use-masks" style="-webkit-text-stroke-width: 0px; box-sizing: border-box; font-variant-caps: normal; font-variant-ligatures: normal; orphans: 2; text-align: start; widows: 2;" target="_blank">Utilización de tapabocas</a></span><o:p></o:p></span><br /><span face=""><br /></span><span face=""><a href="https://www.cdc.gov/coronavirus/2019-ncov/prepare/prevention-sp.html">Como Prevenirse</a></span></div><div class="MsoNormal"><span face=""><br /></span><span face=""><a href="https://openwho.org/courses/introduccion-al-ncov">Curso introductorio</a></span></div><div class="MsoNormal"><span face=""><span style="mso-no-proof: yes;"><!--[if gte vml 1]><v:shapetype
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Solo les pido que tengan fe en Dios, en sus padres, en las autoridades y particularmente en ustedes mismos para perseverar infatigablemente día con día, para crecer moral, espiritual, física y académicamente.<o:p></o:p></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhseT4TpGDv9mfJ9_icz2kyqQL6bEeaWMTnza1utC1DOGmRXo9nrYrm2lQN_MxkRriD42TbdUIHXIpepwmYWMYa6LtbOhtDwwYIl-Q2Xt5HH3riQCbzLVkjnHUpO2WK8BpYXAn1DEOV3RLO/s1656/grafica-china-coronavirus-5.jpg" style="display: block; padding: 1em 0px;"><img border="0" data-original-height="1010" data-original-width="1656" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhseT4TpGDv9mfJ9_icz2kyqQL6bEeaWMTnza1utC1DOGmRXo9nrYrm2lQN_MxkRriD42TbdUIHXIpepwmYWMYa6LtbOhtDwwYIl-Q2Xt5HH3riQCbzLVkjnHUpO2WK8BpYXAn1DEOV3RLO/s640/grafica-china-coronavirus-5.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial; font-size: x-large;">Orden en que ocurren los sintomas: </span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;">La <b>fiebre</b> ocurre primero, seguida de <b>tos</b> y <b>dolor muscular.</b> Otros síntomas como <b>náuseas </b>y <b>vómitos </b>ocurren después, seguidos de <b>diarrea</b> y <b>falta de aliento</b>.</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;">El orden en el que aparecen los sintomas puede ayudar con la detección más temprana y posiblemente ayudar a tratar a los pacientes más rápido.</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzWa_9QIdnV-DxAdEE5IuJQjSMnLK6_NTThlHW7URPfnMuKDhcvNDaRW-ouchaxrJ28ro5vVJLHZw5jL0mR-Q1alscv7CSEsOYwRSTnaH6gQSJj_zaAIoBLT-yJGr8GXLFC_zNJeu1y0I/s1280/covid19.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzWa_9QIdnV-DxAdEE5IuJQjSMnLK6_NTThlHW7URPfnMuKDhcvNDaRW-ouchaxrJ28ro5vVJLHZw5jL0mR-Q1alscv7CSEsOYwRSTnaH6gQSJj_zaAIoBLT-yJGr8GXLFC_zNJeu1y0I/s640/covid19.jpg" width="640" /></a></div><span style="font-family: arial;"><br /></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">Reciban de mi parte un muy cordial saludo y mis mejores deseos ahora y siempre.<o:p></o:p></span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span face="">Hugo Gilberto García Guerra<o:p></o:p></span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">-----------------------------------------------------------------------------------------------------</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><div class="MsoNormal"><div class="MsoNormal"><div class="style-scope ytd-watch-flexy" id="clarify-box" style="background: rgb(249, 249, 249); border: 0px; font-family: roboto, arial, sans-serif; margin: 0px; padding: 0px;"><ytd-clarification-renderer clarify-style="medium" class="style-scope ytd-watch-flexy" style="background: var(--yt-spec-general-background-b); display: flex; flex-direction: row; line-height: 2.1rem; padding: 16px 0px 16px 16px;"><a class="yt-simple-endpoint style-scope ytd-clarification-renderer" href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019"><yt-img-shadow class="style-scope ytd-clarification-renderer no-transition" loaded="" style="background-color: transparent; cursor: pointer; display: inline-block; flex: 0 0 auto; opacity: 1; text-decoration: var(--yt-endpoint-text-decoration, none); transition: none 0s ease 0s;"><img alt="" class="style-scope yt-img-shadow" height="80" id="img" src="https://www.gstatic.com/youtube/img/discovery/coronavirus_generic.png" style="background: transparent; border-radius: var(--yt-img-border-radius, none); border: 0px; display: block; margin-bottom: 0px; margin-left: var(--yt-img-margin-left, auto); margin-right: var(--yt-img-margin-right, auto); margin-top: 0px; max-height: var(--yt-img-max-height, none); max-width: var(--yt-img-max-width, 100%); padding: 0px;" width="80" /></yt-img-shadow></a></ytd-clarification-renderer><br /><div class="text style-scope ytd-clarification-renderer" style="background: transparent; border: 0px; color: var(--yt-spec-text-primary); cursor: pointer; display: flex; flex-direction: column; flex: 1 1 1e-09px; margin: 0px 0px 0px 16px; min-width: 0px; padding: 0px; text-decoration: var(--yt-endpoint-text-decoration, none);"><a class="yt-simple-endpoint style-scope ytd-clarification-renderer" href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019"></a><br /><div class="section-header style-scope ytd-clarification-renderer" style="background: transparent; border: 0px; font-size: 1.4rem; margin: 0px; padding: 0px;"></div><a class="yt-simple-endpoint style-scope ytd-clarification-renderer" href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019"></a><div class="content-title style-scope ytd-clarification-renderer" style="background: transparent; border: 0px; line-height: 2rem; margin: 0px; padding: 0px 0px 4px;"><a class="yt-simple-endpoint style-scope ytd-clarification-renderer" href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019">Enfermedad por el nuevo coronavirus (COVID-19)</a></div><a class="yt-simple-endpoint style-scope ytd-clarification-renderer" href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019"></a><yt-formatted-string class="description style-scope ytd-clarification-renderer" style="-webkit-box-orient: vertical; -webkit-line-clamp: 3; display: -webkit-box; line-height: 1.8rem; max-height: 5.4rem; overflow: hidden; text-overflow: ellipsis;"><a class="yt-simple-endpoint style-scope ytd-clarification-renderer" href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019">Obtenga la información más reciente sobre el coronavirus de la Organización Mundial de la Salud. </a><div class="text style-scope ytd-clarification-renderer" style="background: transparent; border: 0px; color: var(--yt-spec-text-primary); cursor: pointer; display: inline; flex-direction: column; flex: 1 1 1e-09px; margin: 0px 0px 0px 16px; min-width: 0px; padding: 0px; text-decoration: var(--yt-endpoint-text-decoration, none);"> <div class="source style-scope ytd-clarification-renderer" style="background: transparent; border: 0px; color: var(--yt-spec-call-to-action); display: inline; margin: 0px; padding: 4px 0px 0px;"><a class="yt-simple-endpoint style-scope ytd-clarification-renderer" href="https://www.who.int/es/emergencies/diseases/novel-coronavirus-2019" style="cursor: pointer; display: inline; flex: 1 1 1e-09px; text-decoration: var(--yt-endpoint-text-decoration, none);">OMS </a></div></div></yt-formatted-string></div><div class="style-scope ytd-clarification-renderer" id="menu" style="background: transparent; border: 0px; font-size: 1.4rem; margin: 0px 0px -10px; padding: 0px;"><ytd-menu-renderer class="style-scope ytd-clarification-renderer" style="display: flex; flex-direction: row; margin-top: -10px;"><yt-icon-button class="dropdown-trigger style-scope ytd-menu-renderer" id="button" style="--yt-icon-button-icon-height: 24px; --yt-icon-button-icon-width: 24px; box-sizing: border-box; display: inline-block; font-size: 0px; height: var(--paper-icon-button_-_height, var(--yt-icon-height)); padding: var(--paper-icon-button_-_padding); position: relative; width: var(--paper-icon-button_-_width, var(--yt-icon-width));"><button aria-label="Menú de acciones" class="style-scope yt-icon-button" id="button" style="-webkit-tap-highlight-color: transparent; background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-color: initial; border-style: none; border-width: initial; cursor: pointer; height: 40px; line-height: 0; margin: 0px; outline: none; padding: 0px; vertical-align: middle; width: 40px;"><yt-icon class="style-scope ytd-menu-renderer" style="align-items: center; color: var(--ytd-menu-renderer-button-color, var(--yt-spec-icon-inactive)); display: inline-flex; fill: var(--iron-icon-fill-color, currentcolor); height: var(--yt-icon-button-icon-height, 100%); justify-content: center; margin-bottom: var(--iron-icon_-_margin-bottom); margin-left: var(--iron-icon_-_margin-left); margin-right: var(--iron-icon_-_margin-right); margin-top: var(--iron-icon_-_margin-top); position: relative; stroke: none; vertical-align: middle; width: var(--yt-icon-button-icon-width, 100%);"><svg class="style-scope yt-icon" focusable="false" preserveaspectratio="xMidYMid meet" style="display: block; height: 0px; pointer-events: none; width: 0px;" viewbox="0 0 24 24"><g class="style-scope yt-icon"><path class="style-scope yt-icon" d="M12 8c1.1 0 2-.9 2-2s-.9-2-2-2-2 .9-2 2 .9 2 2 2zm0 2c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2zm0 6c-1.1 0-2 .9-2 2s.9 2 2 2 2-.9 2-2-.9-2-2-2z"></path></g></svg></yt-icon></button></yt-icon-button></ytd-menu-renderer></div></div><div class="style-scope ytd-watch-flexy" id="info" style="background: rgb(249, 249, 249); border: 0px; font-family: roboto, arial, sans-serif; font-size: 10px; margin: 0px; padding: 0px;"><div class="style-scope ytd-watch-flexy" id="info-contents" style="background: transparent; border: 0px; margin: 0px; padding: 0px;"><ytd-video-primary-info-renderer class="style-scope ytd-watch-flexy" has-date-text_="" style="--yt-button-icon-size: 36px; border-bottom: 1px solid; display: block; padding: 20px 0px 8px;"></ytd-video-primary-info-renderer></div></div></div></div><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="636" src="https://www.youtube.com/embed/Z_TIZydpRv4" width="1131"></iframe></div><div class="MsoNormal"><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">-----------------------------------------------------------------------------------------------------</span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><span face="">Finalmente, recuerden que es muy importante hacer <b><a href="https://www.residenciasarria.com/blog/tabla-de-ejercicios-para-estudiantes/">ejercicio en casa</a> </b>para estar en forma. </span></div><div class="MsoNormal"><span face=""><br /></span></div><div class="MsoNormal"><a href="https://youtu.be/e96h1Jia7xY" target="_blank">Rutinas de ejercicio en casa</a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-family: arial;"><span face=""><a href="https://es.tableworld.net/deporte/tablas-ejercicios/tabla-de-ejercicios-en-casa"><b>Tablas de ejercicios.</b></a></span><br /><br /></span><div class="MsoNormal" style="background-color: white; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><b><span style="color: blue; font-family: arial; line-height: 25.68px;"><a href="https://tecnologiasdeinformacioni.blogspot.com/2016/10/midete.html" style="color: #009eb8; display: inline; outline: none; transition: all 0.3s ease 0s;">Mídete</a></span></b></div><div class="MsoNormal" style="background-color: white; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span style="font-family: arial;"><br /></span></div><span style="font-family: arial;"><span style="background-color: white; color: #333333; text-align: justify;"><a href="https://genial.guru/creacion-salud/10-aplicaciones-gratuitas-para-hacer-ejercicio-en-casa-61305/" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><b>Aplicaciones Gratuitas para Ejercicio en Casa</b></a></span><br style="background-color: white; color: #333333; text-align: justify;" /><br style="background-color: white; color: #333333; text-align: justify;" /><span face="" style="background-color: white; color: #333333; text-align: justify;"><b><a href="https://www.xatakamovil.com/aplicaciones/siete-aplicaciones-para-hacer-ejercicio-salir-casa" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Otras Apps Ejercicio en casa</a></b></span></span></div><div class="MsoNormal"><div style="text-align: justify;"><span style="color: #333333; font-family: arial;"><b><br /></b></span></div><div style="text-align: justify;"><span style="background-color: white; color: #009eb8; font-family: arial; font-weight: 700;">Prevengamos la Diabetes </span></div><div style="text-align: justify;"><b style="color: #333333; font-size: 14px;"><br /></b><b style="color: #333333; font-size: 14px;">-----------------------------------------------------------------------------------------------------------------</b></div><div style="text-align: justify;"><b style="color: #333333; font-size: 14px;"><br /></b></div><div style="text-align: justify;">RETO: <span face="" style="background-color: white; font-size: 14px; font-weight: bold; text-align: left;">daré 20 puntos extra </span>a quienes demuestren que pueden realizar al menos los mismos ejercicios fisicos que estos ancianos, que tienen muchos mas años que ustedes.</div><div style="text-align: justify;"><br /></div><div style="text-align: center;"><a href="https://www.youtube.com/watch?v=6lk-gVyLg9k">Hombre de 80 años</a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://www.yahoo.com/lifestyle/73-old-workout-junkie-shows-132504989.html">Mujer de 73 años</a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://youtu.be/RnSZ15Y7EiA">Abuelitos</a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div></div></div></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com1tag:blogger.com,1999:blog-2494900465236988033.post-67446069129236203192020-08-05T14:18:00.001-07:002020-08-17T06:31:47.097-07:00Mídete<p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7qK4uLzp_HfkXuJLH02gyRDPo1mh-ogDD_jvOs6y70JLGgDRupdge2DtaN3lLmM6qVU-sOHdnu6iNth5FlZ5PdhPE-8vUm1QjRXmawNsbk0jlg7vmBkK5rNkB0muhAxkrb7TXk0Zx90Iy/s1600/salud.png" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7qK4uLzp_HfkXuJLH02gyRDPo1mh-ogDD_jvOs6y70JLGgDRupdge2DtaN3lLmM6qVU-sOHdnu6iNth5FlZ5PdhPE-8vUm1QjRXmawNsbk0jlg7vmBkK5rNkB0muhAxkrb7TXk0Zx90Iy/s320/salud.png" width="320" /></a></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="MsoNormal"><b><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">COMO TOMARSE LAS MEDIDAS<o:p></o:p></span></b></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Altura: descalzo.<o:p></o:p></span></div><div class="MsoNormal"><a href="https://lp.babbel.com/d/SPA_index.html?l2=ENG&ch=ORG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><b><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Peso</span></b><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">: sin ropa, por la mañana al levantarse, después de ir al baño.<o:p></o:p></span></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Cuello: por su parte más estrecha.<o:p></o:p></span></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Tórax: por su parte más ancha, con el pecho en inspiración.<o:p></o:p></span></div><div class="MsoNormal"><b><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Cintura</span></b><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">: por su parte más estrecha, con el estómago en posición normal de descanso y sin contener la respiración.<o:p></o:p></span></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Caderas: por su parte más ancha.<o:p></o:p></span></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Bíceps: alrededor de los músculos en tensión por su parte más ancha y con el brazo doblado.<o:p></o:p></span></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Antebrazo: por su parte más estrecha, con el brazo extendido y el puño cerrado.<o:p></o:p></span></div><div class="MsoNormal"><b><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Muñeca</span></b><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">: por su parte más estrecha. </span></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Muslo: por su parte más ancha, en la zona de la pierna.<o:p></o:p></span></div><div class="separator" style="clear: both; text-align: center;"></div><div class="MsoNormal"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;">Pantorrilla: por su parte más ancha. Tobillo: por su parte más estrecha<o:p></o:p></span></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;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB2jJ078AdES4oVpAO2-dpExVz8Zgw0t2wtL1hDY2RvoWyHrXooIxbvxysaV_4vQpxVdjlWQBMtcNT7u5NKQShRgjfpSZUZt8rKZvbQhHYUVTlu1TYSS8-clEvBYkaFslK8clAyr_v8G1K/s1600/Medidas.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB2jJ078AdES4oVpAO2-dpExVz8Zgw0t2wtL1hDY2RvoWyHrXooIxbvxysaV_4vQpxVdjlWQBMtcNT7u5NKQShRgjfpSZUZt8rKZvbQhHYUVTlu1TYSS8-clEvBYkaFslK8clAyr_v8G1K/s640/Medidas.JPG" width="617" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="MsoNormal" style="text-align: center;"><span face="" lang="" style="font-family: verdana, sans-serif; font-size: 12pt; line-height: 17.12px;"><a href="http://www.aulafacil.com/cursos/l6921/salud/dietas/nutricion-y-dietas-de-adelgazamiento/como-determinar-la-estructura-corporal">¿Cómo determinar la estructura corporal y el IMC?</a></span></div><div class="MsoNormal"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTLjqN3NzuMzK3H19psLXUOfE1An3eBnq-SJtrqdzYjZi12Q4U_xBO-D4s40WJGgIcOnD09hhlC1l5Vm_LdcugDGReNBiYzMggxt6PjQ5DNuNYoowvAP9hpgbB2-zEXPU6L8hASGPlwcIZ/s1600/Contextura.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTLjqN3NzuMzK3H19psLXUOfE1An3eBnq-SJtrqdzYjZi12Q4U_xBO-D4s40WJGgIcOnD09hhlC1l5Vm_LdcugDGReNBiYzMggxt6PjQ5DNuNYoowvAP9hpgbB2-zEXPU6L8hASGPlwcIZ/s400/Contextura.png" width="400" /></a></div><div class="MsoNormal"><a href="https://lp.babbel.com/d/SPA_index.html?l2=ENG&ch=ORG" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /><div style="text-align: center;"><a href="http://tecnologiasdeinformacioni.blogspot.mx/2012/11/prevengamos-la-diabetes_13.html">Prevengamos la Diabetes</a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://www.washingtonpost.com/graphics/health/workout-at-work/?tid=a_inl">Ejercicios para hacer en la oficina</a><br /><br /><a href="http://es.tableworld.net/deporte/tablas-ejercicios/tabla-de-ejercicios-en-casa">Ejercicios para hacer en casa</a><br /><br /><a href="https://www.zonadiet.com/tablas/pesoideal.cgi">https://www.zonadiet.com/tablas/pesoideal.cgi</a><br /><br /><a href="https://www.superprof.es/blog/saber-calcular-masa-ideal/">https://www.superprof.es/blog/saber-calcular-masa-ideal/</a><br /><br />Pueden llevar un control en Excel de sus medidas, por ejemplo para hacer un seguimiento de su peso<br /><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBML1bXwmHWADupu8TLosXnU7l0sQSqgiBkv5rpdzj6aKrJndG5Nkg9X-LKZWOwyM5rBAcQoVzjnuFrsGDhQP_iz2dnsb2zMfz_Y4Df3K_NSC0LEfLflN0pfZAtguJs1l6Kg-17FzJSpnV/s1600/reduccion.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBML1bXwmHWADupu8TLosXnU7l0sQSqgiBkv5rpdzj6aKrJndG5Nkg9X-LKZWOwyM5rBAcQoVzjnuFrsGDhQP_iz2dnsb2zMfz_Y4Df3K_NSC0LEfLflN0pfZAtguJs1l6Kg-17FzJSpnV/s400/reduccion.JPG" width="400" /></a></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><a href="https://www.planillaexcel.com/planilla-de-excel-de-seguimiento-y-control-de-peso">https://www.planillaexcel.com/planilla-de-excel-de-seguimiento-y-control-de-peso</a></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><a href="https://apps.apple.com/es/app/monitorea-tu-peso/id413313086" original_target="https://apps.apple.com/es/app/monitorea-tu-peso/id413313086" ping="/url?sa=t&source=web&rct=j&url=https://apps.apple.com/es/app/monitorea-tu-peso/id413313086&ved=2ahUKEwiNj4Pg54rnAhXsmq0KHUiOApQQFjAEegQIBRAB" style="background-color: white; color: #660099; cursor: pointer; display: inline-block; font-family: arial, sans-serif; font-size: small; text-align: left;" waprocessedanchor="true"></a></div><h3 class="LC20lb" style="display: inline-block; font-size: 20px; font-weight: normal; line-height: 1.3; margin: 0px 0px 3px; padding: 2px 0px 0px;"><a href="https://apps.apple.com/es/app/monitorea-tu-peso/id413313086">Monitorea Tu Peso en App Store</a></h3></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://www.yazio.com/es/calculadora-peso-ideal"><span style="font-size: large;">https://www.yazio.com/es/calculadora-peso-ideal</span></a></div><div style="text-align: center;"><span style="font-size: 20px;"><br /></span><span style="font-size: 20px;"><br /></span></div><div style="text-align: center;"><a href="https://www.elcorteingles.es/ideas-y-consejos/tecnologia/ponte-en-forma-cinco-aplicaciones-para-controlar-tu-peso-con-el-movil/">https://www.elcorteingles.es/ideas-y-consejos/tecnologia/ponte-en-forma-cinco-aplicaciones-para-controlar-tu-peso-con-el-movil/</a><span style="font-size: 20px;"><br /></span><br /><br /><a href="https://www.esquire.com/es/salud-fitness-running/g12042537/apps-entrenamiento-gimnasio-aplicaciones-deporte/">https://www.esquire.com/es/salud-fitness-running/g12042537/apps-entrenamiento-gimnasio-aplicaciones-deporte/</a><br /><br /><div class="separator" style="clear: both;"><a href="https://uy.emedemujer.com/bienestar/cinco-aplicaciones-controlar-peso/">https://uy.emedemujer.com/bienestar/cinco-aplicaciones-controlar-peso/</a></div><div class="separator" style="clear: both;"><br /></div><div class="separator" style="clear: both;"><img alt="Ilustración vectorial de hombre y mujeres en longitud completa con ..." height="200" src="https://image.freepik.com/vector-gratis/ilustracion-vectorial-hombre-mujeres-longitud-completa-lineas-medicion-parametros-corporales-medidas-tallas-hombre-mujer-mediciones-proporciones-cuerpo-humano-diseno-plano_111701-26.jpg" width="200" /></div><div><br />Uno de los ejercicios que desarrollaremos en Excel (en la siguiente unidad de estudio) sera realizar una plantilla de Excel que analice el peso ideal por diferentes metodos, como se describe en el siguiente artículo:<br /><br /><br /><a href="http://trucosycursos.es/el-peso-ideal-con-excel/">http://trucosycursos.es/el-peso-ideal-con-excel/</a></div><div><br /></div><div><br /></div><div><a href="https://tallerinformaticai.blogspot.com/2019/09/prevengamos-la-diabetes.html"><span style="font-size: x-large;">Prevengamos la Diabetes</span></a></div></div></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-25133024157139197272020-08-04T07:09:00.009-07:002020-09-08T06:12:01.529-07:00Microsoft TEAMS<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMSClLxRRO14lAthiRLjs7MWGBkqPEOdE2Uzv5RRVxtKDg6E1DCTfD4tVLC9zLWQ0BVzauKzpj4sN3A_YiT_GlLHRGYnU9dgSPOlaXccbORPmu92RlV4-Ol3lhlZZuDE7W4R6zuOT_Eno/s355/MS+Teams.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="142" data-original-width="355" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMSClLxRRO14lAthiRLjs7MWGBkqPEOdE2Uzv5RRVxtKDg6E1DCTfD4tVLC9zLWQ0BVzauKzpj4sN3A_YiT_GlLHRGYnU9dgSPOlaXccbORPmu92RlV4-Ol3lhlZZuDE7W4R6zuOT_Eno/s0/MS+Teams.png" /></a></div><br /><p><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/YYUYfJVJK50" width="640"></iframe></p><div class="OutlineElement Ltr BCX8 SCXW99046154" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{a5bbe98b-cfd5-40d7-bc38-050351145b19}{105}" paraid="1882303232" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">¿Cómo puedo ingresar al TEAM (equipo o grupo) creado </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">par</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">a</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; font-weight: bold; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">mi clase?</span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{a5bbe98b-cfd5-40d7-bc38-050351145b19}{105}" paraid="1882303232" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div><div class="OutlineElement Ltr BCX8 SCXW99046154" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{a5bbe98b-cfd5-40d7-bc38-050351145b19}{176}" paraid="1065297542" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">(1) </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">P</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">rimero</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> n</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">ecesitan ingresar a su cuenta de correo institucional </span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{a5bbe98b-cfd5-40d7-bc38-050351145b19}{176}" paraid="1065297542" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="EOP 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style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> continuación</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">deben </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">busc</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">ar</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> el correo de invitación al grupo</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">. </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{bfa252df-04b8-410f-bb44-0231d571b36d}{193}" paraid="1634588454" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">S</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">i</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> aceptan la</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> invitación, se mostrará la pantalla siguiente:</span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{bfa252df-04b8-410f-bb44-0231d571b36d}{193}" paraid="1634588454" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{3fd23379-6e82-4a73-aad4-ec55c0fcbe72}{227}" paraid="914588950" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun EmptyTextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" 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style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 332px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 480px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"></span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{44331579-55d7-4033-895b-6162fd7735fa}{22}" paraid="600337757" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"><br /></span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{44331579-55d7-4033-895b-6162fd7735fa}{22}" paraid="600337757" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">(3) </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">TEAMS</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> forma parte de Office por lo que podemos</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> tener acceso</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> directamente en nuestra computadora</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">. </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">O</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">pcionalmente podemos ver</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"><span class="NormalTextRun SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"> </span></span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">l</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">a</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">reunión</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> en internet </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">(incluso desde el celular).</span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{44331579-55d7-4033-895b-6162fd7735fa}{22}" paraid="600337757" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div><div class="OutlineElement Ltr BCX8 SCXW99046154" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{86110409-3f67-4fa0-9394-542eb10af558}{6}" paraid="758589903" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">(4)</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">L</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">a pantalla de la computadora nos mostrará los diferentes </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">TEAMS (</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">equipos de trabajo</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">)</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> para que seleccionemos con el que deseamos trabajar</span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{ef79cb3c-1f6a-4455-84f6-446f069603ef}{124}" paraid="199314532" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"><span class="NormalTextRun SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: inherit; margin: 0px; padding: 0px; user-select: text;"></span></span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span><span color="" face="" style="background-color: transparent; font-size: 11pt;"> </span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{ef79cb3c-1f6a-4455-84f6-446f069603ef}{96}" paraid="1042353034" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun EmptyTextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: 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S3m0oGlRz0ALH09GAQRHRi60gNgV6QBMDc3Vz/bX24PICIiojbsAUC70tjYjGHD85CZKU9VMi7OegN+FJeV4oO33kLpmiVorqvDluJKNHqbUVFVgaKSbSgsrYQ9Oh3fbE5FyJ2EQ2ZUYtgxNYhN8SMqLojkPC9yRjeibH0MfM19+xjA/YWEt3J1fXdJbos/UPXuKH5ERHvAGqCPiIiIiLpGbgP4+9/fQXNTC4KhAALhELyBgB4DqXRbKRqbAhg0aADSkuPhdNjgiVIp1q0qXkn4cG4x/I4MpA1sRv6EetjsbRd4HXYXouIDGDOjAnYHL/z2F2wAICIiIiIiOoCVldXguf9+BofTheaAD0XbtuKjt9/BivlLsHVbM9YXNyCnIBcZGcmIi4tDbu4ArNhYjbI6lwr6nRg4uc4M/uVpSHYkx+Ti2ME/kiUk5XjhdIeMN6IDHhsAiIiIiIiIDmDS7f/jj7/Bi8/PwqYNG/DH39yHd194DS21Laiut2HW/K3YWmVHweCRGFAwFGkZg1BR2QybvvXSBneM8Zi/hKh0zBxxM6YPuRqLit+QGwrgcIUZNfYj/FMSERERERH1A6+//hW+/mw9BuQMgs3uQdDuQihkQ1OzHV/M24wNhU1oCUTjjXfnQm5jt4e86lUhVBVF6dfXtZRhddnnmLXhb6hp3q7zWuqcCAWMhwzSgW+PBgEkIhLp6YmYPGmouURERES9qWhrBT75dKm5RLRrhYXlsNuT8Z0zZiIcaEJtTTnioqNQV9WAeQuXY+7CFdhYLPf1OxEMh+GMzkZjRTyyRjTq0f9rmkvQ7K/T+wqHgFWfpqKm2GggoAPfHj0GkIhIyCNTbvjx6Zg0aShczoNjlFgiIqK+Jt26t22vxuNPvINNm0rNXKKukfpZWmoCRo9IR1PdNhQXbkagpRl2WwiJafEIwoHYxCw0NMdi/YZKxKf5cMgpFfqef+n2L4//2zg3EZsXJurR8al/YAMAEfUKh8OOmBiPfqQfERER9Q6fL4CWFp+5RNQzLpcTTqddBf8yyJ+RFwyF4fcH9VMELDLavx7wT20j3f4DPt4x3t+wAYCIiIiIiIjoIMAmHSIiIiIiIqKDABsAiIiIiIiIiA4CbAAgIiIiIiIiOgiwAYCIiIiIiIjoIGA79rgf9atBAI87dirS01PNJSIiIiIiIiIStkmTT+1XDQCPPHwnJowfbS4RERERERERkeAtAEREREREREQHATYAEBERERERER0E2ABAREREREREdBBgAwARERERERHRQaD/NQD0qyENiYiIiIiIiHpH/2sAsJlTIiIiIiIiImrFWwCIiIiIiIiIDgJ92gCQn5+NGTOOw1lnzsTkyePgdDrNNURERERERES0N9kmTT611++aj4ry4PIffQ+nnDIdDodD54XDYWwvLccTf34aC79ZqvP6wiMP34kJ40ebS0REREREREQker0BwGaz4cfX/QCnnnqCnu/I7/fjzrv+iCVLVpo5veuRh+7EhAlsACAiIiIior4nFzolxuFo5LQn7HY7nE6XudR3er0BYPSoYXjwwV/usrv/pk2FuPGmuxEIBMyc3sMeAEREREREtDdI8N/Y0KAvfNrsHI2cek5iY48nSiWPmdM3er0B4MILz8APLjnXXOqcFJTLr7gV27aVmTm9hw0ARERERES0N4RCIdRUVyGvYKC+gkvUUw31dahXKS4uvtOe9L2l17+laWkp5tzOyQ+UlZluLhERERERER1Y5KKmJNGH8RodLORLFPGd6iu93gDQ1dYKa3BAIiIiIiKiA1FfB2t0cJGv0wHXALDPsQwSERERERER7aD/NQCw+w0RERERERHRDnq9AcDt6tqjC1zuvn/EARERERERUXFxMR76059w2y9+jg0bNmDr1iLceMP1uOvOX6GkpMTcav/2s1tv1YMOEu0JR07OsHvM+T2Sm5uFH1xyDk444agu3d8/evRQ9a9NFcAtvfpFnjnzOGRlcYBBIiIiIiIyfPbZZxgxfDjOOPNM/OPvT2HuvHn46U9vRUZ6BtZvWI8RI0aYW3aP3K/t9bYgMSmpV0duX7p0Kb799htkZ2ejtrYW77zzNj768EM4XS79uLisrCxzS+ovfD4fvC0tcLvdffpEiV7b8wnHH4XTTz8Rri72AEhPT8MVV1zY+8H6XhgDQFoJZ8yYgSOOOKLTdM011+iCSURERERE+05VVSXWrVuH4q1FiIqORkpKKu741Z24997f6OA6Pj4emzdtRlFRIerq6sxX7V2LFy/GXXfdiQXz5+vlNWvW4E9//IP6TEW45+67EBUVhdiYWH2RNTYmBnFxcXq7PeX3+7F582b2KjjI9FoPgM1bilFcUor58xZhXhfTO+9+qgrkpl4d6XDmjL7vAeD1enXXofT0dF0At23bpgvkoYceitzcXAwbNgyHH344nwVKRERERLSP1NTU4He//S0qKyuRk5OLY489VtfPrSSSk5Oxdt1azJkzBx+8/x4OmzpVB9xdtac9AOSq7w1yK8Jdd+POX92BM844U8cWmzZuxPTjj8ec2bNx7nnnYfjw4Tr+uPyKK5Cammq+unPBYBDXXnsNEhLiMXDgQDN3R6tWrcJNN96AGTNmIjY21sw9cNTX16OsrEz9nAld/t03NDSgtLQUiYmJZs7+Y2/1ALBNmnxqn10znzJ5PCYcOkbPS+H48MMvUFhYrJf7yiMP34kJ40ebS31vyZIluOyyy5CRkYFXX30VMTEx5hpDU1MTtm7dqv+g0mAg21lf0MbGRv2llS+iHGjy8/NbDzhS8MvLy5GSkqJTYWGhbmQYMGAAnE6nbhGUL700OMiByyJdhOS10qInhSEvL4+PXCQiIiKig87KFSvwwYcf4KabftIaUEnd+8033tADh5966mnIycnR+RI0P/bYozjppJNxyCGH6LzdkfhGXldXW4P8AQNVHb/7QZvU2X9wycW44YYb1Ps/hmf+86z+rP/5zzNYuXIlrr3mWgweMqR12670tpaeyJf+8Ie49LJLceKJJ5m5O5LPXl1drWONvgw4+8q//vVP3Xvj7nvu6dLnl7/XP//5D6xbuw4PPPigmbv/aGioR11NDWLj4vo0fuu1HgCdmT79SFxw/ncxatQwDB82GLNmzUFFRZW5tm/s7TEApAXpDXUQkVazCy64oF2hXL16NX7+85/jH//4h24cePfddxEdHY3Ro0fr4P3KK6/E008/jVdeeQVvvvkmvv32W30LgTQi/POf/8Svf/1rbNy4Ea+//jqeeuop/T7bt2/H8uXL8dvf/hYvvfQSvv76a92aKT0RFixYgFtvvRXPPPMM/ve//+Gdd97RtypIQwARERER0cEkXtWB582di1A4pC+iSWD82KOP6Pr20CFD8eyzz+Koo4/WweMXX3yO4q3FmHnKKfpiW1ftaQ8ACfQOP/wIzJs/D1dedbXex7P/+Y/ucZyk9rl+/XrUqCB9yNChXQ4KpUu/xA8TDp2AwYOH6FsbpEHhgfvvx0cffYj8gnwVL2Xr7v93332XiiWO07cd3H77bUhUv7N7f30P5s2bh6lTp8Lj8Zh7NciFyxdeeB73/e53eP/99/XFRrmVQi5O/vSWm+Fyu/HQn/6ofsdHtrswKp/hH//4Ox584AEVyyzDpMmT8Yff/x6r16zGO2+/g8qqSv1ZX3j+eTzwwP1YvGSxjpkkxpELoX9S+/zz44/r9zlU/Vxz1d/1kYcf1vHWnDmzMW36dN1A8sQTf9b527dvw9ixY9vFZp988gkeVX//9evWY+nSJTjhhBN1L5GHHvoT/vLEX1BZUaHfU17z+eez1M/4WzyvftbExCTdk0J6YPzs1p/q38lvf/NbLFu2VG0/Bo//32P6s0kvE/l99OR7IA64MQA68+abH6lf9Ff6qv+//vWC+mJtMNf0ob0wBkBXyJX4u+++G1u2bMHNN9+svmyP6h4Aj6svh4xCKo5WB5z7739AfVGfwJFHHolvvvkGb731ll5nkS/aRRddhO9///v6Sy3rZQyC++67T/cYkIOCDGrSor4sTz75pC4UF154If7617/qsQgOxNY8IiIiIqI9JT1rjzvuOCxbukwvyxXvpqZmTDnsMIwYORKBgL/1/vcli5fgpJNO6lb3/94g9ftf3XEH5s+fj/9TgaRcXJTGiMlTpug0dNhQvPfee+bW3SdB5W/u/bUeVPDWW3+GadOm44brr9cxigSbcquB8XtpwtIlS3VDwNXXXKuC22V46cUXzb0Y5LM++OAD+Pqrr3DLT3+KGSfPwE033qj34fN69VgGs2d/jR9dfrkeW8Fi/YwrVqzArT/7uW5wkPeUmOjll17CxEkTdSPIM08/jRUrV+C2227XgzP+5jf36hhHxnCQ9/rVnXdh3ry5eOP1N3Qvjekq6J84cZLepwTN99xzN9wut9ruV9i0aZO+2h85voHcrn389OMxbtw43HDDjQipzyBPgZDGoV/c9gvdKPDss//RjTplpWW47sfX6xjsd7/9jf67yGeR3+Oqlatw1dVX4csvv8SPf3wdDpt6uL515P77fqcbSPZ3fRod1tc34I9/+qv6Et2GV197X/8y+1zPGlx6nXxRpbVKWpAksJcr/NKSJ18KuYIvheKHP/whHA67/iJJjwD5/axdu9bcg2GKKvgnnngizjnnHN0KKC1/l1xyiW48OOaYY/Q28j7yWvmCS5LbEqSwy2usbk1ERERERAcT6Tn72muv4owzztDLUi8fqQL/x//v//DYo48iv6Cg9Wr/2WefjZdffkkFpVv18t4idXcJvuWJBDdcf4P+PHJ/ulx9l3TooRPNLXumoqJCxxoS8EqQeuFFF+knHshV847i4mJxzrnn6rHMpk2bhpUqGI+M3+Rq+cIFC3C92tdUFfSed/75+ir7V199pa/BRkVF4wc/+KGKXw7TAblFAv3Fixfh7rvv0fs+8aSTWgcyPPJIGUj+O3pcg9dffw3lZWX4z3/+oxsC1q5Zo2Oko446Cg71e5HeHPK72rx5k46LMjIz9a3Q8jeVcR5mf/217hHwzNPP6P1IL4ZgsG1gdrnVITMzA4lJiRiufgdFW7fqOO2bhQvx3LPPoaqqCosWLdJ/k+NPOB7Far0sNzc3659dSK/vc887V/dwmDDhUAwZPET/rmTsBtnuoG8AOJjJl8S6r+bjjz/GRx99pLvZCOkdIK1q5513nr6SLw0DgwcP1uvkNZGkFVK6kciVfKs7iVWgrG5AEuxLV5TrrrtOB/zSACD3EUkDg9XbgIiIiIjoYCLdziXoyzYviEl9+uJLLlHB3Qk4QaXLL7+itbdsXn4+klQwWVdXr5f3JqnHyyDiAwcN6nH38UgStPt8Xj0vV61lOdrs2SD7l1uSJVjteGnWpn4XVoOIy+lCi4pRIsm+JFaJiYnWy7IvmW9qbtLLHo+708EEJS5yq5+x41hpIln9fYTEM/L3knEZ5Kr7NVdfg4cffkTHQrf+9Ba88fprKCgo0MF+Z2RsNbnF49xzz9WvlwaVO391p4qXdn47R0N9vf6851/wPf2aX/ziNtxy8y06fvr+RRfp2wgmT57S7nPL98WpfjfCZre1/rxRUR79+4tsMNlfsQGgj8gXRb4g8iWV7iFyf7+VZKwAuUdfGgfuueceXH/99Rg1apT5yp6T3gKvvfYa/va3v2HChAm6N4Hcm0NEREREdLAZpAJqjwogpZv3Hb+8XQ+wLUGrdB8fN368rqvLoIC/vP02/OqOX8Lj9mCIOeDe3iIBd0xsjO4i/8wzT+vPJ13mrYuCcgVcgsuukCvX0lVdutpLECs/v1xZl7jk8y8+V+uD+qq2jP4vV6+729QgV9slffbpZ/rzSQ8Luagp3fB3ta+Cgnz4VYA/a9Ys/RmlQUB+xkjyGaURRLrujx03TqcYFVxLo4PENBd870L9VAR5T4v8rqyLrpmZmXrcsyoVX0049FCMVLGV/F6tBh6LDNQogb8E6tIwJI0G0lgyXsVOcltIQmKi7kUgDQ8/+OGlesD1+gPgqn53sAGgj0hAL18Y+cJKkP/yyy/j+eefxx/+8Af9xbcK93//+189aJ/cs78npNXrd7/7HV588UU9cKDsX+yPj7ggIiIiIupr0uVfur7/5re/0wGePOtfrFP1cxlHS2wtKtLd2X/7u/tw/Q03tOu6vjdIj94nn/yr7rk7bNhwfZW7oGAA7rn7Lt1oIffcy2MAu0IC4R9fdx2uvupKXHrZZRg0aLCOBe699zd49X//w2FTpuD7F38fF130fX2xsLuk2/49v75XDyQ49bApuOD88/Rnmzx5srlF51JSUnHf/ffjiT8/jimTJ+Hmn9ykA/tI8nu4/Zd3YO68uTj6qCNx2qmn6rEQJKg//IgjcOUVl+O6a69FWlqa+Qrov9uy5cvw3e+cruOrO++6G0/+5S845uijce45Z2Pz5i3mlgaJj4486ijdQHLO2Wfp2wh+/otf4Df33otpxx2rfx65vUDGCAiq/Z104gl6HISkfhZP9fgxgDNmHKf+ACl44YU3W1uoLC6XE/n5OdiypVj9AkfpFpbFi1eYaw0nnHA0Vq5cq/8QjY1NqK3tne42+9NjACX4f+SRR/Q20s1GvmQyuMhtt92mH+tx11136fv3pbHgsMMO0yP/y/3+v//97/WggfKEgLPOOgt33HGHbu2SA4N0jXnuuecwdOhQvW9pPJB7lmSgQXnigPQwkC400tonA2P89Kc/3esHMiIiIiKi/cmHH36gr4rLKO1zZs/R8crESZNQXlaOzKxM/fi/7pIYR+KgPXkMYGdkv3JlWqZGl/OuP5XAurIur7EuCAr5nJIkz1on+5ftpaHEek+Zl3WybVgFwU613NHu9iXLnZH9S6Bu/UyyvcxHPt1A71ttZ92OIPuS18hrI6/myzoh+5D3tuId2U72Yb1HZ5/F+h3JZxXWPqzPIq+xPqvsw/q9WNtaP6PkC9mmKz//7uytxwD2qAFA7vU466yZujvKW299jLKyCn3PR16e3F8T1j/4CccfhQ8/+kIH9vILiY6O0k8DkNcmJSXoX7AE/jNnTtevX79uEyoqq3VednYmaqpr0NzS/r6TrtjbDQDyBZPBKOQPLfeAdPyDyxfDuvdG/pByj4/1B5V8+aJInrxOluULJPflyLgAEsjL71K6oMgXUN5H9iPvI7+/jtvIvCTZRvYj+40sKEREREREByOpc8+a9RnWrF6DK668UtfH5ZFzgwYP0leSpT7dXVLnlligtxsA6OC0txoAHDk5w+4x57ssLy8b8fFxOnDPzEzH5s1b8Z3vnITm5hYVlPpV8GnX2yxatAITJoxWAX0GJk0ch+Li7Rg2dCBSU5Nx2GETUFpagbS0ZJSXVyJVTYcNHaT3de65p+rXStDbXTNnHIesrHRzqe9JgC2BtrQ6ddbaI+tlnWwjB5bIgNwK0uUPbDUOWAcfa51Mhezb2o/1Ph23kX1Evldnn4eIiIiI6GAj9WS5v19Gwpe6syyPHz9ed7eX+Z6SRgCvtwWJSUmse9MekQu58mhGief68iJuj/Y8fvxoVFfXoKSkDIMHFehbAdLTU1XQvhwbNmxGSXEpAoGgvpovhcLv82PT5kIU5OdgxMghWL9+k96PtJj51DppOFiyZBVycjMxYsRglJdXtXap6DaWOyIiIiIiIqIddLsBID4uFikpyaioqNZdabw+nwr+U1TcbdNXnZ1OuZrd9sg6IfcYrF+/WQf/Pq9PB/iRZFtpLKiuqsHkSeOwZs0Gc00P7P9PXiAiIiIiIiLa67rdADBgYB5KS8v1VfyNGwuxevV6DByYj4XfLMX3LvgOzjrzFISkK4zPh2OOOUx3XwgGgigsLNHza9Zu1L0CfD4ZWCGsbyOYMGEMEhPjsWnzVkTHRGHz5iLz3XqAPQCIiIiIiIiIdtDjpwD0NmkcmD79SAT8fnz+xTwzt/v29iCARERERER08LEGAayvq0V2bn7ruFxEPSGDScpAgLGx++FTAPrC6NHDkZyciK+/XmDm9MwjD92pBx4kIiIiIiLqK1YDgDyZSwYCVBnmGqLukwviUdEx+rb6g6IBoLewBwAREREREfU1aQCwnlHv8/v18+t1YMV2AOoGGTpPxsSTHiTyBAAJ/vvyKQBsACAiIiIiIuoBqxeANARIkmWi7pIGACvwlxQ5oH5vYwMAERERERFRD0nQbyWinpKg30p9iQ0ARERERERERAeBvru5YF9hwxsRERERERHRDvpfA0Df9pggIiIiIiIiOiD1vwYAIiIiIiIiItoBGwCIiIiIiIiIDgJsACAiIiIiIiI6CLABgIiIiIiIiOggwAYAIiIiIiIiooNA/2sA4GMAiYiIiIiIiHZgmzT51H4VMv/x97dj3LiR5hIRERERERERiX7XAPDwn36F8eNHmUtEREREREREJPpdA8AjD9+JCeNHm0tEREREREREJDgGABEREREREdFBoP81ANjMKRERERERERG16rVbAAoKcpCYmGAudU15eSW2by83l3oHbwEgIiIiIiIi2lGvNACccsp03HD9j2Dr5tX3xsYm3HzLPSgq2mbm7Dk2ABARERERERHtqFduARg+fHC3g38RGxuDKVMmmEtERERERERE1Fd6pQFgT267dzgc5hwRERERERER9ZU+GQSwqKgES5et6jT5fD5zKyIiIiIiIiLaW/qkAaCkpBSrVq3rNPl8fnOrPsLHABIRERERERHtoE8aAKZOPRQXnP/dTlNcXKy5VR/hYwCJiIiIiIiIdtAnDQDNzS2oq2toTfX1DQgGQ+baPsYeAEREREREREQ76JMGgA8//ByPPvb31vTnJ55GRUWluZaIiIiIiIiI9jbbpMmn7vE185/cdDlmzJhmLnXPP//1Il5++W1zac898tCdmDBhtLlERERERERERKJXegAEgkFzbj/AMQCIiIiIiIiIdtArDQAfffQFiou3IxzmDfhERERERERE+6NeuQVAuFwuJCbGYejQQRg0KB9RHo+5JoINOPqoKcjJyTIzeAsAERERERER0d7Qaw0AXZUQH4ebb75SPyrQZrP1fgPAw3diwvi+bQDw+XwoKSlBQUEB7HY7QqEQSoqLkZefb25BREREREREtH/pk6cA7EpdfQPuu/9x/O2p51BWVoHirdvMNQeWd995G1VVVXp+48YNWLJkiZ7fE8FgEC++8IK5RERERERERNR79noDgPD7/XjjjQ9x4013Y87cb83cXrIX+jO43W5MmzYdc+fO0T/Ll19+ieOOOw6BgB/bt29HaWmpDuZFfX29yg/oea/Xi6amJr0s+eXl5bo3gZDxE6RBQV5fVlaqexXIPmRfsp0si7q6Or1NZUWFXo7clyRZLisrQ4Vab43J0KDWy2tqqqv1MhERERERER18HDk5w+4x5/c6CYh728wZxyErK91c6juJSUn44osv4HQ44XQ6MWz4cDz976fhdrlQXLwVc+fMxahRo/DSSy8iPT0diYmJWLxoEVavXo2YmGj885//QGpKKpKTk3WDgti6dSuWLl2KnJxcpKWl4X+vvKIbGNauXYNyFdTn5OZiwfz5Ks+HTz/9FEnqtdKA8PBDDyEzIwOffPwxFn37LaKio/HF558jOioKbo8HLzz/POLj47Fu/ToMGjRY33pBREREREREB5d90gOgT+2l2FaC9qOPPgavvfYqDp96ONatW6fHBDj8iCNw/PEnIBQK6ivyO5OQkIBDJ05EXFycXpagfOjQoTrwHzduHCorK3VvgcOmTsVxx03D/AXzdS8AWV61apXe93r1ntLlYfCQwZg8ZQqOP+EEHehPVdscedRRWLlyBVpaWlBTW4PRY8bgpJNO1mMWEBERERER0cGH0eAeyMjIwMCBA5GQmKi718dGBPNRUVHw+3yI8kTpvI7kiv2ursQ3NjaipKQYb731Jj795BNMmHCoHnjwn//4B0499TScdvrp8PmN2wekEUH25XI54Ylq//SFzMxMnH32OXjuuWfx9ltvtd6aQERERERERAeXXm0AGD9+NA6fOhHjxo1CdnYGBg8eYK7p/wYPGaK730vQX1tbq6/QZ6jgOyk5CRs2bND348+fP8/ceuf8Ab++j18aF6SXwSkzT8EZZ56pfrfj0dzcjHSVn5SUhAWyry6Md9DY0ICcnBxcdNH39eewxiMgIiIiIiKig0uvjAEgV5/PO+901NTU4ptvlyEzMw2pqSkYPLgAa9ZsMLfa0TFHH4a8vCwUFfXekwBmztw7YwAI6ZIvV+EHDBior8LnZGfjpZdfwob163GhCrhjYmKQn5+PhQsWYM6c2Tj8iCNV8J6IlJRU3SAg9/RHsrrnf/LxRxg/YQJGjhqFl195GYsXLcbw4cP0LQbyxIHPZ32GqYcfgYTEBKSlpSMUDOl9BYMB/beQMQRk7ACHw4H4hAT9ZIFlS5fi7HPO0Y0HREREREREdPCxTZp86h6Pmz9q1DB91f/FF980c4BJk8ZiypQJqK6uRVSUR6+bNHEsMjPTkZiUgA8+mIXTTjsBNvXfJ598hQ0bt5iv3DOPPHwnJowfbS4RERERERERkeiVWwCSVEBfXLzjVfzqqhq89tr7utt5bm4Wlq9Yg0WLV+ir39IosGb1BqxQeb0V/BMRERERERFR53qlAaC+Xu4zzzKX2jS3eFWwH0IoFIbH48bZZ5+iA3+f19d3g/XvcX8GIiIiIiIiov6nVxoA5D5/uap/5BGTkJqajGOPnapHpO/I5XTqxoLkFLkP3abvU5fbAaRRoNfwEfdEREREREREO+iVMQCEBPx5eTmw221oamrWSa76l5dX6UH5amvrkRAfh9i4GHi9PlRVViMYCulbAyrVvKzvDY88dCcmTOAYAERERERERESReq0BYH/BQQCJiIiIiIiIdtQrtwAQERERERER0f6NDQBEREREREREBwE2ABAREREREREdBNgAQERERERERHQQYAMAERERERER0UGATwHooVAopBMR9T6HwwGbzWYu9VwoFFSpXx3iiPYLUjzt9t4pp8FgEOEwyylRb5PyKefTPSXlU8opEfU+u92u097U/xoAHroTEyb0bQOABP4N9XW6BrTnVR8iiiQHJKm0xMXF71FwEQgE0NhQv9cPqkQHAwkInC43YmJizJyeaWlpgdfbAnsvNCQQUXshVU6jo6PhdnvMnJ5pbGxEUJ1TWUyJep/ElbGqzut0Os2cvscGgB4I+P1obmlGdk6emUNEvUUCi6LCzUhKSu5x8C77aGlu1lc+UtLSzVwi6i1+vw/bt5XoctrThjopp3V1tUhJSUP0HjYkENGOpBG8rrYWcfE9b1CXclpTXYWcvIJe6U1ARO1VlJchHAohKjp6jy58dYft2Wc/CK9ctR5fff2NLuSqqOtkzBsF38gTkm9M2/KU1tmIPNOOOfKD7Zi7c7Kt9ZrdTYE/PHgrxo8bruf7ijQAtLQ0I4sNAER9onDzRiQkJvX4VgBpTZUGAKfLhZTUNDOXiHqL9LDZVlzUWk57QsppfV0tUtMydMWHiHpXU2ODCt6rdQNATxvUpet/bU018goGskcdUR+orChDMBDU58G9Vcbsxx57DEaMGA23JwEeTzzc7ni43HFmioXLZSSnKxpOZ4yaV1M9bySHM0otR+mpkYw8a9q6jbne6fTo+cjUtt5Y53B4IpK13GGqX9NxGrXXWk6IqG9ZjZA9taevJ6Ld25NyJq9lKSXqa20X9XqC51Kivre3y5luZpCg2WZTszrJfe12M5A2p2aeTNU/8pJ203Anee2nu9a1rYjo4LJnB0NWWYiI6GDHcyHR/m9vN4eb/QykAUC62krA75DhCFVOZPAfMTW2NqJ2nWfNSp5alukOOjYSdLaNiNymsykRERERERER9US7HgCtjQD6ar+sknkVfOs8mbYlvdwhyb8GNdehIcDayiCtHO2X2rFWtU7NLTrmR2ITJxEREREREdFORfQAkAaAiNTaA8Cc6qg7MvA3l6x1OqttnSFyXljLkVNjjzvqPNfQ2X6s6a5eR0RERERERHRwau0BYG+9BcAI+G12CcyNZb2Z5ElwHdEYYJA8c2rltW4jrAC/bbmjXV+8b7+vHfDKPxEREREREdFumT0AVKBvd8CuUlsPADWvxwJQ/+mAXvKNYFw3EMi8XtY5+l9jYuS111lepN2tF9Y2HadEREREREREtDutPQCsK/16EECdJMBWyZzKJGzlada8kYzcyH+VyO31RP7Z1SX71lfumuyi08cl6BXGLBERERERERG1MnoAqEBd9wAwbwOw614AVg8AmTeT/CfbmoG9/KcWjCTzEclc25ZlxeXtto1kLXfM74gBPhEREREREVF3GT0A9H/m4/+sYF8C/bAxb2wm2xiNADpINyfmPztM21+LV3k68O+KXQT47VZ1fF8iIiIiIiIi2hmjAUAF+XL/v+4BoMcBMJOaNxoFVNgvDQF2CeSNxgDjpdIgIEuSL/uRJSE5xn+JCXEYPnwgXC6n8TJjddt824wpcmXHdaKzPGG9bmfriYiIiIiIiA5eugFAgubWoF8CfJWMK/8SwhvzMtWbq/jaCu6N3vw6A3GxMTjxhMNw6Pjh6uWSZ0NqaiL++fe78dSTd+CuO66UN9Kvi47y4PhpUzBlyiFwOIxGhPasS/3mdBedAnazkoiIiIiIiIgU3QAgV+51DwCzF4BdrvqrFPlUALn6b1fbWU8H0IG/hPOSp9b/+Npzccftl+GhP92MEcMH6tVJyQlISUnU20ycOFK/XVi95uKLT8fdd12NPzz4Exx22CF6P+0Z+94xvzMR27AtgIiIiIiIiKhTZgOABPvSRV8CfqdKaqpW6cBfInlpBNCbSp5+ResUYWkUsCE+IVblSUOCHYmJcQir/JKSCnzx5SJs2bIN/376LXmBvAJJar21bVJSvIrbdxK5M6AnIiIiIiIi6hW6AcAI6K3R/82A3wz+ZapjfflXR/3mS1SAr6lJKBzG3//5JubMXYbn/vs+vl20Rq9qbvbit7/7O66+7n7877VPdZ549rl38fkX3+CV/32Mzz//xsztSKL/LrYAsKGAaK8qLCzEV19+gZaWFjMHWLFiOb75ZiHC5iM6/X4/5sz+Ghs2rNfLRLR3rVy5AgsXLkAoFNLLAVUm586ZjXVr1+pl0djYiM8++xQV5eVmDhHtLYFAAPPmzcWa1avNHKCpqQmzVJksKyszc4DS0u2YNetTNDQ0mDlEtLc0S5mc9Zkuh5by8jJ17vwE9fX1Zg6wbt1azJs7R5fr/Z3j5pvvuGfr1kqsWrMVYVVJ0Ffjw8ZUKvJGZb4thdU6zazk62yltrYeH3+yUAX/q3Vl43vnn4TJk0Zh3LhhOGTMEEwYPwKHThgOt9uF1Ws347NZC9VBb5kKEtr/knSzgrnPzslKo/FBt0fI1Jjo6YknTkVmZoqR0Ufk55M/blx8gplDdPCQoP+O23+Bd955G9nZ2RgydKgq/zW44cfX4bNPP8Gxx01DQkKCbgz4za/vUQfDuTh5xkxV9t3mHnavtqYaHo/HvA3JKuFdJ8ctaYBwOByIjokxc4kOHnV1ta1l8phjjkViUhIWL1mMX99zN2Z//RVmzDxFl7FX//cynnj8cWzdWqTLrvTM6wo5DzbU16l9RHX5NR1JOfX5vIiJiYXT5TJziQ4eK5Yvw113/gpffvE5Zp4iZTIKr7/+Kh5/7DFs2bIZx02bjmAwiPt+91v875VX4HQ6MX7CBPPVu+f3+9Q5u1mdf+V82rNyKmXd621BQmJSj87HRAe6t996E//36CPYuGEDpk2frs9df/j9A3j5xRdV+Qhi4qTJaGxswE9uvAEff/QRJkw4FBmZmeard6+5qVGXM5fLvdfKmHE00G+mkjU1k3wImTOWLWae+sfKveD8E/HIn27GIw8Zacrk0fje907GZZd+p0P6rr7n/4ofnYXHHvmZSj/XKT8/S+3F2JsR+++yBYCI9iEJ5EeOGoW09HRVdgt0nlTghw0bhoKCAiQnJ+m8rKxslbIwYuRIREdH6Twi2jt0mRw+XJXRfCSnJOu8zMwsZGVnY8QIKZPROm/Q4CGqzKZg1KjRPQ4QiKhn0jMykZOTi+EjRugyKwYNGoyUFKNMSiO2BP2j1DlX8qTBnYj2roGDBqnzqCqTo0fp8ijlcuTIUercmYyhw4brbaKionV9NzsnR5XrDJ23P7MVFjaF58xbh1dfn4tgwI9QOIBQSE2DQWM+qJL0CAjJNKCn0gtAWjyMQD2Mn958EU479Ui9Q3H/A//GNdecg+SkeDOnzcuvfKyCglQcc/ShZg5wxVX3Yu3aLWpPZuBv9S5oR/KkkcCatl+ypg/cfwPGje3bA6R0o5QW1aycPDOH6OAiLZXNzc2IjTUqLEKuuMuViqiotmBfujJKg4EcMLujcPNGxCckqNe5etQaKp/Peu+U1DQzl+jg0lmZbG5u0lcZIsukdCuWstydsia94LYVF6lymtjt8m2Rz1ZfX4e0tAxEmQ0SRAcbOZfKo7LlfGfpWCbliqPcrhMXF6eXu6qpsQHV1VXqdfE6aOkJKet1tTXIKxjIRkI6aHWlTEpZkfOu1cDeVZUVZfp10gi4t8pYxLuoH0j/TPKPlWS1zlRk/H5F/+Bq3tqkk1i9k6zdkFeo1P0XEtE+IAeoyOBfuFyudoGGiImJ6XFwQER7prMyGR29Y5mUCkxPGtqIaM9JsBAZ/IuOZVLmuxv8E1Hv6UqZlHNrd4P/faVdM4N07jc6+Ktk/G9OJTLXSypIb5u3mbO1tT0flETGADDGAdBvZL1LBLYKEBEREREREe2pdg0AOtSWCFy3cBhhv5Er82a0L2TWWKm9/MqnmL9gpW4IkC4RuyOb6O6D28rxzH/eRmFRqeQa6/S/kXZsEiAiIiIiIiKi7unQA8D41wj/25YlKJfc1nv01QqZM28KQE1tPW6/4wmce/7tmHHKjfjo4/loqG/S6zpqamrB3b9+EjNOvR4XXXIHnv7P2wgGAtaejT0auzXt2CRARERERERERN2zYw8AkxHgG4x4vLNAXOWZ2aGgPBovCJ9fBhEM4W9/fw3V1W3PRhSbNhXjrXe+UAF/UHf7l2nkLQUGc4etWTLTcRsiIiIiIiIi6o4dewCogNzoxW9e3zfjcVnaMQS3cnZc8+VXi3HFVb/FAw8+jf97/EXc9svHcc2P70dZWXWnsby1d6tXQfuYX2bMD0JERERERERE3bZDDwCjm78V9bfltI/ZzfWtUyViZEQhL62orMF778/Gy//7BHPmLEVzs9dcK9peK3OttxdYdoj52QhARERERERE1FNtDQASsVsJIT21gvJ2obeO8zvpDdC6QQe21mv6HbTlWsMNinbbWgutmZ3viYiIiIiIiIh2zWgAUPG3deVf/6eD/1BkTluQrieR820BvGzXxppvW9tKZvV7dKAyjFwV6Leu1JnGtFXkPBERERERERHtjtkDQIXdrXG2GVwbC63JmjOYV+JlYsXqatraLyByvvVVxrL+V/6xyRZ6Q53Rmh/W/8iSMZFbC6yV1tTYsHXPRERERERERLRrEWMASLd/lSSsthoBIgPxduF2GJMnj8R115yNF577DW75yYU4ftrE1i1sasaYl3/bmgJk0drGmDEyWvOEEdubcb76p3WltaGV0bpXIiIiIiIiItqN1h4ARpf89v8Zq8x53UXACr6BhQtX4z/PvY/t2yvx0ssfY+68lTjtlCNx+mlHIykpHvFx0Tj91GPwndOOQVJyPIYNy8fxxx+Gs86YhgnjR+A0lX/SiYfD5XZiQEEWzvjudJx80hG68aAt8G97Px3w65jfmrZO2m1FRERERERERDvSDQByz38oFFDTYPsUkqnRM6B1XIDWeRV2mw0CNhWw33jDeWhqbkFZWRWuvuosJCTEorBoOxxOBy6/7AxMmTxaBf/HYf2Grbj3nmuwfVs5TjrpcEyfNgU33XiRyi9CIKDez/hAsteIyN4K9YW8r5pIVmQ2EREREREREe2U0QCgAvuQCvhDEvCHJMAPAmbwbwwGKLcGGE8GMIJzKxnkgv3oUYNw0omHYeaMI9Dc4kV6ejIuufhUTD9uIuLiovV2a9cVoqysEsUlZVi6bB1KSsr1a+fPX46rrzoHXq9XLxvU/iPnW6cq08w3cq2nDOgmCT0lIiIiIiIiovZaewBYV/xD4YBuBAjpK/3W1X9JxlV/HWabDQF6Xv5V82Xl1fjfq5/hgQf/jRdf/BBnnzUdTz/zNt57fzZC0qggb2S9wljQHHYHvvz6W9z727/h4otOQ35+Vlvgb23Xur2saMvUm8k/1vZERERERERE1CljDAAJ5vUV/6CaNwN+86q/0QhgBvsyr+eM/0LBIIpLyuH1+vH3f7yO8887AXf88kcYMWIA/vfqp7j4+6dgypQxKC2tQk1NPSoqaxAIBFBSXKZfX1FRDa/PpwP/G378PSxYuALbt1eot+gQ0bdblAX5LFZm28oOryIiIiIiIiIik62wsCn81ddL8cJLn+hxAPRtACrwl+DeuPIvYwOocF03BJiNA9JbwLyML4G8MWPNSXCuJjZ5TduydO0PqQwjSDcz9AY2tWTkG5vLOnOhNTOSrDdeK2MPGK9t28cD992IcWOHGpv2kYDfj5aWZmTl5Jk5RNSbCjdvRHxCApxOly7n3SW9jpqamuB2u5GSmmbmElFvkcb8bcVFqpwmqnLqNHO7J6jqGfX1dUhLy0BUtHGrIBH1nqbGBlRXVyEuLh4Oh8PM7R4p63W1NcgrGAi73Rw7nIh6TWVFGfwqtoyJid1rZaz9LQD6Cr8K8ENBPTV6AMg6M8my+q+Nmu+waCxb+W0Bv/zXVo2PrNBH5it6wcyJ3LeIXKcYbyHLHTckIiIiIiIiokitDQDGAIAyBoB5pV8PBmg0ArQ1BsjGRiOA8Z9Q/+rGAVmS7ax1HYJyc1FfvNcLbesjt7RFBvRWrK+nKk9nW1Mz23huoMyZU3MlEREREREREbUy+xmokFwC+4jAX1/tt678m0k3AkiALfNW0gG3Nd/GiNmt11nk1eYV//abm683k7VOTyOWrRkd9AtjnfGZzGUiIiIiIiIi2oEeA+DzL77Ff1941+gFIFf9VTKeAiABvNwOIFPJN6d62Qi2dfBtzOh5fQ1erYu8Fq/zVYa8RAf/Fp3RfgwAie2t17VlRk7NtVaezEbsg2MAHBgWVDbj6/ImtARb/9rdZH0h2kR8JXbJ2k5/1yJ2IXmSOr/7xtpz+/fsyKG+i4ckeXBydqyep57hGAD7XkB95f+2yYu3twfg1cd/VTJscvyXEhJZHkKqLNlVWTKOwULWto3NIrkyJ2VO5al9GNvLVK1rfVHkush9qfnW7eUzmPtS/0lDtV39J03T1vsIm8ozzl16t+Y6Y3tZF+MM4/wcNy7Od+ttqPsCHANgv/HK+3Pw4FNvoLyqzszpjFVujTJyIHA6HZhx1Dg8cOvFiDcfJ03dwzEA9h9rX1+OTe+vgd/rM89bcj6yznTGeSpknedaz2UqT/3X+Xmu4zqDrLXLOusca4rc3jiLGlq377Cu3f7Vviyyz8h1NrcdA6YPxegLJqiVbe9HXbcvxgBw3HzzHfds2VKMJUvX6AqTEfQbwb9xxV8qfup/vSxfi7ap/jMb3xPFyG//p5e89jlG0GV+ifUXxdiBtVXb1q073jlzY2Ni/HvSiYchMzNVz/cVCS7kgBgXn2DmUHcUNfnxxtY6+ELWt2kXSR1ojHljW+sQZOSpdWrGWrenSUROddLvb/1nfZadJxnosrQ5oIPWAbEulUM9UVtTDY/How6Ejh41AMjxSg6mUuGJjokxc6k7Xirx4ZlCL3zqi62KqnE2UL9XPd+azDy1fft8a13kVCW9D2va4XWd5ekUkWe93spX06CeRuabeWpbNRuR37adNwgsrgliYKwDA2NYoe0JOQ82qODd44nqcYVFyqnP59WVHqeLx8ueWL2xGFfc8RdUVtcjoP4mwd2mYCd5+2fyq3qW/Hy1DU046chx5k9M3eH3+/QFK7dbzqc9K6dS1r3eFiQkJvXofEzAtgVFWPrMfIR86uSjTmhhdSKSFDnfltd+eVf5ba9XM+Z85Had7b9jsrbv/LPsPi/kD6F6fQWik2OQOCjF/ImpO5qbGnU5c7nce62M6aNBW9DfllQVSuerf4wkVanWqbVozrRmmLNtM3oqP4oE/jpPFtQkcgtrWf+jf+7WmV2yWraM/aj32f1LaD9Qow6AUhHvktbvw47Ut1Y3JvWmHb5Crfvv+pdLXlHcFDAWiA5QK+slhO6os3LQ0wNvV/fVlf13/jrz7GMsam3z0ri3obF3jx9Ee1tZZR2amr3qXGh913eWLJ2t23+TlNBvlm9U/xIduOqKanaoyuoLoR10Na+j3txXZ+R11n+WyHn52Wo2VJkLdCBobQ5sfQqADv6lEUD9NXVjgIRZ1lTy5H/5FksS5rxeNLextG6iZuR7Yl7NlfNU27VUvRD5NeoG8w2sF+vFnu2J9h7zr9YF8rdsv3XkX3dv/6W7/rm7ty3R/uhg+A6znNKBr12tq8dkH/treTAuNhEdyPr/d5jl9MCyYw8AHey3zesvrf6jGvPGqaYtyb9ix1NQ5HYWNW/83ypyXrR9gTqu6YSOAMOtF2mNSRdeRweI9n9LudsoGHar5FEpCsFQFEIhaz5iqpM13zEvcnknebJ/PXWr76Pc2xrZbY7fLyIiIiIiOjDZFizYHJ47bxFeff1DI/iWxgAJcnQDgKIDcpVjLLTlaxFzMqsv2LbldW7Hq7rGcmf5pshsazMd/O/o9w/8BOPGDjOX+gYHAdwzS2ta8PZWGaxoJ3/EVtYf2gZ/0I6t22uxZl0xmpt9apXxWvmuSjekzr9Bu/iitG4Zud7oMGywwemyY0BeBoYNyUKUKwRbxCAouzMozoMLB3KMiJ7iIID73p2rW/Blua9dqehP5Bayiwd4cMUA3nveEwEOArhf+GLBSlx4yyNyG+8uydlr13eAq3KuT5m72dFeF8boIXn45Om7zWXqDg4CuH9Y8+pSrHl9Weuty/1RwbFDMP7KqeYSdce+GATQNmnyqfvb0X6PPPLwnZgwfrS51DfYALBnut4AYAio4H/F2lJ8PmctGpsC+i6VtqAk8uu75wdWXf8x5yTudDttGDc6F8ccPhzRHrNHTBewAWDPsAFg32MDAO0KGwD2D11tADhwsQFgT7ABYP/ABgDalX3RAND/SnK/PQkerGyoawhi/rfr1VRGBnYhBFXZ1I9JkSQnNDXVy+rAqg+uPUvyeDBJxn6dqkLlRIvfgWUri7CttAFh/R5EREQHImnOC5tnOWPeyFbnQDMwkQ4AeyMREdG+0/8iGuMcRv2A1BEkVdU2oqHBr+bk6xpGlCOI7AQgPzGI/ISQSmE1r5LMW1MrP0G2kamVOq6zlkPIk6naZ57aR1psCE6bPEfcDq/fhu3lNWZViV8wop0xmtKMwKLvExF1XRjxbhuOGDsIF33nKBw7aQjiPOYNdCoit4fDcAdtcIf2XrIbb01EO4g8w1nznZ31ItftbLvI5Z1tIyLX7Wo76g/63y0AD92JCRN4C8D+rKu3AFgB99pN9Xj7w0Vo9tpVZSGEEfnJuPaiY5AaY3Y77eXjk3T0X7W5DE++MAfVzVJB8uGYqcNx9GF5sMvaLtRYeAvAnuEtAPve7m4BkFy7Kg4Ofwhhrx9Ohw0psQ7E2ryqnATVerOcyKRdmVGvtBbb7Tpim3DbA4ba9ZhUm6i4AfXqPevgRpMjSi1Lw6BsFLnTyPfrHG8B2DMB3gKwX+jaLQBhxKjg/ydXnI0fnHuimnciqF7wwptf4r7H/4vG5hDybTEYHpWsSk9kges7Uo5LQ81Y11iJll1+fXgLwJ7gLQD7h53fAmAtSwGOPHd1Nh+ZZ5D9GY/DbttP+7z26/QJtd06YS0beWazoCabdvVx27wFoOd4C0BvsL7ndMAz/pQ2VbExhvozlqRzvh/RKsCIUYG5TuHeTbFq3x4V6DvU1DgYqspKWOaVLh4Iifo7uwrCG7eUYsvsxSicvRRbvlqE2iUrcNagaPx8SgZum5JppMNkmhWRzDyd35Z+EbmNWvcLM0Vuo/Nl2yOy8b3hCRjpaUFUyKeKpTTbWVhGiSJJdX7EwEycf/pxSFDBvzR5eew2nHfaURg/erCqCIaRa4/BOE8aksMuxKuzbKw6A0amOHMaHzbmreXIdZ3lRSYrLznkwFBHAoZ6EuFWp1ZW2+igscvTU2RJiNzQmNcDtHfQFpzL1NyuNc/aX9u6tjpsx6nMGfPG1Eg7C/5ZFT7w9b8GAH4p+xn1B9VPlmj/h5XDmlRq+iLJe3WskOz24RZE/cyuKuW2UBjNpVWoXrUZjpoWOJv9sDUFsHVjNT7+YDnkOmKex4n8Xk0OPR2o0iFRTpydG42rx6RgYqIKZsJyixARdUbKckZqAmKjXa3lWqZRLgdyM9NVZd44wVXAh0/ri/Buwxa821jYaXonIrXmN5jrzGln6T2VjNdswUd1m7ExUIuAfVdHGaJ+yPzKSw+YjtXKsC2EoD0EnzOgk98RQMBMkh9S60M68raSoeN+2kQ2jBtkH5GvCNlsat9hhGT/KgUcQfjU++lkfgbjPQ36neWzs+ge8NgDgA4Ye6trYkdywOPXig421jm/7dTfxh4Mo6mqFnZvsPU+Xul2GAw7sWZTGSrrm/TJRTqcdjVJL+DO8tuSrXVeto1V7zkyzoULhsUj1+WHo10vACKySBneur0SFdUNrSGB5NU1erGxcGtrGZegxOsIo0UlmUYmK6/F2ck6Ky9iXcd9tKgDgleSKsA+FfgH1XsxiKCDh3zZ277w+ryppnKF3fhPlT9VflJHZ2HYSYeoNBpDpo1AwZFDkD2xQOVnIn5gElwZHoQT7AjF2hCKAgIuaTQI6sBehfGyR9l9O3rf6n10I4Iqi0G3mkar94y3w5HiQnRuHBKHpyJjfA7yDhuIwccOw9ATRmH4yYeo+RFwpXqMRgLz40e0B9ABrP81AFC/ZRwiiWhvsCrnbVUWg16WK4bBUOs6XcEwU02jD7Ut/k6uPXTN7ku52kKCffXmHrU0NNaNqbnxiAm3GOtYOyFqR/q0rS+sxL9f/ghF26sQCIVRWlWPp178ACvWFZll3Sg3VumxphKoOFRxk+meJWOgQT2v96xm2LWODhryXe/8+y7Bud8ZQFxBEqZefgzGnTNRpckY973DcOjFR2DK5Ufj8Gun4ZhbTsLxvzgNJ/z8dEy98jiMPHscso8pQNKYdESpID4ca0fAafQikH3KFf2gKrwhTxjOVDfihiYjbUoOBs4cgfEXT8WxN5yEE9T+pt06E0ddfwIOu/JYTPrhkZhw0VSMP38yxp49EePVZxj1nfG60UA3VvD82m/0aQOADN6VlJSAzMx0xMRwgB/qqY4hCBH1tZ2d5q18XXeP2EhKqaRAMIRm347hv7W5dZ1iZ8nYpvNkUO+iB/4z3k8aAcamOhGvBx40PpfRzZGIDDZ4g8C/X/oAv/7TP7ByUzF+/dC/8JenX0eTKqvGgwGl9LSRQD06aENKwIlUldL8aup36CTzVkqNmFqp47p0n5rKPmRfajlZTaODMqiv+WZEBxHrey+TFocf1VGNKIuph3tIHJxJbuOkppItygZ7jB2OWCdcCS64kzyISo9GbEE8sg7NxYiTDsHh3z8W0649GcfedDKOvukkjDl3ImJGJ8GbGEQoy4nc4wbh8KuOxbE/ORnTfnwyjvnRCZhw5mEYeNRQJI1MRXR2DDwpUXAluuGId8Ie61Dvq44HHnU8kM8QreK4oWmoiFOfMboBDW4fAnaeX/uDPmsAsNttOPnkY/GrO27EFVd8D3fdeRMK8nPMtUREdMAzYwaZWOGDVGrMITP1vDWtV5H5Gm8IS1vCKsm0a2mJSstVKvSHoF66A3nfRHW+iXaoObVebhXacaRlIvKqgL64rAZ1zT4Uba+BNyDlxAjEO5YYudVmgDMBx2cNx/TMoTgueyimZQ/TSeatNC1iaqWO646VaVZb3hG5Q5GZkAy/elN9K4DxlkT9mJQwo5RZp6eQPYwNnlJ84PgW79kWYIlzo75638osGJHlQze8y+slepN74dxqMd6O6KwYpI5Ix7CTR+P4q2dg7OkTcNKPT8Ok7x2OrEn5iB+QCGeKy2hckFFAHTsWemuxXXlUmbWuRnxk+xZvOedhoW0tGlwt7AnQD/RJA4A8wmDkSHWimHYEfvPbR/Hgg3/B3//xAm666XK43XzkEhHRAa1DxSFSZ9UCyVtW3ognFxbh/xaWqLSty+lxSQu24plFW7GtyWfsULHeRz6KBP2RJ7N9NV4I0YGqY7mV+n1yyInksBMVFRXYWlGGIjMVdjMVVZrJnN9cVYZllcVYW1sGv7Q0EB0U2p+XJIguclVgSVwhlscVY2tUNQJW7zWrQKpFm7Som0mvltSxwEqGOgnaXDY44437+mOyY2CPUgWsszImrRCyn4h96yTv17pv6a0XRoPThzUxJViSsBnr3MVocLeo3I4fwDgT04Gj1xsAxo4did8/+Es8+MDtmDB+DF54/gm89ea/8H+P/QajRw/HU3/7PX74w/MQHR1lvoKIiA40cvXC3yEF1Rkl8uK7MWtUFfzqH29YHq7pQEClYMT8rpNdJad+bSCigtG+qqF2zm7/RLuw88p5Zx1mjKfiAHUq+ljur8Y3oSp8E67CQpVk2p0kr2lNaj8y/TZYhS2hBjYA0EGkY9CsYm4VbQfk3KmmkaPthwJBNFTXo7KkHCWbtqJw3RYUrd2sp9s2l6CmtBpNNU1oaWhByK/OfVKIrZd3LM+Sbwb7vmYfmuua0FBVj/Ktpdi6vgiFst+1W7B1QyHKCktRV16rtvPqlxpHAjm3m2MKqPNs5OcUsrjzowvtr3q1AeCQQ0bgvt/9AmPGjIDTKX1TdpSRkYbvXfBd3H/fbRwXgHpE7leUu32DKijQyRYxjUyR6yOXd5Zn5av9y/BmOz4MkIhE2G5HdFoyEgfnIGGIlXKROCAbtmjpYxjJuDo/NTMOv5iSg19OzMQdEzPwy0kqqekdarrrlInbJ2fh+kOzMSB2Vz3IjOv+HeomRKRJBGAUjs7ObDs2AhgZYVV4A2byR8z3JEkDoUy9DhuaXQ60OB3w23iupYOBlL2dnZzMdREnL5/Pj8b6RjhdLqRkpiGnIAc5A/OQnZ+NhKRE+P1+VGyrQPnmUhStKtSNAqFAJ43gqmiFw2HUVtRi84pNKNu4XQX+5aivqYfbE4WMnAzkqv3mDsxV85mIiY+Bt8WLpoZmPdZuO+ogIWXV+JRSZlVhVoy2B/NnoAOG8dfrJZf+8LydBv4djRgxBBddeIa5RLQ7xsEmrCoLtU0hLFhTgq9WbsXXVloVMb9iK76SZOWr+dZtVLJeJ9tYr5ltTq20fHOFvl+yo04Or0QHnbDdhvjcdCSNHoTE1jQQySMHwBYfvUM1QEqSNAvkeewYFNMhRXeeBpvJWs5w2/WtiztnlNfOrmYSkVT3diwcVsyxs4Yzybbtce8aY+cSPPgdToQyMhA19hBEjx8HW042fG6Vp7cgOnhIYG7O6X+dqmxYomKikJmfhcSMJETFRsEZ7YIjyglXtBuxSbFIz81AwYgC5I8agLyR+fqCam1VtbWrduRqfkNjA/KG5yNXbVswYgCyB+UgMT0R7lgPHB6n3rfMx6XEIz0vA0lpSbCp83y7rv5y+Gh3oGCpPZD1WgOAdOmXLv6WjRu34I9/+mu79K9/vWiuNUyYMAYej9tcItodORTZsb2qHv99Yy6eevErI71gTP+m579W06/VsiTJ+xpPvjQbT744VyU1fUktv/w1/mJNVWo3Vfl/VemtWSv06MjmEU+/u2BsQaRKoioI0j4WcLRPQZU6dg+0+FWq8odQ6guqZEzL1FSSMS/5Rp6xvi1JXl0gDLlFcVc6f2ci2pmODWYdz3Hy6D55DKCzQ3Kpwthx3piGzdS23hmy6acKyDHDkZGOeBX82/NzYcvNQZya9+TlqmOHo7X87qwxgqg/sUUUNpm366fbGJlBfQtAAxq216OqqAplG0uxff02lG8qRfXWKjSU1aNe1YWbG5v1uGuJ6clITk/dsQArnpgo5A7IhdPthN/rR0ON2m9FPeq21aBySxlK15eotE3Nl6OupBaNlQ3wyXg7LIf9Wq81AERFefRj/yz56uB+5RUXtkvnnnuaudbgcrn0F5eoc/J9Mr5TNt1SqioV4SASAvXI9ZVjoLcEA1QqkGlLCQaqNMBbrPKtVIIctZ0rGNTBRziqBfboGjgkxdTArpLM28z51hRdB7ibVSAj4YbxvpZOjq1EtBsqBsCKmmY8ubwMjy+rwv+pZEwrdWqfJ1Mj//+WyjqVllbg2dUV2NYSMHZIRH1OrtinhN04PDoH0zxGmm6maVFt850la/tpnlwcG5WLgY54tT87YrIz4Y+Jhk/V/XwOO1o8bkRnZiFsXgzSZ1yeaOmg0P6L7oiIh0LBEBqbGuEN++CMceor84lpiYhNioPdY0eTrwkNdfWoKq1E4ZrNqCgqQ8Crzo9WdTVi17Kv+oo6bFm9GWVbt6Ohpk7vO6DquJ74aCSmJyFB7dsTF6WfQtDYot7XZwy4y6LYf/Vi9N3+a+JyOZGYmNAuxcfHmWv7UFusRge6Tv6WrpAPYxzluCy1EDclr2xNN0akyPzLkjdjqLMaMa4mHHF4FGac4lDJhpNn2jBTTWVeT2fadZqppx6MG+eGw9FkvisR7QkpylVNfmyqbsKm2haVmrFRTTsmWbcxcl2dldeEzTWNaPTvrg8AEfWGkKrSVdi8KPY3whUdhfgoFSh4VHJHI0FNI5Osa5vGmEnNm/kJnih4XMYNPDaH0wjwzQtGet7hMJZ1XuSJ39iGqL/Tj6+NuIjqinIhMz8TqTmpKjhPQExSDKISoxGTHKtvC8goyNTd+CXJ2AAOVYbqamuN2wqkCEUUI7mnv6GhAVl52Wr7XGSp12QOzEJKdqpuWJD9SpL55KxkZKj3jU9W8Zr+OPIPy2F/1GeX399880O89PLbO6TFi1eYWxDthq1tuBHrioAj7EN+aDumhVfgNP9cnOqbi5PDS3B8XAmmJ5ThJM9GnBxYqPNP883B9NAyZIbK4bY3IC2jArl5W5Cbv1mnvDyVWqeb2lLeVqSmVsFubzHelIj2iJxoDs2MwzWH5eLawzK6la5R6brDsnDpxBzkxfGWMaLeZlXvI6v6ATWzKdSAD2o24N26TXivVqWajXhXTd+XeXP6fo2VNqq0oS1Z62o34kM1XddcpfYaRnNFBVx+vzqXh/VtAe5gEN6qSsCn++m1nvMNkfNE/Ze+wTXi6x4OhtFU14im2kbd1b+6tNpMVaivrEdjTYNeH/QHdWNBck4qUjJTEXEXQavouGjdUOCJ9egiJbcNNNY2oLGqAbVl1n6rUVdZq/ZrvKfcKtCGD9btj/qsAeD9D2YhOzsDQwYXtCb5As2bv9jYoK/wW9q/dDj/y2FI7kl0hgIq+eAK+2BLSkf2hbcg94p7kHjcd1XFxQGndJsK+3Wy66FM1Y6kS78toJPNnHZM8sAxeb6AdFpuXxExyZDIRNQtclhOdtgxMc6DI1U6ql1ym6mzdUY6Ij4Ko2LciI24QkJEXSf31VulJ/LMJufTKBVsRIdscKtTZUzQru/Zl23l8WTN6oUt9gC8di+aHSGVgEa7mqrUJEnn+dWpsRbxrlKkRm1HtLMcQVu92ibYup08QUCCfl/JNng3boajqRkubwt8W4rQVFgEZ0Cde+UzqnOsfL5Ozr5EBwX57utu+yrIr6+uR0tjC8IhqZOqdaoMtaiyI40CdeX1emyADcvXo3J7pR43oK2Ut5HGBAnsN63cgOK1RajbVqsbERrqGxDQr5GNAJ/Xh8ZaY2wBX4s1BkDHRjnqL/osmvG43ZgwfgwmTRrXmoYPH2yuJeqaTu8FVMciyQ/YnfA53PB64mDLHAJb9giEU3JUZSRKVTbcqgLi0GG8eRTT7Kpy4Qw5VXLAoZNTJ7tODl35sHR6yOOzxol6REqOqocgYKagqsgY8zYzta3rLMlr1f9E1ANyzpTyE1mG5OwYG7Rhojsdh8ZmIj8cjWMS8pCDKDgkLpAXqf9jHC3Ij29BNBpUpjSWm/uTHaioPUrln5Rfjd+d4MXjpzTh9qNbcGhyBdxohs0WVEmdiVV5l0DC6fOhadMmBEtKYC+vQOPa9XA1NumGCGG+pU7yYaVRgOhgIt99h8uBzLxM/SSA9Lx0fXU/OSNFT2WU/qwB2cgalIWsodnIG5KPoD+AmvIaHex31FLfhOqKKmTlZyN7WC4yBmfq12cWZCE1J83cbwrSctKRofIkPzYh1iyEUgzbPQuA+ok+vZy5avU6LF6ysjWVllWYa4i6ouMhx1xWB6Wg3QVv7mg0HHISAkMOR9idoI6YHiB5APyjj0PLmGPRkpyHkO4PZZCKRIItHoOcgzDUMVylEeZ0OIaZKceZryoiDuu4R0S9QErupuYAnt1Qi7+urcWTKv1lbZ2ePqmnO09/XVeHp9bW4K2iOlQF2QBHtCciz20yuv8QRwIOT8hHlgrv44MOjPWkYmpcNuIh9+VLyQ0jJ9aHS4+Ix4kF9Sq/Vu1DyqHak4rWnWEvhiU04cqpDhyZVopRMcU4Oa8Sl09xYkhUOZJtNUi01SPG3qLOrQEd6DuCQTgCKqmpPWDktYko4/JheTKmg1A4FEZjfaPuAdAgV+srG/To/DKtr5Cr9HVorGtUpTMMT4xH37efqm8B2LHARKtgPm9wvprG6LECvE0ter/1lXX6aQCNlY16v/I+cvW/obYBfn1LTmutW4ucpwNfnzUATJw4FosXrcD8eYta0+ZNRRg7dqS5BVF3GQe2sE1VP9zRSJ5+FgZcdicGnXM17PGp6tvsQsywQzHysl8g99Lb4FTzIZsRzBuvtCEvLh+nD/sOzhl5Ps7tkCTv2IJj4Vb/ybUK1juIeodU6ddVNOCTLVX4rKQJn21rbkuyrPM6T5+qdZ+WNGLWxkqUNXiNHRJRt1nnQqviJ/ccF3gSkax7xRnLsX4bBroSEGczBu0TZXUBbCgsw3cOTcG0/AbEh2pgk1vrbGG4wi0Ym+NEnrsaUaF6fdtdXKgak5IrcMORIfz0SD9+dqQPZ4y2qfUN6v0jwgg9K2fbSO2XGHRQv9dJZTMUCqGhRrrpq6C8UU2bGvTo/A3NKlBXy/Uqv6a8CsXri7B51UY0lNchGDS783cgjQktDc3Yuq4QW1ZvQsW2chXkq+C/wdqvSnq/KtU3oL62Hn6v8RQA+XBOu1PthCWxv+m1BgD54kV+Py655BxcddX3d0hHHjHJ3ML4gusRK4k61clRUaivjHxrwnJQcnp04K9HD5bN5Yq/3a3zQiov8tslq51hhwrvo/R/HjVnJeM/D1zqX+td9e6M2Qj8vhJ1l5Sj0RkJ+M7gZHwnPxpn5EXhuyrJ9Ix8M0XkybRdyo/BKcPSkRUfbeyQiLpJlcJOTl8BFcjLiP8WmffbVJ6um8kKG2qRgndWA1+tqsQ5U7N0I0BiuFKtUXU4VY2Up4+FdHXS2pEN/rAdZdUtqKisRJajFGPSA/CEm3ZyBm1/pma3fzpY7Oyrrm8BKMhC9sAcnbIGZumR/7MGZOlR/HMG5yJ3aD4Khg9EweABqK2tRWlxqR47QNNF0SiPdTW1KCkqRkZWJgaOHIy8YQXIVq/XTwQYmK33myn7VfPZg1RS0xi5BUCRUh35eELqP3rtr1pXV4916zeaS12zes0GeFtbmYi6SB0x7X4fmua+j9KXHkHJ+88i3FCtaiABtGxegc2vPIHq/z2B8OaVkAEAIw+wZd5yzCn7Gp9vn4UvItKXOn2GJVVLVOVH1WbUq+R1knZsRiCi7pATzQCPHRcMSsJlQ5NwqUrWNDJFrotMPxiajJm5cUhmPYSoR4yg2jibWWe0oDqdrW2pQbHNi0Y30OIEqt0hrGyuRF3YrzZUG6iNwzY7apCKt9d78MmSbTjzsCwcP8iLJFQiYHNhYWEAy+tSUWPPRJM9BWW2XHxcnIonliTj3yvTsKA0Gj6bNN5Fnkstck5tf17VYwsQHQT0V72TYiFX7WW0/vrqOj06f22FSuU1alqDOjUveXJVX6682t0O3RiQrYJ4u8M8SUbsMyElAYNHD4U73qMfNehv9qGhul7tT/ar9in7Vcnab2Ntg366gMVhd5hz1J/0anXq3nsfweuvv68fAbir9MYbH+CRR/+OJ5/8D3sA0C7Jt6PjN0QGFHIGvbCtnQ/n7BcRWPwR4K0DQj6EytYhOPd1hOa8Dk/ZBjjCbQexsKoBbQ9sx5zK2fiiYhY+r/ysXfqichaW1i5GADve+9S+EYCIuksqOlKNUDHGrpMqam3LqqyHm+Hwl8PuLYEtUKkKZme3Aai9s4gS7ZSc/yTJBUKH04VBeZmwOcIoQiM+rdqIeS2lWOSvwKzazVjYvF2P3B9ZqOR2uppQEt7eEItZy7bjpLEpOGmwH/G2BmzzxeOhL/z4z4pYvLkpCX/91oO/LwQqQinw2qPUa51qT0ZUz9ieqI2UMD3wZYfzl1zJb65tgr/RD3+TH4FmP3wtal5NdWrwo660BoVrNmPz6k36fv7IoN1g7FTu1mmqa0LxxmJsXLkBFUUV8NV69T5lXzLivzz2z6/2H1Dv1VLXrOfbdLxNh/qDXm0AqKysxl//9hz+ogL7XaUn//osPvjgc179p92Sg05nBx65/1AeA+gONsPtr0eopgSh6iKgoQJRAZUX9Kn1xpV8aw/S2BRWAUXArg52Di/8dnXA65CCtoCuJIm295Xwn4c/or2itaipWkuwDi3b56FxxXNoWPwUGla9BF/VMrWqUa03Kzf6XyLaPRsKt1fhyzlLccUlZ2LK+OEIOkLYGG7AJ01b8W7jFnzjq0S1PahvBdBnTIdNbePQ5SyoAnndCLA+Bl+vrsb0UUmYMcSLaDRjdV0K/r4sCb+fn4gX1iahyJ+utneZxVn2FFFSeYmfDmKRwb6UBFnuWCIcTgeSs1KQkpOqR+qXlJ6brkfqT5PlPLU8KBO5Iwr06P51NfWoKa1GKKDOmxH7l/nGmgZUlVYiMSkBBSMGIHNIFlIK1D5y05Cm9pmem6H3m5qdpt7PyI+KjWrbQeu/1J+wQyUdANoOPTInj/fz2j1ocUSjxR6NYHU5ip79Azb/5U5Ufvq6/lK3OKLQbI+Cz2ZdfZBcF8JhN8Ihzy5TSLZB2xULHviI9jZV6sIt8JZ9i6aVLyK07SvYqr5FsOhT1C79LwI1K9Q2xtUOhhJEXdfQHMC/X3wHs79ZgV/edAlGD8tRAX4QjY4Q6lWS2wB08C/JbocrKxOugjwEXNIfx+wJEE7C++td+HJNLU4Yk4KZg5vhgRcNiEd1OBlNtgQE1Pk28uzZrpy2RkAsvXTw6az9q7N6ZsAX0N3xjVsA2rrq16j5ehXw+9V6GdU/Ki4KuYNzkaICeLuzw87VYmxiHPKG5iMuJV6PLSDjrzXVNaK2Uu2rrG2/cpuBDDzY0uw1e2dbifqj/tcAwO9qP2ZHwO7GFkc2ZjnG4h3XESodjg9t4/FZTTpmVSfj46aB+MA5SeVPxTvuI/CpYzxK7GnwheJQUZaO4q0DVRqs0qCdppKtBaiqSlEHyRjzfYlob2g7fIcRDtSgbuPXcHtL4A436MeNeVSIEd28CU2F81Qk0mxsZ24fGUt07E5JRAZp2K5u8OLRp17AqnWbcNsN38eQ3BTYI26Xs0jft0AggKS8PDiysxFwSMO4KnoquK8Kp+CD9XZ8tKwGp07MwsmDGpEQrpKztO6hZ1P7s6ut5RF/Nkl6fx2xoBKJjo0CwUAQVWUVaKxrUGUwiKAqTyFVrtQcQsEgmhuasG1zMdYsWoXCVZvgrWsxX6l2JPuKaAiQRwNKV/+yzdux+ptV2LRyow7+pYEhpPYr+w7KvkMBNDU2o3J7OVqaZH+yjw4fjPqNHRoAPB4PTjzxGCQnJ5o5Ozd50jiMHDHEXOpb0solg1fsFr+r/UZktyhjGobf5sKqQBr+VZ6Fx6qGqzQC/1c1TKWheLxyqJ5/TCdZNxz/rszFxkACmnwxmPtVIz54qwUfvG0lr7mspip9aOZ/+HY9ln7brA6yHHGcaG+KPHyHAw0ItkhAERmYhOGAF/BWqxqSMRZAZ4d89jAm6qgt2JZSVNccwsNPvoy6+kbcct33kJsWp8pS+4BcAndfZRWqirYiKT8f9ox0+GWQMVW+QnCiOpyGjze58N6iMpw+MR3nDqvFzPRNmJGxWaUtODl9C47PKMbQuDq4wl6998hPQUSdk1sA0nMzkZ6fiZTsFKRkpSI5K1lPU7JTVX4G8ocOwNAxw5GenYmysjJs37pdNxxI+cwZkAu72oeoqajWTwFwR3swbPRwDB49RD9JQLr6y770PuV2A9lvXjqyB+ZG3ALAk2l/tUMDQGJiPIYMLsCkiWPNnJ1b+M1SPZJ/X/N43LjoojORmpps5tDBoK2yoA5AeiaMoM2GYEIK3MPHwzZqokqTVJoM20hzqpetNBGu4ep7HJekKh9OFIRSMCqQidH+DIzxZWGUT039xnS0SqN8si4TIwLpyAklwCVDJHfAKgvR3mFzRMPmTlAzUg7bymJQhgd0x6uzl9vMMdZ2dh8lEUVqO4PJbXHbqprwpydfRHRUFG686nykxsvQm8Y21pbuYBDe4hI0lJchadAA2FJSELAbJS0Eh+7y//7GKHy6rBzjh2bi1EMzVEpvTScemovkjFyUNjnht3n064gogjrHWecu3QhnFj4Z0d/mUGtaT2zmjGSpMmh32+GMdiI6JQb5wwuQnpMOuzyyT613R6vzo7l5XFI88ocVICkrGc5YJxwetU27/Rqk279caNXvK+dd/Tl21nuHDnSOnJxh95jz2tFHT8HadZswevRwbNiwGQkJ8bjwwjN0o0BsXIzuHTB4UAGys9NxyCEjdU8BuTp/ztmnYuDAfJx4wtHYsHELrrziIgweMkA/97+puRkjRgzBGd89WW2Th8MPn4jhwwfj2GOmYsuWrcjNzcIpp0xX+xuh9yfbnnTSMRg4IA9jx47UX8oxY0YgOjpKfynPOONkDB0yUN/HUlFRbX5yw8yZxyErK91c6hvyvtItLi5eVU6p20pbAlhbJ1fvdnNI0attqKj2Yu2m7QjogDyMwQNS8J1TpmD0iEyMGp6DUcNUUtORI4xpZN7AwdnYVlKNUHU9TkuJx3FRLoxT6RCVxkarFO/B2BgnDnGrfI9b5bsxIiYGLvWdLmxsQYvDqapJIeTnpmBAXpL6OMbBcHeS3U6MTWJlp6dqa6p1byS7vYs9fzqQY4bf79fHpmj196Tu+6wigMImufre9d+/IxhGS/FWnHxILgYkx+zYwtwNNptDvd4Hb02hKnYyoKcNARVAeN05iB16Ahzx0vvMGJys0h/EnG3NqJLxO7r4fZEq17gkJyYm8RFHPSHnwYb6OlVOo4xKZw9IOfX5vIiJiYXTJfeMU3dtKSnH/z6Ya8UMO2VV49uVDlVWquoasXFTIc6Yeaw6t+ZiyfJV8Prayr3861B/a29DA+wx0UjIyUFjQz2g/m7yV5dHBHrDHqyrcmBpcRALivyYXxhQKWhOQ/hqC7B4mx11wRg9Jk9QfV/cKcn6aQRN5eVwqf3vSnpKAn541jRzibrD7/ehpaUZbrecT3tWTqWse70tSEhM6tH5mNQ5alUpKleXtSuBIXsY6z2l2OQsVeUohHGZQ3Bk5nA4mgIIe31G8vnVHzGIsFzZD0oKwWY9618XenN/aiK9BqRhoCOdb/3d1DFXBvOQ23T0I0Fk3371fj51jpVbArx+hFu8CDe3mKkJ1XVVeHHhh/DaAsjwJmB4OA+Jvuh2P4tIVHXzrEl55hJ1R3NToy5nLpd7r5WxdkeD+Pg4FdhnqsB/i36uf1ZWBlJTktQBJIBPP5uNTeokEaWCpEWLl2PWrLn6NS6XEyeffCw++vhLvPb6+2jxGt0yA+qL+vbbH2P+/EUYNmywzluv9vvBh5+rE70T//vfu9hSuBWDBuXjmGOmYuvWbVi3brMK+EfpbVevXo/3P5iFhIQ4FBdv108YmDdvke4NIE8P+PiTr9Q2fd/7gPYvUiwkSbdgh80PJ1Tl0e5FlM2r5z1htazmXSrZ7SoAtElFRh0w1faeUAAxQT+iAwFEB33ISo3CcTNG4ohpQ5AUHVbrAogN+PQ6d0jtXw6UJuue4j0JaIioq1Qpt8cgJv9IuIefjWDSWHhjBiGUNgnxh1wAd8ZktY1crTTqQDrtnXMm0QFJ7sWPknOcX50j1XnOpc5x0sVfGtGWryvGA48+jamTxuDqi7+LhOi2ngBCxSlw+Xxo3LgJ3qYmpI4cgWBCgu6RJ2RgwCbEYktzHDY2JhupKUlPNzTJfDLKWqLVWVhVbtW+rPMp0cFox++/DfLUzdpt21G04BuUzpuP7XPmoXT2PJR/PV+luaicswCV875FzcKlqF2yErXL16JOxUxNhSXwl1UiXN+sg3kd1IfUG8h7SAqqf+TJAC0+BKvr0VJShoaNhahdtQF1y9ag9ttlqJ6/BBVzv0G5fr95KJs9V7//9rnzUTxvIbYuWQKbOnZQ/9IunpEr5x63GyeccBTs6sA+btworFm7ER999AVOP/1EpKWl4vkX3sSkSeNw/PFHma9S3zF1EvGqwF8aA+w2Y5cySIW0Zgi326ioWScUuXourxHSgiTnkPXrN2PJkhX429+e0/nS6CA63vu/fPkazJo1B9/97skYNmyQmRvB2C31Q20VfPleyeBCQKothOMHJWNCqgeJYT+GxzswY1g68jxhFcDLQETGK3RAoefln7Bubc3IT8LwiQMxbMIgxKXEqLywqsjIm9j09zPysUUMLoi6QBcZVVg6Ky9G0esGdS5xJCG2YDoSD7sBSUfdjsSJ18KTdbjaf6xab7xJ5FtF7r4rQQaLNfU3trDUwdp/syX4T/S3YEJzNU5rLseJTeUY0lyHqFBAbSkPx3Vg8eoi3HX/k5h21CRc9r1TEKc7sEkhki3sRiOACiLq16xFwOdDyrChCCTEtTYCSE8AfXXfSpAu/8ZUUkittx6x27WCJ9sa27OcUn8i9cmO5ye/M4R1zdvxRtm3eK1yMd6uWooPalfg07rV+Kp2LeZVr8WSyvVYWbYOG0vWobRwPWrWr0ftilWo+mYJyr6ai4qv5qFhySq0FG1DsK4RvvIaNK/ZhJp536LsizkqyF+ImqXLUbd2Dao2rUdR0TqsLV2PpRXr8G31OsypXYdZNavxkUrv1SzHG5VL1Gf5Fh+XL0eLI2iWyLZyaeBlsQNVu1sA5Er+118twOzZC3U3/ilTxiMlJRGxMTE6EI+JiUZeXhZKt1fAE+XRAX9jY5NKzcjJyUR6eioGDMjD0mWrMGb0cCxdukr3IEhJTUJDQ5O+ei9X+uX2gsWLV2Lo0IGorqpBdU2d2n4YvOrkMmbMcP1e0n23tLRcN0JI0D94cIEeCXPQoDzExcXC7XahpqYW5eVV5qc38BaA/V+XbwHQjFsA1m2UwU2ksSiIdBWsjxiajRi7H5PzkzEy3oOsGA8yot0YmRaPdLcdUTFRKKlvQaPfjnXrS9FS04RD1Pp0dwjRSW644uxoCjShsqIKhZtKUKu+gy6PA06PHV4/sC0IdTD2o8klzzEOoSA3BQNzk9ShTh34uvCxeQvAnuEtAPtet28BUEVDbgHwlmzFSWNydn4LQCe7M6oT0rDXcaXag82tJirgd8h9//K3lAbltu3kVZX+EOZsb0K1eQuArN1do51sxVsAeo63AOwf5BaAVz+Y21Z69D+RFXQgNuDFyd5KnGNrxOHBBoyFDwPsIZSoc2qtw42A+vvJK0plsLBtpbjgzBMRF+3BytUboIqW2qexP9m1PRhEY10dolJTEJWcgqaGeth9fuNtNTWnIxxrSV4rC2ZS/8v76VsAHE40lVeYtwCoFebr9NuZjfGCtwD0HG8B2D+03QIg5Euufq/6FoDt2ORSdVRHABXNtVheuhkLVFA+VwX6s7evwexta/DVtlX4avtqfLl9Jb5Q01mlq/B52Sp8XbEGi+q2YENLBSpDDWgMtqC5oQ6BihqEyqrQUFKiynQJChvLsLp5O+ZXr8cnpSvwbskivFO8CO+VLMWH25bhIzX9pGQ5Piteji+2rdTvNXv7WswrX4+F5RuxrKoITQ4po0CmNxHDw7lI9MWoH6H9d4G3APTcvrgFoF0DwObNW1FaVqHng+ogv3btBhQWlqC6ugabNhWp5Y064K5UQfuaNbKuGCUlpdi4cYvKr9QBem5uJhYsWIJVq9bphoEqte2GDYW6G79s39TUovcjPQakMaBMva6oaBu2Fm/TYwXIbQaSX1KyXR20vPp96uoadA8BuS1B9lNbW6feU7bbrj9rJDYA7P962gAgYwBIZcJqAJBbABwBP7JjPUhyOZAS5UKMw4amYAhryutR0hhAS9CONeuMBoCxMW6MKkjE9LOPwOjDhmHoIYORMyAbuQNzMGLcEAyfOAQ5eVnYsFZ9H70hrGvxo9kR0QBgjgHQlY/NBoA9wwaAfa/bDQBqM0cojObiIpw8tpMxAGQ3HXbll+0DIT31h2zmVJKVJ9vIfOTUWm/kqaKKcl8I80uaURt06tjHpraRbpD67SK/P1YsoidsANgTbADYP0gDwCvmGAAdipcm9+9n+5twQbgO4xsrkOJv1r0BEtXvvtodjQ1hB7zqdx+tzlkupw1lZeXwNTfi/DNOVKe7EFat3YSg7lVgkPew+QOqLteMmJRUuBIT0Ky+B+oErddJqWvf+KYW9IskyTobgnYbPKkpO44BYJXVdq9nA8CeYAPA/qGtAaCtpLY1AJTB5wyqcqGOhyrQbnGG0CxJzTep/AaV6hx+VNl9qLA1ozTciOJQHTb7qrG2sRTLK4uwYJsK2ItXY0nVFmxsKEWN2m5u+Vq8u+UbvL1lIT4oXITZFeuwpHErVnvLsTlYi+JwPcrQhCqbF7Vq3/WOABrVe8l7y2ewks8hvWPVsUQVbGkAGBHOQ0K7MQBkakPigGQ2APTQPm8A8MlgExFkWbriSyAu993LyVoCd0kyL0FwWJ0gJk8ej4mHjkVBQQ6+/Gq+DvqtfQVVMCb7kAYFY3s54RvrZFnWG/uVg5RXLxv5UvFs+0ySJ9vI1Po8nWEDwP5vzxoApDIQrRsA7Db1nVLfxURVacmM9cAplQu1vri+CUu31aDe5oQvaMfaiB4AAzM8GDqpAFEqOHfFOOCKUilaJZmPcSKgvm+rFm/B1hZ1YO7QADAgX05+8g67xwaAPcMGgH2vqw0ARnXG+NcugwCWbMWJo3MxMGXXgwDKK1YU1eKNr9Zg7poKLFxbFpHKzWTNR047zqvXbqjF6s2VqK5sQEtFHXwVtWiurNEf3R0d3RqQ6CNIxDwbAHqODQD7B2sQwJ1xqjpaZsiHEwJ1yPI16tsBpAgE1LG1xBWNFXAjtSAXV1x8BqYdPh5HTBmL3Ox05Gen4sipY1FSVo31W7bp24p14VFT/df2+lVdrAVxmemwJcTD73QC8XE6hWUaF4+wyg+raSg+XgaZ0vmSZNmVnKw/S3MZBwHsS2wA2D+0HwTQ+B2GVH1yW2I9tkfVIOyywW13w63qnG6HTHdMrg7zTqcLdpXCLlXXddtQp4L3zf4arGjYim/KN2Bu9Uas9pWjyqniJ48dQbcDYbW9NLy5VIrct5F2kmd+Lo/dg4HhdAwOZCLeG2X+LEKmYfYA2AP7ogHANmnyqfqw3l888vCdmDB+tLnUNwIqsJADalYOv+g9sbSmBW9vrVNzu/+SS1Vl9YY6vPPxYrR47WophFFDU/CdGRMRZW/B0DgnjlOBebJTxuo3KibNqqYyv6wOi8qbUetz4Y13l6B2czm+lxqHw7OjMP7IkXBGq+3tIdhU3V/VQWALqeAlbEdjZQu++nQV5tcH8W51Ayrd0srpx1FThuDYwwfoRoeuGBTnwYUD2UDUU4WbNyI+IUGf4HpyMJQDaVNTk6r0uJGSmmbmUnfcuboFX5b7dBncFbkyoKuVqhw5/SHUL/kWPz/+EHx3XDpUnWSnpLw+//UW/Pn1RWjwO3f7PjsnY3pIF2Y5Bqh9yG5UoZarKXEjC5A8LB8BeeRRB7awDRcP8OCKAQw8e0IawbcVF6lymqjKqTXOT/dIQ399fR3S0jIQFR1t5lJ3fLFgJS685REzQN+RPRxClrcRPwlW4LCmcsSogFCuwpdFxeMlTzrecSQgNj8T55x2HKJdxn36dlU29L2+arvyOh9eevMz1DX6VLmS8mW8kfwro/kjOQmJI0fIiNCq6Bl3CFulzZqXsm01EhpbqHO5lNHyctSsWQuPecGnc2GMHpKHT56+21ym7mhqbEB1dRXi4uJ1g3hPSFmvq61BXsHAHjciHOzWvLoUa15fps87loCqg64fUYuNA6vR4JFzrZzLjCLWWnZ0BdUMtY3CpOn1sp1sb2Tp15fXVKFweyF8Pp+uO6UkJmNg7gB4VDBvbCPbG+Ww7XVtu46cajIjJ2v1Zo6QHYPKU5C/KgZptbH6OGF9BlFw7BCMv3KqsUDdUllRpi9aSWP43ipjOzwG8EA3cwZ7AOzv9vwWgGiMHJqNaJsfozPikRfrQkswhE01DboiGuW0qwq/A1vrmnVgsXb9djRXN2F8lAdxDU0oXFWEjcsKUV1ai/jUaDTWNOKbD5djwzdFKF63Hf6g3RgDQPcAcKr3NHsA5LEHwN7CHgD7Xld7ABhrzX/VxOYLwlVbhSNGZsJtNysunZC+Xe9/U4ilmxsQgEtVIiT46E6SiodDJ6MJwqiMyGBlxnfGhqicVLiT4/W2HcknYw+AnmMPgP1DZ48BlHKgv/K6jNhU+bIhqI6HaU4H4sLq7+b04BtXogr+41HmjkVNkw8Ll6zF7G9XY/Y3a/C1TL9dgzlqfvHyjWjRjwU09mfQTW26rIVbWtC0rRQtxcVo3lqMlq1b9bR5a4mat/KMqTWvU9FW+Csq4FTBf1vx1B844n0M7AHQc+wBsH/o7BYAaWxrTlRlKcWFKIeqnyIa8WGVZNqaYtrmd1gXkWzRiFXT1NhEZGdkIyMlHQOy8jEorQAptgQkyn529fqIFKf21fpZrNfY5HOowL8uBnFlql7lk7px+7LKHgA9t88fA9gv8NjUr8ihMrJio2s2ivzrU3/sZSXVWFHTjLnb6/BVcR2+3FqNVQ0+fKOm9QH5MhjbW+VJRki2BVVQqYL8zOw0jJowHCPGDUNiQgLsfiO//RsSUdfYEFIFzZ2eifkltZi9rgItIUBCB7mAIMXKSvKMl+JaL5aur4BPlcmeFblOTl+qnFvBfshhgyc+VvdQIOr/2r7oEli0jriveB0OLPAk4YVQLGbHpmOWPRbP2eKxVQX/fmlMU4UmoMphMORQyWkmBwKq8ARV4dUNCuGwTtJt367yrTynqrS6VZDpavGq1KKfFNCWJE9S5Ly5ndcLZ0AGD4ws/XJVUpYj84j6k4jzVtiBpFI38lfGYOCKWAxcHm9OVZKpOT9AliOmkesGmWng8hh9ZT6zJAapvjhkeVKR4UhGem0ccjao/Zuvbd2HlSL21W6/y4xp5PYyn7LJhZhmlyr7PLEe6PpfAwD1K3KI0UkqG605xlQeK1Stgvk5xfVYXu1FddiF9Q1BfFFYh5LmMIL6KqGxB6NrlVzLl3nJs2PLmu344tVv8NVbi1BZVq+7DOtARa02Apa2Soiq5xDRThmVdik74RgPAnkD8edP1+DZ2RuxUpWt7Q1eVDT5dSqu9+Kbwlo8+upirN3epF7V3dOQ8V76/dottaWgOmC4UuPhjpfHe6oMon5PvvkW47xnkXNlrcuDImc0Sl1RqIITdQ43PKEAEgJeI/lbEB/omGSdTJv1vJUXH2zRrzHyvEj0q6S2SZR5PW2JmHY+n6Cm8ep10QG/HqjQKr0sr9TfWSVVGtPiGl1ILnEibYsb6YUupG/xqKlKapqmpmlFHmTIskrWVG+zJUrP620kqeXMzVHIXuXBwKUxGLQqHoOWxyF/qQfZ62V9h31YSe+r/XyGtaxS63urvLRCN+KrnHAHrF5zLKwHMo4B0AMcA2DPdHcMgDUbavHOR0vQ4pNAIYzhg9NwyomT4HS0HwhSvsgd9+j12fDuB4tQs6Uc301PxiBbQF+1kNZLfYXEZjQOyKzsQCofPocTy71BfFZZpytNNvhw1JShHANgL+IYAPteV8cA6Iw8MShUU4uWws2IbWlAtgrEo6WLtyp7jV4fispqUdniUIG6W199NEquWQhbWe8bmadEfJy2zyZz5rVDGWE8MRZpIwfBkRQL6dTTGY4BsGcCHANgv/DFglXmGADy7bfK0Y4k2MhvrsMZzmYMaqrFFmcU/HJPuPUycxK5l7bSteM60VmepWOeLIvI7aVhYpszFvODDmx3x+geRG1bWjgGwJ7gGAD7h8gxAOSUp+ucFqtQdGIXqzol9dqALYSAOgnLqFlOFazL6P076t6e5fMau4l8nVl/Npc4BkDP7YsxAPpfA8BDd2LCBDYA7M+63wBQoxsAmn1GJTM22o60ZBmBVO5sbDscRU6FzAdDdlRWexFqDiBfHcESQtL52NxO/aMPajrHpPICqhJSDQdKVRDToscA8OGYw4bimKnq5Kfes9NjaQdsANgzbADY9/akAUBTAYdTlSGHL4hAUwvC0pdYypuUO1mtkrFnI3BvrRCpzLZ1xlV++ccqr9aL9cTYSH1HzBOmWrarYNQR64HfZTMGRjO36YgNAHsmwAaA/UK7BoDWQrIjafhO8bdgoq0Fw8ynAch1d6NZvT1dtozZHXS2TvJkX5bIIrerfUkvPQn8F4Rc2OaW23WMV+rzcutO2ACwJ9gAsH/obBBA0f673rf027S+n5TKrr3xrj6j5FuHHDYA9BwbAHoBGwD2f91pAJBt1m6owpvvLoQ3HK0qGdKmKUeckDrodOWrawQXMpUKj7XUOevzGG2arZWRQCOOPmIojjl8CBzqE3TlYM0GgD3DBoB9b48bAEz61XvzLGN+3N29JRsA9kyADQD7hd09BcAilXQ5/znC6iyqkj6P6lJiTUVneRbJ212TQff2ZZxn7bohwDrf7ogNAHuCDQD7h501APQnbADouX3RAND/SnL/LVsHHatVMTkxBm5nAAFvk6ox+hEOBVQK6SAvFAqa052loNpWUgDBcBABVfHZeZL1QbVdSG8bUq8J+VsQCjQiIzXeqMbw+0XULVKMpdzstWS+JxG1kbIhQbbf7oDX4dK921raTXeWF7nObU47Wxc53Vle5Dq3/hzyeXYe/BMRUV9gUx7tt6TCIlX5pKQoTJ44DG57MwJN1fA1SqqET8/XqFSl87xN1lTlm8nIa9vGype81nUy1XnG9l69XRX8KoV9NRg1PAcFeSnYde8BIiIiIiKi/Vv/awBgjNZ/hOXraYPLCUw6dBi+M3MKRg5LQUF2FPKyopEvKTsG+TkqyTTbWC6w1mWZ+TlqXpKsb31dRNLbRSNP7adA78dIQwriMe3YMTj5xMmIiVYfwuqSQEREREREdADiUwB6gGMA7JkujwEgDQAq6DaHAVPLcge+jFoccS1euglIYN5x2rrOmFUL5tTUul3rBqa2fcgam13ulZTBBju8fjc4BsCe4RgA+15vjQGwv+IYAHsmwDEA9gtdHQPgwMUxAPYExwDYP3AMANoVjgFAFEkH6G21GpstCIfNB4fdC6eVHC2dT/W8ObVH5LWus/Ii10XuQ72Pza8KSFvwb7UrEBERERERHYjYAED7MTPwNlP3tW9A2LnI7SKnXXktERERERHRgYENALTXxTntnXTr7jzw7jwEb79N74r4XB16IHSn51a6p2dd7Yj2FwOjO/nC2+QxYGa5OOC7xISRE9WzpkWi/UVSQiw8brkF40Avj52TEjp8YI6xQHSAikmPM+fahNT51LjJVf3XD7qYxuXwttcDCRsAaK8bFOfGocnRcNttkHYAaQwwUuS8sWw+9T9inUyNBgSdv8M6a9pZ3q7WRaadb68/z07WydShpoPiXDgmM0Z+VKID1vfz3DgyxQWPKqfyvXao775DlQCHKn8O+a5by1aSbXQZiNg+8nU6dVhnbavzenNfna1ry4t2ACdnOjFTJaID2djhBbj6eychOT4GTlVW+1PyOB2YfMgQ3H3DeeZPS3Rgyjt6EPKOGASHW5187GHY1Pfbrs6ldjW12Y06rcxbSZ3idJLtrO2tZWubHddZ26v/zW16uq+27Xd8Xcc8m9uOzEm5GDxzhFpJBwoOAtgDHARwz8mXzhcKI9zPLlqoQ6KquBgBB/UcBwHcPwRU+fQG5fpE/yJfqShVcZEGAeoZDgK4/wipE2lTs1cf9/oXGzxul9nDgXqCgwDuP8Kqzhv0BlS9t9+dUeH0OGBz8LvRU/tiEMD+1wDw0J2YMIENAEQHMjYAEO3f2ABAtP9jAwDR/o9PAegNvKJDREREREREtIM+awA44YSj4XLt+HzlEcMHIysr3VzqA/2tZw0RERERERFRL3Dk5Ay7x5zfYynJSZg6dQKGDB2I7190Fnw+HwoKcjF4cEFrmj79SAwanI/ExHjExsSgsqq6V++HmTnzuL5tYFCke7F0iYqL54iXRH2htqYaHo8HdrujR7cAyDFFulNJl8dodZwhot4l58GG+jpVTqN63GVRyqnP59XdHp2dXDAgoj3j9/v0Latut5xPe1ZOpax7vS1ISEzq0fmYiHatualRlzOXy73XylivjgHw96f+gNzcLHNp9+SHvfc3j2DevEVmzp7jIIBEBz6OAUC0f+MYAET7P44BQLT/O+DHAMjJyTTnukZ+yIKCXn6+K28BICIiIiIiItpBnzQzlJaWY926TSgsLEZ1dY2eX79+M5qamvW8pFDIitR7uasDeycRERERERER7aBPGgCe++9r+MnN9+BPD/0Nn3z6tZ6/9We/wbr1m3DzLffoZRkfgIiIiIiIiIj2jj5pAJCr+3IPriQZ5Meal+75waA5T0RERERERER7TZ80AFx00Zl46KG7ccstV+H46Ufp+d///lcYPXo4nv3PYzp5PG5zayIiIiIiIiLqa33SAPD66+/j179+CH/723P4evYCPf/b3z4Kl8uJ1NRknfrsMQccBJCIiIiIiIhoB33SANDU1ILa2no0NDTC6/Xp+bq6enNtH+MggEREREREREQ76JMGgDPOOBl3/uomXHHFRTjyiMl6/vbbbzDXEhEREREREdHe1icNAMOGDsKRR07G+HGjkJubpeePOHyiuZaIiIiIiIiI9rZebQBobGwy57qutrbOnCMiIiIiIiKivtKrDQCPPvoPrFixBjW7Cer9fj+2FBbj/fc/w1dfLTBziYiIiIiIiKiv2CZNPrVXx8232+16hP+UlCSkqhQTG43o6CgE/AE9OGBDYyNKSkoRCAQQCoURDvfusP2PPHwnJowfbS71jYDfj5aWZmTl5Jk5RNSbCjdvRHxCApxOV4+eGBIKhdTxpglutxspqWlmLhH1FjmHbysuUuU0UZVTp5nbPcFgEPX1dUhLy0BUdLSZS0S9pamxAdXVVYiLi4fD4TBzu0fKel1tDfIKBuo6PhH1rsqKMn1xPCYmdq+VsV5/F6l4y0m9vLwSq9dswLffLsfXXy/EvPmLsWz5amzaVKSfDBAMhno9+Nf4GEAiIiIiIiKiHfS/pjw+BpCIiIiIiIhoB+zLQ0RERERERHQQ6FYDgNznl5SUoFNUlMfMbRMTE63vue2O6KgoeDzdew0RERERERERdU+XGwDi4mJw1lkzMXLEEAwZMgATJ44117Q56cRjcMghw82lrjnyqMkYP26UudQLOAYAERERERER0Q4cOTnD7jHnd2n69COxraQM8xcsxrZtZSgqKtENAUceMRkDCnKxcVOhbhyoq6vXo/0ff/yRGDy4AGVlFRg/fozedtzYkfD5A6ipqcOhhx6CSRPHIik5ATXVtSivqMKJJx6j9jEUtbX1yM3NwiFjRmDgwDyUlGzXgwt2xcyZxyErK91c6hvyWWRU1Lj4BDOHepsMELmzJHY2MvzSpUswa9bnOOSQQ/SImn998i8YNnw4oqKizC16Tt67JyPSU/fV1lTD4/HAbnf06Hcufyv5+8uox9ExMWYu7YnIMthZErv7W7380kt44YXn4XK5kJ+fj1f/9z88//x/9TF18ODB5la9o7ufjbpH/mYN9XWqnEb1eNRi+dv4fF498rFTfScOVvK7jPy+dkz7+rsrn++f//gHXnvtVaSnpyEzM9Ncs2fkSS3/+MffsWHDRowcObLXRr+2fp8s8/LYbZ9+apXbLefTnv1+5ffp9bYgITGJv1NTxzIamcS++D3V19erOu+TGDV6tK4/9YaXX35Jn69TU1PNnJ6xyqTgd2hHzU2N+nfkcrn32u+ny0eD7OwMrF6z3lwyyB/z8y/mICY2BmPGGFf+3W4Xvvvdk7Bo0XIVuJfhhBOOxvDhg9SX0YUlS1fh+OOPwuBBBRg1aig++fQrtQ/1IvXDJsTHYcGCJdi8pQhHHzUFubmZyMnJxJdfzlcHsIDeNx08nnn6aYwaOQIjRwxvl0aPGqmDiJ3ZsnkLZs/+Ws/L0yjef/99NDY26uWekkDyv889h5/deqveJ9HB6L//fa7TMmmlV155xdxy52bPmY0XX3gBq1at0uePuXPn6OVly5aaW+w5n8+Hp5/+N8499xx9vJgyeRJ+dccvUVFRbm5BtP9oaWnBeeq72lmZknTsMUejrKzM3HrfkIrpJ598osvqli1bzNw9t3TJEvz58cfxwP33YfPmzWZuz8mFGTnnTzvuWFx15RWtAQdRb5NAu7PyKum99941t9q75Fjy7rvvoLm52czZM1Ke3nn7bSxfvszM6T7Zh9SfTz/9NBx15BE488wz8MUXn7Ns7ge63ADgcDgRr4J0i9Pp0M/6n3HyNGRmpLU+Bzg2NgZpaSmYPHk88vOzVaWrSp08wti0aSsaGhr1/f4DBuahsLBEfVm9qKyslpYExCfE4zunn4ixY0fB5ZZ92bBte5k+8dDB54eXXorVa9Zizdp1+MEPfohf/vIOPb9q9Rqcf8EF5lZ9Sw5Qb7/9Fk4/7VR88MH7qKquMtcQHXxGDB+Biy++BN+/+GIMGTJE540eMwYXX3KJTkOHDtV5+5pcBXnu2WeRn5ePCy+6CAUDBuDll1/GHb/8Jbxer7kV0f5Beimdcuqpugx978ILVR0qVuefetppOu+cc85FTHS0zutvJhx6KH7+i1/gV3feiUGDBpm5PTNnzhyce87ZuPGG67F9+3Yzl6hvXHPttbpOKvXUa665FjfffLNelnTqqaeZWx3YJK7717+fxtlnn2PmdJ9cgKtvaMDzz7+A2XPmqrr8L/Gbe+9FKcvoPtflBoClS1fisMMO1V2IJIgfNKgA48aN0lfxJci3NDe3oK62Ht98sxSffPK1fu5/RyXF25GVmaYHDMzISNVfskmTxuLLr+Zj7dqNKvIyN6SDmnSD0V1hpDeMTMxlaVGUrv5vvvmG+o59rCv8XSUtpF999RXeeustbNyovmsmOUh9+umnevrFF19g+fLlOj8uNg5PP/MfXHrpZcZnITpITZ4yBXfedRfuvPMujB8/QecdeeSRuOuuu3U6VFXmhVS+pYX/zTfewJzZs7t9NUJ63MyfP1+/XqZyRV9I75vPP/8cr7/+OgoLC7Fq1UrMVvvveCUhJiYG//jnv/DwI4/g7rvvwf33P6C7Q65avRoNqiJCtD+R7rVXXHGlLkO33/5LJCYm6vyrrrpa5918yy2Ii4/XeVKWpIeblI1Fixbt0CNNzl9zVSD8xhuv46MPP0RlZaWqn1Xoc+XHH32k1jfoQFnOfx2v5Mu+Vq5YoRu933v3XWzYsH63V+nk88ybN0+/n5yL5f0iyetlP/J+X6vzrhwbZNtZs2YhFArq1ycnJSM6Olqf10VdXV1r+f/0k09QXV2t8y0lJcX48IMP8Nabb6rfwbetr/tm4UJ9u9dpp5+ul4n6Wvs6qjFv1RPlu/3ll1/o8tRZ7xYpCx+pMinr1683ylpRUREWLFigz1Mff/yx/p7X19eZrzDIRdFVK1e21n9ramrMNZ2TOq91zJg3b+4OjeBS7r/99ltdnpYtW4bS0lJ1jJjdevFVyuK2bdv0vPUZP1Cf621VpuVzR5K6+GeqHv3WW29ijTrfyvZyPLvqqqv0VH43kyZNRnZ2Doq2bjVfRftKlxsAFi5cqgKmLTjzjBk49ZTj9ZdqxYq1uku/1+vT9+3LFfvt2yvw9juf6LEBTj31eL2uuHibvtdLKnabNxdh/YbNutHg9NNOUNuX6fv/589fjEMnHIKM9FS1/Xa9PrJhgUjIAeV//3sFf/7zn7FkyVK89NJLuObqq7pUsZdulFdecTleeP55zFcHwh//+DodTAipuPzh9w/isccexX+fe1ZXhORgNW36dGRlZemDOxHtmgTm0mPmqiuvxK23/hQ/+tFl+NFll+5Qid+Zqqoq/ZpLf/gD/XqZXq0qD1LJkfPH4//3GH7+s1vx1FN/wwXnn48n//LEDkGQBBMyvoBVEWtRFTE5bnjc7taeakQHmo0bN6jv/Hm4/Ec/0mXj+xddiJ+pqdTFhHSnP+vMM3CZKm9yu9r11/8Yn6ggYsOGDbj9tttw19134brrrtPl8ae33Kyvlq9Zs0a/VoLun9x0E85X+7/l5pvxk5/cpPZ1Ju6773etDXAdrVRByDlnn4VLL/2hfr8fq32fespMfPbZZ7q8Sbn8x9//jrPPOku/3xXq3PvDH1yiyu/P8Oijj+hbO+V4cccdv8Tdd92lgwcp49J13yr/1113rX6PjepnkH1K48Hpp52GG264Hj/96S247tpr9TFDXH3NNfjPf57FMUcfo5eJ9hUJ7i9X5zG5XVUa3K699hrdNV/I91i61V9x+Y90o9y8ufPwd3U+k+/+N998g8dU2bhHlVVpMHvuv8+p/Vzeev6URoW77vwV7lbrFy9arIN6OQ6sMC9YdVRcvBU/uORiPPPMM6q+vAR/eeIJXHvN1a0NdfKe99xzN+6/7z58u+hbfT6999e/xlN/+5suv/JZn3n63yrWW6G3l0ZDWS8N/HPmzlXn5iv15xTyXpdcfDHe/+B93Sj48isvtx47rHOxkPeUeNBq6KR9p8sNAPJFWLp0FV597T289vr7KCrapv7Ii/Dqq+/h3fc+1YG9BPHSSFBaWo7/vfquCq7e10H8F1/M0wMHNjQ04b33PlNfrBBmfT5X7+uzz+Zg3bpN6kRQrF/z/gez8NXXC7Bs2WosX26cnIgsciA566yz8Ze/PIk777wTDz/8iL7FpGNLZEfSmvmXJ/6Mo44+Go8+9hh+89vf4ZFHHsF/nnm6tUVUGggmTDgUf3nyr3vtNgOi/kSC73tUBeHTTz/Dp5/NwrHHHacrHp9/PsvcYuekjD7yyMNYMH8+brjxRnzx5Vf6yqiMEyAVfzkHWeRqxahRozB8+Ih2lYuO5MrFffffpyszZ519NuLNK6lEBxKp+N97772619rd99yDL1Wl+2z1fX733Xfx5Rdf6ADh9ttv11fnzjv/fF323nv/AwwbPszcgwrya2sxY8YMvP3Ou3qQsFq1LFf6pVzJmBkffvgBxk+YgA8+/BAvvvQysrOz1fnxGX0VsiNpcL/7rjv15/nBD36gPs/XePD3f9AV+3vv/bUOMDZt2qQb6qR8/uGPf8RHH3+ibx2KLMcdybYXfO97qk75vqoHzsbVV1+DkpIS9Xle1Pt++t9P6/eWnkiy/v4HHmwd4Fd6UrCBj/Y1OY89/vj/4YQTT8TDjzyK3/3uPvz+97/Hv//1bx0QS6OXrH/ssf/DAw8+qOqiv8Wv7/2N/v6KrVu34ue/uE2X88cf/7PKCeseqVJu3nj9dX2FXnql3nX33Xr/V1x5Ff74xz+0NgRaZPs//OEPmHnKKfjzn5/QZebJv/4NmVlZePbZZ/U2c1UQv2H9Bvz76ad1b7lH1WcqKCho7VXTkTSsP/GXv+if6bfqc1962WW6J4KQngJDhg7B/fffr9b9DrfddvsOj4WX380rL7+ErKxMDBw4wMylfaXLDQAHDN4+0O/pLkvffKMrFz//+c+wdu2a3d4GIJUGfYBSFRC56iFXL2QMCjkgW62hKSkpOOyww3YZUBDRziUnJ2PAgAGqUvAmfvub32DZ0qW6MrF50+4H+JIgR7ovS8VFrpz84JJL8Nrrr+lKw5LFS/TUcsYZZ+K5/z6PO371K30PdWekW+PF379IXx0597zz9G08vTXKONHeVF5WhtWrVulz31N/ewqXXHyJCvI/02Vi8ZLF6hy4VgX/hfo++p/+9Fbk5eXpp2oceuhEcw/QPdlOO+00vc30adN1XnFxsb4iJ912pRxdf/0Nav1gjB8/HmeedZbe/2ezPtPbRpKgXAJ8OWdeccUV+qkAsu9DDhmLErXP1atXYfGiRbrnjpxT5Z5o+Uw/+tHluyyD8hkmTpyob+35/YMP6O7RcjzYrN5LWFcN5YkEcvV09OjRSEjg05ho/yF10YULF+pyZNU1pbeL3H4jvVUWLJivG9oGDBzYWteUW9Ss+dGjxyA93XiSmdzOlpeXrxvr5DwqV96/e8YZuqFdSFk64ogjUF5ejrq6Wp1nkc+xft06nH76d1rPkdJYJmVx8eJFen9ff/0VTjr5pNZxR6QBTS6SWY0RnZHbGWTA37vuuhPPP/88qquNWxAGqp9Hyvzbb7+t69TynpF1aWmgeOqppzBbnePvvfc3+qkUtG/1v9oQY7d+zef14vbbb8MLL76AESNG6vskR44cZa7dOanIyCMq//XPf+EPv/+9To88/DDS0toeGSkH4d56dArRwei///0vvn/RRbrSc+FFF+reOiIyeN8Zq2ugkO2DwQDcqiIigYOUy8grhxKgSGWls8Y62U4qStKVWCoiMsCY3EstlSmiA1GLOu9Z3Wnl3nkpG9GqMi9X5KSi3dBQrxsHJBje2SNvpazYbHY9tQKIUNh4NFdTc7Pej9VDRrZJSkzS802NRpmM5FefRQII2Y88BlJYr5f9SYN7rQpIZF4aCayAYnePZJVGu3PPOQcvqfP7CSeehGuvvU5fRQyq44FM71RBx5FHHaWDG+m6fJE6xsitEUT7C6OuWadvf7Hqmv/32GPIyDAenSnnOGmM21lDmNPV1ovFKLNt5zi5pVoa2SNJeZdy5m1pf2+/fA4pdx3Pe4nqGCG3xcnxorGhsbWxwSKfK/I9I7322mu481d3wKnK+jlnn4MLInrKSu9ZGXdHGuYuu/RSvPrq/1rP+9JD6c47f4Vm9bP/8Y9/QsoePlKQegd7ANABRbo4bli/XrcgHnvssRgxYoSqiPjNtTsnB8KcnGzdDepf//53u5STk2NuRUQ9JRWKDz94XwfmMnDZUUcdjcamrj+CUyr4coVPKiAPPPAgPv7kU3zy6Wd4/4MP8bv77mvXvXdnFRQhV1nu+93v9BWHP6jKxve+d+Eur2gQ7e/kCp0RbHvw5yeeMMvGp7qb/80334LUlFT9HZerc1tUkoBAKt/SqLY7Uq6yVUAiDQwy9o28TublKqGIvI3AkpCYoD+PlLViczAvudq/bt1anT9o4CAdqEg5ldsEpEFAPtPyZcv0tDOSP2vWZ/pq5w8vvQwzZ86EQ302Oa5YcnPz8I9//BMvvfwKjps2DYVbtmD+vPnmWqJ9Txqtc7Kz9a1wHeuaEvinpaXpK/M762a/M3JelJ4269e3b/CSQT49UVFITDIa7CxWo7mMRxBJbpfNzy/Q59vklGSsW7uuXZmUW2E7O25IPVtuxfvprT/TvYPkCR6RjY1S1seNG69vI5Dbc6UBRPYlPfsk+D/88MNx009+0trbgPY99oekA4pUcqQyIQc1OYC+/957uoKxO9IKOv34E/DnPz+urwpKpUIOTNZo/0S0Z6QCIBUCGYn8LlUB+Oktt+h79btKAofTv/NdHYD87Ge34hc//5kevOzGG27A1qIdnyazM/LkATkmyP5kFPFf3XGHfgTggw8+oI8dRAeajIwMHHPMsfqcJeXh9tt+gdtU2bhZVajlauOIkSMxVVWw5UqbDJx3m1ovg+jJPf67I1fuL77kB7ohQO4llkE2b775J3hPnVvlfc85Z8dHgGVlZePkk2foq5k333Kz7pUngwDKrQESmA8aPBiTJ03Wwc7SpUtxw/U/VuX55/jTn/640wYAOX5ImRXyjHUp/w8/9KfWQKlJHVdksEE5Jvztb3/VAwPKZ87Ny9PrifYHMSrAnTZtuq5rSnmUumZTUyNWrjQG0pNbYqShTq6QS0ObBNvyVKvdNQhIOT3n3HPx3/8+p28xkP1Kt/8/P/64biyLi2t7TLuQsiTd/WWAP7lFQLaXJ3I8//x/cfY5Z+vydsIJJ+D111/TT9SR9dI48Lzaf2ek95A0bkgjn3xWGRDwtVdfNdcaAwDL8UDO39L4J59X3kMGEJQ6gdyKIO8hr5Uk87RvsQGADih5+fm47Ec/wiUXf1+PBlxaVqZbHXdHDkQ//OEPMWzoUD1S8nHHHqNHVJaDGRHtOblCcd2Pr8fgIUP047k8UR6cddZZ5trdkzIq9xP/7Gc/1w198oQOecyRVGysx6DtTuQVD7mSKE8Mefnll3SSkZe9HQZKIjoQSHmQ8S6uuvpqPWjtq6ri/fmsWcjIzNBX+qSyL71m5BwnjQRSMV/07bdI7WJX2+OPPx6//8Mf9QBg77zzjr4HX56A89Tf/4EBAwaaW7WRz/MLFYjfcMON8Pv8+N8rr6gAYAuuvPIqPUCYXF3MV/uSzzRy5Eg9EvrmzZv0GANSznfWf+e8c8/DUUcdpYKLzSguLtGDgMq+hF0FFPK+Mlih/Hzyc8tjE+VRpET7C/l+/+jyy5Gfl4/vfud0Vdc8FhddKLeqGBeq5LbTPz30kH5M57TjjsXMGTPw8Ucf63W7I+NjSMPfA/ffh2OOPhrnn3cexowZvdPxbX546aWYPHkyvnfB+fq95Bn811xzLaZOPVyvl7rzjTfehOvVefuE46fjiT//GRd9//u6nHUkAb307HvpxRcxfdpxeOThh9o9clN698yccbJed/svb8ctP/2pbkCsrKzQTwoYe8gYjB41sjVJg2FXeihR37FNmnxqv+o0/8jDd2LC+NHmUt8IqC9tS0szsnLY8ryvWFcR5GC7K7Jdx2129trOtm1PXrfr96PeUbh5I+ITEuB0unb7N+6MtEJLa7RUHv+/vfuLbeq6Azj+sxPbiZOQEDI2/pRWsJf2YTCxwihVYIOGbVGz0mbSHlDXrUJd6bQ/3VS6h2qppm0aSG2lPfSh1YpA2tSCQOraRVrREBHdpu2hfRgP0waCAUUDQiDkj5P4z+7v+Dox9nUc7OPrEH8/0pV9zr3XjiL/7r3nd885t31Jh1sLm2aLl+x1udsVKyuty8jdVuVunyt7/2zF9sPc6V2cy5cuOHHaetvwjDuhd4H0OdcdHUulwb37W+uK/cYLxUaG13qvz9S62fbPXVesXnl9nspsc+DAAdN46en5upkBXRsVXp+rdZly9nvltX2u3H1q2djoiAwNXZfm5hbz/y6FxvrwzRuyctV9ng1NeCv2W53Lb7mQQvt6/fbv5O/Qbv4DAwOyb9/+gr8Xr+9Qs/1NuQr9LbVq8Fp66EU02uRbjBHJuCvpwWMuBxCvbQrtW/zzOGABGbPFS/a63O2KlZXWZZZsXnVesvfPXoD5rthvtdjv2Wu91/a55QyvbVWx+tx1moB9ua/PPErw2LGj8iun4b9/369Nj56nvv3UdOPCa9/sste63LpcxdYDfij2W53Lb7mQQvsWqvOq18k09VG5mfXarf/QoUOyo2vHrMkir89Shb4nU5+9oPoWXgIgP9EEAAAAn+hdrIuXLsr+/fvkxb175cjhw+bxZ/oscn3UGYDq0ok79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style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 171px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 566px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"></span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{ef79cb3c-1f6a-4455-84f6-446f069603ef}{172}" paraid="1843255393" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"><br /></span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{ef79cb3c-1f6a-4455-84f6-446f069603ef}{172}" paraid="1843255393" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">En este ejemplo se ven </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">4 diferentes opciones </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">y</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> ustedes deben seleccionar la clase que les toca</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">, para unir</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">s</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">e a la reunión virtual (la videoconferencia</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> respectiva</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">)</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> en el horario correspondiente</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">.</span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{ef79cb3c-1f6a-4455-84f6-446f069603ef}{172}" paraid="1843255393" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{ac20fac1-d3d8-4eaf-9004-8f210d6cbf56}{216}" paraid="588697234" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; 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" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; border: none; height: 267px; margin: 1px; padding: 2px; user-select: text; vertical-align: baseline; white-space: pre; width: 429px;" unselectable="on" /></span><span class="TextRun EmptyTextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"></span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{762ca5e1-95cc-432f-a0e7-a92855a40770}{143}" paraid="2116452277" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"><br /></span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{762ca5e1-95cc-432f-a0e7-a92855a40770}{143}" paraid="2116452277" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">Si el evento aún no inicia, veremos una pantalla como la siguiente:</span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{762ca5e1-95cc-432f-a0e7-a92855a40770}{143}" paraid="2116452277" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; 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2px; user-select: text; width: 436px;"><img class="WACImage SCXW99046154 BCX8" 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style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"><br /></span></p></div><div class="OutlineElement Ltr SCXW99046154 BCX8" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: white; clear: both; cursor: text; direction: ltr; font-family: "segoe ui", "segoe ui web", arial, verdana, sans-serif; font-size: 12px; margin: 0px; overflow: visible; padding: 0px; position: relative; user-select: text;"><p class="Paragraph SCXW99046154 BCX8" lang="" paraeid="{f7da0d22-f1f4-439d-adf6-7a1386978663}{205}" paraid="259526713" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; background-color: transparent; color: windowtext; margin: 0px; overflow-wrap: break-word; padding: 0px; user-select: text; vertical-align: baseline;" xml:lang="ES-MX"><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">(6) es conveniente activar </span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX">las</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> notificaciones</span><span class="TextRun SCXW99046154 BCX8" data-contrast="auto" face="" lang="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-kerning: none; font-size: 11pt; font-variant-ligatures: none !important; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;" xml:lang="ES-MX"> para qué recibamos todos los mensajes que se envíen al grupo</span><span class="EOP SCXW99046154 BCX8" data-ccp-props="{"201341983":0,"335559739":160,"335559740":259}" face="" style="-webkit-tap-highlight-color: transparent; -webkit-user-drag: none; font-size: 11pt; line-height: 19.425px; margin: 0px; padding: 0px; user-select: text;"> </span></p><p class="Paragraph SCXW99046154 BCX8" lang="" 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</v:shape><![endif]--><!--[if !vml]--><span style="mso-ignore: vglayout;"></span></p><table align="left" cellpadding="0" cellspacing="0"><tbody><tr><td height="43" width="14"></td><td width="156"><br /></td><td width="33"></td><td width="136"></td><td width="58"></td><td width="157"></td><td width="59"></td><td width="116"></td><td width="90"></td><td width="95"></td></tr></tbody></table><p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 9.75pt -0.25pt;"><o:p> </o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 9.75pt -0.25pt;">En mas acciones podemos <b>iniciar</b>/finalizar <b>grabación</b><o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 9.75pt -0.25pt;"><img alt="" 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" /></p><p></p><p><br /></p><p></p><p class="MsoNormal" style="margin: 0cm 0cm 1.8pt; text-indent: 0cm;"><span style="color: #0077c8; font-size: 14pt; line-height: 19.9733px; mso-bidi-font-size: 11.0pt;">Compartir pantalla en TEAMS</span><o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 9.75pt -0.25pt;">Estas son las cuatro opciones disponibles:<o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 1.55pt 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">1.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><b style="mso-bidi-font-weight: normal;">Escritorio</b>: muestra toda la pantalla a los participantes de la videollamada.<o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 1.85pt 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">2.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><b style="mso-bidi-font-weight: normal;">Ventana</b>: muestra una única ventana de tu escritorio (el navegador, Word, Excel, u otro programa, por ejemplo).<o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 1.6pt 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">3.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;">PowerPoint</b>: muestra una presentación PowerPoint (para explicar la clase, por ejemplo).<o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="mso-list: Ignore;">4.<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;">Pizarra</b>: permite colaborar con otros participantes en tiempo real.<o:p></o:p></p><p align="right" class="MsoNormal" style="margin: 0cm 0cm 9.95pt; text-align: right; text-indent: 0cm;"> <o:p></o:p></p><p></p><p><span style="color: #0077c8; font-size: 18.6667px;">Escritorio</span><br /></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt 36pt; mso-list: l0 level1 lfo1; text-indent: -18pt;"></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;">Cuando <b>compartes escritorio</b>, verás que aparece un recuadro rojo que bordea toda tu pantalla. Además, te aparece una pequeña ventana de TEAMS para que tengas a mano algunas de sus funcionalidades, independientemente de la ventana en la que te encuentres. <o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;"><br /></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;"><img alt="" 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" /></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;"><br /></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;">Fíjate en que en la barra de tareas te ha aparecido una segunda ventana de TEAMS, que es la ventana flotante. Pero la ventana original de la aplicación sigue estando disponible. </p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;"> <o:p></o:p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;"><img alt="" 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" /></p><p></p><p class="MsoNormal" style="margin: 0cm 12.7pt 6.3pt -0.25pt;">Si haces clic en ella, volverás a la pantalla de la videollamada, donde puedes hablar con los participantes activos, ver los comentarios en el chat, etc.<o:p></o:p></p><p class="MsoNormal" style="line-height: 17.28px; margin: 0cm 12.9pt 13pt -0.25pt;">La ventana flotante te sigue visible y puedes moverla de sitio que prefieras.<o:p></o:p></p><p><br /></p><p></p><div><a href="https://drive.google.com/file/d/1TRAZtBtLHY9C1xR9rVmVGd2K5N_jz-Jp/view?usp=sharing"><img src="https://support.content.office.net/es-es/media/6cd43b1c-eeae-41e4-9ee9-83186c4ed67a.png" /></a></div><div><br /></div><div><span style="color: #0077c8; font-size: 18.6667px;"><a href="https://drive.google.com/file/d/1TRAZtBtLHY9C1xR9rVmVGd2K5N_jz-Jp/view?usp=sharing">Guia de Inicio Rápido de Microsoft TEAMS</a></span></div><div><br /></div><div><p class="MsoNormal"><span class="MsoHyperlink"><span style="font-size: 13.5pt; line-height: 107%;"><a href="https://www.blogger.com/blog/post/edit/2274951887965020747/1521434639639824838"><span style="background: yellow; mso-highlight: yellow;">TecNalMex</span> <b> </b><span style="color: #2b00fe;"><b>Capacitación en línea de Microsoft TEAMS
</b></span><span style="font-size: 11pt; line-height: 107%;"><o:p></o:p></span></a></span></span></p><p class="MsoNormal"><span class="MsoHyperlink"><br /></span></p><p class="MsoNormal"><span class="MsoHyperlink">Como tomar asistencia en TEAMS</span></p><br /></div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/yQSeBmdzMrY" width="640"></iframe><div><br /></div><div>Como crear un foro virtual en TEAMS (sobre un tema de interes propuesto por el grupo)</div><div><br /></div>
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/yYVPmlGT2Nw" width="640"></iframe>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-21402579554384611422020-08-02T10:37:00.001-07:002020-10-06T08:05:58.612-07:00Tarea Videos Prácticas (Ejemplo)<br />
<div style="margin: 0cm;"><span face=""arial" , sans-serif" style="background: white; color: #222222; font-size: 13.5pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs54A-w5008gHIH1ZR3suIm-pL_6v0opjfaXahpu3o6EFMcVjoR0nMJXAx9DtGUukFzlms9eKrFWu_R2PB0XLrQpnNI6FsHuzdsGspFNQnMXDv9eiURhBMbQtwIMBqyh9aVFIpLgG_m_8/s1600/videotutorial.jpg" style="font-size: medium; margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="400" data-original-width="798" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs54A-w5008gHIH1ZR3suIm-pL_6v0opjfaXahpu3o6EFMcVjoR0nMJXAx9DtGUukFzlms9eKrFWu_R2PB0XLrQpnNI6FsHuzdsGspFNQnMXDv9eiURhBMbQtwIMBqyh9aVFIpLgG_m_8/s320/videotutorial.jpg" width="320" /></a></span></div><div style="margin: 0cm;"><br /></div><div style="margin: 0cm;">
<span face=""arial" , sans-serif" style="background: white; color: #222222; font-size: 13.5pt;">ACTIVIDAD: Para mostrar su dominio del tema,<span class="apple-converted-space"> </span><u>cada alumno</u><span class="apple-converted-space"> </span>va a </span><b style="font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span face=""arial" , sans-serif" style="background: white; color: blue; font-size: 13.5pt;">realizar una video presentación</span></b><span face=""arial" , sans-serif" style="background: white; color: #222222; font-size: 13.5pt;"> explicando cómo se realizan diversos aspectos de una práctica de Excel, (previamente se distribuyeron las distintas prácticas por equipos). Dichas presentaciones las publicaremos antes del examen como un apoyo para resolver dudas.</span><span style="font-size: 13.5pt;"><o:p></o:p></span></div>
<div style="margin: 0cm 0cm 0.0001pt;">
<span face=""arial" , sans-serif" style="background: white; color: #222222; font-size: 13.5pt;"><br />Los programas que se sugiere utilizar para realizar las presentaciones son </span><span class="mark2fuc8cpzb"><span face="Calibri, sans-serif" style="background: white; border: 1pt none windowtext; font-size: 11pt; line-height: 107%; padding: 0cm;">Loom</span></span><span face="Calibri, sans-serif" style="background: white; font-size: 11pt; line-height: 107%;">, </span><span style="background-color: white; color: #222222; font-size: 13.5pt;">Snagit, Camtasia, o bien</span><span class="apple-converted-space" style="color: #222222; font-size: 13.5pt;"> </span><a href="http://www.hongkiat.com/blog/win-screen-recording-softwares/" style="font-size: 13.5pt;">otro programa de grabación de pantalla</a><span style="background-color: white; color: #222222; font-size: 13.5pt;"> de los múltiples disponibles.</span></div>
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<span face=""arial" , sans-serif" style="background: white; color: #222222; font-size: 13.5pt;"><br /></span></div>
<div style="margin: 0cm 0cm 0.0001pt;">
<span face=""arial" , sans-serif" style="background: white; color: #222222; font-size: 13.5pt;">Se sugiere lo siguiente:</span></div>
<div style="margin: 0cm 0cm 0.0001pt;">
</div>
<ul>
<li>Empezar con una pequeña introducción al tema, explicando los aspectos relevantes e incluyendo capturas de pantalla si se requieren.</li>
<li><span style="color: blue;">Proporcionar la URL del video (o el código de inserción)</span></li>
<li>Proporcionar las ligas del tema en el blog de la materia ( y las que considere pertinentes)</li>
<li><span style="color: blue;">Hacer referencia a las páginas correspondientes al tema en las notas de Excel de la materia, que les proporcioné al inicio del semestre.</span></li>
</ul>
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<span face=""arial" , sans-serif" style="color: #222222;"><span style="background-color: white; font-size: 18px;"><br /></span></span></div>
<br />
<div style="margin: 0cm 0cm 0.0001pt;">
<span style="background: white; color: #222222; font-size: 13.5pt;"><span face=""arial" , "helvetica" , sans-serif">A continuación, les proporciono un ejemplo de lo que les pido realizar:</span></span></div>
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<span style="background: white; color: #222222; font-size: 13.5pt;"><span face=""arial" , "helvetica" , sans-serif"><br /></span></span></div>
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<span style="background: white; color: #222222;"><span face=""arial" , "helvetica" , sans-serif" style="font-size: large;"><b>Tipos de Referencias</b></span></span></div>
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<span style="background: white; color: #222222; font-size: 13.5pt;"><span face=""arial" , "helvetica" , sans-serif"><br /></span></span></div>
<span face=""arial" , "helvetica" , sans-serif" style="background-color: white; color: #222222;">Las operaciones que realiza Excel hacen referencias a <b>Celdas</b> (<i>o a <b>Rangos</b></i> [grupos de celdas]), usando una de las siguientes variantes:</span><br />
<div class="MsoNormal" style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin-bottom: 0cm;">
<span lang="ES" style="font-family: "courier new"; font-size: 10pt;"><br /></span></div>
<div class="MsoNormal" style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin-bottom: 0cm;">
<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="font-size: medium;"><span style="background-color: #fce5cd;">A2 --- Referencia relativa </span><o:p></o:p></span></span><br />
<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="font-size: medium;"><span style="background-color: #fce5cd;"><br /></span></span></span></div>
<div class="MsoNormal" style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin-bottom: 0cm;">
<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="font-size: medium;"><span style="background-color: yellow;"><span style="color: blue;">$A$2 --- Referencia absoluta (Columna y Renglón fijos)</span></span><o:p></o:p></span></span><br />
<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="font-size: medium;"><span style="background-color: yellow;"><span style="color: blue;"><br /></span></span></span></span></div>
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<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="font-size: medium;"><span style="background-color: lime;">$A2 --- Referencia mixta (Columna fija)</span><o:p></o:p></span></span></div>
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<div class="MsoNormal" style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin-bottom: 0cm;">
<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="background-color: cyan; font-size: medium;">A$2 --- Referencia mixta (Renglón fijo) </span></span></div>
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<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="background-color: cyan; font-size: medium;"><br /></span></span><span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="background-color: cyan; font-size: medium;"><br /></span></span></div>
<div class="MsoNormal" style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px; line-height: normal; margin-bottom: 0cm;">
<span lang="ES"><span face=""arial" , "helvetica" , sans-serif" style="background-color: cyan; font-size: medium;"><br /></span></span></div>
<iframe allowfullscreen="" frameborder="0" height="238" mozallowfullscreen="" src="https://player.vimeo.com/video/189028004?byline=0&portrait=0" webkitallowfullscreen="" width="480"></iframe><br />
<a href="https://vimeo.com/189028004">Referencias en Excel</a> from <a href="https://vimeo.com/user53773341"> Garcia</a> on <a href="https://vimeo.com/">Vimeo</a>.<br />
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<span face=""arial" , "helvetica" , sans-serif">Enlace al <a href="https://vimeo.com/189028004">Ejemplo de video</a></span><br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://softwaredeaplicacionejecutivo.blogspot.mx/2014/03/tipos-de-referencias.html"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqMdk5QU2LxSm1QWL-ZtvHk_DsCqnsG4X21zyi2v6k1_87b_k5SLx-IejMFkiUlQ2zVL0iqSPmOdxnLDcod6qRmIwH_wPDJJ3sz4r1Rj9ZuTZ5PK4TyXH5JAsr4b2jYt35JhMoRUbSkHB6/s200/Blogger.png" width="200" /></a><span id="goog_371021428"></span><span id="goog_371021429"></span><a href="https://www.blogger.com/"></a></div>
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<span face=""arial" , "helvetica" , sans-serif"><a href="http://softwaredeaplicacionejecutivo.blogspot.mx/2014/03/tipos-de-referencias.html">Entrada del tema en este blog:</a> </span> </div>
<div style="text-align: center;">
<b style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px;"><span lang="ES-MX" style="color: #00007f; font-size: 12pt;"><span color="windowtext"><a href="http://tallerinformaticai.blogspot.mx/2013/09/referencias-relativas-absolutas-y-mixtas.html" style="color: #33aaff;">Referencias Relativas, Absolutas y Mixtas</a></span></span></b></div>
<b style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px;"><span lang="ES-MX" style="color: #00007f; font-size: 12pt;"><br /></span></b>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://docs.google.com/open?id=0B23rIsK7NxcrOHVDcWdBZzQxOGM"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgogbUM07-hIpnKdEMQPoNJfC3wZJLtSAV_vtmuprJg3zMa9Tf3soCiOTK5jcX36b5UADED1ItlqUs-H6HCk2csCOkbntj5ur9O0VCaCqfp1XLb5w_o7Y2lMS-i-nmhGF2tohMDps0QTr7z/s1600/Apuntes.jpg" /></a></div>
<b style="background-color: white; color: #222222; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13.2px;"><span lang="ES-MX" style="color: #00007f; font-size: 12pt;"><br /></span></b>
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<span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #00007f; font-weight: bold;"><br /></span></div>
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<span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #00007f;"><span style="background-color: white;">Apuntes del profesor de la materia:</span></span></div>
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<div style="text-align: center;">
<span style="background-color: white;"><span face=""arial" , "tahoma" , "helvetica" , "freesans" , sans-serif" style="color: #00007f;"><a href="https://docs.google.com/open?id=0B23rIsK7NxcrOHVDcWdBZzQxOGM"><b>notas de Excel</b> (Páginas 121 a 125) </a></span></span></div>
<div style="text-align: center;">
<span face=""tahoma" , "trebuchet ms" , "lucida" , "helvetica" , sans-serif" style="background-color: white; color: #555544; font-size: 13px;"> </span><a href="https://docs.google.com/open?id=0B23rIsK7NxcrOHVDcWdBZzQxOGM" style="font-family: tahoma, "trebuchet ms", lucida, helvetica, sans-serif; font-size: 13px;">notas de Excel</a><br />
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Rubrica para evaluación de los videos educativos que presentarán la siguiente semana.<br />
Videos extemporaneos no serán calificados.<br />
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<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184; width: 678px;"><tbody>
<tr style="height: 15pt;"><td style="background: rgb(255, 192, 0); border: 1pt solid; height: 15pt; padding: 0in 5.4pt; width: 60.7pt;" width="81"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
Criterios<o:p></o:p></div>
</td><td style="background: rgb(255, 192, 0); border: 1pt solid; height: 15pt; padding: 0in 5.4pt; width: 110.05pt;" width="147"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
Deficiente<o:p></o:p></div>
</td><td style="background: rgb(255, 192, 0); border: 1pt solid; height: 15pt; padding: 0in 5.4pt; width: 117pt;" width="156"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
Regular<o:p></o:p></div>
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Adecuado<o:p></o:p></div>
</td><td style="background: rgb(255, 192, 0); border: 1pt solid; height: 15pt; padding: 0in 5.4pt; width: 1.5in;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
Excelente<o:p></o:p></div>
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<tr style="height: 75pt;"><td style="border: 1pt solid; height: 75pt; padding: 0in 5.4pt; width: 60.7pt;" width="81"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
Contenido <o:p></o:p></div>
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<span lang="ES-MX">Incluye errores que llevan a conclusiones erróneas. <o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 75pt; padding: 0in 5.4pt; width: 117pt;" width="156"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">Contenido es correcto, pero el ejercicio no se completa y la solución es parcial.<o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 75pt; padding: 0in 5.4pt; width: 112.5pt;" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">Contenido es correcto, el tema está completo, pero la solución se no presenta explícitamente.<o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 75pt; padding: 0in 5.4pt; width: 1.5in;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">Contenido es correcto, se cubre bien el tema y la solución se presenta explícitamente. <o:p></o:p></span></div>
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<tr style="height: 75pt;"><td style="border: 1pt solid; height: 75pt; padding: 0in 5.4pt; width: 60.7pt;" width="81"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX"> </span>Calidad del video <o:p></o:p></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 75pt; padding: 0in 5.4pt; width: 110.05pt;" width="147"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">Las imágenes son borrosas o de poca calidad<o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 75pt; padding: 0in 5.4pt; width: 117pt;" width="156"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">La mayor parte de las imágenes están claras, pero el texto no puede leerse correctamente.<o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 75pt; padding: 0in 5.4pt; width: 112.5pt;" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">La mayor parte de las imágenes y el texto está claro. <o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 75pt; padding: 0in 5.4pt; width: 1.5in;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">El texto en las imágenes está claro y puede leerse fácilmente. Todas las imágenes son claras.<o:p></o:p></span></div>
</td></tr>
<tr style="height: 60pt;"><td style="border: 1pt solid; height: 60pt; padding: 0in 5.4pt; width: 60.7pt;" width="81"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX"> </span>Calidad del Sonido <o:p></o:p></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 110.05pt;" width="147"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">No incluye sonido. La voz no es de uno de los estudiantes del grupo. <o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 117pt;" width="156"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
El sonido está incompleto. <o:p></o:p></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 112.5pt;" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">El sonido no concuerda con la imagen presentada. <o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 1.5in;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">La presentación del tema es claro y concisa. La voz se escucha claramente<o:p></o:p></span></div>
</td></tr>
<tr style="height: 60pt;"><td style="border: 1pt solid; height: 60pt; padding: 0in 5.4pt; width: 60.7pt;" width="81"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">Puntos adicionales<o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 110.05pt;" width="147"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">5<o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 117pt;" width="156"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
10<o:p></o:p></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 112.5pt;" width="150"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">15<o:p></o:p></span></div>
</td><td style="border-bottom: 1pt solid; border-left: none; border-right: 1pt solid; border-top: none; height: 60pt; padding: 0in 5.4pt; width: 1.5in;" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="ES-MX">20<o:p></o:p></span></div>
</td></tr>
</tbody></table>
</div>
<br />
En YouTube pueden encontrar tutoriales para trabajar con los programas mencionados.<br />
<iframe allowfullscreen="" frameborder="0" height="480" src="https://www.youtube.com/embed/vI2FYpZdZLM" width="854"></iframe><br />
<br />
<br />
Algunos videos de alumnos del semestre anterior:<br />
<br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=HDkTQW1WJeE" target="_parent"><span style="color: #0563c1;">Tablas Dinámicas 1</span></a></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=tpMK7SZQImY&t=53s" target="_parent"><span style="color: #0563c1;">Tablas Dinámicas 2</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=tpMK7SZQImY&t=58s" target="_parent"><span style="color: #0563c1;">Tablas Dinámicas 3</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=pJKIzaFx_Fo&t=43s" target="_parent"><span style="color: #0563c1;">Tablas Dinámicas 4</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=tpMK7SZQImY&t=74s" target="_parent"><span style="color: #0563c1;">Tablas Dinámicas 5</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=jdQ0YcssayA" target="_parent"><span style="color: #0563c1;">Gráficos en Excel 1</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=LyzANWYM7s8" target="_parent"><span style="color: #0563c1;">Gráficos en Excel 2</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=699HUtcLtuM&t=1s" target="_parent"><span style="color: #0563c1;">Gráficos en Excel 3</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://youtu.be/Rrrzc-cdNME" target="_parent"><span style="color: #0563c1;">Gráfica XY</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=c78dci_Kabs" target="_parent"><span style="color: #0563c1;">Funciones de texto 1</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=zhh1QnZ5e6s" target="_parent"><span style="color: #0563c1;">Funciones de texto 2</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=IPnrYLZuWBs" target="_parent"><span style="color: #0563c1;">Funciones Estadísticas</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=L_PiwnLFiFc&t=29s" target="_parent"><span style="color: #0563c1;">Funciones de fecha</span></a><o:p></o:p></span></u></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=ot9y5gmycoE" target="_parent"><span style="color: #0563c1;">Series de tiempo</span></a><o:p></o:p></span></u></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span face=""arial" , sans-serif" style="color: #0563c1; font-size: 10pt;"><a href="https://www.youtube.com/watch?v=7FELO1TSYUg&t=34s" target="_parent"><span style="color: #0563c1;">Formato Condicional</span></a></span></u></div>
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Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-39761924225710748052020-07-20T06:20:00.001-07:002020-10-13T06:26:35.081-07:00Encuesta I<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP0NUNgOAEU4_6eaoOIagwr-mC9A_5JaruQwp7za4i6ZBC4Apva5k7qeuMdc3jbvFAEu8S9ybIrKEEQdzCbhmyUeL1IHEIkl4pmtoxJk_M9pbf-YCkYATs22K4QfpBvjFbXAJ8V99odu4/s200/encuesta+%25281%2529.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="200" data-original-width="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP0NUNgOAEU4_6eaoOIagwr-mC9A_5JaruQwp7za4i6ZBC4Apva5k7qeuMdc3jbvFAEu8S9ybIrKEEQdzCbhmyUeL1IHEIkl4pmtoxJk_M9pbf-YCkYATs22K4QfpBvjFbXAJ8V99odu4/s0/encuesta+%25281%2529.png" /></a></div><br /><p></p>
<iframe frameborder="0" height="1850" marginheight="0" marginwidth="0" src="https://docs.google.com/forms/d/e/1FAIpQLSeGOsxPOAI_eUkpP4GxZsNvGT0qTOfqy-T2QgkGfz3jXfWIbA/viewform?embedded=true" width="640">Cargando…</iframe>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-46769159484735523602020-01-01T10:03:00.000-08:002020-09-08T10:04:14.766-07:00El Discurso de Steve Jobs<p> </p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguDmNdBlD2ndGJjjsalUb4DR_u0rkT60ZPbdTOPpqgorhiuNU8VwZNKDyFKTIkZw9PXLd9CjCfsA6HIzYLQs3T9efS-oyC_IsiFzaRXYjau9PZMwgZHGnBJmpElvxYPgQJ-NgRBs0YQWU/s1600-h/steve_jobs1.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5381375386197552514" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguDmNdBlD2ndGJjjsalUb4DR_u0rkT60ZPbdTOPpqgorhiuNU8VwZNKDyFKTIkZw9PXLd9CjCfsA6HIzYLQs3T9efS-oyC_IsiFzaRXYjau9PZMwgZHGnBJmpElvxYPgQJ-NgRBs0YQWU/s320/steve_jobs1.jpg" style="display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 185px;" /></a><br /><div><br /><br /><div>Discurso de Steve Jobs en la Universidad de Stanford.</div><br /><div><br />Steve Jobs es el creador de Apple, Pixar (películas de Disney en computadora) y el Ipod.<br />Textos del Célebre Discurso de Steve Jobs en la Universidad de Stanford<br />Gracias.Tengo el honor de estar hoy aquí con vosotros en vuestro comienzo en una de las mejores universidades del mundo. La verdad sea dicha, yo nunca me gradué.<br />A decir verdad, esto es lo más cerca que jamás he estado de una graduación universitaria.</div><br /><div><br />Hoy os quiero contar tres historias de mi vida. Nada especial. Sólo tres historias.<br /><br /><span style="color: #660000;"><strong>La primera historia versa sobre "conectar los puntos". </strong>Dejé la Universidad de Reed tras los seis primeros meses, pero</span><span style="color: #660000;"> después seguí vagando por allí otros 18 meses, más o menos, antes de dejarlo del todo. Entonces, ¿por qué lo dejé? Comenzó antes de que yo naciera.<br />Mi madre biológica era una estudiante joven y soltera, y decidió darme en adopción. Ella tenía muy claro que quienes me adoptaran tendrían que ser titulados universitarios, de modo que todo se preparó para que fuese adoptado al nacer por un abogado y su mujer.<br />Solo que cuando yo nací decidieron en el último momento que lo que de verdad querían era una niña.<br />Así que mis padres, que estaban en lista de espera, recibieron una llamada a medianoche preguntando:<br />“Tenemos un niño no esperado; ¿lo queréis?”<br />“Por supuesto”, dijeron ellos.<br />Mi madre biológica se enteró de que mi madre no tenía titulación universitaria, y que mi padre ni siquiera había terminado el bachillerato, así que se negó a firmar los documentos de adopción. Sólo cedió, meses más tarde, cuando mis padres prometieron que algún día yo iría a la universidad.<br />Y 17 años más tarde fui a la universidad. Pero de forma descuidada elegí una universidad que era casi tan cara como Stanford, y todos los ahorros de mis padres, de clase trabajadora, los estaba gastando en mi matrícula.<br />Después de seis meses, no le veía propósito alguno. No tenía idea de qué quería hacer con mi vida, y menos aún de cómo la universidad me iba a ayudar a averiguarlo.<br />Y me estaba gastando todos los ahorros que mis padres habían conseguido a lo largo de su vida. Así que decidí dejarlo, y confiar en que las cosas saldrían bien.<br />En su momento me dio miedo, pero en retrospectiva fue una de las mejores decisiones que nunca haya tomado.<br />En el momento en que lo dejé, ya no fui más a las clases obligatorias que no me interesaban y comencé a meterme en las que parecían interesantes. No era idílico. No tenía dormitorio, así que dormía en el suelo de las habitaciones de mis amigos, devolvía botellas de Coca Cola por los 5 céntimos del envase para conseguir dinero para comer, y caminaba más de 10 Km los domingos por la noche para comer bien una vez por semana en el templo de los Hare Krishna.<br />Me encantaba.<br />Y muchas cosas con las que me fui topando al seguir mi curiosidad e intuición resultaron no tener precio más adelante.<br />Os daré un ejemplo.<br />En aquella época la Universidad de Reed ofrecía la que quizá fuese la mejor formación en caligrafía del país. En todas partes del campus, todos los póster, todas las etiquetas de todos los cajones, estaban bellamente caligrafiadas a mano.<br />Como ya no estaba matriculado y no tenía clases obligatorias, decidí atender al curso de caligrafía para aprender cómo se hacía.<br />Aprendí cosas sobre el serif y tipografías sans serif, sobre los espacios variables entre letras, sobre qué hace realmente grande a una gran tipografía.<br />Era sutilmente bello, histórica y artísticamente, de una forma que la ciencia no puede capturar, y lo encontré fascinante. Nada de esto tenía ni la más mínima esperanza de aplicación práctica en mi vida. Pero diez años más tarde, cuando estábamos diseñando el primer ordenador Macintosh, todo eso volvió a mí.<br />Y diseñamos el Mac con eso en su esencia. Fue el primer ordenador con tipografías bellas. Si nunca me hubiera dejado caer por aquél curso concreto en la universidad, el Mac jamás habría tenido múltiples tipografías, ni caracteres con espaciado proporcional. Y como Windows no hizo más que copiar el Mac, es probable que ningún ordenador personal los tuviera ahora. Si nunca hubiera decidido dejarlo, no habría entrado en esa clase de caligrafía y los ordenadores personales no tendrían la maravillosa tipografía que poseen.<br />Por supuesto, era imposible conectar los puntos mirando hacia el futuro cuando estaba en clase, pero fue muy, muy claro al mirar atrás diez años más tarde.<br />Lo diré otra vez: no puedes conectar los puntos hacia adelante, sólo puedes hacerlo hacia atrás. Así que tenéis que confiar en que los puntos se conectarán alguna vez en el futuro. Tienes que confiar en algo, tu instinto, el destino, la vida, el karma, lo que sea.<br />Esta forma de actuar nunca me ha dejado tirado, y ha marcado la diferencia en mi vida.<br /></span><span style="color: #000099;"><strong>Mi segunda historia es sobre el amor y la pérdida.</strong>Tuve suerte — supe pronto en mi vida qué era lo que más deseaba hacer. Woz y yo creamos Apple en la cochera de mis padres cuando tenía 20 años. Trabajamos mucho, y en diez años Apple creció de ser sólo nosotros dos a ser una compañía valorada en 2 mil millones de dólares y 4.000 empleados.<br />Hacía justo un año que habíamos lanzado nuestra mejor creación — el Macintosh — un año antes, y hacía poco que había cumplido los 30.<br />Y me despidieron.<br />¿Cómo te pueden echar de la empresa que tú has creado?<br />Bueno, mientras Apple crecía contratamos a alguien que yo creía muy capacitado para llevar la compañía junto a mí, y durante el primer año, más o menos, las cosas fueron bien. Pero luego nuestra perspectiva del futuro comenzó a ser distinta y finalmente nos apartamos completamente. Cuando eso pasó, nuestra Junta Directiva se puso de su parte.<br />Así que a los 30 estaba fuera. Y de forma muy notoria.<br />Lo que había sido el centro de toda mi vida adulta se había ido y fue devastador.<br />Realmente no supe qué hacer durante algunos meses. Sentía que había dado de lado a la anterior generación de emprendedores, que había soltado el testigo en el momento en que me lo pasaban. Me reuní con David Packard [de HP] y Bob Noyce [Intel], e intenté disculparme por haberlo fastidiado tanto. Fue un fracaso muy notorio, e incluso pensé en huir del valle [Silicon Valley].<br />Pero algo comenzó a abrirse paso en mí — aún amaba lo que hacía. El resultado de los acontecimientos en Apple no había cambiado eso ni un ápice. Había sido rechazado, pero aún estaba enamorado. Así que decidí comenzar de nuevo.<br />No lo vi así entonces, pero resultó ser que el que me echaran de Apple fue lo mejor que jamás me pudo haber pasado.<br />Había cambiado el peso del éxito por la ligereza de ser de nuevo un principiante, menos seguro de las cosas. Me liberó para entrar en uno de los periodos más creativos de mi vida. Durante los siguientes cinco años, creé una empresa llamada NeXT, otra llamada Pixar, y me enamoré de una mujer asombrosa que se convertiría después en mi esposa.<br />Pixar llegó a crear el primer largometraje animado por ordenador, Toy Story, y es ahora el estudio de animación más exitoso del mundo. En un notable giro de los acontecimientos, Apple compró NeXT, yo regresé a Apple y la tecnología que desarrollamos en NeXT es el corazón del actual renacimiento de Apple. Y Laurene y yo tenemos una maravillosa familia.<br />Estoy bastante seguro de que nada de esto habría ocurrido si no me hubieran echado de Apple. Creo que fue una medicina horrible, pero supongo que el paciente la necesitaba. A veces, la vida te da en la cabeza con un ladrillo. No perdáis la fe. Estoy convencido de que la única cosa que me mantuvo en marcha fue mi amor por lo que hacía. Tenéis que encontrar qué es lo que amáis. Y esto vale tanto para vuestro trabajo como para vuestros amantes.<br />El trabajo va a llenar gran parte de vuestra vida, y la única forma de estar realmente satisfecho es hacer lo que consideréis un trabajo genial. Y la única forma de tener un trabajo genial es amar lo que hagáis. Si aún no lo habéis encontrado, seguid buscando.<br />No os conforméis.<br />Como en todo lo que tiene que ver con el corazón, lo sabréis cuando lo hayáis encontrado. Y como en todas las relaciones geniales, las cosas mejoran y mejoran según pasan los años. Así que seguid buscando hasta que lo encontréis.<br />No os conforméis.<br /></span><strong>Mi tercera historia es sobre la muerte.</strong><br />Cuando tenía 17 años, leí una cita que decía algo como: “Si vives cada día como si fuera el último, algún día tendrás razón”. Me marcó, y desde entonces, durante los últimos 33 años, cada mañana me he mirado en el espejo y me he preguntado: “Si hoy fuese el último día de mi vida, ¿querría hacer lo que voy a hacer hoy?” Y si la respuesta era “No” durante demasiados días seguidos, sabía que necesitaba cambiar algo.<br />Recordar que voy a morir pronto es la herramienta más importante que haya encontrado para ayudarme a tomar las grandes decisiones de mi vida.<br />Porque prácticamente todo, las expectativas de los demás, el orgullo, el miedo al ridículo o al fracaso se desvanece frente a la muerte, dejando sólo lo que es verdaderamente importante.<br />Recordar que vas a morir es la mejor forma que conozco de evitar la trampa de pensar que tienes algo que perder. Ya estás desnudo. No hay razón para no seguir tu corazón.<br />Hace casi un año me diagnosticaron cáncer.<br />Me hicieron un chequeo a las 7:30 de la mañana, y mostraba claramente un tumor en el páncreas. Ni siquiera sabía qué era el páncreas. Los médicos me dijeron que era prácticamente seguro un tipo de cáncer incurable y que mi esperanza de vida sería de tres a seis meses. Mi médico me aconsejó que me fuese a casa y dejara zanjados mis asuntos, forma médica de decir: prepárate a morir.<br />Significa intentar decirle a tus hijos en unos pocos meses lo que ibas a decirles en diez años. Significa asegurarte de que todo queda atado y bien atado, para que sea tan fácil como sea posible para tu familia. Significa decir adiós.<br />Viví todo un día con ese diagnóstico.<br />Luego, a última hora de la tarde, me hicieron una biopsia, metiéndome un endoscopio por la garganta, a través del estómago y el duodeno, pincharon el páncreas con una aguja para obtener algunas células del tumor. Yo estaba sedado, pero mi esposa, que estaba allí, me dijo que cuando vio las células al microscopio el médico comenzó a llorar porque resultó ser una forma muy rara de cáncer pancreático que se puede curar con cirugía.<br />Me operaron, y ahora estoy bien. Esto es lo más cerca que he estado de la muerte, y espero que sea lo más cerca que esté de ella durante algunas décadas más. Habiendo vivido esto, ahora os puedo decir esto con más certeza que cuando la muerte era un concepto útil, pero puramente intelectual:<br />Nadie quiere morir.<br />Ni siquiera la gente que quiere ir al cielo quiere morir para llegar allí. Y sin embargo la muerte es el destino que todos compartimos. Nadie ha escapado de ella. Y así tiene que ser, porque la Muerte es posiblemente el mejor invento de la Vida. Es el agente de cambio de la Vida. Retira lo viejo para hacer sitio a lo nuevo.<br />Ahora mismo lo nuevo sois vosotros, pero dentro de no demasiado tiempo, de forma gradual, os iréis convirtiendo en lo viejo, y seréis apartados. Siento ser tan dramático, pero es bastante cierto. Vuestro tiempo es limitado, así que no lo gastéis viviendo la vida de otro.<br />No os dejéis atrapar por el dogma que es vivir según los resultados del pensamiento de otros.<br />No dejéis que el ruido de las opiniones de los demás ahogue vuestra propia voz interior.<br />Y lo más importante, tened el coraje de seguir a vuestro corazón y vuestra intuición.<br />De algún modo ellos ya saben lo que tú realmente quieres ser.<br />Todo lo demás es secundario.<br />Cuando era joven, había una publicación asombrosa llamada The Whole Earth Catalog [Catálogo de toda la Tierra], una de las biblias de mi generación. La creó un tipo llamado Stewart Brand no lejos de aquí, en Menlo Park y la trajo a la vida con su toque poético. Eran los últimos años 60, antes de los ordenadores personales y la autoedición, así que se hacía con máquinas de escribir, tijeras, y cámaras Polaroid. Era como Google con tapas de cartulina, 35 años de que llegara Google, era idealista, y rebosaba de herramientas claras y grandes conceptos. Stewart y su equipo sacaron varios números del The Whole Earth Catalog, y cuando llegó su momento, sacaron un último número.<br />Fue a mediados de los 70, y yo tenía vuestra edad.<br />En la contraportada de su último número había una fotografía de una carretera por el campo a primera hora de la mañana, la clase de carretera en la que podrías encontrarte haciendo autoestop si sois aventureros. Bajo ella estaban las palabras:<br />“Sigue hambriento. Sigue alocado”.<br />Era su último mensaje de despedida. Sigue hambriento. Sigue alocado.<br />Y siempre he deseado eso para mí. Y ahora, cuando os graduáis para comenzar de nuevo, os deseo eso a vosotros.<br /><br />Seguid hambrientos. Seguid alocados.<br /><br />Muchísimas gracias a todos.</div><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4wwAqEqK08GbQN4Mc6oVGjhlmgwMBaOl0nSzDFc-V8MXtIHWd5SDL8_y7O86RHHcJhmdObUOcFsWNFX62jLGcfjslB-oBdJ9gYNZDnXuz5Rl9RrBXzke7ZxYF3tOhONKGGr3FiqPXWSU/s1600-h/pixar_01.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5381374529150325330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4wwAqEqK08GbQN4Mc6oVGjhlmgwMBaOl0nSzDFc-V8MXtIHWd5SDL8_y7O86RHHcJhmdObUOcFsWNFX62jLGcfjslB-oBdJ9gYNZDnXuz5Rl9RrBXzke7ZxYF3tOhONKGGr3FiqPXWSU/s320/pixar_01.jpg" style="display: block; height: 195px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a></div><br /><br /><object height="344" width="425"><param name="movie" value="http://www.youtube.com/v/6zlHAiddNUY&color1=0xb1b1b1&color2=0xcfcfcf&hl=en&feature=player_embedded&fs=1" />
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<strong>Bienvenida</strong> <br />
Les doy la más cordial bienvenida al curso de <strong>Taller de Informática I</strong>, para estudiantes de la carrera de Contador Público, mi nombre es Hugo Gilberto García Guerra, soy profesor del Departamento de Ciencias Económico Administrativas y a partir de ahora estaremos juntos compartiendo este Proceso Enseñanza -Aprendizaje que será de gran beneficio en la formación profesional de todos ustedes. Este espacio pretende consolidarse como puente de interactivo entre los alumnos del grupo y el profesor de la asignatura. <br />
Dentro de este espacio ustedes podrán descargar los textos que estudiaremos en clase. De esta manera, la participación es indispensable para complementar los conocimientos vistos en clase a través de las nuevas tecnologías de la información. Para que tengas el éxito esperado, realiza las lecturas del material ya seleccionado y establecido, pero sobre todo procura leer y comprender en estos documentos las diversas facetas de los mismos. Los exhorto a que hagan buen uso del contenido que hay en este espacio docente y nos ayuden a enriquecerlo. Les pido avisen a sus compañeros que puedan estar interesados. Como profesor, aprecio el cumplimiento, reconozco todo esfuerzo extraordinario que hagan mis alumnos; pero también soy enemigo de la irresponsabilidad.<br />
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Ing. Hugo Gilberto García Guerra </div>
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<span style="color: #000099;"><strong>Con respecto a la Acreditación de la materia</strong></span><span style="color: #000099;"> </span><br />
<span style="color: #000099;">I. Los cursos en las carreras en sistema escolarizado son presenciales (asistencia mayor al 85%, si es menor reprueba la unidad o en su caso la materia). </span><br />
<span style="color: #000099;">II. La escala de calificación aprobatoria para cada unidad y final es 70 a 100, menor a esta es NA (No acreditado) </span><br />
<span style="color: #000099;">III. La calificación final se obtiene del promedio aritmético de todas las unidades de aprendizaje siempre y cuando, <em>todas las unidades estén acreditadas</em> y el total de prácticas hayan sido entregadas. </span><br />
<span style="color: #000099;">IV. El alumno tendrá derecho a examen de regularización de cada una de las unidades reprobadas, sólo si tiene acreditado al menos el 40% del total de las unidades. </span><br />
<span style="color: #000099;">V. Después del examen de regularización, el alumno tendrá derecho a examen extraordinario de cada una de las unidades no acreditadas, solo si tiene acreditado al menos el 70% del total de las unidades y no es alumno de repetición. </span><br />
<span style="color: #000099;">VI. La copia en exámenes y tareas está penalizada con 0 (cero) de su valor asignado. Si un alumno es sorprendido copiando o consultando un "acordeón" en exámenes rápidos o parciales se le sancionará con: 0 (cero sobre cien) de la calificación en el examen y si se le sorprende en el examen final, se le pondrá 0 (cero sobre cien) de calificación final en la materia. En ambos casos, se enviará un memorando a la Jefatura de Carrera y al Departamento de Control Escolar a fin de archivarlo en el expediente del alumno o alumnos involucrados. </span><br />
<span style="color: #003300;">Nota: Por experiencia previa en Informática reprueba usualmente entre un 20% y un 30%, generalmente quienes reprueban son los alumnos faltistas e impuntuales, que usualmente son quienes participan poco en prácticas y tareas. Todos los examenes serán de tipo práctico en la computadora (solo hay dos opciones SABES HACER LO QUE SE TE PIDE O NO SABES), <em>muchas veces son al azar</em> y cada alumno tiene un examen diferente a sus compañeros. </span>_________________________________________________________<br />
<strong>POLÍTICAS EN EL AULA</strong><br />
<span style="color: #000099;">En este curso se espera que los alumnos asistan puntualmente a la totalidad de las clases</span><br />
1. Se tomará asistencia en todas las clases.<br />
2. Por reglamento para acreditar el curso se requiere una asistencia superior al 85% <em>(más de 2 faltas en un mes implica reprobar la unidad y presentarla en nivelación).</em><br />
3. Sólo se permiten 10 minutos de retraso, después de ellos se cerrará la puerta y se tomará asistencia.<br />
4. No hay “retardos”.<br />
5. La entrega de tareas y proyectos deberán de hacerse en el día establecido. NO SE ACEPTAN TAREAS TARDÍAS.<br />
6. Las tareas son impresas a menos que se indique otra cosa.<br />
7. Se deben apagar los teléfonos celulares al ingresar a la clase (no hacerlo implica sanción).<br />
8. No se permite el uso de MP3s en la sesión de clase (hacerlo implica sanción).<br />
9. Los proyectos se realizarán en equipos de 2 ó 3 personas.<br />
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Lo que dice el reglamento<br />
<a href="http://www.blogger.com/null" name="cap_18"></a><span style="color: #660000;">CAPÍTULO 18.-<strong>DE LA DISCIPLINA ESCOLAR </strong><strong>Artículo 249</strong>. Toda violación de los preceptos de este reglamento, será motivo de una sanción que corresponderá a la gravedad de la falta, ya sea ésta de carácter individual o colectivo.</span><br />
<span style="color: #660000;"><strong>Artículo 250</strong>. Las sanciones, serán aplicadas considerando la gravedad de la falta y a criterio del director del plantel o funcionarios de la Dirección General de Institutos Tecnológicos.</span><br />
<span style="color: #660000;"><strong>Artículo 251</strong>. Si los alumnos incurren en las faltas siguientes:El procedimiento fraudulento dentro de las evaluaciones de cualquier tipo.La suplantación de persona.Se harán acreedores a las siguientes sanciones:Se recogerá el examen y se considerará anulado, reportándose con calificación no aprobatoria.Amonestación privada y/o pública.Anotación de la falta del alumno con aviso al padre o tutor.Suspensión de los derechos estudiantiles hasta por una semana, con anotación en el expediente del alumno y aviso al padre o tutor.Suspensión definitiva en la asignatura, conservando el alumno solamente el derecho a presentar Examen Especial, o a la repetición de la asignatura en el periodo escolar siguiente a la sanción, en el caso de que la materia sea cursada por primera vez.Las sanciones anteriores serán aplicadas por la Dirección del Instituto Tecnológico.</span><br />
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_________________________________________________________<br />
En la siguiente liga se encuentra el <a href="https://docs.google.com/file/d/0B23rIsK7NxcrYjFkdEFHbEhfakE/edit">programa oficial de la materia</a>, que incluye la información siguiente: <br />
*Objetivo del curso. <br />
*Aportación del curso al perfil profesional <br />
*Relación con materias y temas anteriores del curso <br />
*Relación de materias y temas posteriores del curso *<br />
Temario del curso <br />
*Unidades de aprendizaje del curso y su respectiva biografía <br />
*Estrategias didácticas a seguir<br />
<br />
<a href="https://tallerinformaticai.blogspot.com/"><strong>Taller de Informática I</strong> </a><br />
<br />
<a data-auth="NotApplicable" href="https://drive.google.com/file/d/1xercyZivzIhEGZlqEVQKY_ZnALz2ARfF/view?usp=sharing" rel="noopener noreferrer" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #009eb8; display: inline; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; text-align: justify; vertical-align: baseline;" target="_blank"><span style="background-color: yellow; border: 0px; color: #002451; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Programa de estudios de la materia</span></a><span style="background-color: yellow; border: 0px; color: #002451; font-size: 14px; font-stretch: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"> </span><span style="background-color: white; border: 0px; color: #002451; font-size: 14px; font-stretch: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"> </span><br />
<br style="-webkit-font-smoothing: antialiased; background-color: white; font-family: calibri, helvetica, sans-serif; font-size: 16px;" />
<span style="background-color: white; border: 0px; color: #002451; font-size: 14px; font-stretch: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">Retícula de la carrera </span><span style="background-color: white; border: 0px; color: #002451; font-size: 14px; font-stretch: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"> </span><a data-auth="NotApplicable" href="http://www.mitecnologico.com/contador/" rel="noopener noreferrer" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #009eb8; display: inline; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; text-align: justify; vertical-align: baseline;" target="_blank"><span style="border: 0px; color: #002451; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span><span style="background-color: yellow; border: 0px; color: #002451; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b style="-webkit-font-smoothing: antialiased;">Contador Público</b></span></a><br />
<br style="-webkit-font-smoothing: antialiased; background-color: white; font-family: calibri, helvetica, sans-serif; font-size: 16px;" />
<a data-auth="NotApplicable" href="https://drive.google.com/open?id=1kEJUPec5_I8vSFR1fRKK4C_vhN58vP5o" rel="noopener noreferrer" style="-webkit-font-smoothing: antialiased; background-color: white; border: 0px; color: #009eb8; display: inline; font-size: 14px; font-stretch: inherit; font-variant-east-asian: inherit; font-variant-numeric: inherit; line-height: inherit; margin: 0px; outline: none; padding: 0px; text-align: justify; vertical-align: baseline;" target="_blank"><span style="border: 0px; color: #002451; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Instrumentación didáctica de la materia </span></a><span style="background-color: white; border: 0px; color: #002451; font-size: 14px; font-stretch: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"> </span><br />
<span style="background-color: white; border: 0px; color: #002451; font-size: 14px; font-stretch: inherit; line-height: inherit; margin: 0px; padding: 0px; text-align: justify; vertical-align: baseline;"><br /></span><a href="https://www.tecnm.mx/pdf/Calendario_Academico_Ciclo_Escolar_2020-2021.pdf">Calendario escolar</a><br />
<div>
<br /></div>
<div>
Pueden encontrar información adicional en la página del <a href="https://www.tecnm.mx/">TecNM</a> (https://www.tecnm.mx/)<br />
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<br />
<strong>Unidad 1 </strong><b><span lang="" style="font-size: 12pt; line-height: 107%;"><span style="color: blue;"><u>Tecnologías de la información y comunicación</u></span></span></b><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: currentcolor; height: 129px; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; width: 500px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"><td style="border: 1pt solid; padding: 0cm 3.5pt; width: 138.2pt;" valign="top" width="184"><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none;">
<br />
<div class="MsoNormal">
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 0cm 0.4pt 18pt; text-indent: -18pt;">
1.1<span style="mso-fareast-font-family: Arial;"> </span>Concepto
de las Tecnologías de la Información. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 0cm 1.45pt 18pt; text-indent: -18pt;">
1.2<span style="mso-fareast-font-family: Arial;"> </span>Importancia
de las Tecnologías de la información y comunicación. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 104%; margin: 0cm 77.7pt 0.0001pt 36pt; text-indent: -36pt;">
1.3<span style="mso-fareast-font-family: Arial;"> </span>Tipos de Tecnologías <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 104%; margin: 0cm 77.7pt 0.0001pt 36pt; text-indent: -36pt;">
1.3.1<span style="mso-fareast-font-family: Arial;"> </span>Computadoras. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 36pt; text-indent: 0cm;">
1.3.2<span style="mso-fareast-font-family: Arial;"> </span>Redes: <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 36pt; text-indent: 0cm;">
1.3.2.1
Tipos y navegadores de internet. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 36pt; text-indent: 0cm;">
1.3.3<span style="mso-fareast-font-family: Arial;"> </span>Servicios: <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 67.6pt; text-indent: 0cm;">
1.3.3.1
Correo electrónico. <o:p></o:p></div>
<div align="center" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0cm 0.6pt; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: center; text-indent: 0cm;">
1.3.3.2
Redes sociales. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 67.6pt; text-indent: 0cm;">
1.3.3.3
Foros. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 67.4pt; text-indent: 0cm;">
1.3.3.4
Videoconferencias. <o:p></o:p></div>
<span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">1.3.3.5. Uso del FTP y de
las</span><span style="font-size: 12pt;"> </span><span style="font-size: 12pt;">VPN.</span><span style="color: #0033cc;"> </span></div>
</div>
<div align="center" class="MsoHeader" style="margin: 0cm 0cm 0pt; tab-stops: 35.4pt; text-align: center;">
<br /></div>
</td></tr>
</tbody></table>
<br />
<br />
<strong>Unidad 2 </strong><a class="wikilink" href="http://www.mitecnologico.com/contador/Main/ExcelAvanzado"><strong>Excel Avanzado</strong></a><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: currentcolor; height: 129px; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; width: 500px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background-color: transparent; border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt; width: 138.2pt;" valign="top" width="184"><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none;">
<span style="text-indent: 0cm;">2.1. Hoja de cálculo</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none;">
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">
<o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 102%; margin: 0cm 43.5pt 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.1<span style="mso-fareast-font-family: Arial;"> </span>Formulas
y Funciones. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 102%; margin: 0cm 43.5pt 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.2<span style="mso-fareast-font-family: Arial;"> </span>Búsqueda
y referencia <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.3<span style="mso-fareast-font-family: Arial;"> </span>Base
de datos. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.4<span style="mso-fareast-font-family: Arial;"> </span>Tablas
dinámicas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 60.95pt 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.5<span style="mso-fareast-font-family: Arial;"> </span>Creación
y aplicación Graficas con tablas Dinámicas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.6
Características avanzadas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.7<span style="mso-fareast-font-family: Arial;"> </span>Formatos
personalizados. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.8<span style="mso-fareast-font-family: Arial;"> </span>Formato
condicional. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.9<span style="mso-fareast-font-family: Arial;"> </span>Macros.
<o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.1.10<span style="mso-fareast-font-family: Arial;"> </span>Aplicar
casos prácticos. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">
2.2. Base de datos <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.2.1
Elementos de la base de datos. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 25.1pt 0.0001pt 27.8pt; text-indent: 0cm;">
2.2.2
Manipulación de comandos. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 25.1pt 0.0001pt 27.8pt; text-indent: 0cm;">
2.2.3
Creación, edición y manipulación de las
tablas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 4.5pt 0.0001pt 27.8pt; text-indent: 0cm;">
2.2.4
Generación de formularios, informes,
consultas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.2.5
Elaboración de estadísticas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt 27.8pt; text-indent: 0cm;">
2.2.6
Importación y exportación de datos con otras o
aplicaciones. <o:p></o:p></div>
<span style="font-size: 12pt; line-height: 103%;"> 2.2.7 Aplicar casos prácticos.</span></div>
<div align="center" class="MsoHeader" style="margin: 0cm 0cm 0pt; tab-stops: 35.4pt; text-align: center;">
<br /></div>
</td> </tr>
</tbody></table>
<br />
<strong>Unidad 3 </strong><strong><a class="wikilink" href="http://www.mitecnologico.com/contador/Main/BaseDeDatos">S</a>oftware de Gestión</strong><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: currentcolor; height: 150px; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; width: 500px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background-color: transparent; border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt; width: 152.35pt;" valign="top" width="203"><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none;">
<span style="text-indent: 0cm;">3.1.Software
para gestión de recursos </span><span style="text-indent: 0cm;">materiales y
financieros.</span><br />
<br />
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 7.3pt 0.0001pt 0cm; text-indent: 0cm;">
<o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">
3.1.1. Aplicación de programas <span style="text-indent: 0cm;"> </span><span style="text-indent: 0cm;">especializados como: </span></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">
<span style="text-indent: 0cm;"> Microsoft Project,</span></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">
<span style="text-indent: 0cm;"><br /></span></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 25.9pt 0.0001pt 0cm; text-indent: 0cm;">
<o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 25.9pt 0.0001pt 0cm; text-indent: 0cm;">
3.2.
Software para gestión de capital
humano. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 25.9pt 0.0001pt 0cm; text-indent: 0cm;">
<br /></div>
<span lang="ES" style="color: #0033cc;">
<span style="color: black; font-size: 12pt; line-height: 103%;"> 3.2.1. Aplicación de
software especializados como: </span></span><br />
<span lang="ES" style="color: #0033cc;"><span style="color: black; font-size: 12pt; line-height: 103%;"> Microsoft
Visio, Maps Tools. </span></span></div>
</td></tr>
</tbody></table>
<strong><br />Unidad 4 </strong><a class="wikilink" href="http://www.mitecnologico.com/contador/Main/PresentacionesMultimedia"><strong>Presentaciones multimedia</strong></a><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: currentcolor; height: 151px; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; width: 500px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background-color: transparent; border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt; width: 152.35pt;" valign="top" width="203"><div align="center" class="MsoHeader" style="margin: 0cm 0cm 0pt; tab-stops: 35.4pt; text-align: center;">
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: left; text-indent: 0cm;">
4.1. Entorno y operación del software de presentación electrónica y multimedia. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: left; text-indent: 0cm;">
4.2. Tipos de objetos. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: left; text-indent: 0cm;">
4.3. Animaciones <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0cm 27.8pt; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: left; text-indent: 0cm;">
4.3.1.
Personalizada y automáticas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 53.5pt 0cm 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: left; text-indent: 27.8pt;">
4.3.2.
Transiciones y efectos. 3.4. Aplicación de software para presentaciones multimedia. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 9.95pt 0cm 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: left; text-indent: 0cm;">
4.5.
Aplicación de software para
presentaciones publicitarias. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: left; text-indent: 0cm;">
4.6. Aplicación de software presentaciones electrónicas. <o:p></o:p></div>
<span style="font-size: 12pt; line-height: 103%;">4.7. Aplicación de software para videos en multimedia. </span></div>
</td> </tr>
</tbody></table>
<br />
<strong>Unidad 5 </strong><a class="wikilink" href="http://www.mitecnologico.com/contador/Main/ComercioElectronico"><strong>Comercio Electrónico</strong></a><br />
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: currentcolor; height: 127px; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; width: 500px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="background-color: transparent; border: 1pt solid; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt; width: 152.35pt;" valign="top" width="203"><div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0pt; mso-layout-grid-align: none;">
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 24.3pt 0.0001pt 0cm; text-indent: 0cm;">
5.1.
Concepto de comercio electrónico <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 24.3pt 0.0001pt 0cm; text-indent: 0cm;">
5.1.1. Características. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">
5.1.2. Aplicaciones en el área. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">
5.2. Creación de páginas Web
<o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 65.5pt 0.0001pt 0cm; text-indent: 0cm;">
5.2.1. Usando plantillas predeterminadas. <o:p></o:p></div>
<div align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 65.5pt 0.0001pt 0cm; text-indent: 0cm;">
5.3.
Software para ventas y marketing <o:p></o:p></div>
<span style="font-size: 12pt; line-height: 103%;"> 5.3.1. Aplicación para
ventas y Marketing</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHS1bfw-cSsfP7hF_xu48Wv3Jml661CAWdLcPMwYHPwq9X7H-duE29AvgNSmtxPtg_Eq2rg4yxVDNxI61C6vEyJRJH3SUVASMDTUd41lQXPBeEZkl_mO_yklM5_HW-KQx1I8uiP7LF-V4/s1600/taller.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="254" data-original-width="768" height="105" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHS1bfw-cSsfP7hF_xu48Wv3Jml661CAWdLcPMwYHPwq9X7H-duE29AvgNSmtxPtg_Eq2rg4yxVDNxI61C6vEyJRJH3SUVASMDTUd41lQXPBeEZkl_mO_yklM5_HW-KQx1I8uiP7LF-V4/s320/taller.jpg" width="320" /></a></div>
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<a href="https://drive.google.com/file/d/1xercyZivzIhEGZlqEVQKY_ZnALz2ARfF/view?usp=sharing">Programa de estudios de la materia</a> (<strong>Taller de Informática I</strong>)<br />
<br />
<span style="color: blue;">Retícula de la carrera </span> <a href="http://www.mitecnologico.com/contador/"> <b>Contador Público</b></a><br />
<br />
<a href="https://drive.google.com/open?id=1kEJUPec5_I8vSFR1fRKK4C_vhN58vP5o" target="_blank">Instrumentación didáctica de la materia </a> (<strong>Taller de Informática I</strong>)<br />
<span style="background-color: yellow;"><b><br /></b></span></div>
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<span style="text-align: left;"><br /></span></div>
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<span style="text-align: left;">Necesito tener sus datos para registarlos en las clases en línea de la materia.</span></div>
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<a href="https://drive.google.com/open?id=1cJ9TSV831FGtVpRJEXMvOPngKQ0aXTb7Ky451ZMFYFM" target="_blank"><img border="0" data-original-height="350" data-original-width="600" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz2SypRE3O6jdI4Qp_gpomnBVCv5QUxt5w-TevNYNFHTAwej6M9bBUNmIIbrElORuIdkJ-v8CaR6wtbqocxnjVbo8s5qOFYOjJxZPJ5SeehfYUZVC-m3INeqhRztGSCkqPcdizdfqu79g/s320/encuesta.png" width="320" /></a></div>
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<iframe frameborder="0" height="940" marginheight="0" marginwidth="0" src="https://docs.google.com/forms/d/e/1FAIpQLSfs7vHhJPOaA8bxSkqIQj0TfAL6IFWgFtpkioWeZrGAD83puw/viewform?embedded=true" width="640">Loading…</iframe>
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Como una introducción a la primera unidad, les estoy proporcionando mis notas sobre los <b><span style="color: blue;"><a href="https://docs.google.com/open?id=0B23rIsK7NxcrZEVKaW5DUEgwdEE">Conceptos básicos de Tecnologías de Información</a></span></b>, que pueden imprimir y estudiar. </div>
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<div>
<br />
<iframe frameborder="0" height="500" scrolling="no" src="https://onedrive.live.com/embed?cid=D178947BA9EDC27C&resid=D178947BA9EDC27C%21141682&authkey=AKPbql-95O6OOMU&em=2" width="650"></iframe>
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Este tema lo discutiremos con mayor detalle en los siguientes Posts (publicaciones de este blog), aunque lo abordaremos de manera somera y será cubierto en la primer semana de clase. Aspectos específicos como son Blogs, Páginas Web, Videoconferencias, los abordaremos posteriormente con mayor profundidad a lo largo de este curso.<br />
<br />
La teoría correspondiente a la Unidad 2 pueden estudiarla en mi eBook correspondiente a<a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C!122961&authkey=!AAJg8wxfUeW4IL4&ithint=file%2cpdf"> Hojas de Cálculo</a>. En esta liga encontrarán copia del <a href="https://onedrive.live.com/redir?resid=D178947BA9EDC27C!122966&authkey=!ANoh8kPmmj2yd4s&ithint=file%2czip">disco de trabajo de Excel</a>, que utilizaremos en muchas de las prácticas.<br />
<div style="text-align: center;">
<a href="https://drive.google.com/open?id=188OTsqTqhFbnfNAX625gIuXgsocvvoSg"><img border="0" data-original-height="576" data-original-width="598" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4uFEnXsgBdn0X4ASIUOpG7N0tFsGl57hRyHNvShlP9I7Y7U1cYpgGQWOcaHkwQFCc5UwEVKicBbjTi67Y2nXny86PU3CJJD5Y0nsR_hBTGog5yFeL4wPTPKFbZBcQmeVIdxTLbYfyeyAJ/s200/Introduccion.PNG" width="200" /></a></div>
<br />
<br />
<br />
<a href="http://docs.google.com/fileview?id=0B23rIsK7NxcrMGQ5MDRiMGMtNWNjZS00OGIyLWIxMjgtYmU4ZmJhY2M5NWY0&hl=en">Prácticas de Excel</a><br />
1 Introducción y edición de datos<br />
2 Operaciones aritméticas<br />
3 Referencias relativas y absolutas<br />
4 Formatos<br />
5 Gráficas<br />
6 Funciones Matemáticas<br />
7 Funciones de Fecha<br />
8 Funciones de Texto<br />
9 Funciones Estadísticas<br />
10 Funciones Financieras<br />
11 Funciones Lógicas SI, Y, O, NO<br />
12 Funciones de búsqueda<br />
13 Listas, Filtros y Macros<br />
14 Subtotales y Tablas Pivote<br />
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____________________________________<br />
<span style="color: #660000;"><strong>Evaluaciones:</strong></span><br />
<span style="color: #660000;"><strong></strong></span><span style="color: #660000;"><strong></strong></span><br />
<div>
A lo largo de tu proceso de aprendizaje existen tres conceptos que siempre debes tener presentes: la evaluación diagnóstica, la evaluación formativa y la evaluación final.</div>
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EVALUACIÓN DIAGNÓSTICA. Se aplica para identificar si tienes o no, las habilidades y conocimientos necesarios para cursar con éxito los contenidos de la presente asignatura, es decir, se interroga sobre los aprendizajes básicos que posees y requieres para el inicio y el desarrollo de la misma.<br />
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</div>
EVALUACIONES FORMATIVAS. Se resuelven al finalizar tu aprendizaje en cada unidad y tienen especial importancia por dos razones: a) te ayudan a decidir si ya estás apto para continuar con los contenidos de mayor complejidad y b) te permiten conocer con precisión en qué parte del proceso tienes dificultades.<br />
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</div>
EVALUACIÓN SUMATIVA. Te permitirá acreditar y reafirmar el aprendizaje adquirido durante todo el curso para obtener una calificación que corresponda a tu nivel de conocimientos y habilidades de la asignatura.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://docs.google.com/forms/d/17df5XwCpR5Z20_ZyDtAu9OmLXZLDrIyGmMgoR4GR4Zo/viewform"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBEkowNIP0Hy43VTwxnERrmAzhSSFOk3nQ4wWvVmZ8EYsdeJi_-YKE-amO29yHgDdxksyvmrlQQ8xVptBNJR57S7c2JQSR6ik0XdAhFNhL6kD2P3CnQOJitssQykUByJoGBwsEcXcvato/s1600/Animated-question-mark-in-a-box-picture-moving.gif" /></a></div>
<strong><span style="font-size: large;"><a href="https://docs.google.com/forms/d/17df5XwCpR5Z20_ZyDtAu9OmLXZLDrIyGmMgoR4GR4Zo/viewform">Auto Evaluación</a> </span></strong><br />
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<span style="color: blue;">Actividades que serán asignadas a lo largo del semestre:<br />(mismas que deberán ser incluidas en un <strong><span style="color: #351c75;">Portafolio de Evidencias</span></strong>)</span><br />
<ul>
<li><span style="color: blue;">Crear <strong>Blog personal</strong>. Posteriormente se darán instrucciones de subir a su blog todas las prácticas, todas las actividades y todas tareas para integrar un portafolio de evidencias y facilitar su revisión (ver nota). </span></li>
<li><span style="color: blue;">Elaborar un <strong>plan de vida</strong> (revisarlo y actualizarlo periódicamente). </span></li>
<li><span style="color: blue;"><strong>Hábitos para triunfar</strong>. Elaborar una lista de hábitos personales, decidir cuales reforzar y cuales cambiar. Llevar un registro diario hasta lograr la consolidación de los mismos en el documento de excel que se les proporcionó. </span></li>
<li><span style="color: blue;">Elaborar un <strong>Grupo de trabajo</strong> con sus compañeros de equipo para realizar las prácticas de la materia. </span></li>
<li><span style="color: blue;">Crear un <strong>Calendario personal</strong>. </span></li>
<li><span style="color: blue;">Elaborar y subir un <strong>video</strong> de una actividad escolar. </span></li>
<li><span style="color: blue;">Grabar <strong>audio</strong> y subirlo al blog (con material de alguna de sus clases). </span></li>
<li><span style="color: blue;">Elaborar un <strong>Mapa Mental</strong> de los hábitos de estudio. </span></li>
<li><span style="color: blue;">Elaborar un Power Point de un <strong>plan de mercadotecnia</strong>. </span></li>
<li><span style="color: blue;">Elaborar un Power Point explicativo para cada una de las diversas <strong>prácticas de PP</strong>. </span></li>
<li><span style="color: blue;">Buscar en Internet información específica de un cierto tema, por ejemplo <strong>Comida chatarra</strong> y las enfermedades asociadas a la misma. </span></li>
<li><span style="color: blue;">Investigar y publicar con referencia a <strong>Nutrición</strong> para una vida saludable (se pidió incluir recetas para prevenir y controlar diabetes), <strong>Ejercicio Físico, Prevención de Diabetes</strong>. </span></li>
<li><span style="color: blue;"><strong>Contabilidad de una microempresa</strong> </span></li>
<li><span style="color: blue;">Crear una <strong>Base de datos</strong> para una PYME. </span></li>
<li><span style="color: blue;">Comprar y vender por Internet</span></li>
</ul>
<span style="color: blue;">Prácticas: </span><br />
<ul>
<li><span style="color: blue;">Nota: Las prácticas y otros documentos que requieren ser revisados por el profesor se guardarán en OneDrive en una carpeta compartida con el profesor (mi correo es:</span><span style="color: blue;"> <a href="mailto:hugogilberto.gg@nlaredo.tecnm.mx" style="background-color: white; color: #1155cc; font-family: Arial, Helvetica, sans-serif; font-size: small;" target="_blank">hugogilberto.gg@nlaredo.tecnm.<wbr></wbr>mx</a> </span><span style="color: blue;">). No la dejen pública para evitar posibles plagios. </span></li>
</ul>
<br />
<span style="color: blue;">Posteriormente daré instrucciones referentes a la lista de verificación que debe cumplir cada una de dichas actividades, así como sus fechas de entrega.</span><br />
<span style="color: blue;"></span><br />
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</div>
<span style="color: blue;">Las prácticas y tareas que se compruebe que son copiadas tendrán un valor de 0 (CERO) y el alumno reprobará la unidad correspondiente. Esto se aplica tanto al plagiador como al plagiado (el que copió y el que entregó el documento para que lo copien).</span><br />
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_________________________________________________<br />
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<span style="color: #660000;"><strong>Criterios de evaluación</strong><br />
<br />
Asistencia 10%<br />
Prácticas en equipo 30%<br />
Exámenes parciales 50%<br />
Trabajo final 10%<br />
Tareas (puntos extra)</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikShnlr0IsXCJD83KHVqd3H51g4bhmuYBZ84UfuErDkwZ5evZzcFvRNv9qhl61uZzh7-HfCSIzgV1tCd7SMoUKhpAqd6MjpdegJD4qYgflcdF9BSbESxeofP3tYw56S31uKwiHHpI_A6E/s1600-h/mayan-calendar-1.jpg"><img alt="" border="0" id="BLOGGER_PHOTO_ID_5369231886391225362" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikShnlr0IsXCJD83KHVqd3H51g4bhmuYBZ84UfuErDkwZ5evZzcFvRNv9qhl61uZzh7-HfCSIzgV1tCd7SMoUKhpAqd6MjpdegJD4qYgflcdF9BSbESxeofP3tYw56S31uKwiHHpI_A6E/s320/mayan-calendar-1.jpg" style="display: block; height: 320px; margin: 0px auto 10px; text-align: center; width: 320px;" /></a><br />
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<span style="color: #000099;"><strong>Calendarización del trabajo semestral </strong></span><br />
<strong><span style="color: #000099;"></span></strong><strong style="color: #000099;"><br />
</strong><span style="color: #000099;">Se realizará un examen parcial aproximadamente cada mes de clase (las fechas aparecerán en este blog oportunamente).</span><br /><span style="color: #000099;">
En esa fecha se entregarán las prácticas realizadas en el período</span><br /><span style="color: #000099;">
Periódicamente se propondrán tareas (en cada caso se indicará la fecha límite para entregarla), la propuesta y la fecha límite aparecerán en este blog oportunamente. El trabajo final se entregará en la fecha del último examen parcial.</span><br />
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<br /><span style="color: #000099;">
Tentativamente las fechas programadas son:</span><br />
<br />
<ul>
<li><span style="color: #2b00fe;">Primer parcial: 2 oct</span></li>
<li><span style="color: #2b00fe;">Segundo parcial: 6 nov</span></li>
<li><span style="color: #2b00fe;">Tercer parcial: 10 dic</span></li>
<li><span style="color: #2b00fe;">Nivelaciones: 14 dic</span></li>
</ul>
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<br />
Para tener derecho a examen de nivelación se requiere asistir regularmente a clase y entregar oportunamente las prácticas y tareas (ya que son necesarias para prepararlo).</div>
</div>
Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.comtag:blogger.com,1999:blog-2494900465236988033.post-3987371583553972052019-08-19T11:20:00.008-07:002020-09-08T06:06:52.872-07:00Concepto de las tecnologías de la información<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8ZbmQRTKw1nZ0rBbTnMefEnqX_ME6XwxMOt-R77kErvzhIkTciDtin3kOdAg6hvfqdgohseHhe9Vei6yAY9BwK0ugpzM_mFUOD5HSNKPkcv7r31PKhkTwXN4F3IQ4AQIdKGcOLG0Y07s/s1600/TICS.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="306" data-original-width="595" height="164" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8ZbmQRTKw1nZ0rBbTnMefEnqX_ME6XwxMOt-R77kErvzhIkTciDtin3kOdAg6hvfqdgohseHhe9Vei6yAY9BwK0ugpzM_mFUOD5HSNKPkcv7r31PKhkTwXN4F3IQ4AQIdKGcOLG0Y07s/s320/TICS.jpg" width="320" /></a></div>
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<span face="" lang="">Las tecnologías y de información
y la comunicación (TICs) surgen a partir de los desarrollos de informática, la microelectrónica
y las telecomunicaciones, que conjuntamente brindan a los usuarios una amplia variedad
de recursos para el tratamiento de información en un ambiente audiovisual, permitiendo
tener acceso rápido, casi instantáneo, a recursos que pueden estar ubicados en bases
de datos prácticamente de cualquier lugar del mundo. <o:p></o:p></span><br />
<span face="" lang=""><br /></span></div>
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<span face="" lang="">Las TICs permiten la convergencia
e integración de diversas tecnologías, para acceder a la información recursos y
servicios de una manera rápida y efectiva. Las TICs facilitan la comunicación y
transmisión de la información, entre lugares muy alejados físicamente, de una forma
casi instantánea y de una manera económica y accesible a grandes sectores de la
población. <o:p></o:p></span></div>
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<span face="" lang="">Las características principales
representativas de las TICs son las siguientes:</span><span lang="" style="font-family: "times new roman", serif; font-size: 12pt;"><o:p></o:p></span></div>
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<b><span face="" lang="">Interconexión</span></b><span face="" lang="">: La interconexión de los desarrollos tecnológicos
entre diversas tecnologías como la computación y la informática, permiten la creación
de nuevos servicios como es el correo electrónico, las videoconferencias, la Inteligencia
artificial, el comercio electrónico, la automatización industrial y la robótica, los teléfonos celulares
(smartphones), las páginas web, los servicios de audio y video conferencia, y muchas
otras aplicaciones multimedia interactivas integradas en una amplia variedad de
tecnologías emergentes. </span><span lang="" style="font-family: "times new roman", serif; font-size: 12pt;"><o:p></o:p></span></div>
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<b><span face="" lang="">Interactividad:</span></b><span face="" lang=""> Los usuarios pueden intercambiar información
con la computadora de manera remota desde una amplia variedad de dispositivos, como
tabletas celulares, equipo electrónico especializado y desde luego computadoras.</span><span lang="" style="font-family: "times new roman", serif; font-size: 12pt;"><o:p></o:p></span></div>
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<b><span face="" lang="">Digitalización</span></b><span face="" lang="">: La información de diverso tipo como son
datos de todo tipo, sonidos, texto, imágenes y videos, se transcriben a formato
digital y en este formato se almacenan y se distribuyen mediante variadas
aplicaciones telemáticas a los diversos dispositivos. </span><span lang="" style="font-family: "times new roman", serif; font-size: 12pt;"><o:p></o:p></span></div>
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<b><span face="" lang="">Innovación</span></b><span face="" lang="">: Frecuentemente aparecen nuevos servicios
y mejoras sustanciales a los existentes en base a los continuos desarrollos de las
diversas tecnologías.</span><span lang="" style="font-family: "times new roman", serif; font-size: 12pt;"><o:p></o:p></span><br />
<span face="" lang=""><br /></span>
<span face="" lang=""><br /></span>
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<b><span lang="ES" style="font-size: 14pt; line-height: 107%; mso-ansi-language: ES; mso-bidi-font-size: 11.0pt;">Importancia de las tecnologías de la información y comunicación.<o:p></o:p></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5LsrWKALKJikIWMe71oNgZWmEhf_Q6pGMRk5iX65kMlTrF-UL6nkkCXln_d-ZEctmT1ZY1mGMA-_oXTpT257Zoy8JdsNikDLz42ftC-95ECUUE4A2EOnhL8dWQHsQFpqUqft3oRbvnD0/s1600/realidad+virtual.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="174" data-original-width="290" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5LsrWKALKJikIWMe71oNgZWmEhf_Q6pGMRk5iX65kMlTrF-UL6nkkCXln_d-ZEctmT1ZY1mGMA-_oXTpT257Zoy8JdsNikDLz42ftC-95ECUUE4A2EOnhL8dWQHsQFpqUqft3oRbvnD0/s1600/realidad+virtual.jpg" /></a></div>
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<b><span lang="ES" style="font-size: 14pt; line-height: 107%; mso-ansi-language: ES; mso-bidi-font-size: 11.0pt;"><br /></span></b></div>
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<span face="" lang="ES">La importancia de las TIC en
la sociedad actual es evidente. Las TICs están modificando nuestra forma de contactar
a otros seres humanos, la forma de hacer negocios, la forma de adquirir insumos,
la forma de educar, e incluso nuestra forma de ver la realidad de lo que ocurre
a nuestro alrededor.<o:p></o:p></span></div>
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<span face="" lang="ES">Fácilmente podemos contactar
a otras personas en cualquier lugar del mundo e intercambiar ideas y experiencias.
Podemos dar o recibir cursos a distancia, podemos ofrecer o comprar servicios y
evaluar diversos proveedores. Podemos utilizar servicios informáticos muy especializados
como son la Inteligencia artificial y la telemedicina, podemos realizar consulta
de grandes bases de datos de muy diverso tipo en cualquier lugar del mundo.<o:p></o:p></span></div>
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<span face="" lang="ES">Las TICs han facilitado la creación,
procesamiento y difusión de la información, rompiendo todas las barreras que anteriormente
limitaban la adquisición del conocimiento. Uno de los sectores en los que más ha
impactado es en la educación. El uso de los recursos TICs en la educación está revolucionando
la enseñanza y nos hace pensar que en un tiempo no muy lejano podamos lograr un
acceso universal a educación de calidad para cualquier estudiante de cualquier lugar
del mundo, sin restricciones de ningún tipo. <o:p></o:p></span></div>
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<span face="" lang="ES">Actualmente se está trabajando
mucho en simulación artificial, empleando por ejemplo la inteligencia
artificial asociada a una tecnología prometedora que son las gafas de realidad virtual,
actualmente podemos crear escenarios virtuales que permitan al estudiante tener
experiencia directa en experimentos de laboratorio, procesos productivos, operación
de máquinas y vehículos de todo tipo para capacitación del personal, e incluso estar
presente de manera virtual por ejemplo en una mesa de operaciones, viendo y oyendo
todo lo que pasa en una operación real que realiza un cirujano de verdad. <o:p></o:p></span></div>
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<span face="" lang="ES">De manera virtual se pueden
visitar ciudades, zoológicos, el interior del cuerpo humano, el fondo del mar e incluso el espacio exterior. En
la era de la realidad virtual, realmente nuestra única limitante en las
aplicaciones educativas es nuestra imaginación.<o:p></o:p></span></div>
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<br /></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="494" src="https://www.youtube.com/embed/zWxpTZ91wKs" width="811"></iframe></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><br /></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;">Clasificación de los Sistemas de Información en los negocios:</div><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><br /></div><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><img alt="" 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" /></div><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><br /></div><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><br /></div><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;">Para facilitar el estudio de la primera unidad, les estoy proporcionando mis notas sobre los <b><span style="color: blue;"><a href="https://docs.google.com/open?id=0B23rIsK7NxcrZEVKaW5DUEgwdEE" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;">Conceptos básicos de Tecnologías de Información</a></span></b>, que pueden imprimir y leer. </div><br style="background-color: #fafafa; color: #333333; text-align: justify;" /><a href="http://tallerinformaticai.blogspot.mx/2012/09/revision-del-1er-examen-de-nivelacion.html" style="background-color: #fafafa; color: #009eb8; display: inline; outline: none; text-align: justify; text-decoration-line: none; transition: all 0.3s ease 0s;"></a><span style="background-color: #fafafa; color: #333333; font-family: arial; text-align: justify;"><br /></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="background-color: #fafafa; color: #333333; font-family: arial; text-align: justify;">Tareas de la primera unidad:</span><br style="background-color: #fafafa; color: #333333; text-align: justify;" /><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face="" style="color: #222222;"><br /></span></div><div style="background-color: #fafafa; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face=""><b><a href="http://tallerinformaticai.blogspot.mx/2014/08/plan-de-vida-tarea-1.html" style="display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span style="color: black; font-family: arial;">Tarea 1</span></a><a href="http://tallerinformaticai.blogspot.mx/2014/08/plan-de-vida-tarea-1.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"> Plan de Vida</a></b></span></div><div style="background-color: #fafafa; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span face="" style="color: #222222;"><b><br /></b></span></div><div style="background-color: #fafafa; margin: 0px; outline: none; padding: 0px; text-align: justify;"><span><b style="font-family: arial, helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"><a href="http://tecnologiasdeinformacioni.blogspot.mx/2013/08/cambie-de-habitos-para-triunfar.html" style="display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span lang="" style="color: black;">Tarea 2</span><span lang="" style="color: #009eb8;">: Cambie de hábitos para triunfar</span></a></span></b><b style="color: #333333; font-family: arial, helvetica, sans-serif;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;"> <span lang=""> </span></span></b></span><br /><b style="color: #333333;"><span face=""><br /></span></b><b><span face=""><a href="http://tecnologiasdeinformacioni.blogspot.mx/2013/10/estableciendo-metas-y-alcanzandolas.html" style="display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"><span style="color: black; font-family: arial;">Tarea 3:</span></a><a href="http://tecnologiasdeinformacioni.blogspot.mx/2013/10/estableciendo-metas-y-alcanzandolas.html" style="color: #009eb8; display: inline; outline: none; text-decoration-line: none; transition: all 0.3s ease 0s;"> Estableciendo Metas y Alcanzándolas </a></span></b></div></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><br /></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><br /></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span face="" style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre;"><b><span style="font-family: arial;"><span style="color: #2b00fe;"> </span><span>Tarea 4</span></span>: </b>Vea</span><span face="" style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre;"><b> <a href="https://tallerinformaticai.blogspot.com/2017/09/buscar-informacion.html?q=buscar">Buscar Información</a> </b></span><span face="" style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre;"> y realice y reporte la actividad sugerida</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><br /></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><p class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span style="font-family: arial;"><b><span> Tarea 5</span></b><span>:</span><span style="color: blue;"> </span>Investigue y
reporte lo siguiente<span style="color: blue;"><o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpFirst" style="background: white; line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-outline-level: 1; text-indent: -0.25in; vertical-align: baseline;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: blue; line-height: 150%;">·<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="color: blue; line-height: 150%;">¿Qué son las TIC y para qué sirven?<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-outline-level: 1; text-indent: -0.25in; vertical-align: baseline;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: blue; line-height: 150%;">·<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="color: blue; line-height: 150%;">Ejemplos de utilización de las </span><span style="color: blue; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-MX; mso-font-kerning: 18.0pt;">TIC</span><span style="color: blue; line-height: 150%;"> para las PYMES<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-outline-level: 1; text-indent: -0.25in; vertical-align: baseline;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: blue; line-height: 150%;">·<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="color: blue; line-height: 150%;">¿Cómo aprovechar las nuevas tecnologías para aprender, dar servicios a
distancia y hacer comercio electrónico?<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-outline-level: 1; text-indent: -0.25in; vertical-align: baseline;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: blue; line-height: 150%;">·<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="color: blue; line-height: 150%;">Ventajas y desventajas de los principales navegadores de internet.<o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpMiddle" style="background: white; line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; mso-outline-level: 1; text-indent: -0.25in; vertical-align: baseline;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: blue; line-height: 150%;">·<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><span style="color: blue; line-height: 150%;">El Internet en los negocios</span><span style="color: blue; line-height: 150%;"> (Correo electrónico, Redes sociales, Foros, Videoconferencias,
etc.)</span><span style="color: blue; line-height: 150%;"><o:p></o:p></span></span></p>
<p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><!--[if !supportLists]--><span style="font-family: arial;"><span style="color: blue; line-height: 150%;">·<span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></span><span style="color: blue; line-height: 150%;"><span style="font-family: arial;">Uso
del FTP y de las VPN.</span><span style="font-size: 12pt;"><o:p></o:p></span></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -0.25in;"><span style="color: blue; line-height: 150%;"><span style="font-family: arial;">---------------------------------------------------------------------------------------------------------</span></span></p><p class="MsoListParagraphCxSpLast" style="line-height: 150%; margin: 12pt 0in 12pt 0.5in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: center; text-indent: -0.25in;"><span style="color: blue; line-height: 150%;"><span style="font-family: arial;">COMPETENCIAS Y ACTIVIDADES DE ESTA UNIDAD</span></span></p></div>
</div>
Unidad <span style="font-family: Arial, sans-serif; font-size: 11pt; line-height: 103%;">1. </span><b><span style="font-family: "Times New Roman", serif; font-size: 12pt; line-height: 103%;">Tecnologías de la información y comunicación </span></b><div><span style="font-family: Times New Roman, serif;"><b><br /></b></span><div><table border="0" cellpadding="0" cellspacing="0" class="TableGrid" style="border-collapse: collapse; margin-left: -5.4pt; mso-padding-alt: 2.95pt 2.3pt 0cm 5.4pt; mso-yfti-tbllook: 1184; width: 679px;">
<tbody><tr style="height: 14.3pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 14.3pt; mso-border-alt: solid black .5pt; padding: 2.95pt 2.3pt 0cm 5.4pt; width: 254.7pt;" valign="top" width="340">
<p align="center" class="MsoNormal" style="border: none; line-height: 107%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 3.05pt; margin-top: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: center; text-indent: 0cm;">Competencias
<o:p></o:p></p><p align="center" class="MsoNormal" style="border: none; line-height: 107%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 3.05pt; margin-top: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: center; text-indent: 0cm;"><br /></p>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 14.3pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 2.95pt 2.3pt 0cm 5.4pt; width: 254.7pt;" valign="top" width="340">
<p align="center" class="MsoNormal" style="border: none; line-height: 107%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 2.95pt; margin-top: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-align: center; text-indent: 0cm;">Actividades
de aprendizaje <o:p></o:p></p>
</td>
</tr>
<tr style="height: 235.1pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 235.1pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 2.95pt 2.3pt 0cm 5.4pt; width: 254.7pt;" valign="top" width="340">
<p class="MsoNormal" style="border: none; line-height: 99%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 3.05pt; margin-top: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-indent: 0cm;"><b>Específica: </b>Utiliza las tecnologías de la información y
comunicación para propiciar una mayor eficiencia en la gestión
administrativa. <o:p></o:p></p><p class="MsoNormal" style="border: none; line-height: 99%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 3.05pt; margin-top: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-indent: 0cm;"><br /></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"> <o:p></o:p></p>
<p class="MsoNormal" style="border: none; line-height: 99%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 3.0pt; margin-top: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; text-indent: 0cm;"><b>Genéricas: </b>Habilidades básicas de manejo del software. Habilidad
para buscar y analizar información. Capacidad para organizar y planificar el
tiempo. Capacidad creativa. Habilidad para trabajar en forma autónoma.
Capacidad para tomar decisiones. Capacidad para formular y gestionar
proyectos. <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"> <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"> <o:p></o:p></p>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 235.1pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 2.95pt 2.3pt 0cm 5.4pt; width: 254.7pt;" valign="top" width="340">
<p align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">Investigar los conceptos básicos e importancia de las
tecnologías de la información y comunicación, elaborando un reporte de
investigación. <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"> <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">Utilizar el correo electrónico para entrega de prácticas,
tareas, ensayos. <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"> <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 0.4pt 0.0001pt 0cm; text-indent: 0cm;">Usar
navegadores de información, para desplazarse en los sitios web. <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"> <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"><span style="background-color: #fcff01;">Organizar un foro </span>y explotarlo mediante el curso. <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"> <o:p></o:p></p>
<p align="left" class="MsoNormal" style="border: none; line-height: 99%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;">Realizar Videoconferencia por equipo en diferentes puntos
estratégicos para comprobar su funcionamiento de alguna plataforma o uso de
espacio virtual.<span style="text-indent: 0cm;"> </span></p><p align="left" class="MsoNormal" style="border: none; line-height: 107%; margin: 0cm 0cm 0.0001pt; text-indent: 0cm;"><o:p></o:p></p>
</td>
</tr>
</tbody></table></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div><div><br /></div></div>Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-73682578196009371912019-08-13T08:11:00.006-07:002020-09-08T04:54:50.674-07:00Dictado por Voz<div>
<div class="separator" style="background-color: white; clear: both; color: #222222; font-size: 12.8px; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6XTIfljte4rVXkxC08sNpD5ALcM58Ei8-XuHr3ibguhLqgA_vs3A976YA1sLNTHT8YPAzNQjymDVXaNhcSCiNfcSmUK-nL6tikMO3xG-2xHFEWazx73QL9Bl-aHiIMHOnPF2A30PNEUuR/s1600/dictado-voz.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="257" data-original-width="258" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6XTIfljte4rVXkxC08sNpD5ALcM58Ei8-XuHr3ibguhLqgA_vs3A976YA1sLNTHT8YPAzNQjymDVXaNhcSCiNfcSmUK-nL6tikMO3xG-2xHFEWazx73QL9Bl-aHiIMHOnPF2A30PNEUuR/s200/dictado-voz.jpg" width="200" /></a></div><div class="separator" style="background-color: white; clear: both; color: #222222; font-size: 12.8px; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><div style="background-color: white; color: #222222; font-family: "times new roman"; font-size: 12.8px; text-align: left;"><a href="https://www.microsoft.com/es-xl/education/products/office" style="font-family: "segoe ui", segoeui, "helvetica neue", helvetica, arial, sans-serif; font-size: medium; letter-spacing: -0.01em;"><span style="font-size: x-large;">Office 365 gratis</span></a></div><div style="text-align: left;"><div><div class="c-paragraph-2 pad-vertical-25px" ctex-editable="1_Products-Office-Hero-Feature-Para-Text" style="background-color: white; box-sizing: inherit; color: black; line-height: 24px; padding: 25px 0px;"><span style="font-family: arial;">Los estudiantes y profesores son elegibles para recibir gratuitamente Office 365 for Education, incluyendo Word, Excel, PowerPoint, OneNote, Microsoft Teams y herramientas adicionales para el aula. Todo lo que necesita es una dirección de correo electrónico escolar válida.</span></div><div class="c-paragraph-2 pad-vertical-25px" ctex-editable="1_Products-Office-Hero-Feature-Para-Text" style="background-color: white; box-sizing: inherit; line-height: 24px; padding: 25px 0px;"><span style="font-family: arial;">Dictar documentos en Word.</span></div><div class="c-paragraph-2 pad-vertical-25px" ctex-editable="1_Products-Office-Hero-Feature-Para-Text" style="background-color: white; box-sizing: inherit; line-height: 24px; padding: 25px 0px;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; font-family: arial; line-height: 107%;">El dictado le permite realizar la
conversión de voz a texto en Office utilizando un micrófono y una conexión a
Internet fiable. Permite dictar nuestros textos sin necesidad de teclearlos de
la forma habitual
</span><span style="font-family: arial;">.</span></div><div class="c-paragraph-2 pad-vertical-25px" ctex-editable="1_Products-Office-Hero-Feature-Para-Text" style="box-sizing: inherit; line-height: 24px; padding: 25px 0px;"><span style="font-family: arial;"><br /><div style="background-color: white;">
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/gEk7AcfzGDo" width="545"></iframe></div><div style="background-color: white;"><br /></div><div style="background-color: white;">Tambien podemos dictar los simbolos de puntuación:<br />
<div><br /></div></div><div><table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 373px;">
<colgroup><col style="mso-width-alt: 7959; mso-width-source: userset; width: 171pt;" width="228"></col>
<col style="mso-width-alt: 5073; mso-width-source: userset; width: 109pt;" width="145"></col>
</colgroup><tbody><tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px; width: 171pt;" width="228"><span style="background-color: #01ffff;">Frase</span></td>
<td class="xl63" style="border-left: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px; width: 109pt;" width="145"><span style="background-color: #01ffff;">Resultado</span></td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">punto</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">.</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">coma</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">,</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">dos puntos</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">:</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">punto y coma</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">;</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">signo de apertura de
interrogación</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">¿</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">signo de interrogación</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">?</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">abrir paréntesis</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">( </td>
</tr>
<tr height="19" style="height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; height: 14.5pt;">cerrar
paréntesis</td>
<td class="xl63" style="border-left: none; border-top: none;">)</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">signo de apertura de
exclamación</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">¡</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">signo de exclamación</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">!</td>
</tr>
<tr height="19" style="box-sizing: border-box; height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; box-sizing: border-box; height: 14.5pt; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">salto de línea</td>
<td class="xl63" style="border-left: none; border-top: none; box-sizing: border-box; margin-right: 0px; padding-bottom: 4px; padding-top: 4px;">salto de línea</td>
</tr>
<tr height="19" style="height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; height: 14.5pt;"><br /></td>
<td class="xl63" style="border-left: none; border-top: none;"> </td>
</tr>
<tr height="19" style="height: 14.5pt;">
<td class="xl63" height="19" style="border-top: none; height: 14.5pt;">nuevo párrafo</td>
<td class="xl63" style="border-left: none; border-top: none;"> nuevo párrafo</td>
</tr></tbody></table></div></span></div><div class="c-paragraph-2 pad-vertical-25px" ctex-editable="1_Products-Office-Hero-Feature-Para-Text" style="background-color: white; box-sizing: inherit; color: black; line-height: 24px; padding: 25px 0px;"><a href="https://support.office.com/es-es/article/dictar-los-documentos-d4fd296e-8f15-4168-afec-1f95b13a6408" ping="/url?sa=t&source=web&rct=j&url=https://support.office.com/es-es/article/dictar-los-documentos-d4fd296e-8f15-4168-afec-1f95b13a6408&ved=0ahUKEwjc6JGxqpnkAhVRDq0KHTqOD7QQtwIIMDAB" style="color: #660099; cursor: pointer; font-family: arial;">Dictar los documentos - Soporte de Office - Office Support - Office 365</a></div></div><div style="background-color: white; color: black; font-family: arial, sans-serif; font-size: 12.8px;"><br /></div><div style="background-color: white; color: black; font-family: arial, sans-serif; font-size: 12.8px;"><br /></div><div style="background-color: white; color: black; font-family: arial, sans-serif; font-size: 12.8px;"><br /></div><div style="background-color: white; color: black; font-family: arial, sans-serif; font-size: 12.8px;"><br /></div><div style="background-color: white; color: black; font-family: arial, sans-serif; font-size: 12.8px;"><br /></div><div style="background-color: white;"><div style="color: #333333; font-family: charter, georgia, serif; font-size: 21px; margin-bottom: 16.32px; margin-left: auto; margin-right: auto; max-width: 696px;"><span style="font-weight: 600;">Pasos a seguir para dictar en Word 365</span>:</div><ul style="color: #333333; font-family: charter, georgia, serif; font-size: 21px; list-style: none; margin: 0px auto 16.32px; max-width: 696px; padding: 0px;"><li style="list-style-position: outside; list-style-type: disc; margin: 0px auto 12px 24px; max-width: 100%; width: auto;">Tener abierto Word </li><li style="list-style-position: outside; list-style-type: disc; margin: 0px auto 12px 24px; max-width: 100%; width: auto;">Encender el micrófono</li><li style="list-style-position: outside; list-style-type: disc; margin: 0px auto 12px 24px; max-width: 100%; width: auto;">Seleccionar la opción "Dictar" (Cuando el micrófono se marque en rojo, se puede comenzar el dictado)</li><li style="list-style-position: outside; list-style-type: disc; margin: 0px auto 12px 24px; max-width: 100%; width: auto;">Dictar el texto que quiera escribir</li><li style="list-style-position: outside; list-style-type: disc; margin: 0px auto 12px 24px; max-width: 100%; width: auto;">Para terminar, dar click en "Dictar"</li></ul><div><span style="color: #333333; font-family: charter, georgia, serif;"><span style="font-size: 21px;">-------------------------------------------------------------------------</span></span></div><div><span style="color: #333333; font-family: charter, georgia, serif;"><span style="font-size: 21px;">La opción <b>Transcribir </b>también es muy util, por ejemplo podemos transcribir el audio de las videoconferencias de clase, para contar con un texto que podamos estudiar. </span></span></div><div><span style="color: #333333; font-family: charter, georgia, serif;"><span style="font-size: 21px;"><br /></span></span></div><div><span style="color: #333333; font-family: charter, georgia, serif;"><span style="font-size: 21px;">Vea: <a href="https://support.microsoft.com/es-es/office/transcribir-las-grabaciones-7fc2efec-245e-45f0-b053-2a97531ecf57#:~:text=Word%20se%20transforma%20en%20el,lista%20desplegable%20%3E%20dictar%3Edesplegable." target="_blank">Transcribir las grabaciones (word)</a> </span></span></div><div style="color: black; font-size: medium;"><span style="color: #333333; font-family: "charter" , "georgia" , serif;"><span style="font-size: 21px;">-------------------------------------------------------------------------</span></span></div><div style="color: black; font-size: medium;"><span style="color: #333333; font-family: "charter" , "georgia" , serif;"><span style="font-size: 21px;"><b><br /></b></span></span></div><div style="color: black; font-size: medium;"><span style="color: #333333; font-family: "charter" , "georgia" , serif;"><span style="font-size: 21px;"><b>LEER EN VOZ ALTA</b></span></span></div><div style="color: black; font-size: medium;"><span style="color: #333333; font-family: "charter" , "georgia" , serif;"><span style="font-size: 21px;"><br /></span></span></div><div style="color: black; font-size: medium;"><span style="color: #333333; font-family: "georgia" , serif; font-size: 16pt;">En Office 365 también está disponible la opción de leer en voz alta</span><span style="color: #333333; font-family: "charter" , "georgia" , serif;"><span style="font-size: 21px;">.</span></span></div><div style="color: black; font-size: medium;"><span style="color: #333333; font-family: "charter" , "georgia" , serif;"><span style="font-size: 21px;">Es conveniente que la activen y la utilicen.</span></span></div><div style="color: black; font-size: medium;"><span style="color: #333333; font-family: "charter" , "georgia" , serif;"><span style="font-size: 21px;"><br /></span></span></div><div style="color: black; font-size: medium;"><div class="MsoNormal"><span lang="" style="color: #333333; font-family: "georgia" , serif; font-size: 16pt; line-height: 22.8267px;">Es muy útil para practicar Inglés.</span></div></div></div></div></div>
<span style="background-color: transparent; color: black; font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;"><span face=""><br /></span></span><span id="docs-internal-guid-41e1d819-c20b-be3c-e42f-f5e8c709e002" style="background-color: white; color: #222222; font-size: 12.8px;"><span style="background-color: transparent; color: black; font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;"><span face="">Podemos utilizar el dictado por voz sin necesidad de adquirir un programa comercial.</span></span></span><br />
<span style="background-color: transparent; color: black; font-size: 14.6667px; vertical-align: baseline; white-space: pre-wrap;"><span face=""><br /></span></span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;">Primero conectamos el micrófono y probamos que opere correctamente con con la grabadora de <span class="il">voz</span> de Windows.</span><br />
<span style="color: blue;"><br /></span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><img alt="Imágenes integradas 1" class="CToWUd a6T" height="168" src="https://mail.google.com/mail/u/0/?ui=2&ik=4fba9bc82f&view=fimg&th=1593dbd67b3eab6e&attid=0.2&disp=emb&realattid=ii_1593db774026138d&attbid=ANGjdJ8YV6N52HXTzhKxMCVOl77vIKKxDdmUg8MFchLqgZhca5krC99JR2YisGGF9aeehAov35Faik_1gvc6AGoyHJfoFzsGqh1wrqwkEj0qVXWT4k99Us8spzQ7CgM&sz=w600-h336&ats=1485019121115&rm=1593dbd67b3eab6e&zw&atsh=1" style="cursor: pointer; outline: 0px;" tabindex="0" width="300" /></span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><br /></span></div>
<div style="background-color: white;">
<span face="" style="color: blue; font-size: 12.8px;">Para convertir <span class="il">voz</span> a <span class="il">texto</span>, e<span style="font-size: 12.8px;">stando en Gmail, damos clic en los cuadritos (Aplicaciones de Google) y seleccionamos Drive</span></span><br />
<div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<div>
<span style="color: blue;"><br /></span></div>
<div>
<span style="color: blue;"><img alt="Imágenes integradas 1" class="m_-769970693777278453gmail-CToWUd m_-769970693777278453gmail-a6T CToWUd a6T" height="347" src="https://mail.google.com/mail/u/0/?ui=2&ik=4fba9bc82f&view=fimg&th=1593dbd67b3eab6e&attid=0.4&disp=emb&realattid=ii_1588738400d12f52&attbid=ANGjdJ_HYwWcLxHealaVC_yFwMmAPOseunEDUpONGGLUpclmdu5DpFPuqVwWdrCEHvTyFz-vKkXjpWhd5vyJN3shzL4xp6lb2KwblSXfC0pba89zYMX7EJX9zoyoEvM&sz=w834-h694&ats=1485019121115&rm=1593dbd67b3eab6e&zw&atsh=1" style="cursor: pointer; outline: 0px;" tabindex="0" width="417" /></span></div>
</div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><br /></span></div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;">Luego seleccionamos Nuevo y Google Docs</span></div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><img alt="Imágenes integradas 1" class="m_-769970693777278453gmail-CToWUd CToWUd" height="436" src="https://mail.google.com/mail/u/0/?ui=2&ik=4fba9bc82f&view=fimg&th=1593dbd67b3eab6e&attid=0.5&disp=emb&realattid=ii_158873a91bef67a5&attbid=ANGjdJ8uwvSXnc0E0oNWb0fdy3__zH9mMUSw4e5qupNRLNci9labRsdrHXcEP0Fnnr3MRYPOqKrm_KD6daDaHhTYC8Vu_DJj7EaIFhdNNXt-wg5Ly9CqEX4Emh_y3Lk&sz=w580-h872&ats=1485019121115&rm=1593dbd67b3eab6e&zw&atsh=1" width="290" /></span></div>
<div>
<span style="color: blue;"><span face="" style="color: #222222;"><span style="font-size: 12.8px;"> En Herramientas, seleccionamos la </span></span><span face=""><span style="font-size: 12.8px;">opción</span></span><span face="" style="color: #222222;"><span style="font-size: 12.8px;"> Escritura por </span></span><span class="il" face="" style="color: #222222; font-size: 12.8px;">voz</span><span face="" style="color: #222222;"><span style="font-size: 12.8px;"> (la que muestra el micrófono)</span></span></span></div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><br /></span></div>
<div style="color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><img alt="Imágenes integradas 2" class="m_-769970693777278453gmail-CToWUd CToWUd" height="" src="https://mail.google.com/mail/u/0/?ui=2&ik=4fba9bc82f&view=fimg&th=1593dbd67b3eab6e&attid=0.3&disp=emb&realattid=ii_158873bb2e145aa6&attbid=ANGjdJ9zG4tcpZYEgZYNo--510WdTe2yWsTpkk2wNH9DY7HavNzk7S2PQrjIThtBF8RRdhWrKHuQ6imrZCnD2PpnFpwjm91nFcEIVVThrq8q2mxC51ZAdif38BD8Oco&sz=s0-l75-ft&ats=1485019121115&rm=1593dbd67b3eab6e&zw&atsh=1" width="" /></span></div>
</div>
</div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><br /></span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;">Si el idioma es español ya podemos empezar a dictar. Si está en otro idioma seleccionamos Español México</span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><img alt="Imágenes integradas 2" class="CToWUd" height="283" src="https://mail.google.com/mail/u/0/?ui=2&ik=4fba9bc82f&view=fimg&th=1593dbd67b3eab6e&attid=0.1&disp=emb&realattid=ii_1593dba3d7f61915&attbid=ANGjdJ_GYQrWYzJwHhysKt1Y_Ec9nsnDFOu-np6qR27XBZTWIsYMwZv_JgmBOpW383BQf6g5-4-4Cq_pvqpmBRTvGgFf-rCgprJsDdMUjiHbh960Z8PcYz8h_Mh5dwo&sz=w498-h566&ats=1485019121116&rm=1593dbd67b3eab6e&zw&atsh=1" width="249" /></span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;"><br /></span></div>
<div style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;">Podemos añadir signos de puntuación, dictando lo siguiente:</span></div>
<div style="background-color: white;">
<ul style="font-family: arial, sans-serif; font-size: 12.8px;">
<li><span style="color: blue;">Punto</span></li>
<li><span style="color: blue;">Coma</span></li>
<li><span style="color: blue;">Signo de interrogación</span></li>
<li><span style="color: blue;">Nuevo párrafo</span></li>
</ul>
<div style="font-family: arial, sans-serif; font-size: 12.8px;">
<span style="color: blue;">-----------------------------------------------------------------------------------------</span></div>
<div>
<div style="color: #222222; font-family: "times new roman"; font-size: 12.8px;"><br /></div>
</div>
</div>
Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-8713693364923054382019-08-12T06:23:00.000-07:002019-09-02T08:21:26.730-07:00Navegadores de Internet<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">Un navegador de internet es un programa que permite el acceso a la web, y permite buscar, visualizar, compartir, copiar y reproducir los distintos tipos de archivos que contienen las páginas web. Nos permiten tener acceso a textos, imágenes, videos, Animaciones, sonidos y ejecutar programas <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-MX">Básicamente un navegador web permite visualizar documentos de texto con recursos multimedia incrustados. estos documentos usualmente se les denomina páginas web y frecuentemente poseen hipervínculos que los enlazan a otras partes de la página o incluso a otras páginas web.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-MX">Llamamos Navegar el recorrer páginas web, el nombre navegador surge precisamente porque los usuarios navegan de una página a otra utilizando los hipervínculos existentes. El propósito de un navegador es permitirnos buscar y visitar páginas web e interactuar con ellas. Las páginas web son documentos HTML basados en estándares internacionales, siguiendo las recomendaciones del World Wide Web Consortium (W3C) cuyo propósito principal es cuidar que todos los recursos Web incluyendo los navegadores sean compatibles entre sí.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">El primer navegador fue desarrollado en 1990 y se le llamó WWW (WorldWideWeb) Y funcionaba exclusivamente en computadoras Next.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-MX">En los años siguientes aparecieron otros navegadores con características mejoradas como el Mosaic el Netscape, el internet Explorer (que fue el líder indiscutible por cerca de 10 años con un 90% del mercado mundial), Mozilla, Opera, Safari (para las computadoras Macintosh) entre otros.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">En 2008 surge el Google Chrome, que en pocos años domina la mayoría del mercado por su funcionalidad y por disponer de una interfaz gráfica de usuario GUI sencilla y atractiva, Además de ser gratuito a diferencia de otros navegadores previos que tenían un costo de suscripción.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">En 2015 el navegador Microsoft Edge qué es su navegador moderno con muchas funcionalidades incluidas algunas de ellas únicas y tecnológicamente es avanzado e innovador. El Microsoft Edge viene incluido en Windows 10. y es compatible con los smartphones de las plataformas Android e iOS. Este navegador es la propuesta de Microsoft para reemplazar al Internet Explorer, pero no ha tenido el éxito esperado.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES-MX">A principios de 2018 el porcentaje de Mercado de los principales navegadores a nivel mundial en el siguiente<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Google Chrome (62%)<o:p></o:p></div>
<div class="MsoNormal">
Firefox (11%)<o:p></o:p></div>
<div class="MsoNormal">
Microsoft IE11 y Microsoft Edge (10%)<o:p></o:p></div>
<div class="MsoNormal">
<span lang="ES-MX">Apple Safari (4%)<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="ES-MX">Opera (3%)<o:p></o:p></span></div>
<br />
<div class="MsoNormal">
<span lang="ES-MX">Estos números cambian continuamente al variar las preferencias de los usuarios cuando se incluyen nuevas características a los navegadores.<o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI-teLfQMMzbJantRNZ_kkVajNMTZk5YwQn2mCxOvNtSexIIUP14QJLGA3Aku7pUq3phSVPJ2c6_jpJpOiTIpiNAibxDFNhzVJs9f-5fX9wzDFLXNk2xgyLOzR4VEdFAPTdugnfvoQZ4o/s1600/Navgadores.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="580" data-original-width="820" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI-teLfQMMzbJantRNZ_kkVajNMTZk5YwQn2mCxOvNtSexIIUP14QJLGA3Aku7pUq3phSVPJ2c6_jpJpOiTIpiNAibxDFNhzVJs9f-5fX9wzDFLXNk2xgyLOzR4VEdFAPTdugnfvoQZ4o/s320/Navgadores.png" width="320" /></a></div>
<div class="MsoNormal">
<span lang="ES-MX"><br /></span></div>
Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0tag:blogger.com,1999:blog-2494900465236988033.post-55626558314741195002019-08-11T08:21:00.001-07:002020-08-17T06:38:48.984-07:00Servicios que ofrece Internet<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="494" src="https://www.youtube.com/embed/0rmyPoR8NcM" width="799"></iframe>
<br />
<div class="MsoNormal">
Los Servicios
que presta internet han evolucionado rápidamente integrando nuevas funciones y múltiples
mejoras para facilitar su manejo. esto gracias a una mayor eficiencia y capacidad
de los servicios de comunicación Que han ampliado sustantivamente su ancho de banda,
así como una mejora en el Hardware como es el aumento exponencial en la capacidad
de los microprocesadores y el manejar gigantescas cantidades de almacenamiento y
memoria a bajo costo. las interfaces gráficas que nos permiten acceder con sólo
dar clic con el ratón sobre diferentes iconos han contribuido también a esta expansión
de los servicios que presta internet.</div>
<div class="MsoNormal">
<span lang=""><br /></span></div>
<div class="MsoNormal">
<span lang="">Algunos de
los servicios más utilizados en internet, gran utilidad para los usuarios, son:<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang=""><br /></span></div>
<div class="MsoNormal">
<b><span lang="">Búsqueda y transferencia de información</span></b><span lang="">. Fácilmente podemos buscar y transferir
información, de cualquier tema en cualquier momento. Esta característica de cierta
manera ha hecho obsoletas las enciclopedias. Algunas búsquedas arrojan decenas de
miles de coincidencias, por lo que conviene restringir la búsqueda usando algunos
criterios y filtros que limiten en la cantidad de resultados obtenidos (búsqueda
avanzada). <o:p></o:p></span></div>
<div class="MsoNormal">
<span lang=""><br /></span></div>
<div class="MsoNormal">
<b><span lang="">Descarga de archivos.</span></b><span lang=""> Fácilmente podemos Descargar a nuestra
máquina los archivos que hayamos localizado en internet preferentes algún tema en
particular, por ejemplo, leyes y reglamentos.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang=""><br /></span></div>
<div class="MsoNormal">
<b><span lang="">Correo electrónico (e-mail)</span></b><span lang=""> Permite a los usuarios enviar y recibir
mensajes electrónicos incluyendo texto imágenes videos y archivos anexos.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang=""><br /></span></div>
<div class="MsoNormal">
<b><span lang="">Videoconferencias.</span></b><span lang=""> Internet nos permite tener una comunicación en
línea instantánea con audio y video con personas ubicadas en cualquier lugar del
mundo. Evitando los considerables gastos de trasladar y hospedar a las personas
a otro lugar. Este servicio permite incluso el intercambio de información y la transferencia
de archivos. <o:p></o:p></span></div>
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<span lang=""><br /></span></div>
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<b><span lang="">Streaming de audio y video</span></b><span lang=""> (podemos escuchar la radio o ver la
televisión). En YouTube podemos encontrar millones de videos accesibles en forma
gratuita. Si queremos ver películas o serie de televisión podemos contratar servicios
de distribución digital de contenido multimedia tales como Netflix o Hulu. <o:p></o:p></span></div>
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<b><span lang="">Foros y redes sociales</span></b><span lang="">, servicios tales como Facebook, Twitter
e Instagram, Permiten compartir y difundir rápidamente información entre grupos
sociales con características similares y han demostrado ser una excelente plataforma
de mercadotecnia. para dar una idea de la magnitud de estas redes tan sólo Facebook
maneja más de mil millones de usuarios <o:p></o:p></span><br />
<span lang=""><br /></span>
<span lang="">Los siguientes son algunos ejemplos de foros referentes a Excel</span><br />
<span lang=""><br /></span>
<span face="" lang="" style="color: lime; font-family: arial, helvetica, sans-serif;"><a href="https://ayudaexcel.com/foro/"><b>https://ayudaexcel.com/foro/</b></a></span><br />
<span face="" style="color: lime; font-family: arial, helvetica, sans-serif;"><b><br /></b></span>
<a href="http://foro.todoexcel.com//"><span face="" style="color: lime; font-family: arial, helvetica, sans-serif;"><b>http://foro.todoexcel.com//</b></span></a><br />
<span face="" style="color: lime; font-family: arial, helvetica, sans-serif;"><b><br /></b></span>
<span face="" style="font-family: arial, helvetica, sans-serif;"><span style="color: lime;"><b><a href="https://excelforo.blogspot.com/">https://excelforo.blogspot.com/</a> </b></span> (Foro dentro de Blog)</span><br />
<br />
<h2 style="color: #222222; margin: 20px 0px 10px; padding: 0px;">
<span face="" style="font-family: arial, helvetica, sans-serif; font-size: small;">Reddit Forum:<span style="text-align: justify;"> </span><a href="https://www.reddit.com/r/excel" style="color: #27ae60; margin: 0px; padding: 0px; text-align: justify;">reddit.com/r/excel</a></span></h2>
<div>
<h2 style="color: #222222; margin: 20px 0px 10px; padding: 0px;">
<span face="" style="font-family: arial, helvetica, sans-serif; font-size: small;">Excel Forum:<span style="text-align: justify;"> </span><a href="http://www.excelforum.com/" style="color: #2ecc71; margin: 0px; padding: 0px; text-align: justify;">excelforum.com</a></span></h2>
</div>
<div>
<h2 style="color: #222222; margin: 20px 0px 10px; padding: 0px;">
<span face="" style="font-family: arial, helvetica, sans-serif; font-size: small;">Mr. Excel Forum:<span style="text-align: justify;"> </span><a href="http://www.mrexcel.com/forum/" style="color: #27ae60; margin: 0px; padding: 0px; text-align: justify;">mrexcel.com/forum</a></span></h2>
</div>
</div>
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<span lang=""><br /></span></div>
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<b><span lang="">Conversaciones en línea (Chats).</span></b><span lang=""> Las ciber charlas constituyen uno de
los servicios más utilizados de internet para enviar y recibir mensajes electrónicos
de todo tipo. Los mensajes pueden ser leídos por cualquier persona (chats públicos)
o sólo las personas autorizadas (chats privados).<o:p></o:p></span></div>
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<span lang=""><br /></span></div>
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<b><span lang="">Comercio electrónico.</span></b><span lang=""> la compra de bienes y servicios a través
de Internet, usando como forma de pago medios electrónicos, tales como las tarjetas
de crédito, ha crecido exponencialmente en los últimos años. proveedores tales como
Amazon, ofrecen al público cientos de miles de productos a precios accesibles y
están cambiando la forma de hacer el comercio a nivel mundial.<o:p></o:p></span></div>
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<span lang=""><br /></span></div>
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<b><span lang="">Educación a distancia.</span></b><span lang=""> El internet ha facilitado que los alumnos
no tengan que trasladarse a la escuela para recibir la educación, sino que los contenidos
educativos puedan ser transmitidos de forma digital en cualquier momento a cualquier
lugar del mundo, ya podcasts (audio), videos, libros digitales, exámenes en línea,
Tutorías vía videoconferencias, etc.<o:p></o:p></span></div>
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<br /></div>
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<b><span lang="">Gestiones administrativas.</span></b><span lang=""> Muchas diligencias administrativas pueden
realizarse a través del internet por ejemplo consultar los saldos bancarios, gestionar
una cita, registrarse para un evento, solicitar un empleo, solicitar y recibir la factura de un servicio
o producto, pagar impuestos entre otras muchas actividades, ahorrando a los usuarios
tiempos y costos.<o:p></o:p></span></div>
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<span lang=""><br /></span></div>
<br />
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<b><span lang="">Grupos de noticias</span></b><span lang="">. Este es un servicio derivado del correo electrónico,
muy utilizado de internet para que los usuarios interesados en algo en particular
reciban rápidamente la información correspondiente e intercambian opiniones al respecto.
En los grupos de noticias participan los interesados en un mismo asunto enviando
mensajes por correo electrónico a un tablero electrónico (bulletin board) que puede
ser consultado por los integrantes del grupo. Por ejemplo, todos los alumnos de
una materia pueden inscribirse a un grupo de noticias para compartir toda la información
respectiva acerca de tareas, prácticas de laboratorio, exámenes, proyectos y otros
trabajos académicos.<o:p></o:p></span><br />
<span lang=""><br /></span>
<span lang=""><br /></span>
<br />
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<span face="" style="background-color: transparent; color: black; font-family: arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 700; text-decoration: none; vertical-align: baseline; white-space: pre;">Uso del FTP y de las VPN.</span></div>
<span lang=""><b id="docs-internal-guid-4c945973-5bb2-2f81-90a6-193655a973be" style="font-weight: normal;"><br /></b></span>
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<span face="" lang="" style="background: white; color: #222222; font-family: arial, sans-serif; font-size: 12pt; line-height: 107%;">El Protocolo de transferencia de archivos (File Transfer Protocol o FTP),
Es un protocolo de comunicación entre los diversos dispositivos de una red para
transferir información. Por ejemplo, una computadora que llamaremos cliente
puede conectarse por internet a un servidor para descargar archivos de él o
enviarle archivos. El protocolo logra
que esta transferencia sea compatible con los diversos sistemas operativos que
pudieran tener las computadoras. Por ejemplo podemos buscar y localizar algún
archivo en internet y descargarlo a una computadora con Windows, a una computadora
Apple, a una tableta Android, a un
smartphone, etc. <o:p></o:p></span></div>
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<span face="" lang="" style="background: white; color: #222222; font-family: arial, sans-serif; font-size: 12pt; line-height: 107%;">Una red privada virtual (Virtual Private Network o VPN) es una
tecnología de red de computadoras que. permite que las computadoras en la red
envíen y reciban datos por Internet con toda la funcionalidad y seguridad de
una red privada, por ejemplo, para conectar dos o más sucursales de una
empresa. Como la infraestructura es compartida el costo de una red privada
virtual es bajo, mucho menor que el costo de una red privada física. En este tipo de redes es conveniente
encriptar los datos para que las comunicaciones sean más seguras y no las
puedan leer si son interceptadas personas ajenas a la empresa. <o:p></o:p></span></div>
</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOqsI-GSADzBEy2wshPKR_L9o_UroaVfxY2gPwY-bXOIhSlAcLxw09BWrJq3yteeySZ5Lg5N_VOdye2zyBW1mQRo_he3hDNPwqvTyuF5ixG-Cg3kKKmXHadbJ2P3Z64JN4ZGmPnd0In4Q/s1600/internet.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="414" data-original-width="664" height="199" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOqsI-GSADzBEy2wshPKR_L9o_UroaVfxY2gPwY-bXOIhSlAcLxw09BWrJq3yteeySZ5Lg5N_VOdye2zyBW1mQRo_he3hDNPwqvTyuF5ixG-Cg3kKKmXHadbJ2P3Z64JN4ZGmPnd0In4Q/s320/internet.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<span face="" style="background-color: transparent; color: black; font-family: arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span>
<span face="" style="background-color: transparent; color: blue; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">Podemos utilizar Internet para aprender en línea.</span><br />
<span face="" style="background-color: transparent; color: black; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span>
<span face="" style="background-color: transparent; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;">Sin duda un recurso importante para nuestros estudiantes es </span><a href="http://www.intramed.net/UserFiles/B%C2%B7squeda_avanzada_en_Google.pdf" style="background-color: white; color: #009eb8; display: inline; outline: none; text-align: justify; text-decoration-line: none; transition: all 0.3s ease 0s; white-space: normal;">saber cómo buscar</a><br style="background-color: white; color: #333333; text-align: justify; white-space: normal;" /><br /> Vea</span><span face="" style="background-color: transparent; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre;"><b> <a href="https://tallerinformaticai.blogspot.com/2017/09/buscar-informacion.html?q=buscar">Buscar Información</a> </b></span><span face="" style="background-color: transparent; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"> y realice la actividad sugerida<br /><br style="background-color: white; color: #333333; text-align: justify; white-space: normal;" /><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;">Para practicar buscar en Internet, </span><span style="background-color: white; text-align: justify; white-space: normal;"><span style="color: blue;">les pido busquen información referente a </span></span><b style="background-color: white; color: #333333; text-align: justify; white-space: normal;">Contabilidad con Excel, </b><span style="background-color: white; text-align: justify; white-space: normal;"><span style="color: blue;">que es uno de los primeros temas del curso.</span></span><br style="background-color: white; color: #333333; text-align: justify; white-space: normal;" /><br style="background-color: white; color: #333333; text-align: justify; white-space: normal;" /><span style="background-color: white; text-align: justify; white-space: normal;"><span style="color: blue;">Busquen también</span><span style="color: #333333;"> </span></span><b style="background-color: white; color: #333333; text-align: justify; white-space: normal;">Plantillas contables con Excel</b><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;"> y cursos en línea de </span><b style="background-color: white; color: #333333; text-align: justify; white-space: normal;">Contabilidad con Excel. </b></span><br />
<span face="" style="background-color: transparent; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><b style="background-color: white; color: #333333; text-align: justify; white-space: normal;"><br /></b></span>
<span face="" style="background-color: transparent; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><b style="background-color: white; text-align: justify; white-space: normal;"><span style="color: blue;">Ejemplo: </span></b><b style="background-color: white; color: #333333; text-align: justify; white-space: normal;"> </b><a href="https://www.negociosyemprendimiento.org/2016/02/plantillas-excel-contabilidad-finanzas-gestion.html" style="background-color: white; color: #009eb8; display: inline; letter-spacing: -0.7px; outline: none; text-align: justify; text-decoration-line: none; transition: all 0.3s ease 0s; white-space: normal;">150 Plantillas en Excel de Contabilidad, Finanzas y Gestión Empresarial</a></span><br />
<div style="background-color: white; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre;"><span face="" style="font-family: arial, helvetica, sans-serif;"><span style="color: blue;"><b style="background-color: white; text-align: justify; white-space: normal;">Ejemplo:</b><span style="background-color: white; text-align: justify; white-space: normal;"> </span></span><a href="https://www.udemy.com/course/aprende-administracion-de-empresas/" style="background-color: white; color: #009eb8; display: inline; outline: none; text-align: justify; text-decoration-line: none; transition: all 0.3s ease 0s; white-space: normal;"> UDEMY Administración de Empresas con Excel</a></span></span><br />
<br />
<div style="text-align: start;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><span style="white-space: pre;"><br /></span></span></div>
<div style="text-align: start;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><span style="white-space: pre;"><span style="color: blue;"><b>Ejemplo:</b> </span> <a href="https://www.udemy.com/course/gestiona-tu-negocio-con-excel/">UDEMY Contabilidad con Excel</a></span></span></div>
<div style="text-align: start;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><span style="white-space: pre;"><br /></span></span></div>
<div style="text-align: start;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><span style="white-space: pre;">La siguiente liga muestra algunos cursos de Contabilidad que puedes estudiar en linea
(con mas de 600,000 estudiantes)</span></span></div>
<div style="text-align: start;">
<a href="https://www.udemy.com/es/topic/accounting/"><span style="font-size: large;">https://www.udemy.com/es/topic/accounting/</span></a></div>
<span style="font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre;"><br style="background-color: white; color: #333333; font-size: 14px; text-align: justify; white-space: normal;" /><span face="" style="background-color: white; color: #333333; font-family: arial, helvetica, sans-serif; text-align: justify; white-space: normal;">El programa de la materia es sumamente extenso. En un solo curso integraron los contenidos de varios cursos de Informática.</span></span><br />
<div style="background-color: white; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;">
<br /></div>
<span face="" style="color: black; font-family: arial, helvetica, sans-serif; vertical-align: baseline; white-space: pre;"><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;">Para poder cumplir con los contenidos establecidos es preciso que el alumno abandone una actitud pasiva: </span><span style="background-color: #f6b26b; color: #333333; text-align: justify; white-space: normal;">¡Aquí estoy, enséñame!</span><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;"> esperando tan solo el monólogo del profesor; y adopte una actitud activa: </span><span style="background-color: cyan; color: #333333; text-align: justify; white-space: normal;">¡Oriéntame para que yo investigue!</span><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;"> en la que el maestro es un mentor y un interlocutor en el análisis y discusión de los temas tratados.</span></span><br />
<div style="background-color: white; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<span face="" style="color: black; font-family: arial, helvetica, sans-serif; vertical-align: baseline; white-space: pre;"><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;">En un nuevo rol el profesor debe ser, ante todo, un buen facilitador del aprendizaje, cubriendo tres aspectos: </span></span><br />
<div style="background-color: white; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<ul style="margin: 0.5em 0px; outline: none; padding: 0px 0px 0px 2em; text-align: justify;">
<li style="margin: 0px; outline: none; padding: 0px;"><span face="" style="background-color: white; color: blue; font-family: arial, helvetica, sans-serif;">Facilitación del pensamiento o aprender a pensar,</span></li>
<li style="margin: 0px; outline: none; padding: 0px;"><span face="" style="background-color: white; color: blue; font-family: arial, helvetica, sans-serif;">Facilitación del propio aprendizaje o aprender a aprender y</span></li>
<li style="margin: 0px; outline: none; padding: 0px;"><span face="" style="background-color: white; color: blue; font-family: arial, helvetica, sans-serif;">Facilitación de aprendizaje coparticipativo o aprender a enseñar;</span></li>
</ul>
<span face="" style="color: black; font-family: arial, helvetica, sans-serif; vertical-align: baseline; white-space: pre;"><span style="background-color: white; color: #333333; text-align: justify; white-space: normal;">en otras palabras LO IMPORTANTE ES LA FORMACIÓN NO LA INFORMACIÓN</span></span><br />
<div style="background-color: white; color: #333333; margin: 0px; outline: none; padding: 0px; text-align: justify;">
<span face="" style="font-family: arial, helvetica, sans-serif;"><br /></span></div>
<span style="color: black; vertical-align: baseline; white-space: pre;"><span face="" style="background-color: white; color: #333333; font-family: arial, helvetica, sans-serif; text-align: justify; white-space: normal;">Recae entonces en el alumno la responsabilidad de investigar y en el maestro la de guiar, motivar, evaluar, orientar.</span></span><br />
<span face="" style="background-color: transparent; color: black; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span>
<span face="" style="background-color: transparent; color: black; font-family: arial, helvetica, sans-serif; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;">A continuación les proporciono algunos enlaces para cursos gratuitos de Excel:</span><br />
<span face="" style="background-color: transparent; color: black; font-family: arial; font-size: 10pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span>
<span face="" style="background-color: transparent; color: black; font-family: arial, helvetica, sans-serif; font-size: large; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><a href="https://formaciononline.eu/excel/">https://formaciononline.eu/excel/</a></span><br />
<span face="" style="background-color: transparent; color: black; font-family: arial, helvetica, sans-serif; font-size: large; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span>
<span face="" style="background-color: transparent; color: black; font-family: arial, helvetica, sans-serif; font-size: large; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><a href="http://eleternoestudiante.com/excel-cursos-online-gratis/">http://eleternoestudiante.com/excel-cursos-online-gratis/</a></span><br />
<span face="" style="font-family: arial, helvetica, sans-serif; font-size: large;"><br /></span>
<a href="https://ovacen.com/cursos-excel-online-gratis/"><span face="" style="font-family: arial, helvetica, sans-serif; font-size: large;">https://ovacen.com/cursos-excel-online-gratis/</span></a><br />
<span face="" style="font-family: arial, helvetica, sans-serif; font-size: large;"><br /></span>
<a href="https://cursosonlineyempleos.com/cursos-de-excel-online-gratis/"><span face="" style="font-family: arial, helvetica, sans-serif; font-size: large;">https://cursosonlineyempleos.com/cursos-de-excel-online-gratis/</span></a><br />
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Hugo Garciahttp://www.blogger.com/profile/06979645825753767572noreply@blogger.com0