tag:blogger.com,1999:blog-8056690835734735312024-03-13T11:58:47.988-07:00LÍDER EN ASEGURAMIENTO Y CONTROL DE LA CALIDADAquí encontraras información valiosa que te ayudará en tu crecimiento profesional. Si quieres aprender sobre calidad y conseguir información gratuita, esta es tu pagina, este es el contenido que necesitas y estabas esperando.
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Recuerda "Calidad: hacer las cosas bien, aunque nadie te observe".Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.comBlogger157125tag:blogger.com,1999:blog-805669083573473531.post-77222122561933580502021-03-18T20:15:00.001-07:002021-03-18T20:15:21.837-07:00Asesoría Para Crear un Dossier para Fabricación de Rodillos de Transpor...<iframe style="background-image:url(https://i.ytimg.com/vi/YFd3XtMY6rU/hqdefault.jpg)" width="480" height="270" src="https://youtube.com/embed/YFd3XtMY6rU" frameborder="0"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-89776740104382489562021-01-05T06:23:00.001-08:002021-01-05T06:23:34.279-08:00Bienvenidos a la Pagina Web www.calidadiso9001.co<iframe style="background-image:url(https://i.ytimg.com/vi/VAh9Bzot3I8/hqdefault.jpg)" width="480" height="270" src="https://youtube.com/embed/VAh9Bzot3I8" frameborder="0"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-44946889645391559272020-07-23T15:07:00.001-07:002020-07-23T15:07:17.751-07:00Como Realizar la Verificación de Motosoldadores Y Electrosoldadores<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/K8pZe9A_IvE" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-43572769516892006862020-07-20T09:09:00.002-07:002020-07-20T09:09:56.200-07:00DETALLES TÍPICO SOPORTES PARA TUBERÍA<br />
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<b>DETALLES TÍPICO SOPORTES PARA TUBERÍA</b></h2>
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Cordial saludo para todos los visitantes de esta pagina, para mi es gusto compartir con todos ustedes estos típicos de soportes para tubería muy utilizados en la instalación de líneas de procesos.</div>
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" /><br />
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Para acceder a la información por favor dar clic en el enlace que les dejo a continuación.<br />
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<a href="https://drive.google.com/drive/folders/1jex4zpjnVdjzVN6cwKsJw4OjhS4SYKtv?usp=sharing" target="_blank">DETALLE TÍPICO SOPORTES PARA TUBERÍA</a>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-796007054143078082020-07-17T07:54:00.002-07:002020-07-17T08:08:21.782-07:00ISO 10006 DIRECTRICES PARA LA GESTIÓN DE LA CALIDAD EN PROYECTOS<div style="text-align: center;">
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<b><u>ISO 10006 DIRECTRICES PARA LA GESTIÓN DE LA CALIDAD EN PROYECTOS</u></b></div>
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<span style="font-size: large;">Esta Norma Internacional proporciona orientación sobre la aplicación de la gestión de la calidad</span></div>
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<span style="font-size: large;">en los proyectos.</span></div>
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<span style="font-size: large;">Se aplica a proyectos de distinta complejidad, pequeños o grandes, de corta o larga duración, en</span></div>
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<span style="font-size: large;">distintos ámbitos e independientemente del tipo de producto o proceso involucrado. Esto puede</span></div>
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<span style="font-size: large;">hacer necesaria cierta adaptación de la orientación para adecuarse a un proyecto determinado.</span></div>
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<span style="font-size: large;">Se reconoce que hay dos aspectos en la aplicación de la gestión de la calidad en los proyectos:</span></div>
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<span style="font-size: large;">los referidos a los procesos y los referidos al producto de éste. La falta de cumplimiento de</span></div>
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<span style="font-size: large;">cualquiera de estos dos aspectos puede tener efectos significativos en el producto, en el cliente</span></div>
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<span style="font-size: large;">y en otras partes interesadas del proyecto, y en la organización encargada de éste.</span></div>
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<span style="font-size: large;">Estos aspectos también enfatizan que el logro de los objetivos de la calidad es una</span></div>
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<span style="font-size: large;">responsabilidad de la alta dirección, que exige un compromiso para que los objetivos de la</span></div>
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<span style="font-size: large;">calidad sean inculcados en todos los niveles de las organizaciones que participan en el</span></div>
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<span style="font-size: large;">proyecto. No obstante, cada nivel debería mantener la responsabilidad de sus respectivos</span></div>
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<span style="font-size: large;">procesos y productos.</span></div>
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<span style="font-size: large;">Para Acceder a la norma y descargar por favor dar clic en el enlace.</span></div>
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<a href="https://drive.google.com/file/d/1dCCYkSI3wdK34XRfgapu7jDv2NNrg1Sb/view?usp=sharing" target="_blank"><span style="font-size: large;">ISO 10006</span></a></div>
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<span style="font-size: large;">Recuerda visitar mi canal de youtube donde me puedes encontrar como <a href="http://www.youtube.com/c/julio%20luque" target="_blank">JULIO LUQUE</a></span></div>
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Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-22092131663905195002020-07-04T08:51:00.000-07:002020-07-09T09:49:36.272-07:00NTC ISO 10005:2018<div style="text-align: center;">
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<b><span style="font-size: large;">NTC ISO 10005:2018</span></b></h3>
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<span style="font-size: large;">Esta norma ha sido preparada para satisfacer la necesidad de una orientación para los planes de la calidad, ya sea en el contexto de un sistema de gestión de la calidad establecido o como una actividad de gestión independiente.</span></div>
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<span style="font-size: large;">Los beneficios de establecer un plan de la calidad incluyen el incremento de confianza en que los requisitos van a cumplirse, mayor seguridad de que los procesos están bajo control y la motivación que puede proporcionar a todos aquellos involucrados.</span></div>
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<span style="font-size: large;">Solo espero que esta norma que escaneado para tí sea de gran provecho para tu crecimiento profesional y personal. Accede dando clic </span><a href="https://drive.google.com/file/d/1PqMxO7nCCbS65EAMANROd3queEPtKZfT/view?usp=sharing" style="font-size: x-large;" target="_blank">NTC ISO 10005:2018</a></div>
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<span style="font-size: large;">Me puedes encontrar en instagram como ingjulioluque y en mi canal de youtube como Julio Luque.</span></div>
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Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com5tag:blogger.com,1999:blog-805669083573473531.post-61905214307217638662020-06-28T17:46:00.001-07:002020-06-28T17:46:34.793-07:00FORMATO PARA REALIZAR MEMORIAS DE CALCULO<div style="text-align: center;"><b style="background-color: white;"><font size="5">FORMATO PARA REALIZAR MEMORIAS DE CALCULO</font></b></div><div style="text-align: center;"><b style="background-color: white;"><br /></b></div><div style="text-align: justify;"><font size="5">En los diferentes proyectos que se ejecuten, siempre sera necesario realizar facturas de los trabajos que se vayan realizando mes a mes. Es por ese motivo que nace la necesidad de elaborar memorias de calculo, las cuales son presentadas al cliente, para revisión y aprobación. Dichas memorias van anexas al paquete de documentos de la facturación.</font></div><div style="text-align: justify;"><font size="5"><br /></font></div><div style="text-align: justify;"><span style="text-align: left;"><font size="5">Aquí</font></span><font size="5"> les presento uno de los muchos formatos que son utilizados para realizarlas y puedes descargar dando click en el siguiente enlace <a href="https://drive.google.com/file/d/16HODm3XGAkb-t8-bPvGPOJKCN44fAdK_/view?usp=sharing" target="_blank">https://drive.google.com/file/d/16HODm3XGAkb-t8-bPvGPOJKCN44fAdK_/view?usp=sharing</a> y si quieres saber como realizarlas puedes ir al siguiente enlace <a href="https://youtu.be/JdLzhxQJtD0" target="_blank">https://youtu.be/JdLzhxQJtD0</a></font></div><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><div style="text-align: left;"><b><font size="5"><br /></font></b></div></blockquote></blockquote>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-17503635971166098552020-05-24T22:29:00.001-07:002020-05-24T22:29:12.885-07:00DIFERENCIA ENTRE LA ISO 10005 2015 VS 2018 SEGUNDA PARTE<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/o7RqyU4UI-8" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-45031848849877496362020-05-14T06:57:00.001-07:002020-05-14T06:57:18.928-07:00COMO SOLDAR TUBERÍA CON RECUBRIMIENTO INTERNO TK-70XT<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/aVFs0ZrZpiM" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-29925509342666351932020-04-25T18:18:00.001-07:002020-04-25T18:18:23.339-07:00CONTROLES DE CALIDAD EN TIE-IN<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/NehLEFMXCXk" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-56262804429812552632020-04-13T18:49:00.003-07:002020-04-13T18:49:18.349-07:00PENSAMIENTO ESTRATÉGICO DE McDonald's<br />
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Pensamiento Estratégico de McDonald's</span></b></div>
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<strong><span lang="ES-CO" style="font-weight: normal;"><span style="font-family: Arial, Helvetica, sans-serif;">El
contenido de este documento habla de la historia de la empresa McDonald’s, mostrando
como fue el proceso de crecimiento con el paso de los años. Muestra un análisis
de las etapas del proceso administrativo y relaciona cada uno de ellos, con
base al proceso utilizado por los hermanos McDonald y la gran visión de
crecimiento de Ray Kroc. Además encontrarán los actores que hacen parte del
proceso administrativo y una descripción de su importancia y de la forma como
se implementó dentro de la empresa.</span><o:p></o:p></span></strong></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Si te interesa este archivo y quieres descargarlo, solo te pido lo siguiente:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">1. Comparte mi pagina por tus redes sociales, no te cuesta nada.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">2. Visita mi canal de Youtube, suscribirte y comparte mis vídeos, es totalmente gratis. <a href="https://www.youtube.com/c/julioluque" target="_blank">Julio Luque</a></span></div>
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<strong><span lang="ES-CO" style="font-weight: normal;"><o:p><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></o:p></span></strong></div>
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<strong><span lang="ES-CO" style="font-weight: normal;"><o:p><span style="font-family: Arial, Helvetica, sans-serif;">Una vez realizado los puntos anteriores, ahora si puedes descargar el archivo, dando clip en el enlace que te dejo a continuación.</span></o:p></span></strong></div>
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<strong><span lang="ES-CO" style="font-weight: normal;"><o:p><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></o:p></span></strong></div>
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<strong><span lang="ES-CO" style="font-weight: normal;"><o:p><span style="font-family: Arial, Helvetica, sans-serif;"><a href="https://drive.google.com/file/d/1cnzvUli1msH2gswENcFBgLr4cCLiwkSX/view?usp=sharing" target="_blank">Pensamiento Estratégico McDonald's</a></span></o:p></span></strong></div>
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<strong><span lang="ES-CO" style="font-weight: normal;"><o:p><span style="font-family: Arial, Helvetica, sans-serif;">De antemano muchas Gracias.</span></o:p></span></strong></div>
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<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"></span></b>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-10765101063112449552020-04-12T13:51:00.001-07:002020-04-12T13:51:11.919-07:00PROTOCOLO PARA LA INSTALACIÓN Y/O MONTAJE DE VÁLVULAS<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/QEajUNpn6zU" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-8912197715430335192020-04-10T17:02:00.001-07:002020-04-10T17:02:57.907-07:00DIFERENCIAS ISO 10005:2005 vs ISO 10005:2018 PRIMERA PARTE<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/5EBdvlXDi78" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-27673953985431001642020-04-10T13:27:00.001-07:002020-04-10T13:27:21.891-07:0030 PASOS PARA DIGITALIZAR TU NEGOCIO<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/3fn41fK2kwA" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-75119983521681386262020-02-22T11:06:00.002-08:002020-02-22T11:06:45.180-08:00CRISIS ECONÓMICA PARA EL 2020<br />
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<b><span style="font-size: large;">CRISIS ECONÓMICA PARA EL 2020</span></b></div>
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Se avecina una crisis global para el 2020.......... Alertan economistas y JP Morgan; panorama negro advierte la FMI<br />
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Si deseas leer el articulo, puedes ingresar al siguiente enlace:<br />
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<a href="https://drive.google.com/file/d/1mv2rR1eocTK4tgZZlFHVLSMqqW0n1erg/view?usp=sharing" target="_blank">https://drive.google.com/file/d/1mv2rR1eocTK4tgZZlFHVLSMqqW0n1erg/view?usp=sharing</a><br />
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Visita mi canal en youtube, donde me puedes encontrar como julio luque o dando clic en el siguiente enlace <a href="http://www.youtube.com/c/julioluque" target="_blank">Julio Luque</a><br />
<br />Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-10788986469387281472020-02-22T10:54:00.002-08:002020-02-22T10:54:30.289-08:00CALIDAD Y SU EVOLUCIÓN<br />
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<span style="font-size: large;"><b>CALIDAD Y SU EVOLUCIÓN</b></span></div>
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<span style="text-align: justify;"><span style="font-family: Trebuchet MS, sans-serif;">Intentar referirse al término calidad es no encontrar una definición concreta y hasta llegar a una controversia en el intento. Se cree que todos saben a qué se refiere pero, probablemente, no es así, pues es un término usado continuamente y que ha cobrado fuerza a largo de la historia. Este artículo tiene como objetivo presentar una revisión y análisis de la percepción de la calidad y su evolución en el tiempo, y los principales enfoques que se le han atribuido. Para ello, se realizó una revisión bibliográfica a través de artículos y libros de reconocidos autores sobre este tema. Se concluye sobre la importancia de abordar estos temas en la comunidad investigativa, con el fin de obtener información acerca del estado actual del conocimiento con respecto a temas de interés.</span></span><br />
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<span style="font-family: Trebuchet MS, sans-serif;">Si desean leer el articulo, les dejo el enlace para que puedan descargarlo.</span><br />
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<a href="https://drive.google.com/file/d/1FhN3625eoX2dlymU2mqan2FcHhCCyyDm/view?usp=sharing" target="_blank">https://drive.google.com/file/d/1FhN3625eoX2dlymU2mqan2FcHhCCyyDm/view?usp=sharing</a><br />
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<span style="font-family: Trebuchet MS, sans-serif;">Los invito a visitar mi canal en youtube, donde me encuentran como julio luque o pueden colocar www.youtube.com/c/julioluque. </span>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-79044640603852645812020-02-22T10:26:00.001-08:002020-02-22T10:26:44.905-08:00COMO REALIZAR UN ANÁLISIS PARA UNA NO CONFORMIDAD<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/UWWbc2azmnc" width="459"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-52237391793447132242019-12-15T11:25:00.004-08:002019-12-15T11:25:47.331-08:00TESTIGO DOCUMENTAL<br />
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<b><span style="font-size: large;">TESTIGO DOCUMENTAL</span></b></div>
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<span style="font-size: large;">Cordial saludos para todos, hoy voy a compartir con todos ustedes este formato que le llamamos "Testigo Documental". si quieren saber mas sobre este formato, los invito a ver el vìdeo en mi canal de youtube.</span></div>
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<span style="font-size: large;">Si desean acceder al documento, den like en el enlace que se encuentra a bajo.</span></div>
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<a href="https://drive.google.com/file/d/1D_1cl_wGHK7CIlA-XOr6RBEwMXiE3oqT/view?usp=drivesdk" target="_blank">https://drive.google.com/file/d/1D_1cl_wGHK7CIlA-XOr6RBEwMXiE3oqT/view?usp=drivesdk</a><br />
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<span style="font-size: large;">Hasta una proxima oportunidad y recuerden suscribirse al canal y compatir mis vìdeos por tus redes sociales.</span></div>
Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-91144420486973255272019-11-23T12:57:00.001-08:002019-11-23T12:57:38.907-08:00COMO REDACTAR UNA NCR<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/xx1qFgZf6VY" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-40670182128049206292019-11-21T12:03:00.004-08:002019-11-21T12:03:31.309-08:00DETALLE TIPICO DE SOPORTES<br />
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<b><span style="font-family: Georgia, Times New Roman, serif; font-size: large;">DETALLE TIPICO DE SOPORTES</span></b></div>
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<span style="font-size: large;">Saludos a todos, aqui podran descargar los planos que aparecen en el vídeo y asi trabajar con base en ellos. Solo deben dar click en el enlace y podran acceder a la información.</span></div>
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<span style="font-size: large;"><a href="https://drive.google.com/drive/folders/1jex4zpjnVdjzVN6cwKsJw4OjhS4SYKtv?usp=sharing" target="_blank">https://drive.google.com/drive/folders/1jex4zpjnVdjzVN6cwKsJw4OjhS4SYKtv?usp=sharing</a></span><br />
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<span style="font-size: large;">Recuerden dar a conocer mi pagina web y compartir mis vídeos por sus redes sociales.</span></div>
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<span style="color: blue; font-size: large;">Exitos</span></div>
Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-91738453022480466422019-11-21T11:51:00.002-08:002019-11-21T12:38:19.774-08:00DETALLES TIPICOS ELECTRICOS<div style="text-align: center;">
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<b><span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">DETALLES TIPICOS ELECTRICOS</span></b></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><b>Cordial Saludos:</b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;">dando click en el enlace podran acceder a los planos que se muestran en el vídeo. No se les olvide compartir, divulgar, dar a conocer mi sitio web y mi canal en youtube. en instagram me pueden conseguir como ingjulioluque.</span></div>
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<a href="https://drive.google.com/drive/folders/1IrML6RQTTwcfaa5yyRPfv00MT1vRKpZp?usp=sharing" target="_blank"><span style="font-size: large;">https://drive.google.com/drive/folders/1IrML6RQTTwcfaa5yyRPfv00MT1vRKpZp?usp=sharing</span></a></div>
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<span style="color: lime; font-family: "courier new" , "courier" , monospace; font-size: large;"><b>Exitos</b></span></div>
Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-91271980007379664642019-10-12T20:08:00.001-07:002019-10-12T20:08:39.875-07:00GUIA PARA REALIZAR SOLDADURA EXOTÉRMICA<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/f61T2Avi5bQ" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-89931900309191704982019-08-12T20:24:00.001-07:002019-08-12T20:24:48.864-07:00GUÍA PARA REALIZAR UNA PRUEBA DE ADHERENCIA<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/u8zD5v56JoY" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-10982575981206024062019-08-10T13:53:00.001-07:002019-08-10T13:53:03.631-07:00COMO REVISAR UN PLAN DE INSPECCIÒN Y ENSAYO (ITP)<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/vO4rzlEI2lo" width="480"></iframe>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0tag:blogger.com,1999:blog-805669083573473531.post-10180204592237080342019-08-10T11:44:00.004-07:002019-08-10T11:44:45.928-07:00LISTA DE CHEQUEO ITP<br />
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<b><span style="font-size: large;">LISTA DE CHEQUEO ITP</span></b></div>
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<span style="font-size: large;">Saludos para todos y bienvenidos a su pagina web, donde el conocimiento es lo mas importante.</span></div>
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<span style="font-size: large;">Les dejo el enlace para que puedan descargar el archivo, de verdad espero que sea de gran ayuda para todos.</span></div>
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<a href="https://drive.google.com/file/d/1-7ugect4h-CY2kfkaJtG9hLorE86t9WT/view?usp=drivesdk" target="_blank">https://drive.google.com/file/d/1-7ugect4h-CY2kfkaJtG9hLorE86t9WT/view?usp=drivesdk</a>Julio Luquehttp://www.blogger.com/profile/02461294365411784802noreply@blogger.com0