tag:blogger.com,1999:blog-7359363257051189992024-03-06T03:47:42.202+01:00Archivo Histórico Municipal de Molina de SeguraBlog No-oficial para la Asignatura TIC para la Historia (1470) de la Universidad de Murcia. Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-735936325705118999.post-76761664499174726042014-01-23T21:11:00.001+01:002014-01-23T21:11:51.361+01:00MUDEM (Museo del Enclave de la Muralla)<!--[if gte mso 9]><xml>
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<div style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>MUDEM (Museo del Enclave de la Muralla)</u></b></span></div>
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<span style="font-family: Verdana,sans-serif;">
</span></div>
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<span style="font-family: Verdana,sans-serif;">Bajo este nombre, se designa al proyecto aún, por inacabado,
de la Musealización del yacimiento de la muralla árabe de Molina de Segura. <span style="mso-spacerun: yes;"> </span>El museo se engloba en un conjunto de
distintos espacios, bajo la denominación de “Complejo Cultural Enclave de la
Muralla”.</span></div>
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<br /></div>
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<span style="font-family: Verdana,sans-serif;">El complejo Cultural estará compuesto por <span style="mso-spacerun: yes;"> </span>una tiple función, la del Museo de la muralla
árabe de Molina de Segura, de la que hablamos en la entrada “Muralla árabe de
Molina de Segura”, la función de Archivo, ser la nueva ubicación del Archivo Histórico
Municipal, dotándolo de una mejor “Instalación” Archivística más moderna y en
mejores condiciones espaciales de las que se encuentra en la actualidad a la
espera de traslado. Y una tercera función de Auditorio, en principio de 200
plazas, pero que es otro de los detalles que siguen en el aire.</span></div>
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<br /></div>
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<span style="font-family: Verdana,sans-serif;">En la página Web del Ayuntamiento de Molina de Segura<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 115%;">[1]</span></span></span></span></a>
podemos encontrar una entrada sobre el “MUDEM”, en el siguiente enlace noticia
anterior al 12 de diciembre de 2013.<span style="mso-spacerun: yes;"> </span>De
la entrada destacamos la siguiente imagen del proyecto, aunque no especifica si
es del definitivo o el anterior las ultimas noticias sobre el proyecto que
afecta a la<span style="mso-spacerun: yes;"> </span>Muralla árabe de Molina de
Segura. </span></div>
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<br /></div>
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<br /></div>
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" 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<tr><td class="tr-caption" style="text-align: center;">Imagen del Proyecto MUDEM. Portal Molina de Segura..Es<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Calibri","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></span></span></span></a> </td></tr>
</tbody></table>
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<span style="font-family: Verdana,sans-serif;">Para finalizar me gustaría señalar distintas informaciones
que da la página web del Ayuntamiento de Molina de Segura al respecto. <span style="mso-spacerun: yes;"> </span>Sitúa este proyecto como “emblemático”, para
el municipio y para el “Patrimonio Cultural” regional y local, pero durante
mucho tiempo ha dado la sensación de dejadez y de valorarlo poco, dejándolo enfangado
con los problemas de concesiones.</span></div>
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<span style="font-family: Verdana,sans-serif;">Plantea el proyecto con las ultimas perspectivas de la “Museografía”
y “Museología”, <span style="mso-spacerun: yes;"> </span>exponiendo que será una “experiencia
interactiva” para el visitante.<span style="mso-spacerun: yes;"> </span>Proponer
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<br />Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-69864587807981677022014-01-23T21:11:00.000+01:002014-01-23T21:11:25.064+01:00Muralla árabe de Molina de Segura. Perspectivas de futuro.<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><u>Muralla árabe de Molina de Segura. Perspectivas de futuro.</u></b></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Dedicamos esta entrada a la Muralla árabe de Molina de
Segura, como elemento patrimonial más importante a nuestros ojos, estos restos
que en sucesivas intervenciones han sido estudiados (Febrero-Octubre 1990,
Junio 1997 y Abril 2004) y que dan signos de identidad al municipio murciano,
cuarto en importancia de la Región de Murcia. La razón de esta nueva entrada sobre la
muralla árabe, es en principio una noticia dada por el periódico “La Opinión de Murcia”, del 13 de diciembre de 2013, en la pág. 21.</span></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">El ayuntamiento
de Molina de Segura en el curso natural de la aprobación de los Presupuestos, consiguió
el día 3 de diciembre la aprobación de la Asamblea de la Junta Local de
Participación Ciudadana de los presupuestos de 2014 para el Municipio. Destacar en la partida de Inversiones, la dotación
de 1.500.000,00 Euros para “Finalización Museo de la Muralla”. Dotación
que puede consultarse en la página Web del Ayuntamiento de Molina de Segura, o
en la página número 7 del presente documento localizable en su página web. <a href="http://gobiernoabierto.molinadesegura.es/images/documentos/Presupuestos2014/preupuestos2014_3-12-13.pdf" target="_blank">preupuestos2014</a> </span></span></div>
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<br /></div>
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<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Una lectura interesante sobre la muralla árabe de Molina de
Segura, puede leerse la entrada de un blog del diario “La Opinión de Murcia”,
del 15 de enero de 2014. <a href="http://blogs.laverdad.es/microhistorias/2014/01/15/molina-da-uso-a-su-muralla/#comment-1203933425" target="_blank">molina da uso a su muralla</a></span></span></div>
<br />Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-3049005719362352532014-01-12T17:49:00.001+01:002014-01-22T19:04:01.440+01:00Tratamiento de imágenes y textos mediante la utilización de un programa informático adecuado.<!--[if gte mso 9]><xml>
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<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Tratamiento de imágenes y textos mediante la utilización de un
programa informático adecuado.</u></b></span></h4>
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<span style="font-family: Verdana,sans-serif;">Una de las prácticas de la asignatura, en su parte del área
de arqueología fue el tratamiento de imágenes, con el programa informatice<span style="mso-spacerun: yes;"> </span>Photoshop muy conocido en la sociedad actual.
Las prácticas se desarrollaron en la sala de ordenadores de ronda levante,
“Pelicano” entre el 24<span style="mso-spacerun: yes;"> </span>y 4 de Noviembre
de 2013, con una duración de 5 horas de clase.<span style="mso-spacerun: yes;">
</span>Las sesiones estuvieron asistidas por un experto en el manejo del
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<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br />
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<tr><td class="tr-caption" style="text-align: center;">Guía para la elaboración del a práctica.</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Práctica en blanco.</td></tr>
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<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg94xNvqQYETohX8PyYe6kpvJHShNO4fcBEHdGoFhrCdolhivLEMDYEFkNUcefgLmv-4LF74al8up5K8j3OuUADePhP5ww0Y68XuIQTSLuk0PzhhAgjYkiMjDoohSnTU59Wbw4WN4kpVlcD/s1600/pr%C3%A1ctica+terminada.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg94xNvqQYETohX8PyYe6kpvJHShNO4fcBEHdGoFhrCdolhivLEMDYEFkNUcefgLmv-4LF74al8up5K8j3OuUADePhP5ww0Y68XuIQTSLuk0PzhhAgjYkiMjDoohSnTU59Wbw4WN4kpVlcD/s1600/pr%C3%A1ctica+terminada.jpg" height="484" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Práctica tras el tratamiento.</td></tr>
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Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-24955494136448043002014-01-12T17:49:00.000+01:002014-01-12T17:49:03.036+01:00La Clasificación: El Cuatro de Clasificación.<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;"><u>La Clasificación: El Cuatro de Clasificación.</u></b></div>
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La clasificación<span style="mso-spacerun: yes;"> </span>establece una estructura lógica de los fondos
documentales<span style="mso-spacerun: yes;"> </span>y<span style="mso-spacerun: yes;"> </span>facilita la localización de los documentos en
la estructura del archivo.<span style="mso-spacerun: yes;"> </span>Bajo las
premisas del principio de procedencia o el principio de respeto al orden
original de los documentos. La clasificación es la separación o división de los
conjuntos de elementos, creando clases o grupos.<span style="mso-spacerun: yes;"> </span>Unida a la idea de separar, y una aplicación
a la totalidad de los fondos o secciones de los fondos.<span style="mso-spacerun: yes;"> </span>T.S. Schellenberg en 1858 estableció tres tipos
de clasificación, por acciones, por estructura orgánica o por los asuntos. </div>
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<br /></div>
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" 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" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tres Sistemas de Clasificación</td></tr>
</tbody></table>
<div class="MsoNormal" style="text-align: justify;">
La clasificación mas empleada es
la funcional,<span style="mso-spacerun: yes;"> </span>o la mixta entre orgánica
y funcional.<span style="mso-spacerun: yes;"> </span>Cruz Mundet lo
justifica<span style="mso-spacerun: yes;"> </span>por tres motivos: la clasificación
funcional es más objetiva (refleja funciones de los organismos),<span style="mso-spacerun: yes;"> </span>es estable (perdura más en el tiempo) y se
sustenta en la propia naturaleza de los documentos. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
La clasificación pose unos
principios enunciados por T.R. Schellenberg y recogidos por Antonio Heredia y
son 7. <span style="mso-spacerun: yes;"> </span>Básicamente exponen que la
clasificación es anterior a la ordenación, la clasificación ha de ser
consistente con un solo sistema, y evitar títulos ambiguos<span style="mso-spacerun: yes;"> </span>como “Varios” o “Misceláneos”. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
El resultado del proceso de
clasificación es la creación del llamado “Cuadro de Clasificación”,<span style="mso-spacerun: yes;"> </span>que actúa como una referencia del proceso de
clasificación del fondo o fondos documentales de la institución.<span style="mso-spacerun: yes;"> </span>Una definición de “Cuadro de Clasificación”:</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br />
<blockquote class="tr_bq">
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-tab-count: 1;"></span>Estructura
jerárquica y lógica de los fondos, dividiéndolos en grupos que reflejan una
acción, una función o una actividad de la institución, y sirve como guía para
la localización de las series documentales. Pose distintos niveles, dependiendo
del sistema de clasificación y de las contingencias propias del fondo o fondos documentales
de la institución.<span style="mso-spacerun: yes;"> </span>Un esquema básico de
cuadro de los niveles de clasificación puede ser el siguiente, y que sigue de
lo general a lo específico.</div>
</blockquote>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-fareast-language: ES; mso-no-proof: yes;">
</span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="371" 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style="margin-left: auto; margin-right: auto;" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Elementos principales de un cuadro de clasificación, según las necesidades concretas se desarrollan otros elementos.</td></tr>
</tbody></table>
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Enlaces:</div>
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<br /></div>
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-Archivo Historico Naciona (AHN) y Archivos de Titularidad Estatal: <a href="http://pares.mcu.es/ParesBusquedas/servlets/Control_servlet" target="_blank">Pares</a></div>
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-Archivo General de la Región de Murcia (AGRM): <a href="http://archivoweb.carm.es/archivoGeneral/arg.contenido?seccion=CuadroClasificacion&idsec=321&pa_el_div=./arg.estructura.crea_div_cuadroclasificacion?pidses=0#" target="_blank">AGRM</a></div>
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<br /></div>
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Bibliografía:</div>
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Cruz Mundet, J.R.
(2012): <i style="mso-bidi-font-style: normal;">Archivística, Gestión de
documentos y administración de archivos</i>, Alianza Editorial.</div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-69437217629055815092014-01-12T17:48:00.000+01:002014-01-12T17:48:04.737+01:00Archivo Ducal de Medina Sidonia: Archivo del Marquesado de los Vélez.<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Archivo Ducal de Medina Sidonia: Archivo del Marquesado de los
Vélez.</u></b></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El ducado de Medina Sidonia es
uno de los títulos nobiliarios más importantes del Reino de España, creado por
el rey Juan II de Castilla, otorgado a Juan Alonso Pérez de Guzmán y Suárez de
Figueroa, siendo tercer Conde de Niebla, en 1445.<span style="mso-spacerun: yes;"> </span>La denominación de la casa ducal, proviene de
un municipio andaluz, el de Medina-Sidonia.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El marquesado de los Vélez, es
una casa nobiliaria importante en los antiguos reinos de granada y Murcia durante
el antiguo régimen. Titulo castellano, que la reina Juana I la loca, otorgo a
Pedro Fajardo y Chacón en 1507. Titulo hereditario que durante el reinado de
Carlos I (1516-1556) fue elevado a Grandeza de España, siendo marques Luis
Yánez Fajardo y de la Cueva<span style="mso-spacerun: yes;"></span>, en 1779 se incorporó a la Casa de Medina–Sidonia. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Hay que destacar que bajo el II
Marques de los Vélez, <span style="mso-spacerun: yes;"> </span>Carlos<span style="mso-spacerun: yes;"> </span>I, convirtió el Señorío de Molina Seca,<span style="mso-spacerun: yes;"> </span>perteneciente a la familia fajardo desde 1387,
en el Marquesado de Molina.<span style="mso-spacerun: yes;"> </span>Un documento
que acredita la posesión de Molina Seca, actual Molina de Segura, <span style="mso-spacerun: yes;"> </span>por la familia Fajardo, es un documento de
1396, fechado el 27 de Octubre por el cual Juan Alfonso Fajardo<span style="mso-spacerun: yes;"> </span>“confirma al concejo y vecinos de la villa
todas sus libertades, usos y costumbres”, <span style="mso-spacerun: yes;"> </span>documento cuya signatura es “ADMS, Legajo 450”,
estudiado en la obra “El señorío de Molina en los documentos del Archivo Ducal de
Median Sidonia”<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 115%;">[1]</span></span></span></span></a></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El archivo ducal de Medina
Sidonia, cuenta entre sus fondos documentales, los fondos de las casas
nobiliarias que ha ido añadiendo bajo su título, entre las que podemos señalar
la de Villafranca del Bierzo, Vélez, Martorell, Montealto y Maza de Linaza. El
profesor de la universidad de Murcia, Domingo Beltrán Corbalán, del área de
ciencias y técnicas historiográficas, en su obra sobre el ADMS<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 115%;">[2]</span></span></span></span></a>,<span style="mso-spacerun: yes;"> </span>estima que el Archivo ducal de Medina Sidonia
(ADMS) cuenta con 6314 legajos, cuyo origen se desarrolla durante varios siglos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">En la historia del archivo,
podemos destacar que estaba disperso en distintas ubicaciones, hasta el año
1862, cuando <span style="mso-spacerun: yes;"> </span>Doña Isabel<span style="mso-spacerun: yes;"> </span>Álvarez de Toledo y Maura, anterior duquesa
de Medina Sidonia, concentro los fondos documentales, reuniendo el archivo
familiar. <span style="mso-spacerun: yes;"> </span>Una parte del fondo documental
del padre de Isabel, don Joaquín Álvares de Toledo y Caro, fue entregada al
Estado, situadas ahora en el Archivo General de Simancas.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Fue la propia duquesa, quien
realizo las tareas de organización, clasificación y descripción de los fondos
documentales concentrados. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Tarea que se vio interrumpida por un lapso de
10 años, por su exilio en parís entre los años 1970 y 1971. La culminación de
su trabajo se prolongaría hasta el año 1982. La ubicación del archivo es en el
palacio de los Guzmán en Sanlúcar de Barrameda, en Cádiz. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">La documentación perteneciente al
marquesado de los Vélez, puede consultarse en la obra “El señorío de Molina en
los documentos del Archivo Ducal de Medina Sidonia<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 115%;">[3]</span></span></span></span></a>”.<span style="mso-spacerun: yes;"> </span>Una guía básica para el conocimiento de la documentación
generada por los Vélez es el “Libro Becerro de la Casa y Estado de los Vélez”,
con signatura “ADMS Legajo 33”. Estudiado y analizado por dos profesores de la
universidad, pertenecientes al área de Ciencias y técnicas historiográficas, el
profesor Domingo Beltrán Corbalán y el profesor<span style="mso-spacerun: yes;">
</span>Francisco Reyes Marsilla de Pascual<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 115%;">[4]</span></span></span></span></a></span></div>
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<span style="font-family: Verdana,sans-serif;">Hay que señalar, que es muy característico por las relaciones
matrimoniales y lazos familiares de las familias nobiliarias españoles, sobre
todo en el Antiguo Régimen y otros momentos anteriores y posteriores, algunas
casas nobiliarias agrupan a otras casas, haciendo que el rastro de algunas
familias desaparezca bajo otro título más grande. <span style="mso-spacerun: yes;"> </span>Un ejemplo, es el caso del marquesado de los
Vélez, que tras un periodo autónomo, en la segunda mitad del siglo XVIII se
incorpora a la casa ducal de Medina-Sidonia. <span style="mso-spacerun: yes;"> </span>Lo que explica que la documentación de esta
casa de gran importancia para distintas provincias, con especial énfasis para
la Región de Murcia, se encuentre depositada en un archivo de otra casa
nobiliaria en la provincia de Cádiz. </span></div>
<span style="font-family: Verdana,sans-serif;"></span><br />
<div class="MsoNormal">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><span style="font-family: Verdana,sans-serif;">
</span><br />
<hr align="left" size="1" width="33%" />
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 115%;">[1]</span></span></span></span></a> Beltrán
Corbalán, D. y Navarro Suárez, F. (2003): Molina de Segura y el privilegio de
1936, Ligia Comunicación y Tecnología: Murcia.</span></div>
</div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div id="ftn2" style="text-align: justify;">
<div class="MsoFootnoteText">
<span style="font-family: Verdana,sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 115%;">[2]</span></span></span></span></a> Beltrán
Corbalán, D. (2007): “El proyecto de digitalización del Archivo Ducal de Medina
Sidonia: La documentación del Marquesado de los Vélez”, <i style="mso-bidi-font-style: normal;">Tejuelo Revista de ANABAD-Murcia</i>, 7, pp. 2-10.</span></div>
</div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div id="ftn3" style="text-align: justify;">
<div class="MsoFootnoteText">
<span style="font-family: Verdana,sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftnref3" name="_ftn3" style="mso-footnote-id: ftn3;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 10pt; line-height: 115%;">[3]</span></span></span></span></a> Beltrán
Corbalán, D. (2006): El señorío de Molina en los documentos del Archivo Ducal
de Median Sidonia, Ayuntamiento de Molina de Segura: Molina de Segura.</span></div>
</div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div id="ftn4" style="mso-element: footnote;">
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftnref4" name="_ftn4" style="mso-footnote-id: ftn4;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 11pt; line-height: 115%;">[4]</span></span></span></span></a> Marsilla
de Pascual, F.R.<span style="mso-spacerun: yes;"> </span>y Beltrán Corbalán, D.
(2006): <i style="mso-bidi-font-style: normal;">El libro Becerro de la casa y
estado de los Vélez. Estudios críticos y transcripción</i>, Fundación Seneca:
Murcia.</span></div>
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Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-86977441459788168452014-01-10T16:47:00.001+01:002014-01-10T16:54:15.594+01:00Justificación en la intervención de la aplicación de las TIC del arqueólogo e historiador.<!--[if gte mso 9]><xml>
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<br />
<h4 class="MsoNormal" style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"><u><span style="font-size: 12.0pt; line-height: 115%;">Justificación en la
intervención de la aplicación de las TIC del arqueólogo e historiador.</span></u></span></h4>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12.0pt; line-height: 115%;">La sociedad actual ha
dado un paso, desde que esta fue invadida por los “Mass Media” durante la
segunda mitad del siglo pasado, ahora nos vemos rodeados del mundo virtual. Se
ha producido una generalización del uso tanto de los “hardware” entendidos como
elementos físicos o maquinas, ordenadores y posteriormente de los portátiles,
tablets, móviles de últimas generaciones o lectores virtuales de bolsillo,
tanto una generalización de uso de los “Software” entendidos como programas
como las Web 2.0, los blog, paginas oficiales en redes sociales, y que esta
generalización permite la difusión de contenido cultural a cualquier hora. Se
hace necesario e imprescindible para cumplir con la función cultural de la
historia<span style="mso-spacerun: yes;"> </span>el uso de las tecnologías que
la sociedad emplea, hasta cierto punto.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12.0pt; line-height: 115%;">La labor del historiador, y por relación, la del
arqueólogo, sea devolver a la sociedad el conocimiento y análisis que la
ciencia produce, en este caso del pasado y sus restos materiales e inmateriales
que nos han legado como elemento visible el patrimonio. Hacerlo entendible para
la sociedad general, no acostumbrada al conocimiento especializado de cada
ciencia.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12.0pt; line-height: 115%;">Señalar unas preguntas que se hace un estudiante del año
pasado de esta asignatura en su blog sobre el Museo Arqueológico de Cartagena,
José María López Giménez. En una entrada fechada el miércoles 16 de enero de
2013<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[1]</span></span></span></span></a></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 106.2pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> “¿Nos ha
beneficiado a nosotros los historiadores? ¿Ha facilitado nuestra tarea como
generadores de conocimiento e interpretación histórica?...</span><span style="mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Son muchas
las cuestiones que podríamos hacernos y desde luego debatirlas hasta la
saciedad.”</span></span>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Estas preguntas que el autor
contesta positivamente, no permiten otra respuesta a la vista de la sociedad
actual y su interrelación con “el mundo virtual”. Una idea parecida destaca
Juan García Fernández del IES Las Salinas del Mar Menor, en su artículo
titulado “El uso de las TIC en las ciencias sociales. Una experiencia en el aula”<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">[2]</span></span></span></span></a>,
aunque con un enfoque más centrado en la enseñanza. El artículo<span style="mso-spacerun: yes;"> </span>se encuentra digitalizado y de libre acceso
en la web de educarm, de la Consejería de Educación, Universidad y Empleo de la
Comunidad de Murcia. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="MsoNormal" style="margin-left: 106.2pt; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="line-height: 115%; mso-bidi-font-size: 12.0pt;">“El
papel de los educadores es integrar las nuevas tecnologías a la educación, pero
siendo rigurosos en su aplicación, consiguiendo que éstas faciliten el trabajo
de nuestros alumnos y a la vez enriquezcan su aprendizaje.”</span></span></div>
<div class="MsoNormal" style="margin-left: 106.2pt; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>Ante la pregunta<span style="mso-spacerun: yes;"> </span>¿El historiador en las TIC?</u></span></h4>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">La implicación del historiador,
como profesional científico, en la aplicación de las TIC se justifica en el
mismo proceso de conocimiento, aunque este conocimiento sea sobre le pasado.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<ul>
<li><span style="font-family: Verdana,sans-serif;">Heurística,
se sitúa como la tesis,<span style="mso-spacerun: yes;"> </span>la recopilación
de fuentes necesarias para documentar un modelo previo de investigación
(Hipótesis). </span></li>
<li><span style="font-family: Verdana,sans-serif;">Critica,<span style="mso-spacerun: yes;"> </span>se sitúa como la antítesis, el análisis
evaluativo del contenido de las fuentes, evaluando la veracidad, la realidad y
la interpretación de las fuentes. </span></li>
<li><span style="font-family: Verdana,sans-serif;">Hermenéutica,
se sitúa como la síntesis, la interpretación (relación de datos e información
dentro del marco de la investigación) describir causas y consecuencias de los
hechos históricos analizados.<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></span></li>
<li><span style="font-family: Verdana,sans-serif;">Trasmitir,
comunicar, divulgar y enseñar el conocimiento. </span></li>
</ul>
<div style="mso-element: footnote-list;">
<span style="font-family: Verdana,sans-serif;"><br clear="all" /></span>
<br />
<hr align="left" size="1" width="33%" />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[1]</span></span></span></span></a>http://museoarqueologicocartagena.blogspot.com.es/2013/01/por-que-las-tics-en-la-disciplina.html
[Visitada 09/10/2013]</span></div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div class="MsoFootnoteText" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[2]</span></span></span></span></a>http://www.educarm.es/templates/portal/images/ficheros/revistaEducarm/10/revsita9_art07.pdf
[Visitada 09/10/2013]</span></div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-59413563110574103062014-01-10T12:54:00.000+01:002014-01-10T12:58:36.806+01:00Archivística: Concepto, Funciones, Etapas y Paradigmas.<!--[if gte mso 9]><xml>
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<h3 align="center" class="MsoNormal" style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Archivística: Concepto, Funciones, Etapas y Paradigmas.</u></b></span></h3>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><b><u>Concepto:</u></b></span></h4>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Diccionario de terminología
archivística<span style="mso-spacerun: yes;"> </span>del Consejo internacional
de archivos (CIA): Estudio Teórico y practico de los principios, procedimientos
y problemas concernientes a las funciones de los archivos”,<span style="mso-spacerun: yes;"> </span>archivos como conjunto documental y como el
edificio e instalaciones.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet lo define como
“Ciencia emergente cuyo objeto son los documentos y los archivos, cuya
finalidad es almacenar información y hacerla recuperable para su uso y cuyo
método se articula en torno a unos usos archivísticos”. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>Funciones:</u></span></h4>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">V. Cortés estableció en 1979,
tres funciones para el archivo, “recoger,<span style="mso-spacerun: yes;">
</span>conservar y servir”. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>Etapas teóricas:</u></span></h4>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<ul>
<li><span style="font-family: Verdana,sans-serif;">Archivo oficina o gestión,
durante un periodo de 0 a 5 años. </span></li>
<li><span style="font-family: Verdana,sans-serif;">Archivo central, durante un
periodo de 5 a 15 años.</span></li>
<li><span style="font-family: Verdana,sans-serif;">Archivo intermedio, durante un
periodo de 15 a 30 años.</span></li>
<li><span style="font-family: Verdana,sans-serif;">Archivo histórico: conservación
permanente de la documentación seleccionada.</span></li>
</ul>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>Paradigmas: </u></span></h4>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Principio de Procedencia
(Respect des fonds): En relación al concepto de “fondo de archivo” enunciado
por Natalis de Wally el 24 de abril de 1841 en una circular siendo jefe de la
sección administrativa de los archivos administrativos. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<a href="https://www.blogger.com/blogger.g?blogID=735936325705118999" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=735936325705118999" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: Verdana,sans-serif;">Ciclo vital de los documentos
(Records lifecycle): el documento atraviesa por varias fases, desde que se
elabora hasta su conservación permanente<span style="mso-spacerun: yes;">
</span>o expurgo del documento. Presenta tres críticas a este principio: en
primer lugar que los documentos no mueren,<span style="mso-spacerun: yes;">
</span>en segundo lugar que la división en tres edades es estricta, y una
última critica, por su excesivo interés en los documentos como entidades
físicas y en las tareas de operaciones, elementos irrelevantes para la
documentación electrónica.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Concepto de continuidad de los
documentos. Se establece en torno a cuatro ejes (Archivístico, probatorio,
transaccional e identitario) y genera cuatro dimensiones (Crear, Capturar,
Organizar y Pluralizar).</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Bibliografía:</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet, J.R.
(2012): <i style="mso-bidi-font-style: normal;">Archivística, Gestión de
documentos y administración de archivos</i>, Alianza Editorial.</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Duchein, M.
(1977): “Le respect des fonds en archivistique. Principes théoriques et
problemes pratiques”, <i style="mso-bidi-font-style: normal;">La Gazette des
Archives</i>, 97, pp. 71-96.</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Duchein, M.
(1985): “El respeto de los fondos en archivística: principios teóricos y
problemas prácticos”, En <i style="mso-bidi-font-style: normal;">la
administración moderna de archivos y la gestión de documentos</i>, Paris:
Unesco, pp.<span style="mso-spacerun: yes;"> </span>69-92.</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cortés, V. (1979): <i style="mso-bidi-font-style: normal;">Archivos de España y América. Materiales
para un manual</i>, Madrid: Universidad complutense.</span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-86698224303311665162014-01-10T12:50:00.000+01:002014-01-10T12:58:36.809+01:00Definiciones de Archivo<!--[if gte mso 9]><xml>
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<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Definiciones de Archivo</u></b></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<span style="font-family: Verdana,sans-serif;"></span><span style="font-family: Verdana,sans-serif;"></span><span style="font-family: Verdana,sans-serif;">El término “Archivo” procede de la voz griega “Acheion” y de
la latina “Archivum”, aunque el lugar de custodia de la documentación en los
municipios romanos era el “Tabularium”. Los responsables de los “Acheion”
griego y los “Tabularium” romanos eran los “hieromnémones/epistates”<span style="mso-spacerun: yes;"> </span>y los “Censores/prefectos” respectivamente. </span></div>
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<span style="font-family: Verdana,sans-serif;"> </span><span style="font-family: Verdana,sans-serif;"></span>
</div>
<span style="font-family: Verdana,sans-serif;"></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">H. Jenkinson en 1947 proponía<span style="mso-spacerun: yes;"> </span>“Documentos acumulados por un proceso natural
en el curso de la tramitación de los asuntos de cualquier tipo, público o privado,
en cualquier fecha, y conservados después para su consulta, bajo la custodia de
las personas responsables de los asuntos en cuestión o por sus sucesores”.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">E. Lodolini en 1970 proponía “Conjunto de documentos se
forman en el ámbito que de una persona física o jurídica en el curso del
desarrollo de su actividad y , por tanto, ligados por un vínculo necesario; Los
cuales, una vez perdido el interés para el desarrollo de la actividad misma,
han sido seleccionados para la conservación permanente como bienes culturales”.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">La ley del patrimonio histórico español en 1885 los definía
como “conjuntos orgánicos de documentos, o<span style="mso-spacerun: yes;">
</span>la reunión de varios de ellos, reunidos por las personas jurídicas,
públicas o privadas, en el ejercicio de sus actividades, al servicio de su
utilización para la investigación, la cultura, la información y la gestión
administrativa. Asimismo, se entiende también por archivos las instituciones
culturales donde se reúnen, conservan, ordenan y difunden para los fines
anteriormente mencionados, dichos conjuntos orgánicos”. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Antonio Heredia, definió en 1987 como “uno o más conjuntos
de documentos, sea cual sea su fecha, su forma y soporte material, acumulados
en un proceso natural por una persona o institución pública o privada en el
transcurso de su gestión, conservados para servir como testimonio e información
para la persona o institución que la produce, para los ciudadanos o para servir
de fuente para la historia”. </span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El Diccionario de terminología archivística del Consejo
internacional de Archivos, en 1988 exponía tres acepciones a la voz “Archivo”:</span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoListParagraphCxSpFirst" style="margin-left: 53.25pt; text-align: justify; text-indent: -18pt;">
<span style="font-family: Verdana,sans-serif;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span>Conjunto de documentos sean cuales sean su fecha
su forma y su soporte material, producidos o recibidos por toda persona física
o moral, y por todo servicio u organismo público o privado, en el ejercicio de
su actividad, y son, ya conservados por su creadores o por sus sucesores para
sus propias necesidades, ya trasmitidos a las instituciones de archivos
competente en razón de su valor archivístico. </span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 53.25pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Verdana,sans-serif;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span>Institución responsable de la acogida,
tratamiento, inventariado, conservación y servicio de los documentos.</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 53.25pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Verdana,sans-serif;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span>Edificio o parte del edificio donde los
documentos son conservados y servicios. </span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoListParagraphCxSpLast" style="margin-left: 53.25pt; mso-add-space: auto;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Bibliografía:</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet, J.R.
(2012): <i style="mso-bidi-font-style: normal;">Archivística, Gestión de
documentos y administración de archivos</i>, Alianza Editorial.</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Ley 16/1985,<span style="mso-spacerun: yes;"> </span>de 25 de junio, del Patrimonio Histórico
Español, BOE 155, 29/06/1085.</span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoListParagraph" style="margin-left: 0cm; mso-add-space: auto;">
<span style="font-family: Verdana,sans-serif;">Lodolini,
E. (1970): <i style="mso-bidi-font-style: normal;">Questioni di base
dell´archivistica</i>, Rasegna degli Archivi di Stato, pp. 325-364</span>.</div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-31670237296630853242014-01-10T12:46:00.001+01:002014-01-10T16:54:15.589+01:00Descripción Archivística (II): Documentos electrónicos. <!--[if gte mso 9]><xml>
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<h4>
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Descripción Archivística (II): Documentos
electrónicos. </u></b></span></h4>
</div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
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<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="text-decoration: none;"><br /></span></u></b></span></div>
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<span style="font-family: Verdana,sans-serif;">
</span></div>
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<span style="font-family: Verdana,sans-serif;">En los últimos
años, la importancia de la documentación electrónica, definida por Cruz Mundet
como “Documento generado, gestionado, conservado y trasmitido por medios
informáticos, electrónicos o telemáticos, que incluyan necesariamente
información firmada electrónicamente”.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Elemento
imprescindible, “los metadatos”, definidos por la norma ISO 15489 como los
datos que describen el contexto, el contenido y la estructura de los documentos
y su gestión a lo largo del tiempo.<span style="mso-spacerun: yes;">
</span>Sirven para dar a conocer quien ha creado el documento,<span style="mso-spacerun: yes;"> </span>cuando se redactó,<span style="mso-spacerun: yes;"> </span>Como se realizó, y para qué finalidad se
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diplomática y los usos dados al documento. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: Verdana,sans-serif;"><br /></span></div>
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<span style="font-family: Verdana,sans-serif;">Hay dos normas en
relación con la documentación electrónica, la EAD (Descripción archivística
codificada) y EAC (Encoded Archival Context).</span></div>
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<span style="font-family: Verdana,sans-serif;"><br /></span></div>
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<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<ul style="text-align: justify;">
<li><span style="font-family: Verdana,sans-serif;">Descripción Archivística
Codificada (Encoded Archival Description Document Type Definition): resultado
de la iniciativa de diversas instituciones norteamericanas bajo la coordinación
de la “Society of American Archivists”.<span style="mso-spacerun: yes;">
</span>Con<span style="mso-spacerun: yes;"> </span>la EAD, se permite adaptar<span style="mso-spacerun: yes;"> </span>las normas básicas de descripción con las que
contaban en Norteamérica (APPM, RAD e ISAD),<span style="mso-spacerun: yes;">
</span>al procedimiento requerido para poder trabajar<span style="mso-spacerun: yes;"> </span>y difundir<span style="mso-spacerun: yes;">
</span>a través de las TIC los documentos.<span style="mso-spacerun: yes;">
</span>Podemos decir que es una norma,<span style="mso-spacerun: yes;">
</span>para codificar<span style="mso-spacerun: yes;"> </span>los instrumentos
de descripción<span style="mso-spacerun: yes;"> </span>usando programación
informática como la XML (Extensible Markup Lenguage). </span></li>
<li><span style="font-family: Verdana,sans-serif;">Encoded Archival
Context: modelo normalizado,<span style="mso-spacerun: yes;"> </span>que permite
codificar y intercambiar información referida a los productores
documentales,<span style="mso-spacerun: yes;"> </span>y los condicionantes de
génesis y gestión de los documentos.</span></li>
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<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="text-decoration: none;"><br /></span></u></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u><span style="text-decoration: none;"><br /></span></u></b></span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Bibliografía:</span></div>
<div style="text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet, J.R.
(2012): <i style="mso-bidi-font-style: normal;">Archivística, Gestión de documentos
y administración de archivos</i>, Alianza Editorial.</span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-41971872966206252982014-01-10T12:44:00.000+01:002014-01-10T12:57:29.577+01:00Valor de la aplicación de las TIC como promotoras del turismo cultural.<!--[if gte mso 9]><xml>
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<span style="font-family: Verdana,sans-serif;"><u><span style="font-size: 12.0pt; line-height: 115%;">Valor
de la aplicación de las TIC como promotoras del turismo cultural.</span></u></span></div>
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presentando un hándicap sobre los museos. Hasta no hace muchos años, los
archivos eran desconocidos, al punto que durante siglos no se conocía su lugar
de localización y se “redescubren” en pleno siglo XX, como ejemplo más o menos
parecido el de Molina de Segura (AMMOL).<span style="mso-spacerun: yes;">
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nobleza del archivo histórico nacional por su continente, un hospital en
Toledo.<span style="mso-spacerun: yes;"> </span>Pero el edificio del Archivo
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archivos en las rutas de <span style="mso-spacerun: yes;"> </span>“Turismo
Cultural”. Los recursos virtuales pueden promover el interés de la sociedad de
visitar lo que se ve, lee y juega por internet sobre la institución. Por lo que
el valor, en el empleo de las TIC es máximo en referencia al concepto de
“Turismo Cultural”. </span></span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-86165127777410834982014-01-10T12:43:00.001+01:002014-01-10T12:57:29.583+01:00Sistema Archivístico de la Región de Murcia<!--[if gte mso 9]><xml>
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<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Sistema Archivístico de la Región de Murcia</u></b></span></h3>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>Antecedentes. </u></span></h4>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El modelo descentralizado
del<span style="mso-spacerun: yes;"> </span>sistema archivístico nacional,
responde al modelo<span style="mso-spacerun: yes;"> </span>o concepción
descentralizada de estructura política y administrativa que establece la
constitución española de 1878. En la que se establecen las Comunidades
Autónomas para la organización territorial del estado español.<span style="mso-spacerun: yes;"> </span>Estableciendo las competencias que pudiese
reclamar las comunidades autónomas.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Las Comunidades Autónomas han
adquirido el control absoluto de los archivos que no fueron reservados al
estado estableciéndoles la titularidad estatal,<span style="mso-spacerun: yes;">
</span>adquirieron la competencia de crear sistemas regionales y<span style="mso-spacerun: yes;"> </span>la capacidad de gestión de sus propios
archivos.<span style="mso-spacerun: yes;"> </span>Con las comunidades
autónomas surgen nuevos archivos, bajo la denominación de “Archivos
regionales”, “Archivos Generales” “Archivos Centrales” y en unos pocos casos y
en virtud a otros condicionantes “Nacionales”.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<span style="font-family: Verdana,sans-serif;">El archivo de cabecera del
sistema archivístico de la Región de Murcia es el Archivo General de la Región
de Murcia (AGRM), que actúa como Archivo histórico regional.<span style="mso-spacerun: yes;"> </span>Creado por el decreto 62/1996 de “estructura
orgánica de la Consejería de Cultura y Educación”. Se sitúa en su actual
ubicación en el año 2004.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>Funciones del AGRM:</u></span></h4>
<ul>
<li><span style="font-family: Verdana,sans-serif;">Cuidado,
fomento y gestión de los archivos de competencia autonómica.</span></li>
<li><span style="font-family: Verdana,sans-serif;">Gestión
del Archivo Histórico Provincial (AHP) por convenio con el estado.</span></li>
<li><span style="font-family: Verdana,sans-serif;">Custodia
y acceso a los fondos de las instituciones previas a la Comunidad Autónoma,
como fueron la Diputación Provincial y el Consejo Regional.</span></li>
<li><span style="font-family: Verdana,sans-serif;">Protección
del patrimonio documental regional.</span></li>
<li><span style="font-family: Verdana,sans-serif;">Compilar,
en original o reproducción, la documentación histórica del patrimonio histórico
regional que está depositada fuera del territorio regional. </span></li>
</ul>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>El sistema archivístico
regional</u></span></h4>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"></span></div>
<span style="font-family: Verdana,sans-serif;"></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El sistema archivístico regional
de la Región de Murcia esta compuesto por dos subsistemas de archivos, el
sistema de archivos de la CARM (Comunidad Autónoma de la Región de Murcia) y el
sistema de archivos de la administración regional. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El sistema de archivos de la
CARM, fue establecido por la Ley 6/1990 de 11 de abril “De Archivos y
Patrimonio Documental de la Región de Murcia”, los órganos del sistema son dos,
el “Servicio de archivos de la consejería de Cultura” y el “Consejo asesor de
archivos, Bibliotecas y Museos”.<span style="mso-spacerun: yes;"> </span>Los
distintos centros del sistema son, el Archivo de la administración
regional,<span style="mso-spacerun: yes;"> </span>el Archivo histórico
provincial de Murcia, archivos municipales, archivos creados o mantenidos por
la CARM, archivos privados integrados voluntariamente.</span></div>
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<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<span style="font-family: Verdana,sans-serif;">Sistema de Archivos de la
Administración Regional, cuyos centros son, los archivos de oficina o gestión y
los centrales de las distintas consejerías,<span style="mso-spacerun: yes;">
</span>el archivo intermedio situado en alcantarilla y el archivo histórico que
es el AGRM. </span><br />
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<span style="font-family: Verdana,sans-serif;"><div class="MsoNormal" style="text-align: justify;">
Referencia de las informaciones:</div>
</span></h4>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Las informaciones de esta entrada
están referidos al documento “Tema 3 Sistemas arch 2.pdf” <span style="mso-spacerun: yes;"> </span>que son los apuntes del <span style="mso-spacerun: yes;"> </span>Tema 3: Sistemas Archivísticos de la asignatura
<span style="mso-spacerun: yes;"> </span>“Archivística Española” de cuarto del
Grado en Historia, curso 2013/2014. La autora del documento es la coordinadora
de la asignatura I. García Díaz. </span></div>
<span style="font-family: Verdana,sans-serif;">
</span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-32889891228069520652014-01-10T12:37:00.002+01:002014-01-10T12:57:29.571+01:00La norma Internacional de Descripción Archivística: ISAD (G).<!--[if gte mso 9]><xml>
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<h4 class="MsoNormal" style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>La norma Internacional de Descripción
Archivística: ISAD (G).</u></b></span></h4>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Norma inspirada
en los procedentes (APPM2, MAD2 y RAD), contiene 26 elementos estructurados en
7 áreas, que combinados pueden constituir la descripción de la unidad
archivística sobre la que se aplica. </span></div>
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<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">De los 26
elementos solo 6 han de ser cumplimentados obligatoriamente, los cincos
elementos del Área de mención de identidad y el primer elemento del Área de
Contexto, que es 2.1 nombre del productor. </span><br />
<br /></div>
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<span style="font-family: Verdana,sans-serif;">
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Para J. R. Cruz
Mundet fue planteada como un “sistema de descripción multinivel”, <span style="mso-spacerun: yes;"> </span>sobre el fondo<span style="mso-spacerun: yes;">
</span>y sus partes, estableciendo para ello una jerarquía de agrupaciones
documentales bajo la premisa de una serie de reglas como es la descripción de
lo general a lo especifico, estableciendo interconexión de las descripciones y
evitando la repetición de información para evitar redundancias. </span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<br /></div>
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Bibliografía:</span></div>
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet, J.R.
(2012): <i style="mso-bidi-font-style: normal;">Archivística, Gestión de
documentos y administración de archivos</i>, Alianza Editorial.</span></div>
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<span style="font-family: Verdana,sans-serif;">Consejo
Internacional de Archivos (2000): <i style="mso-bidi-font-style: normal;">ISAD
(G). Norma internacional general sobre descripción archivística</i>, Madrid:
Ministerio de Cultura. </span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
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<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><span lang="ES-TRAD" style="font-size: 14.0pt; mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 10.0pt;"> </span></b></span><br />
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">1. ÁREA DE IDENTIFICACIÓN</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";"><span style="mso-tab-count: 1;"> </span>1.1.
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">1.2. Título</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">1.3. Fechas</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">1.4. Nivel de descripción</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">1.5. Volumen y soporte de la unidad de
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">2. ÁREA DE CONTEXTO</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">2.1. Nombre del productor</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">2.2. Historia Institucional / Reseña biográfica</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">2.3. Historia Archivística</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">2.4. Forma de ingreso</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">2.3. ÁREA DE CONTENIDO Y ESTRUCTURA</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">3.1. Alcance y contenido</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">3.2. Valoración, selección y eliminación</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">3.3. Nuevos ingresos</span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span lang="ES-TRAD" style="mso-ansi-language: ES-TRAD; mso-bidi-font-family: "Times New Roman";">3.4. Organización</span></span></div>
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Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-17028144777443191822014-01-10T12:35:00.000+01:002014-01-10T12:57:29.568+01:00Descripción Archivística (I): Concepto y Normas.<!--[if !mso]>
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<h4>
<span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Descripción<span style="mso-spacerun: yes;"> </span>Archivística (I):
Concepto y Normas.</u></b></span></h4>
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<span style="font-family: Verdana,sans-serif;">La descripción archivística es el
trabajo culminante del trabajo archivístico, y tiene la misma finalidad que los
documentos, que es la de informar. Los documentos se clasifican, ordenan y
conservan porque posen información.<span style="mso-spacerun: yes;"> </span>El
objeto de la “Descripción” archivística es hacer accesibles los fondos
documentales.</span></div>
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<span style="font-family: Verdana,sans-serif;">M. Duchein, en su obra de 1992,
The history of european archives and the development of the archival profession
in Europe,( M. Duchein (1992): “The history of european archives and the
development of the archival profession in Europe”, <i style="mso-bidi-font-style: normal;">The Amerian Archivist</i>, 54, pp. 131-142) que la descripción
archivística era una asignatura pendiente en la ciencia archivística por
distintos factores, como la poca importancia dada en los manuales clásicos de
autores consagrados (E. Casanova, H. Jenkinson, etc.).</span></div>
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<span style="font-family: Verdana,sans-serif;">La descripción para Cruz Mundet,
es una herramienta que se ha de aplicar en todas las etapas del ciclo de vida
de los documentos, desde la etapa de utilidad administrativa, hasta su
conservación permanente si así lo determina el proceso de valoración y
selección. </span></div>
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<span style="font-family: Verdana,sans-serif;">El paso
fundamental para la génesis de la norma actualmente empleada la ISAD (G), se
dio en 1992, en el marco del XII Congreso Internacional de Archivos,
iniciándose la redacción del llamado “proyecto ISAD (G)”. Siguió un proceso de
cinco años de prueba entre la primera versión aprobada en 1993. En 1999, se
publicó la segunda versión y definitiva y seria durante el XIV Congreso
Internacional de Archivos la aprobación ya en el año 2000. </span></div>
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<span style="font-family: Verdana,sans-serif;">Para no
extendernos más, señalaremos las otras normas surgidas y aprobadas durante los
procesos de elaboración de ISAD (G). </span></div>
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/></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Los instrumentos
de descripción archivística son la Guía (Información total o parcial de fondos,
historia institucional,<span style="mso-spacerun: yes;"> </span>servicios del
archivo, etc.),<span style="mso-spacerun: yes;"> </span>el Inventario (Para Cruz
Mundet, la verdadera obra del archivero) y el Catálogo (piezas documentales
seleccionadas por diversos criterios subjetivos<span style="mso-spacerun: yes;">
</span>comunes). </span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<br />
<span style="font-family: Verdana,sans-serif;">Bibliografía:</span></div>
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet, J.R.
(2012): <i style="mso-bidi-font-style: normal;">Archivística, Gestión de
documentos y administración de archivos</i>, Alianza Editorial.</span><br />
<span style="font-family: Verdana,sans-serif;">Duchein, M.<span style="mso-spacerun: yes;"> </span>(1992): “The history of european archives and
the development of the archival profession in Europe”, <i style="mso-bidi-font-style: normal;">The Amerian Archivist</i>, 54, pp. 131-142</span></div>
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<![endif]--><span style="font-family: Verdana,sans-serif;"></span><br />Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-42995985047963155792014-01-10T12:32:00.001+01:002014-01-10T12:57:29.580+01:00Problemas de uso del término “Documento”.<h4 style="text-align: center;">
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<![endif]--><span style="font-family: Verdana,sans-serif;"><b style="mso-bidi-font-weight: normal;"><u>Problemas de uso del término
“Documento”.</u></b></span></h4>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet
considera que desde principios de siglo se plantea un error en el uso del
término<span style="mso-spacerun: yes;"> </span>“Documento de Archivo”, para el
autor una absurda adjetivación de un término que no lo requiere.<span style="mso-spacerun: yes;"> </span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Él lo sitúa en
malas traducciones del inglés de diversas normas, con énfasis en las
traducciones de la norma “Moreq” y “ISO 15489”.<span style="mso-spacerun: yes;"> </span>En la que se traduce “document” por
“documentos”, y “record” por “documento de archivo” o “registros”.<span style="mso-spacerun: yes;"> </span>La real academia Española, desde 1791, en las
distintas versiones de su diccionario, define “documento” como el que es
susceptible de poseer valor probatorio, y si se habla de “documento” es el
documento textual.<span style="mso-spacerun: yes;"> </span>La voz documento solo
hay que subjetivarlo cuando presente una distinta clase,<span style="mso-spacerun: yes;"> </span>si es “audiovisual”,<span style="mso-spacerun: yes;"> </span>“sonoro”, “electrónico”, “editado”, etc.<span style="mso-spacerun: yes;"> </span>El autor lo define como un “Pleonasmo” o la
demasía o redundancia viciosa de palabras. </span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Bibliografía:</span></div>
<div class="MsoNormal" style="tab-stops: 2.0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Cruz Mundet, J.R.
(2012): <i style="mso-bidi-font-style: normal;">Archivística, Gestión de
documentos y administración de archivos</i>, Alianza Editorial.</span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-70537732593803328182013-12-05T19:31:00.001+01:002013-12-05T19:34:19.823+01:00Muralla Árabe de Molina de Segura. <div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">No puedo evitar realizar esta entrada sobre el resto arqueógico a mi ver más importante del municipio de Molina de Segura, la muralla árabe. Datada en el período post-califal. Dando Carta de Naturaleza al propio municipio, pues situa al hisn en una doble finalidad, control de la zona cercana al río y a demas la finalidad de servir como puerta de acceso por la zona noroeste de Murcia. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="line-height: 115%;">El estado actual,
es estado muy mejorable y que refleja una
sensación de poca importancia para la administración local, como las fotos
indican a fecha de 05/12/2013. Pese a la idea inicial de inauguración En enero
de 2014, esta previsión resulta ya difícil de cumplir. El edificio lleva meses sin movimiento,
parado y sin previsión de terminarse a corto o medio plazo. Extraeré un pequeño resumen del yacimiento y
de la historia de la investigación de una práctica de un curso pasado.</span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="line-height: 115%;"> </span>
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><span style="line-height: 115%;">En cuanto al yacimiento podemos
hablar de un pequeño Hisn, tras las
distintas intervenciones no todas de excavación, se ha comprobado la existencia
de dos recintos defensivos que se explican por la ya citada estratégica función
de puerta de Murcia en el camino hacia Toledo y Castilla. Los restos
encontrados, así como el sistema que reflejan tanto constructivo como defensivo
exponen una gran similitud con los restos encontrados en Santa Eulalia en
Murcia y en Orihuela. </span></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;"><u>Intervenciones arqueológicas sobre
la muralla árabe de Molina de Segura.</u> </span></span></h4>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;">-Febrero-Octubre de 1990. Tres
intervenciones de urgencia en solares contiguos bajo la dirección de Dña. María
Jesús Sánchez González. Se trabajó sobre una longitud total de 30 m. un torreón
y sobre algunas evidencias de la posible localización de un foso.</span></span><span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;"> El torreón poseía una anchura
de 4,70 m.</span></span> En este
momento fue la oportunidad para datar la muralla. La datación arrojada se situó entre finales del siglo XII y
principios del siguiente. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;">-Junio de 1997. Sobre la muralla
exterior, otra vez. Tras unas obras municipales en la plaza de la iglesia de la
Asunción, aparecieron los restos de muralla. El supervisor de esta intervención
arqueológica fue Felipe González Caballero. El trabajo esta vez fue sobre 12,40
m. de lienzo de muralla, con un torreón con una planta casi cuadrada con unas
dimensiones de 3,40 por 3,90 por 3,40. Con base maciza. La nueva datación
arrojo datos similares a los de las intervenciones del año 90 del siglo pasado.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;">-Abril de 2004 (Fecha de inicio).
Una nueva prospección de urgencia por medios mecánicos en el solar de una
antigua fábrica de conservas, las de “Maximino Moreno” que estaba recién
demolida. Se encontraron con una amplia sección del trazado de la muralla, con
una longitud de 125 metros, además de 6 torres una de ella con nueve lados,
única en la península ibérica hasta el momento. Y una puerta en codo. Tras las
localizaciones se detuvo el proyecto constructivo y se inició la excavación en
el mes de octubre. La última fase de la excavación se inició en septiembre de
2006.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<h4 class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;"><u><span style="line-height: 115%;">Bibliografía:</span></u></span></span></h4>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;">Sánchez González, M. J., 1996:
“Excavaciones arqueológicas de urgencia en el recinto fortificado medieval de
Molina de Segura (Murcia)”, <i>Memorias de
Arqueología</i>, 5, 1990, p.657-669.</span><span style="font-size: small; line-height: 115%;"><a href="http://www.google.es/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&cad=rja&ved=0CDEQFjAA&url=http%3A%2F%2Fwww.arqueomurcia.com%2Farchivos%2Fpublicaciones%2Fmemo05%2F41-MOLINA_Molina.ps.pdf&ei=pLWgUrnEBPTb7Aa1oYDYAg&usg=AFQjCNGBBDwk5vmYR5jCTXHU9FasmP6VmQ&sig2=eN9AmbWWZ58TtHmt4pPIbw&bvm=bv.57155469,d.bGQ" target="_blank">Documento.</a></span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;"><span style="line-height: 115%;">Ramírez Águila, J.A.; González
Caballero, F., 2005: “La estructura urbana de Hisn Mulīna (Molina de Segura)”, <i>Verdolay: revista del museo arqueológico de Murcia</i> 9, p. 275-292.</span></span><span style="font-size: small;"><a href="http://bib.cervantesvirtual.com/FichaObra.html?Ref=24301" target="_blank">Documento.</a></span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Ramírez
Aguilar, J.A.; González Caballero, F. 2006: “Excavación en la antigua fábrica
de conservas Maximino Moreno: las murallas medievales de Molina de Segura”, <i>XVII Jornadas de Patrimonio Histórico:
Intervenciones en el patrimonio arquitectónico, arqueológico y etnográficos de
la Región de Murcia</i>, p. 189-190. <a href="http://www.arqueomurcia.com/apart/publicaciones/jornadasXVII.pdf" target="_blank">Documento.</a></span></span></div>
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<span style="font-family: Verdana,sans-serif;"><span style="font-size: small; line-height: 115%;">Vallve Bermejo, J. 1980: “El reino
de Murcia en la época musulmana”, <i>Revista del instituto Egipcio de Estudios
Islámicos en Madrid</i>, Vol. XX, p. 23-64. </span></span></div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMek3pgr5eNq1VVh2VEYd2_0yHE6j17MAS6QPJx8ZPuTse0qt1KjEcq6TL5r02g1udJLhayf8xdrRfZuo-kqNEZeUAixBQbAtqpXgYlc8T3mkiUrGOWS0rgSGxm-iJEwEu7YWWTaEuiDbH/s1600/1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMek3pgr5eNq1VVh2VEYd2_0yHE6j17MAS6QPJx8ZPuTse0qt1KjEcq6TL5r02g1udJLhayf8xdrRfZuo-kqNEZeUAixBQbAtqpXgYlc8T3mkiUrGOWS0rgSGxm-iJEwEu7YWWTaEuiDbH/s640/1.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Uno de los edificios del proyecto.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhynJNAeE1_gUS_csiLcbbtvnqNlAFu9_VsHwpNBvkzmX-UhH7SPn5-y8jhnc4C8zkHrNpR8cWGX_lFDWu_tgfqPiKYUCM9_q2QWH1JhivFygN-Tyc8c7wSPL37UrmvLYcAnLiewQz5JwmH/s1600/2.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhynJNAeE1_gUS_csiLcbbtvnqNlAFu9_VsHwpNBvkzmX-UhH7SPn5-y8jhnc4C8zkHrNpR8cWGX_lFDWu_tgfqPiKYUCM9_q2QWH1JhivFygN-Tyc8c7wSPL37UrmvLYcAnLiewQz5JwmH/s640/2.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Edificio principal del proyecto.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTKp_l6g8l7Cxf1761ki-sxMF8JJC-L7x0KRN1lukOlZju49U65JYztsA1sxfgE9iEDrBY-eSScExiJ9WSHbPWdlcHfLYHs4bfZgMyW-HCXj6Aob7ozNfIj7N3kXWhVwi-PwPXHLooQ5ZO/s1600/3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTKp_l6g8l7Cxf1761ki-sxMF8JJC-L7x0KRN1lukOlZju49U65JYztsA1sxfgE9iEDrBY-eSScExiJ9WSHbPWdlcHfLYHs4bfZgMyW-HCXj6Aob7ozNfIj7N3kXWhVwi-PwPXHLooQ5ZO/s640/3.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Interior del edificio principal.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiClt2xy9xzWK0cqVanQF_-1MZNsxyumt3z1jbCouGBEigGmdzTZKt5mQWM0HoUTGlj4HvWsaRHiZzPyQLdxTlxIixkYaMUHWWL_GRgZAOqXTCWj6wCgCBaPd1a5TMOo2LdXrsWNlA7Wm_j/s1600/4.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiClt2xy9xzWK0cqVanQF_-1MZNsxyumt3z1jbCouGBEigGmdzTZKt5mQWM0HoUTGlj4HvWsaRHiZzPyQLdxTlxIixkYaMUHWWL_GRgZAOqXTCWj6wCgCBaPd1a5TMOo2LdXrsWNlA7Wm_j/s640/4.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Interior del edificio principal.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8QMHoRsgzo5g3ORVMaMt-SwxcJAtZJOknKmvgngb1HOBHS5pNuIEeFJfj-hTsmhjWK4A3lQeOagPTGwLe_xLEoD4vlC-Ccu4XmwoDrXqRFzmPSFIFta4MCDGUIYh-Ek5CHgTEOtwVY1ts/s1600/6.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8QMHoRsgzo5g3ORVMaMt-SwxcJAtZJOknKmvgngb1HOBHS5pNuIEeFJfj-hTsmhjWK4A3lQeOagPTGwLe_xLEoD4vlC-Ccu4XmwoDrXqRFzmPSFIFta4MCDGUIYh-Ek5CHgTEOtwVY1ts/s640/6.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Interior del edifico principal.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitYl-TvL9rrDLWHGKpQzmBsSgKN0LUSLCLdUatBCDNOTYp4sMqVMrY1_iiLLCZg299kozONtvl6NEvuRE35tUIHkCOX4U-ELIMmdYeRRxyQ6Q9AeMzsqMJjuwufem84rt8dHV6EYedgvVu/s1600/7.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitYl-TvL9rrDLWHGKpQzmBsSgKN0LUSLCLdUatBCDNOTYp4sMqVMrY1_iiLLCZg299kozONtvl6NEvuRE35tUIHkCOX4U-ELIMmdYeRRxyQ6Q9AeMzsqMJjuwufem84rt8dHV6EYedgvVu/s640/7.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Otra perspectiva del edifico.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuDIir3VaDJM2wwKy3z3HM_eJP8igCz54lRJrwSe1JBjP-l-H_5jh-KARkf_GRHm9WhVWg68lKndLs7FGiSS4qXCp0dE0NEXdNSwwqWsWic73mwK3ghttg0RUqYGvS4_v7waZGQory7MtR/s1600/8.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuDIir3VaDJM2wwKy3z3HM_eJP8igCz54lRJrwSe1JBjP-l-H_5jh-KARkf_GRHm9WhVWg68lKndLs7FGiSS4qXCp0dE0NEXdNSwwqWsWic73mwK3ghttg0RUqYGvS4_v7waZGQory7MtR/s640/8.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Perspectiva de una zona de techo acristalada.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp2jtow9TCZWXwUEG2yE5xb18DzPbwaq4qQ1QKd_SSnsvIvhBLeTtUoiWuTiI5_Ge0MRF1rz92dfcJUBgsKyAKmHoqJA9x34C8BehS0My0hdzH4roR9hRTY7mSEBTFMfl_BbtNrhOzi25w/s1600/9.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp2jtow9TCZWXwUEG2yE5xb18DzPbwaq4qQ1QKd_SSnsvIvhBLeTtUoiWuTiI5_Ge0MRF1rz92dfcJUBgsKyAKmHoqJA9x34C8BehS0My0hdzH4roR9hRTY7mSEBTFMfl_BbtNrhOzi25w/s640/9.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Imagen posiblemente de la muralla árabe.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtU1JJnznLQAaWPlo5yKC2Vbem8I4BpLgOFF-2Ku0tpSX2r4Rh5EtNKe7DlMssOtVjuFZ0-84eMvlgJvXMwiLqKDFG26Z8zWRaHi_FP446j59DwL_1DDjWhuRiRy3nU22xNlcAn14FLiF9/s1600/10.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtU1JJnznLQAaWPlo5yKC2Vbem8I4BpLgOFF-2Ku0tpSX2r4Rh5EtNKe7DlMssOtVjuFZ0-84eMvlgJvXMwiLqKDFG26Z8zWRaHi_FP446j59DwL_1DDjWhuRiRy3nU22xNlcAn14FLiF9/s640/10.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Otra perspectiva de la muralla árabe.</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4OwyPMXD-_3bN2YTmwvKXgqjYGeEfz_a5x2IQP7-tuTvxEGdTsbFYwhcUDQxkAInYvqvFOa0yH1RJgR7qXvUJiS840apzQiXPV2NFmnq4wkdiEWp72msiku7w-L3gFJQUgsR3LSUKsEfb/s1600/11.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4OwyPMXD-_3bN2YTmwvKXgqjYGeEfz_a5x2IQP7-tuTvxEGdTsbFYwhcUDQxkAInYvqvFOa0yH1RJgR7qXvUJiS840apzQiXPV2NFmnq4wkdiEWp72msiku7w-L3gFJQUgsR3LSUKsEfb/s640/11.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Zona exterior entre los edificios.</td></tr>
</tbody></table>
<br /></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-50701272096154248002013-12-05T19:15:00.000+01:002013-12-05T19:15:14.025+01:00Biblioteca Auxiliar de AMMOL.<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: Verdana,sans-serif;">La
biblioteca municipal de Molina de Segura cuenta con una Biblioteca Auxiliar
localizada en el Archivo Central, en el edificio público “El Jardín” en la
calle<span style="mso-spacerun: yes;"> </span>Profesor Joaquín Abellán, 2 30500
Molina de Segura. El origen de la Biblioteca Auxiliar podemos situarlo en los primeros
años de la dirección de la actual responsable del archivo, entorno al año
1992.<span style="mso-spacerun: yes;"> </span>Y actualmente bajo la gestión de
una Auxiliar de Bibliotecas.<span style="mso-spacerun: yes;"> </span></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: Verdana,sans-serif;"></span>
<span style="font-family: Verdana,sans-serif;"></span><span style="font-family: Verdana,sans-serif;"></span></div>
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<span style="font-family: Verdana,sans-serif;">Los ingresos a la Biblioteca
Auxiliar, son limitados<span style="mso-spacerun: yes;"> </span>en cuanto a número.
Produciéndose todos ellos por donación de particulares o a petición del propio
archivo al ayuntamiento o autor de cada libro.<span style="mso-spacerun: yes;">
</span>En la actualidad presenta un total de 623 volúmenes, organizados por su temática
principal Murcia, Biblioteca o libros sobre el municipio Molina de Segura.<span style="mso-spacerun: yes;"> </span>Hay que destacar la signatura “Mu 94 Historia”
y la “Mu 908 Monografías Regionales”. <span style="mso-spacerun: yes;"> </span>La
biblioteca cuenta a su vez con unos DVD en una de sus lejas. </span></div>
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<br /></div>
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<span style="font-family: Verdana,sans-serif;">Señalaremos el<span style="mso-spacerun: yes;"> </span>libro más antiguo de la Biblioteca Auxiliar,
y a su vez el último ingreso registrado. El libro más antiguo se remonta al año
1972. Bajo el título “Plan Molina de Segura”, editado por el Concejo Local del
Movimiento. No pose ISBN y su signatura en la biblioteca es “Mol 908 PLA”. A su
vez,<span style="mso-spacerun: yes;"> </span>“Alhama de Murcia. Fiestas y
monumentos en viñetas escolares 2009-2013” es el título de la última obra incorporada
a la biblioteca. La donación se produjo a mediados de abril, por correo
ordinario del propio Ayuntamiento de Alhama de Murcia.<span style="mso-spacerun: yes;"> </span>La fecha de presentación del libro se puede
encontrar en la agenda de la web de Alhama de Murcia:<span style="mso-spacerun: yes;"> <a href="http://turismo.alhamademurcia.es/2013/01-24-presentacion-libro-alhama-murcia-fiestas.asp" target="_blank">Agenda de Alhama de Murcia</a></span>. La signatura para esta obra es “Mu 908
ALH”.<span style="mso-spacerun: yes;"> </span>Sin ISBN.<span style="mso-spacerun: yes;"> </span></span></div>
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<br /></div>
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<span style="font-family: Verdana,sans-serif;">
</span></div>
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<span style="font-family: Verdana,sans-serif;">Hay que señalar que los libros de
temática concreta de archivística o de la “Ciencia Archivística” se encuentran separados
de la biblioteca Auxiliar.<span style="mso-spacerun: yes;"> </span>La Biblioteca
Auxiliar tiene aún espacio para un potencial documental bibliográfico aún
mayor. </span></div>
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</span></div>
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<span style="font-size: large;"><u><span style="font-family: Verdana,sans-serif;">Finalizo esta entrada, dando las
gracias por su tiempo y dedicación a la responsable de la Biblioteca Auxiliar: M. Consuelo, Auxiliar de Biblioteca. </span></u></span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-4017514409922405482013-12-02T23:14:00.004+01:002013-12-05T12:38:18.642+01:00Molina Digital<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Molina
Digital fue un proyecto de la Fundación Integra. Pertenece a la sexta área sobre
“Otros proyectos” , y concretamente en el proyecto de Ciudades Digitales para
el impulso de las Tic y la Sociedad de la Información en municipios de la Región de Murcia, como el municipio de Molina
de Segura. El proyecto fue realizado
entre 2003 y 2006. El proyecto se compuso de diversas acciones de carácter horizontal
y otras acciones de carácter vertical.</span></span></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Acciones horizontales:
Oficina del Proyecto, Difusión del proyecto, Equipación de ordenadores y banda
ancha para hogares, Infraestructuras Tic en el Ayuntamiento y la creación de
una Tarjeta con encriptación de certificado FNMT de identificación digital para
los ciudadanos. </span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Acciones verticales de carácter más específico: Creación del
Portal Web para el municipio, Cursos en academias y en un Aula móvil para la
enseñanza del uso de las TIC, Creación de la cita previa de pediatría y
medicina de familia, desarrollo de la
Cultura del Municipio de forma On-line y un proyecto para el uso de las TIC en
sectores empresariales.</span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">El proyecto se finalizó con
un estudio sociológico que sirvió para valorar tanto el impacto del proyecto
tanto a nivel objetivo como subjetivo entre los habitantes de Molina de Segura.
El proyecto reflejo una serie de indicadores en “Molina Digital”. 1.370 Alumnos, 3.000 Consultas, 8.000 trámites y 1500 tarjetas de identificación
digital.</span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Actualmente la pagina web del proyecto "Molina Digital" se encuentra sin una revisión desde que acabo el proyecto. Un elemento que puede situar esta falta de actualización es los record de los juegos en la página web, de 2007. La Web se puede consultar en <a href="http://cultura.molinadigital.es/web/index.php" target="_blank">Molina Digital</a></span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">
</span></span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">La página “www.molinadigital.com
fue sustituido en el periodo 2011-2013
por el portal Web <a href="http://portal.molinadesegura.es/" target="_blank">http://portal.molinadesegura.es/</a></span></span></span><br />
<br />
<span style="font-family: "Times New Roman","serif"; mso-bidi-font-size: 12.0pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Información recogida de la pagina web de la <a href="http://www.f-integra.org/" target="_blank">Fundación Integra.</a> </span></span></span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-65727918891279932612013-12-02T23:14:00.002+01:002013-12-04T21:09:44.840+01:00AMMOL en Carmesí<!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
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</xml><![endif]-->Parte de los fondos del Archivo Histórico
Municipal de Molina de Segura, ha sido digitalizados por el proyecto murciano
Carmesí (Catálogo <span style="mso-spacerun: yes;"> </span>de Archivos de la Región
de Murcia en la Sociedad de la Información) promovido por la Fundación Integra.
<span style="mso-spacerun: yes;"> </span><br />
<br /><div class="MsoNormal" style="text-align: justify;">
En la Sección de Fondos
documentales,<span style="mso-spacerun: yes;"> </span>en búsqueda por Archivos y
seleccionando el<span style="mso-spacerun: yes;"> </span>Archivo Municipal de
Molina de Segura (AMMOL), localizamos<span style="mso-spacerun: yes;"> </span>24
entradas de Actas Capitulares entre los años 17/02/1637 hasta 27/12/1796. Los 24
libros de Actas Capitulares suman un total de 14.614 folios manuscritos. <a href="http://www.regmurcia.com/servlet/s.Sl?METHOD=BSQAVANZADA&sit=c,373,m,139,serv,Carmesi&archivo=818&series=3301&nombreSerie=Actas%20capitulares" target="_blank">Actas Capitulares</a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
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Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-16714793263302667672013-12-02T23:12:00.002+01:002013-12-04T21:15:40.481+01:00El Proyecto Carmesí.<!--[if gte mso 9]><xml>
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<span style="font-family: Verdana,sans-serif;">El proyecto CARMESI viene de “Proyecto
de Catálogo de Archivos de la Región de Murcia en la Sociedad de la
Información".<span style="mso-spacerun: yes;"> Un proyecto Coordinado por la Fundación Integra y </span> que establece para si mismo una doble finalidad: (1) Difusión del Patrimonio Documental
de la Región de Murcia y <span style="mso-spacerun: yes;"> </span>(2) la protección
del Patrimonio Documental para su conservación. Las TIC permiten que estos dos
objetivos se complementen<span style="mso-spacerun: yes;"> </span>y que hasta
fechas recientes han sido totalmente incompatibles (Preservación o manipulación de
originales). </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">En la actualidad, el desarrollo
de las TIC permite obtener copias digitalizadas de originales de gran calidad,
hasta el punto en que es más fácil la consulta y lectura de documentación
digitalizada que de la versión original de la documentación. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Este proyecto ambicioso no pudo
ser realizado sin la cooperación entre distintos organismos, instituciones y
administraciones. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<br />
<ul>
<li><span style="font-family: Verdana,sans-serif;">Función
Integra. <a href="http://www.f-integra.org/" target="_blank">Fundación Integra</a></span></li>
<li><span style="font-family: Verdana,sans-serif;">Fundación
Seneca <a href="http://fseneca.es/" target="_blank">Fundación Seneca</a></span></li>
<li><span style="font-family: Verdana,sans-serif;">Dpt.
de Cultura de la Comunidad Autónoma de la Región de Murcia. <a href="http://www.carm.es/web/pagina?IDCONTENIDO=67&IDTIPO=200&__PLANT_PERSONALIZADA=/JSP/CARM/nuevoPortal/organigramas/plantillaDetalleOrganigrama.jsp&IDESTRUCTURAJERARQUICA=671&RASTRO=c$m22660,121" target="_blank">CARM.es</a></span></li>
<li><span style="font-family: Verdana,sans-serif;">19
Ayuntamientos de la Región de Murcia (Incluido el de Molina de Segura).</span></li>
<li><span style="font-family: Verdana,sans-serif;">Caja
Mediterráneo (CAM)</span></li>
<li><span style="font-family: Verdana,sans-serif;"><span style="mso-tab-count: 1;">R</span>eal
Academia Alfonso X el Sabio <a href="http://www.regmurcia.com/servlet/s.Sl?sit=c,373,m,1202" target="_blank">Alfonso X el Sabio</a></span></li>
<li><span style="font-family: Verdana,sans-serif;">Real
Sociedad Económica de Amigos del País de Murcia. </span></li>
<li><span style="font-family: Verdana,sans-serif;">Coleccionistas
privados.</span></li>
</ul>
<br />
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<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El proyecto ha tenido diversas
fases, (1) Documentación medieval, (2) Actas Capitulares correspondientes al
siglo XVI, (3) Actas Capitulares del siglo XVII, (4) Documentación socioeconómica
de los siglos XVIII y XIX así como fotografías del siglo XIX, (5) Publicaciones
periódicas editadas hasta 1940, (6) Actas capitulares del siglo XVIII y
publicaciones periódicas del siglo XIX. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Los indicadores sobre el proyecto
Carmesí son significativos, 785.809 Páginas digitalizadas, 28.069 visitas/año y
631.632 Paginas/año a Enero de 2013. La documentación digitalizada, es
catalogada y posteriormente publicada en su página web: <a href="http://www.regmurcia.com/servlet/s.Sl?METHOD=FRMSENCILLA&sit=c,373,m,139,serv,Carmesi" target="_blank">Proyecto Carmesí</a></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;">El proyecto
Carmesí en cifras:</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<blockquote class="tr_bq">
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;">Fondo
documental:</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;"><span style="mso-tab-count: 1;"> </span>-69.525 páginas de documentación histórica
medieval (1245-1504)</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;"><span style="mso-tab-count: 1;"> </span>-107.156 páginas de Actas
Capitulares del siglo XVI</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;"><span style="mso-tab-count: 1;"> </span>-201.904 páginas de Actas
Capitulares del siglo XVII</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;"><span style="mso-tab-count: 1;"> </span>-91.248 páginas de Actas Capitulares
del siglo XVIII</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;"><span style="mso-tab-count: 1;"> </span>-19.344 páginas de documentación socioeconómica
de los siglos XVIII y XIX.</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;">Fondo Fotográfico:</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;"><span style="mso-tab-count: 1;"> </span>-32.194 Fotografías del siglo XX.</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;">Fondo de
Hemeroteca:</span></span></div>
<span style="font-family: Verdana,sans-serif;">
</span><br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-family: Verdana,sans-serif;"><span style="font-size: 12pt;"><span style="mso-tab-count: 1;"> </span>-225.306 páginas de publicación periódicas
(1786-1988)</span></span></div>
</blockquote>
Información recogida de <a href="http://www.f-integra.org/" target="_blank">Fundación Integra</a>. Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-40450247274971586692013-12-02T22:16:00.001+01:002013-12-04T21:14:06.763+01:00Fundación integra: motor de modernización de la Región de Murcia.<div style="text-align: justify;">
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</xml><![endif]--><span style="font-family: Verdana,sans-serif;">La Fundación Integra<span style="mso-spacerun: yes;">
</span>es una institución murciana, cuyo objetivo principal es hacer llegar a
la Comunidad Autónoma de Murcia a la “Sociedad de la Información”.<span style="mso-spacerun: yes;"> </span>Financiada por la Comunidad Autónoma de la Región
de Murcia busca la consecución de diversos objetivos:</span></div>
<div style="text-align: justify;">
<br /></div>
<ol style="text-align: justify;">
<li><span style="font-family: Verdana,sans-serif;"><span style="mso-tab-count: 1;"> </span>Creación
y gestión de infraestructuras sobre las TIC</span></li>
<li><span style="font-family: Verdana,sans-serif;"><span style="mso-tab-count: 1;"> </span>La implantación
de servicios avanzados de Telecomunicaciones.</span></li>
<li><span style="font-family: Verdana,sans-serif;"><span style="mso-tab-count: 1;"> </span>La
puesta en práctica de diversos proyectos.</span></li>
</ol>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">En sus
estatutos se marcan unas líneas generales en las que enmarcar su trabajo.<span style="mso-spacerun: yes;"> </span>Realización de proyectos de interés <span style="mso-spacerun: yes;"> </span>para situar a Murcia en a la cabeza de la “Sociedad
de la Información” en el ámbito nacional. <span style="mso-spacerun: yes;"> </span>La búsqueda del fomento de empleo y la mejora
del nivel de vida regional con la generalización de los conocimientos sobre las
ventajas y potencialidades de las nuevas tecnologías. <span style="mso-spacerun: yes;"> </span>Y Ser una plataforma para la aplicación de las
directrices de <span style="mso-spacerun: yes;"> </span>la Comisión Europea en la
Región de Murcia, en lo que a desarrollo tanto de las regiones como de la
sociedad de la información en las regiones. <span style="font-size: 12pt;"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><span style="font-size: 14.5pt;"></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 12pt; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">La fundación
integra <span style="mso-spacerun: yes;"> </span>puede dividirse en seis grandes áreas
de trabajo:</span></div>
<ol style="text-align: justify;">
<li><span style="font-family: Verdana,sans-serif;">Ciudadanía y alfabetización digital: Enseñanza de las
TIC y del E-learing a la sociedad y a los ciudadanos. Destacando el proyecto “Red
de ALAs (Aulas de Libre Acceso)”,<span style="mso-spacerun: yes;"> </span>puntos
donde formar<span style="mso-spacerun: yes;"> </span>y dar libre acceso a
internet a los ciudadanos. </span>
<span style="font-family: Verdana,sans-serif;"><span style="mso-list: Ignore;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></li>
<li><span style="font-family: Verdana,sans-serif;"><span style="mso-list: Ignore;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Pymes, Alfabetización y negociado electrónico: Fomento
de la digitalización de las empresas en sistemas como la factura electrónica o
el EGobernment. Destacable el proyecto “Eformación Pymes”,<span style="mso-spacerun: yes;"> </span>Web gratuita<span style="mso-spacerun: yes;">
</span>para ciudadanos de la Región con información y cursos para trabajadores
de pymes, emprendedores o personas sin empleo</span></li>
<li><span style="font-family: Verdana,sans-serif;">Contenidos Digitales y Patrimonio Digital: Cumple con
la necesidad de recuperación y difusión del Patrimonio y la Cultura Regional.
Centrado en la digitalización de contenidos de carácter cultural de la Región
de Murcia. <span style="mso-spacerun: yes;"> </span>El proyecto que destaca
dentro de este área es el proyecto “Carmesí”,<span style="mso-spacerun: yes;">
</span>que busca la “Digitalización de documentos antiguos custodiados en los
archivos de la Región de Murcia y su preservación y posterior divulgación a través
de internet”.<span style="mso-list: Ignore;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></li>
<li><span style="font-family: Verdana,sans-serif;">Infraestructuras Red CTNET: Red de Ciencia, Tecnología,
sociedad de la información de la Región de Murcia, presta servicios de telecomunicación
y telemática a más de 850 centros de investigación, tecnología o educación de
la Región.<span style="mso-list: Ignore;"> </span></span></li>
<li><span style="font-family: Verdana,sans-serif;"><span style="mso-list: Ignore;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span>Difusión de la Sociedad de la información: recoge
acciones de difusión, promoción y sensibilización sobre la sociedad murciana y
las potencialidades de la aplicación y uso de las TIC, con actividades como demostraciones,
jornadas técnicas o publicaciones.<span style="mso-list: Ignore;"> </span></span></li>
<li><span style="font-family: Verdana,sans-serif;">Otros proyectos: Proyectos que son trasversales, y no
corresponden a alguna de las anteriores áreas. Destacar el proyecto de Ciudades
Digitales, para el impuso de las TIC en municipios concretos. Ejemplos son
Molina Digital y CiezaNet.</span></li>
</ol>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: normal; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">
</span></div>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% white; line-height: normal; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Todos estos proyectos<span style="mso-spacerun: yes;">
</span>y el resto de proyectos desarrollados por la Fundación Integra puedes
encontrarlos en su página web: <a href="http://www.f-integra.org/" target="_blank">http://www.f-integra.org/</a></span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-45104120648015962772013-11-24T18:45:00.001+01:002014-01-10T16:52:24.515+01:00Brecha Digital, Competencia Digital y Web 2.0<!--[if gte mso 9]><xml>
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<h2 class="MsoNormal" style="text-align: center;">
<u><span style="font-size: x-large;"><span style="font-family: "Times New Roman","serif";">De la Brecha Digital a la Competencia
Digital. </span></span></u></h2>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ES; mso-no-proof: yes;">Dos conceptos de gran importancia en
la sociedad actual. Antes de intentar aundar en los conocimientos sobre las TIC
hay que señalarlos por su importancia en la forma en que clasifican<span style="mso-spacerun: yes;"> </span>la sociedad según una caracteristica digital,
es decir, el conocimiento o uso de las TIC o no. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ES; mso-no-proof: yes;">Brecha Digtal es el término que se refiere
a la diferencia entre personas inmersas en la sociedad de la información y las
agenas a dicha sociedad. La cuestión de Nativos o imigrantes tecnológicos.<span style="mso-spacerun: yes;"> </span>El término procede de la obra del autor Marc
Prensky titulada “Digital natives, digital imigrants” (Prensky, M. 2002). Algunos
de los elementos característicos de un nativo digital ( nacidos bajo la
sociedad de la información) son: uso de las tecnologías para comunicarse,
compartir, comprar y vender, intercambiar, crear, encontrarse con alguien, coleccionar,
coordinar, evaluar, juzgar, aprender, buscar, analizar, informar, programar,
socializarse. En definitiva desarrollarse y crecer con las tecnologías.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ES; mso-no-proof: yes;">Para poder llegar a superar esa
“Brecha” que separa y divide a la sociedad en capacitados digitales y no
capacitados, hay que obtener una serie de Competencias en el ámbito digital,
las llamadas Competencias digitales. Una definición precisa de Competencias
Digitales puede ser:</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">“Esta competencia consiste en disponer de habilidades
para buscar, obtener, procesar y comunicar información, y para transformarla en
conocimiento. […] incluyendo la utilización de las tecnologías de la
información y la comunicación como elemento esencial para informarse, aprender
y comunicarse. Está asociada con la búsqueda, selección, registro y tratamiento
o análisis de la información, utilizando técnicas y estrategias diversas para
acceder a ella según la fuente a la que se acuda y el soporte que se utilice
(oral, impreso, audiovisual, digital o multimedia).” <span style="color: black;">Leer
</span>más: http://competenciasbasicascordoba.webnode.es/competencia-digital-e-informacional/</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Las competencias
digitales, permiten que un inmigrante digital <span style="mso-spacerun: yes;"> </span>pueda llegar a ser nativo (Que posee las
características de capacidad digital de este). Llegando no solo a conocer las
tecnologías, sino su uso en su vida personal. Dos<span style="color: black;">
conceptos interesantes e importantes,<span style="mso-spacerun: yes;">
</span>¿Ves la brecha digital en tu entorno? ¿Posees las Competencias Digitales
para considerarte nativo? <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<h2 class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<u><span style="font-size: x-large;"><span style="color: black; font-family: "Times New Roman","serif";">Web 2.0 </span></span></u></h2>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Otro de los grandes conceptos más recientes en el mundo de las TIC, es el
concepto de la<span style="mso-spacerun: yes;"> </span>“Web 2.0”. Señalar que el
paso previo fue <span style="mso-spacerun: yes;"> </span>la Web 1.0 destacaba por
ser <span style="mso-spacerun: yes;"> </span>estática y sin los elementos de las
2.0, por lo que podemos definir Web 2.0 como la segunda generación en la
historia de las “web” basada en la comunidades de usuarios y una grama
importante de servicios,<span style="mso-spacerun: yes;"> </span>como son las
redes sociales, los blogs o las wiki por ejemplo, que fomentan la colaboración
y el intercambio ágil de información<span style="mso-spacerun: yes;">
</span>entre usuarios.<span style="mso-spacerun: yes;"> </span>Podemos decir que
llegamos a un nuevo marco de interacción, participación<span style="mso-spacerun: yes;"> </span>y comunicación social,<span style="mso-spacerun: yes;"> </span>que sitúa a los usuarios en la doble
funcionalidad, de lectores/redactores.</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Un esquema sintético sobre la diferencias entre la Web 1.0 y las Web 2.0. Imagen de la página <a href="http://www.tecnosalva.com/%C2%BFqu%C3%A9-es-web-20" target="_blank">www.tecnosalva.com</a></span></div>
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<span style="font-family: "Times New Roman","serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="Esquema de las diferencias entre la Web 1.0 y la Web 2.0" class="classbox" src="http://www.tecnosalva.com/files/imagen/image/web2.jpg" height="485" style="margin-left: auto; margin-right: auto;" title="" width="640" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Esquema de las diferencias entre la Web 1.0 y la Web 2.0</td></tr>
</tbody></table>
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<span style="font-family: "Times New Roman","serif";"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<span style="font-family: "Times New Roman","serif";">Un
video explicativo de “Web 2.0” se puede consultar en el siguiente enlace: <a href="http://www.youtube.com/watch?v=anhSNloWa0g" target="_blank">Web 2.0 y Educación </a></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif";"> </span></div>
Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-82675398887636600712013-11-24T18:45:00.000+01:002014-01-10T16:51:36.205+01:00TIC TEC TAC<!--[if !mso]>
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<span style="font-size: x-large;"><span style="font-family: "Times New Roman","serif";">Tic = Ti
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">La
voz “Tic” sigue siendo aún desconocida pese al <span style="mso-spacerun: yes;"> </span>auge en su empleo y <span style="mso-spacerun: yes;"> </span>lo que engloba. No todo el mundo conoce lo que
significa este término sumativo de dos términos distintos.<span style="mso-spacerun: yes;"> </span>Por un lado encontramos el término “Tc” o
Tecnologías de la comunicación, concepto no tan reciente que engloba los medios
más tradicionales de los Mass Media, como la Radio, la Televisión o la
telefonía convencional. Por el otro lado tenemos el término “Ti” o tecnologías
de la información, concepto más reciente que engloba la digitalización de las
tecnologías de registro de contenidos, es decir la informática, la comunicación
y la telemática. </span><br />
<br /></div>
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definición de Tic puede ser: </span></div>
<blockquote class="tr_bq">
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">“Herramientas
Teórico-Conceptuales, Soportes y canales que procesan, almacenan, sintetizan,
recuperan<span style="mso-spacerun: yes;"> </span>y presentan la información de
la forma más variada. Suponen un cambio en la educación, en las relaciones
interpersonales y en las formas de difundir<span style="mso-spacerun: yes;">
</span>y generar conocimiento”. </span></div>
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" 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<tr><td class="tr-caption" style="text-align: center;">Esquema del origen del término TIC</td></tr>
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<h2 class="MsoNormal" style="text-align: center;">
<span style="font-size: x-large;"><span style="font-family: "Times New Roman","serif";">Tic Tec
Tac.</span></span></h2>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Tic,
Tec y Tac, son tres conceptos relacionados entre sí. El concepto “Tic”, ya
ha<span style="mso-spacerun: yes;"> </span>sido explicado. Profundizando un paso más, nos encontramos con la voz <span style="mso-spacerun: yes;"> </span>“Tec”, un concepto aún menos <span style="mso-spacerun: yes;"> </span>conocido, situándose en <span style="mso-spacerun: yes;"> </span>el paso intermedio entre las llamadas “Tic” y el final del camino natural y deseado, las <span style="mso-spacerun: yes;"> </span>“Tac”. Las Tecnologías para la Enseñanza y la
Capacitación (Vivancos, 2007). </span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Finalmente
llegamos a “Tac” o Tecnologías del Aprendizaje y la Comunicación.<span style="mso-spacerun: yes;"> </span>Llegamos a un concepto importante, que
refleja una forma de enseñar y aprender con el empleo de las nuevas tecnologías
de la información y la comunicación. <span style="mso-spacerun: yes;"> </span>Hay
un gran cambio, se pasa de aprender sobre tecnologías a aprender con
ellas.<span style="mso-spacerun: yes;"> </span>Las “Tic” prestan atención a
aprender sobre las tecnologías, pero las “Tac”, una vez aprendido como usar las
tecnologías, <span style="mso-spacerun: yes;"> </span>centran su atención a
aprender con el uso de las tecnologías. Cambio fundamental en el modo de
concebir las tecnologías y la implantación de las personas en su manejo e
interacción con ellas. </span></div>
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<tr><td style="text-align: center;"><img alt="" height="346" 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<tr><td class="tr-caption" style="text-align: center;">Elementos principales de las TIC y de las TAC</td></tr>
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Anonymoushttp://www.blogger.com/profile/01543212120269874324noreply@blogger.com0tag:blogger.com,1999:blog-735936325705118999.post-72646703952073260292013-11-01T15:38:00.000+01:002013-11-02T13:12:43.188+01:00Presentación del Blog: Bienvenidos.<!--[if gte mso 9]><xml>
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UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
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</w:LatentStyles>
</xml><![endif]--><span style="font-family: Verdana,sans-serif;">En esta primera entrada, me gustaría anunciar en primer
lugar que este blog no es oficial de la institución objeto de interés, sino la
creación personal de un alumno de 4º de Grado en Historia.<span style="mso-spacerun: yes;"> </span>En segundo lugar anunciar que este blog es un
trabajo final de la asignatura “Tic para la Historia” (Tecnologías de la Información
y la Comunicación), Cogido: 1470 de la Universidad de Murcia (UMU). Por lo cual, podrás encontrar información sobre las clases Teóricas y Prácticas de la asingatura, por que este blog es un portafolios.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">En último lugar quisiera agradecer a los visitantes su
entrada<span style="mso-spacerun: yes;"> </span>a este blog de creación autónoma
y personal, sobre una institución importante para mí, tanto por pertenecer a mi
ciudad de origen, Molina de Segura, tanto por ser una institución que conserva,
gestiona y difunde sus fondos documentales sobre el municipio de Molina de
Segura. </span></div>
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