PROCESOS SOCIALES CONTEMPORANEOS http://catedras.fcp.uncu.edu.ar/courses/PSC Sun, 03 May 2026 18:07:20 GMT FeedCreator 1.8.0-dev (Feedcreator) es Administrador Sun, 03 May 2026 18:07:20 GMT http://blogs.law.harvard.edu/tech/rss http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann28 <!-- content: html tiny_mce --> <p>Estimados/as estudiantes:</p> <p>Hemos completado el dictado de clases, pero habrá clases de repaso y consulta:</p> <p><strong>Viernes 6, a las 9 hs:</strong> Patricia dará <span style="text-decoration: underline;">Unidad IV</span></p> <p><strong>Jueves 12, a las 9 Hs:</strong> Carmelo dará <span style="text-decoration: underline;">Unidad V</span></p> <p>Para estas clases deberán traer lecturas realizadas y dudas concretas. Servirán tanto para el Parcial N° 2 como para las evaluaciones finales.</p> <p>En la Sección Documentos y Enlaces, Carpeta Material Didáctico encontrarán las presentaciones didácticas que "ayudan" pero no reemplazan las lecturas de los textos.</p> <p>Recuerden agendar las fechas del Práctico, Parcial y Recuperatorio.</p> <p>Saludos</p> <p>Carmelo</p> Announcements Wed, 04 Jun 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann28 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann28 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann35 <p><span style="font-size: medium;">El miércoles 1 de abril dictaremos el teórico de la Unidad 1.</span></p> <p><span style="font-size: medium;">Aula Magna 15:10 hs.</span></p> <p><span style="font-size: medium;">El lunes 6 de abril se realiza el Trabajo Práctico N° 1 (obligatoria para regularizar y para promocionar).</span></p> Announcements Tue, 31 Mar 2015 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann35 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann35 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann30 <!-- content: html tiny_mce --> <p>Estimados estudiantes</p> <p>En la sección Documentos he adjuntado una nueva guía </p> <p>Carmelo</p> Announcements Tue, 24 Jun 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann30 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann30 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann26 <!-- content: html tiny_mce --> <p><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: ES; mso-fareast-language: ES; mso-bidi-language: AR-SA;"><span style="font-family: Times New Roman; font-size: small;"> </span></span></p> <p align="center"><strong><span style="font-family: Times New Roman;"><span style="font-size: small;">Reprogramación del Cronograma </span><span style="font-size: small;"> </span></span></strong></p> <table border="1" cellspacing="0" cellpadding="0" align="left"> <tbody> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">12/05</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">Parcial N° 1: Unidades I, II y III</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">13/05</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">Clase U IV punto 1 (medio módulo)</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">19/05</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman;"><span style="font-size: small;">Clase U </span><span style="font-size: small;"> </span><span style="font-size: small;">IV punto 2</span></span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">20/05</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;"><strong>PARO</strong> <strong>NACIONAL CONADU HISTORICA</strong></span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">26/05</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">Clase U IV punto 3</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">27/05</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman;"><span style="font-size: small;">Clase U </span><span style="font-size: small;"> </span><span style="font-size: small;">V punto 1</span><span style="font-size: small;">  </span><span style="font-size: small;"> </span></span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">02/06 </span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">Clase U V punto 2</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">03/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman;"><span style="font-size: small;">Clase U </span><span style="font-size: small;"> </span><span style="font-size: small;">V punto 3 y 4</span></span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">09/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">TP Nº 4 y 5 (nueva formulación para tomar las dos unidades)</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">10/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;"><strong>Elecciones de la Universidad y la</strong> <strong>Facultad</strong></span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">16/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman;"><span style="font-size: small;">Parcial Nº 2 : U </span><span style="font-size: small;"> </span><span style="font-size: small;">IV y V </span></span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">17/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">Taller y consultas para la elaboración del trabajo final</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">23/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="text-decoration: underline;"><span style="font-family: Times New Roman; font-size: small;">Recuperatorio</span></span><span style="font-family: Times New Roman; font-size: small;"> </span><span style="text-decoration: underline;"><span style="font-family: Times New Roman; font-size: small;">de los </span><span style="font-family: Times New Roman; font-size: small;">parciales</span><span style="font-family: Times New Roman; font-size: small;"> </span></span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">24/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">Consultas</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> <tr> <td valign="top" width="103"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">30/06</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> <td valign="top" width="473"><span style="font-family: Times New Roman; font-size: small;"> </span> <p><span style="font-family: Times New Roman; font-size: small;">Mesa de Exámenes. Presentación de trabajos finales</span></p> <span style="font-family: Times New Roman; font-size: small;"> </span></td> </tr> </tbody> </table> <p><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-ansi-language: ES; mso-fareast-language: ES; mso-bidi-language: AR-SA;"><span style="font-family: Times New Roman; font-size: small;"> </span><br /></span></p> Announcements Tue, 20 May 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann26 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann26 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann34 <!-- content: html tiny_mce --> <p>Gentes, he cambiado mi horario de consulta:</p> <p>el nuevo horario es lunes de 10 a 12 y jueves de 15:30 a 17:30.</p> <p>saludos y los espero</p> <p>Javier Bauzá</p> Announcements Thu, 02 Oct 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann34 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann34 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann24 <!-- content: html tiny_mce --> <p>Gentes, el lunes 5 de mayo vamos a hacer el TPNº3 y es necesario que lean de la U III los siguientes textos:</p> <p>punto 1: Alonso Elizalde y Vazquez "La Revolución Francesa"</p> <p>punto 3: Bauza "Las revoluciones de independencia en América"</p> <p>punto 4: Marx "La guerra civil en Francia"</p> <p>nos vemos el lunes</p> <p>saludos, JAvier</p> Announcements Thu, 01 May 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann24 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann24 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann29 <!-- content: html tiny_mce --> <p>Estimados estudiantes:</p> <p>Les pedimos disculpas por los inconvenientes causados. Pero <strong>nuestros salarios para todo un año se definen ahora</strong>. Es en este momento que podemos torcer la voluntad de castigarnos que ha mostrado el Ministro Sileoni. Solo queremos un sueldo digno que nos permita desempeñar nuestra tarea en las mejores condiciones: nuestras condiciones laborales son las determinantes de sus aprendizajes.</p> <p>Estén atentos a los avisos, porque nuestra voluntad es recuperar las fechas que ahora perdemos.</p> <p><img 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 Announcements Sun, 15 Jun 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann29 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann29 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann32 <!-- content: html tiny_mce --> <p><br /><span style="font-size: small;">Estimados Estudiantes:</span></p> <p><span style="font-size: small;">Hemos terminado una etapa, y algunos han ya promocionado la materia. Felicitaciones para quienes alcanzaron la meta de aprobar su primer materia universitaria. Este es el listado de aprobados y su nota final: </span></p> <div align="center"> <table style="width: 502px;" border="0" cellspacing="0" cellpadding="0"> <tbody> <tr> <td colspan="2" valign="bottom" nowrap="nowrap" width="502"> <p align="center"><strong>LICENCIATURA  EN SOCIOLOGIA</strong></p> </td> </tr> <tr> <td valign="bottom" nowrap="nowrap" width="383"> <p><strong>Nombre </strong></p> </td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>Nota</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>ABREGO Mariana</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>10 (diez)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>ARISPON María Rocío Belén</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9 (nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>BARBATO STOCKER Macarena Ago</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>10(diez)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>BERNA ZELADA Lautaro Ricardo</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>BILBAO CASTRO Mayra Natalia</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9(nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>CÁRDENAS Nicolás Alejandro</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8 (ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>CEDRO Graciela Argentina</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8(ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>CORREA Evangelina</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7(siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>D'ANGELOCarlos</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>10(diez)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>DE ORO Natalio</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7(siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>FERNÁNDEZ Mauro Ignacio</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7(siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>LUCERO MARTINEZ Emmanuel An</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7(siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>LUCERO ZULUAGA Manuela</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9(nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>MALIZIA Enzo</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9 (nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>MASRAMON Ernesto</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>10(diez)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>MERCADO Raquel Nemencia</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8 (ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>MONTENEGRO Camila María Belén</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9 (nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>MOSSO Lucia Olimpia</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9 (nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>MOYANO Sofía Belén</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8 (ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>ONTIVERO Leopoldo Javier</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8 (ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>ORO María Joel</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>6 (seis)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>ORTEGA GREBENC Paula</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>10 (diez)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>PAGANO María Salome</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>PEREYRA Bianca Belén</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>PRIORE Antonio Eduardo</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9 (nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>QUIROGA NAVALES Micaela Belé</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>RICHARD María Florencia</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>9 (nueve)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>RUGGERI Sabrina Alessandra</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>10 (diez)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>SAMPERI María Teresa</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>SPARTA, Martín</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>STIPECH Francisco Agustín</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8 (ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>VIOLLAZ SCHROH Facundo</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>VITOLONI Franco Alejandro</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8 (ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>VOLPE Leandro Enrique</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>YAZLLI ZAKALIK Martina</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>8 (ocho)</strong></p> </td> </tr> <tr> <td style="text-align: left;" nowrap="nowrap" width="383"><ol> <li>ZANGLA GiselEmilce</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>7 (siete)</strong></p> </td> </tr> </tbody> </table> </div> <div align="center"> <table style="width: 502px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td colspan="2" valign="bottom" nowrap="nowrap" width="502"> <p align="center"><strong>LICENCIATURA  EN COMUNICACIÓN SOCIAL</strong></p> </td> </tr> <tr> <td valign="bottom" nowrap="nowrap" width="383"> <p><strong>Nombre </strong></p> </td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>Nota</strong></p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" nowrap="nowrap" width="383"><ol> <li>GARCIA, Natalia</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center">8 (ocho)</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" nowrap="nowrap" width="383"><ol> <li>MARANO, Giuliana</li> </ol></td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center">8 (ocho)</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" nowrap="nowrap" width="383"><ol> <li>TONEATTI, Igor</li> </ol> <p class="PrrafodelistaCxSpMiddle"> </p> </td> <td valign="bottom" nowrap="nowrap" width="118"> <p class="PrrafodelistaCxSpLast" align="center">7 (siete)</p> </td> </tr> </tbody> </table> </div> <div align="center"> <div align="center"> <table style="width: 502px;" border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td colspan="2" valign="bottom" nowrap="nowrap" width="502"> <p align="center"><strong>LICENCIATURA  EN CP y AP</strong></p> </td> </tr> <tr> <td valign="bottom" nowrap="nowrap" width="383"> <p><strong>Nombre </strong></p> </td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center"><strong>Nota</strong></p> </td> </tr> <tr> <td valign="bottom" nowrap="nowrap" width="383"> <p class="Prrafodelista">GISPERT, Facundo</p> </td> <td valign="bottom" nowrap="nowrap" width="118"> <p align="center">8 (ocho)</p> </td> </tr> </tbody> </table> </div> </div> Announcements Mon, 28 Jul 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann32 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann32 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann33 <!-- content: html tiny_mce --> <p><span style="font-size: small;">Estimados estudiantes:</span></p> <p><span style="font-size: small;">Aquellos que no promocionaron la asignatura, pero aprobaron uno de los dos parciales, podrán rendir en condición de regulares en la mesa del 4 de agosto. Para ello deben inscribirse en calidad de tales (o como se los permita el sistema, ya que la cátedra respetará la condición REGULAR).</span></p> <p><span style="font-size: small;">El examen versará sobre los contenidos del parcial desaprobado solo pra esta Mesa. Quienes desaprueben  podrán posteriormente rendir en cualquier mesa pero sobre los contenidos de toda la asignatura.</span></p> <p><span style="font-size: small;">Este es el listado:</span></p> <p>ALUMNOS QUE RINDEN EN CONDICION DE REGULARES EL LUNES 4 DE AGOSTO</p> <div align="center"> <table border="1" cellspacing="0" cellpadding="0"> <tbody> <tr> <td width="264"> <p class="Prrafodelista"><strong>Alumnos de Sociología</strong></p> </td> <td width="169"> <p><strong>Contenidos del Parcial </strong></p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>GARCÍA Paula</li> </ol></td> <td width="169"> <p>Nº 2</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>GODOY LEMOS Ignacio Jesús</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>GUATTINI Micaela Maillén</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>HERNÁNDEZ Andrea Lorena</li> </ol></td> <td width="169"> <p>Nº 2</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>HONORATO PÁEZ Evelyn Natali</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>LUNA FICCARDI Diego Facundo</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>MAMANI  Karen Ester</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>MÉNDEZ Karen Natacha</li> </ol></td> <td width="169"> <p>Nº 2</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>MIRANDA TIRADO Julieta</li> </ol></td> <td width="169"> <p>Nº 2</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>MORENO Walter Emilio</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>RE Natacha Amaru</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>SOLORZA Matias Sebastian</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>TEVES María Agostina</li> </ol></td> <td width="169"> <p>Nº 2</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>TORNELLO Sofía</li> </ol></td> <td width="169"> <p>Nº 2</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>UGARTE Faustino Miguel</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>ZALAZAR Giuliana Camila</li> </ol></td> <td width="169"> <p>Nº 2</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"> <p><strong>Alumnos de Comunicación Social</strong></p> </td> <td width="169"> <p> </p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>BARAUNA, Aldana</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>MARINOZZI, Nicolás</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>MARTINEZGIUSTI, Ivana</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> <tr> <td style="text-align: left;" valign="bottom" width="264"><ol> <li>MORENO LUNA  Julieta</li> </ol></td> <td width="169"> <p>Nº 1</p> </td> </tr> </tbody> </table> </div> <p> <span style="font-size: small;">El resto de los alumnos rendirá en condición de LIBRES. En esta oportunidad y para quienes hayan cumplido con un mínimo de prácticos y se hayan presentado a los parciales, aunque no los hayan aprobado, el examen escrito será sobre los contenidos de las unidades 1, 2 y 3. El oral será sobre los contenidos de las unidades 4 y 5, debiendo preparar un tema para exponer.</span></p> Announcements Mon, 28 Jul 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann33 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann33 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann31 <!-- content: html tiny_mce --> <p><strong><span style="font-family: Calibri; font-size: small;">Esquema de Recuperación</span></strong></p> <p><span style="font-family: Calibri; font-size: small;">En virtud de la interrupción del cursado normal por los días de paro docente, proponemos el siguiente esquema para regularizar la asignatura, promocionar y/o rendir examen final.</span></p> <p><span style="font-family: Calibri; font-size: small;">El esquema es válido para todos los cursantes (curricular, opcionales, intercambio).</span></p> <p><span style="font-family: Calibri; font-size: small;">1. Entregar la Carpeta de Trabajos Prácticos (con todos los trabajos efectuados, incluido el último realizado en clase el día 9 de junio, y con todas las correcciones solicitadas). Entrega individual. Fecha: jueves 24/07/14 antes de comenzar el parcial.</span></p> <p><span style="font-family: Calibri; font-size: small;">2. Rendir el Parcial N° 2, correspondiente a las unidades IV y V: jueves 24/07/14. 15 horas</span></p> <p><span style="font-family: Calibri; font-size: small;">Nuevas condiciones de regularización y promoción:</span></p> <ul> <li> <p>Estudiantes con los 2 parciales y todos los prácticos aprobados: Promoción</p> </li> <li> <p>Estudiantes con 2 parciales desaprobados: va al examen final en condición de Libre</p> </li> <li> <p>Estudiantes con 1 parcial desaprobado y 1 parcial aprobado (más todos los prácticos presentados) va al examen recuperatorio.</p> <p> </p> </li> </ul> <p><span style="font-family: Calibri; font-size: small;">3. El lunes 28/7, a las 15 horas, se convoca a todos los estudiantes para comunicar sus condiciones, y explicarles los pasos a seguir:</span></p> <p><span style="font-family: Calibri;"><span style="font-size: small;">1) Alumnos </span><strong><span style="font-size: small;">aprobados por promoción</span></strong><span style="font-size: small;">.</span></span></p> <p><span style="font-family: Calibri;"><span style="font-size: small;">2) Alumnos </span><strong><span style="font-size: small;">desaprobados</span></strong><span style="font-size: small;">: pueden anotarse para rendir el 4/8 como </span><strong><span style="font-size: small;">libres</span></strong><span style="font-size: small;">.</span></span></p> <p><span style="font-family: Calibri; font-size: small;"> </span></p> <p><span style="font-family: Calibri;"><span style="font-size: small;">3) Alumnos con posibilidades de rendir un recuperatorio: se anotan para rendir el lunes 4/8 en condición de </span><strong><span style="font-size: small;">regulares</span></strong><span style="font-size: small;">.</span><span style="font-size: small;">          </span></span></p> <p><span style="font-family: Times New Roman; font-size: small;"> </span></p> Announcements Mon, 21 Jul 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann31 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann31 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann27 <!-- content: html tiny_mce --> <p>Gentes: el lunes 9 de junio vamos a realizar el TPN° 4 y 5, es necesario leer los siguientes textos para poder resolver las consignas:</p> <p>unidad IV:</p> <p>texto N° 2. Lenin "El imperialismo, fase superior del capitalismo"</p> <p>texto N° 9. Carr "La revolución rusa"</p> <p>unidad V: </p> <p>texto N° 6 Ansaldi "América Latina, la construcción del orden"</p> <p>texto N° 10 Svampa "El consenso de los Commodities"</p> <p>nos vemos el lunes. saludos</p> <p>pd: el 23 de junio es la entrega de la carpeta de TP completa y corregida de manera individual, asi que vayan haciendo y corrigiendo...</p> Announcements Mon, 02 Jun 2014 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann27 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann27 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann36 <!-- content: html tiny_mce --> <p>Gentes, nos dieron el espacio, están cargados los textos y las clases (material didáctico) vamos a seguir comunicándonos con uds por ese medio así que les pedimos que entren al menos una vez por semana</p> <p>Saludos</p> Announcements Fri, 10 Apr 2015 00:00:00 GMT http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann36 http://catedras.fcp.uncu.edu.ar/claroline/announcements/announcements.php?cidReq=PSC&l#ann36