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Edicions de la Universitat de Barcelona
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title="Geologia" class="titulo"><span id="ctl00_listadoTab1_ListView2_ctrl24_valueElemento">Geologia</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab1_ListView2_ctrl25_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=m&mat=Hist%c3%b2ria&item=25" title="Història" class="titulo"><span id="ctl00_listadoTab1_ListView2_ctrl25_valueElemento">Història</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab1_ListView2_ctrl26_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=m&mat=Hist%c3%b2ria+de+la+Universitat+de+Barcelona+++++++++++&item=26" title="Història de la Universitat de Barcelona " class="titulo"><span id="ctl00_listadoTab1_ListView2_ctrl26_valueElemento">Història de la Universitat de Barcelona </span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab1_ListView2_ctrl27_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=m&mat=Humanitats&item=27" title="Humanitats" class="titulo"><span 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Una introducció (2a edició)" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl13_valueTitulo">Filosofia política. Una introducció (2a edició)</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl13_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl13_valueAutor" class="autor">Sergi Morales-Gálvez, Elvira Riera-Gil, Lluís Pérez-Lozano, Marc Sanjaume-Calvet (eds.)</span> </div> <div id="traductor"> </div> <div id="fechaEdicion"> </div> <div id="coleccion"> </div> <div id="materia"> </div> <div id="ISBN"> </div> <div id="paginas"> <span id="ctl00_main_listado1_ListView1_ctrl13_valuePaginas" class="paginas">576</span> <span id="ctl00_main_listado1_ListView1_ctrl13_labelPaginasPosterior"> pàgines</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl13_valuePrecio" class="precio">32,00</span> <span id="ctl00_main_listado1_ListView1_ctrl13_labelPrecioPosterior"> €</span> </div> <div id="reseña"> </div> </div> </div> <div id="datapager" class="paginado"> <span id="ctl00_main_listado1_DataPager1" class="paginado"><span>1</span> <a href="javascript:__doPostBack('ctl00$main$listado1$DataPager1$ctl00$ctl01','')">2</a> <a href="javascript:__doPostBack('ctl00$main$listado1$DataPager1$ctl00$ctl02','')">3</a> <a href="javascript:__doPostBack('ctl00$main$listado1$DataPager1$ctl00$ctl03','')">4</a> <a href="javascript:__doPostBack('ctl00$main$listado1$DataPager1$ctl00$ctl04','')">5</a> <a href="javascript:__doPostBack('ctl00$main$listado1$DataPager1$ctl00$ctl05','')">...</a> </span> </div> </div> <!--select * from libros where ([idContentServer] <> '' or (libros.[fecha edicion] > '01/12/2012' and libros.[excluir_portal] = 0 and libros.[coleccion] <> 'HONORIS CAUSA') ) and [coleccion] <> 'OBSERVATORI DE BIOÈTICA' AND [e-book] = 1 and [aprobado] = 1 AND ( [libros].materia like @codart) order by libros.[fecha edicion] desc--> </div> </div> </div> <div id="derecha"> <ul id="opcionesDestacadas"> <li><a href="/articulos.aspx?modo=eB">eBOOKS</a></li> <!-- <li><a href="/ayudaEbooks.aspx?modo=eB">Ajuda eBOOKS <a 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