Edicions de la Universitat de Barcelona

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TEMES" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl6_valueElemento">ARS PICTA. 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MONOGRAPHICA ORIENTALIA" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl10_valueElemento">BARCINO. 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href="articulos.aspx?modo=c&fam=CATAL%c3%80+F%c3%80CIL&item=17" title="CATAL脌 F脌CIL" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl17_valueElemento">CATAL脌 F脌CIL</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab2_ListView2_ctrl18_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=c&fam=CAT%c3%80LISI&item=18" title="CAT脌LISI" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl18_valueElemento">CAT脌LISI</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab2_ListView2_ctrl19_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=c&fam=CIUTATS+PER+PENSAR+EUROPA&item=19" title="CIUTATS PER PENSAR EUROPA" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl19_valueElemento">CIUTATS PER PENSAR EUROPA</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab2_ListView2_ctrl20_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=c&fam=COEDICIONS&item=20" title="COEDICIONS" class="titulo"><span 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href="articulos.aspx?modo=c&fam=COMP%c3%80S+D%e2%80%99AMALGAMA&item=23" title="COMP脌S D鈥橝MALGAMA" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl23_valueElemento">COMP脌S D鈥橝MALGAMA</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab2_ListView2_ctrl24_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=c&fam=COMUNICACI%c3%93+ACTIVA&item=24" title="COMUNICACI脫 ACTIVA" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl24_valueElemento">COMUNICACI脫 ACTIVA</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab2_ListView2_ctrl25_labelElemento" class="etiq"></span> <a href="articulos.aspx?modo=c&fam=CONSONANTIA&item=25" title="CONSONANTIA" class="titulo"><span id="ctl00_listadoTab2_ListView2_ctrl25_valueElemento">CONSONANTIA</span></a> </div> <div class="elemento"> <span id="ctl00_listadoTab2_ListView2_ctrl26_labelElemento" class="etiq"></span> <a 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class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl0_cubiertaHyperlink" href="/ficha.aspx?cod=13889&IBIC=PB"><img id="ctl00_main_listado1_ListView1_ctrl0_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/13889.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl0_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=13889" title="Historia de la estad铆stica. Un ejercicio para entender el mundo actual" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl0_valueTitulo">Historia de la estad铆stica. Un ejercicio para entender el mundo actual</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl0_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl0_valueAutor" class="autor">Emilia Inmaculada de la Fuente Solana, Joan Gu脿rdia Olmos</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_ctrl0_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl0_valuePaginas" class="paginas">126</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl0_valuePrecio" class="precio">18,00</span> <span id="ctl00_main_listado1_ListView1_ctrl0_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl1_cubiertaHyperlink" href="/ficha.aspx?cod=12790&IBIC=PBT"><img id="ctl00_main_listado1_ListView1_ctrl1_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/12790.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl1_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=12790" title="Estad铆stica: problemes i m茅s problemes" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl1_valueTitulo">Estad铆stica: problemes i m茅s problemes</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl1_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl1_valueAutor" class="autor">Olga Juli脿, David M谩rquez-Carreras, Carles Rovira</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_ctrl1_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl1_valuePaginas" class="paginas">272</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl1_valuePrecio" class="precio">20,00</span> <span id="ctl00_main_listado1_ListView1_ctrl1_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl2_cubiertaHyperlink" href="/ficha.aspx?cod=08561"><img id="ctl00_main_listado1_ListView1_ctrl2_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/08561.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl2_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=08561" title="Probabilitat i estad铆stica per a ci猫ncies II" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl2_valueTitulo">Probabilitat i estad铆stica per a ci猫ncies II</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl2_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl2_valueAutor" class="autor">Toni Monle贸n-Getino i Clara Rodr铆guez Casado</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_ctrl2_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl2_valuePaginas" class="paginas">146</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl2_valuePrecio" class="precio">17,00</span> <span id="ctl00_main_listado1_ListView1_ctrl2_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl3_cubiertaHyperlink" href="/ficha.aspx?cod=08548&IBIC=PBT"><img id="ctl00_main_listado1_ListView1_ctrl3_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/08548.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl3_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=08548" title="Problemas de probabilidades y estad铆stica. Vol. 2. Inferencia estad铆stica" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl3_valueTitulo">Problemas de probabilidades y estad铆stica. Vol. 2. Inferencia estad铆stica</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl3_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl3_valueAutor" class="autor">Carles M. Cuadras</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_ctrl3_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl3_valuePaginas" class="paginas">350</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl3_valuePrecio" class="precio">23,00</span> <span id="ctl00_main_listado1_ListView1_ctrl3_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl4_cubiertaHyperlink" href="/ficha.aspx?cod=08487&IBIC=PBT"><img id="ctl00_main_listado1_ListView1_ctrl4_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/08487.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl4_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=08487" title="Problemas de probabilidades y estad铆stica. Vol. 1. Probabilidades" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl4_valueTitulo">Problemas de probabilidades y estad铆stica. Vol. 1. Probabilidades</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl4_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl4_valueAutor" class="autor">Carles M. Cuadras</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_ctrl4_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl4_valuePaginas" class="paginas">326</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl4_valuePrecio" class="precio">21,00</span> <span id="ctl00_main_listado1_ListView1_ctrl4_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl5_cubiertaHyperlink" href="/ficha.aspx?cod=08486&IBIC=JHBC"><img id="ctl00_main_listado1_ListView1_ctrl5_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/08486.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl5_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=08486" title="Estad铆stica para las ciencias del comportamiento. 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Exercicis" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl6_valueTitulo">Introducci贸 a la inform脿tica. Exercicis</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl6_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl6_valueAutor" class="autor">Jaume Baixeries (coord.) Nat脿lia Pallar猫s i Enrique Romero</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_ctrl6_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl6_valuePaginas" class="paginas">56</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl6_valuePrecio" class="precio">10,00</span> <span id="ctl00_main_listado1_ListView1_ctrl6_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl7_cubiertaHyperlink" href="/ficha.aspx?cod=08308&IBIC=PBT"><img id="ctl00_main_listado1_ListView1_ctrl7_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/08308.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl7_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=08308" title="Probabilitat i estad铆stica per a ci猫ncies I" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl7_valueTitulo">Probabilitat i estad铆stica per a ci猫ncies I</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl7_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl7_valueAutor" class="autor">Toni Monle贸n-Getino i Clara Rodr铆guez Casado</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_ctrl7_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl7_valuePaginas" class="paginas">104</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl7_valuePrecio" class="precio">12,00</span> <span 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Ernest Jim茅nez Garrido, Carmen Mu帽oz Vaquer, Elisabeth Torrelles Puig y N煤ria Viladomiu Canela</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_ctrl8_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl8_valuePaginas" class="paginas">172</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl8_valuePrecio" class="precio">15,00</span> <span id="ctl00_main_listado1_ListView1_ctrl8_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl9_cubiertaHyperlink" href="/ficha.aspx?cod=08082&IBIC=JHBC"><img id="ctl00_main_listado1_ListView1_ctrl9_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/08082.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl9_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=08082" title="Estad铆stica aplicada a l鈥檈ducaci贸" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl9_valueTitulo">Estad铆stica aplicada a l鈥檈ducaci贸</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl9_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl9_valueAutor" class="autor">Mercedes Torrado i Ruth Vil脿 (coords.)</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_ctrl9_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl9_valuePaginas" class="paginas">130</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl9_valuePrecio" class="precio">14,00</span> <span id="ctl00_main_listado1_ListView1_ctrl9_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl10_cubiertaHyperlink" href="/ficha.aspx?cod=08074&IBIC=KCHS"><img id="ctl00_main_listado1_ListView1_ctrl10_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/08074.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl10_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=08074" title="Problemes d鈥檈stad铆stica descriptiva" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl10_valueTitulo">Problemes d鈥檈stad铆stica descriptiva</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl10_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl10_valueAutor" class="autor">Manuela Alca帽iz, Montserrat Guill茅n, Ernest Pons i H茅ctor Rufino (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_ctrl10_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl10_valuePaginas" class="paginas">74</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl10_valuePrecio" class="precio">12,00</span> <span id="ctl00_main_listado1_ListView1_ctrl10_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl11_cubiertaHyperlink" href="/ficha.aspx?cod=07968&IBIC=PBT"><img id="ctl00_main_listado1_ListView1_ctrl11_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/07968.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl11_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=07968" title="Regresi贸n lineal simple para el deporte y el ejercicio" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl11_valueTitulo">Regresi贸n lineal simple para el deporte y el ejercicio</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl11_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl11_valueAutor" class="autor">Mart铆n R铆os (coord.) Daniel R铆os y Marta Cubedo</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_ctrl11_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl11_valuePaginas" class="paginas">50</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl11_valuePrecio" class="precio">8,00</span> <span id="ctl00_main_listado1_ListView1_ctrl11_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl12_cubiertaHyperlink" href="/ficha.aspx?cod=07731&IBIC=PBT"><img id="ctl00_main_listado1_ListView1_ctrl12_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/07731.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl12_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=07731" title="Probabilitats i estad铆stica" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl12_valueTitulo">Probabilitats i estad铆stica</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl12_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl12_valueAutor" class="autor">Mireia Besal煤 i Carles Rovira</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_ctrl12_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl12_valuePaginas" class="paginas">122</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl12_valuePrecio" class="precio">12,00</span> <span id="ctl00_main_listado1_ListView1_ctrl12_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl13_cubiertaHyperlink" href="/ficha.aspx?cod=07392&IBIC=JHBC"><img id="ctl00_main_listado1_ListView1_ctrl13_cubiertaImage" class="cubiertaImage shadow" src="portadas/thumbs2/07392.png" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl13_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=07392" title="Exercicis pr脿ctics de psicometria amb PASW" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl13_valueTitulo">Exercicis pr脿ctics de psicometria amb PASW</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">J. G贸mez Benito, V. Carreras Archs, G. Guilera Ferr茅 i A. Andr茅s Valle</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_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl13_valuePaginas" class="paginas">98</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl13_valuePrecio" class="precio">13,00</span> <span id="ctl00_main_listado1_ListView1_ctrl13_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl14_cubiertaHyperlink" href="/ficha.aspx?cod=06325&IBIC=JHBC"><img id="ctl00_main_listado1_ListView1_ctrl14_cubiertaImage" class="cubiertaImage" src="images/cobertes/06325.gif" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl14_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=06325" title="Modelos lineales (eBook)" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl14_valueTitulo">Modelos lineales (eBook)</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl14_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl14_valueAutor" class="autor">Francesc Carmona Pontaque</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_ctrl14_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl14_valuePaginas" class="paginas">268</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl14_valuePrecio" class="precio">8,10</span> <span id="ctl00_main_listado1_ListView1_ctrl14_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl15_cubiertaHyperlink" href="/ficha.aspx?cod=06336&IBIC=JHBC"><img id="ctl00_main_listado1_ListView1_ctrl15_cubiertaImage" class="cubiertaImage" src="images/cobertes/06336.gif" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl15_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=06336" title="Modelos lineales" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl15_valueTitulo">Modelos lineales</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl15_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl15_valueAutor" class="autor">Francesc Carmona Pontaque</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_ctrl15_labelPaginasAnterior" class="etiq">P脿gs.</span> <span id="ctl00_main_listado1_ListView1_ctrl15_valuePaginas" class="paginas">268</span> </div> <div id="precio"> <span id="ctl00_main_listado1_ListView1_ctrl15_valuePrecio" class="precio">18,00</span> <span id="ctl00_main_listado1_ListView1_ctrl15_labelPrecioPosterior"> €</span> </div> <div id="rese帽a"> </div> </div> </div> <div class="novedad"> <div id="cabeceraColeccion"> </div> <div class="portada"> <a id="ctl00_main_listado1_ListView1_ctrl16_cubiertaHyperlink" href="/ficha.aspx?cod=06269&IBIC=PBT"><img id="ctl00_main_listado1_ListView1_ctrl16_cubiertaImage" class="cubiertaImage" src="images/cobertes/06269.gif" style="border-width:0px;" /></a> </div> <div class="datos"> <div id="titulo"> <span id="ctl00_main_listado1_ListView1_ctrl16_labelTitulo" class="etiq"></span> <a href="/ficha.aspx?cod=06269" title="Recurso inform谩tico para la docencia de la Estad铆stica (E.E.)" class="titulo"><span id="ctl00_main_listado1_ListView1_ctrl16_valueTitulo">Recurso inform谩tico para la docencia de la Estad铆stica (E.E.)</span></a> </div> <div id="autor"> <span id="ctl00_main_listado1_ListView1_ctrl16_labelAutor" class="etiq"></span> <span id="ctl00_main_listado1_ListView1_ctrl16_valueAutor" class="autor">M.I. 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