tag:blogger.com,1999:blog-19992143937526555322024-03-07T15:12:01.524-03:00Blog de la Biblioteca Central UNSAMUnknownnoreply@blogger.comBlogger340125tag:blogger.com,1999:blog-1999214393752655532.post-1685152450184805792024-03-07T15:11:00.003-03:002024-03-07T15:11:27.040-03:00Muestra "Cuidemos nuestros libros"<p> </p><div class="sing-tit-cont" style="-webkit-text-stroke-width: 0px; background: rgb(255, 255, 255); box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-right: 0px; margin-top: -69px; padding: 22.7188px 37.875px 7.5625px; position: relative; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; width: 606px; word-spacing: 0px;"><div class="grid-text" style="box-sizing: border-box; padding: 15px 0px 0px;"><em style="box-sizing: border-box; font-size: 18px;"><p style="box-sizing: border-box; margin: 0px 0px 10px;"> </p><p style="box-sizing: border-box; margin: 0px 0px 10px;"> <em style="box-sizing: border-box; font-size: 18px;">La muestra está exhibida en las vitrinas del hall de la Biblioteca Central</em></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><em style="box-sizing: border-box; font-size: 18px;"> </em></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgpB8KLrEuKnbfFIT0Z5s4yXUYnlASsnO-EBY6I4tfX9jjwQ3PpezHMX5QlL-DyGo33VB3KCWYpyHkPkMxbuED3pfrtT1U2x0rlbN-UmTXy2yBDkMjmf5RxT2D-31XPk1w5B0aUWvUocy6EyqKPrxb2kxMnpxpfd5cmyAzMfuGH3hcRu2xL51GZ8GWzNU14" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="660" data-original-width="1070" height="197" src="https://blogger.googleusercontent.com/img/a/AVvXsEgpB8KLrEuKnbfFIT0Z5s4yXUYnlASsnO-EBY6I4tfX9jjwQ3PpezHMX5QlL-DyGo33VB3KCWYpyHkPkMxbuED3pfrtT1U2x0rlbN-UmTXy2yBDkMjmf5RxT2D-31XPk1w5B0aUWvUocy6EyqKPrxb2kxMnpxpfd5cmyAzMfuGH3hcRu2xL51GZ8GWzNU14" width="320" /></a></div><p></p></em></div></div><div class="sing-cont" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 26px; position: relative; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; width: 606px; word-spacing: 0px;"><div class="sing-spacer" style="box-sizing: border-box; padding: 18.1719px 36.3594px;"><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span class="OYPEnA text-decoration-none text-strikethrough-none" style="box-sizing: border-box;">Cada libro que forma parte de nuestra colección es una inversión en el aprendizaje y el enriquecimiento académico de nuestra #ComunidadUNSAM, por esto es importante tratarlos con cuidado.</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;">Desde la Biblioteca Central ideamos esta muestra que<span> </span><span class="OYPEnA text-decoration-none text-strikethrough-none" style="box-sizing: border-box;">busca concientizar sobre los daños que reciben los materiales de estudio y nos invita a tener en cuenta algunas pautas sobre el uso de los libros de la<span> </span></span><span class="OYPEnA text-decoration-none text-strikethrough-none" style="box-sizing: border-box;">#bcunsam.</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;">Invitamos a la comunidad a visitar la muestra que está disponible en el Hall de la Biblioteca Central.</p></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-92203078099998374272024-02-06T18:08:00.000-03:002024-02-06T18:08:03.835-03:00¿Ya conocés la Biblioteca Central UNSAM?<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsrvQkKKWYAmhoJDQjnSbwbCbUBlCzLopyzsjOGbdQ6wqb73WrLxJY4Y5bnxwS_HX-H8OvpX-UeiKY66NczRc-AcROyx1-dM6tYyTR91GwQ1oEYzBSIZ0i_qY5Fvi_S1HSC0OBcQZ8eHaJDtPg70wx93MoNi-pivTVFFDkf1pxVkZGa3DEy6hlrYqUggwa/s1600/WhatsApp%20Image%202024-02-05%20at%2018.39.46.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsrvQkKKWYAmhoJDQjnSbwbCbUBlCzLopyzsjOGbdQ6wqb73WrLxJY4Y5bnxwS_HX-H8OvpX-UeiKY66NczRc-AcROyx1-dM6tYyTR91GwQ1oEYzBSIZ0i_qY5Fvi_S1HSC0OBcQZ8eHaJDtPg70wx93MoNi-pivTVFFDkf1pxVkZGa3DEy6hlrYqUggwa/s320/WhatsApp%20Image%202024-02-05%20at%2018.39.46.jpeg" width="320" /></a></div><br /><p></p><p>La Biblioteca Central UNSAM (BCUNSAM) está ubicada en el <strong>Edificio Tornavía</strong> del Campus Miguelete, ocupa un edificio propio que cuenta con un espacio físico de 1.000 m2 distribuidos en 3 plantas.</p><p>Cuenta con dos salas de estudio: la Sala Parlante está ubicada en el subsuelo y la Sala Silenciosa, en el 1° piso. Además, de ofrecer 3 salitas de estudio grupal con pizarras.</p><p>En la planta baja se encuentra el Mostrador de Préstamos y el acceso a la colección.</p><p>Los tres pisos cuentan con conexión abierta de WiFi. En la Sala Parlante se permite el consumo de alimentos y bebidas, en la Sala Silenciosa no (tampoco mate)</p><p>¿Cómo aprovechar los servicios? Asociándote ¡Es gratis y muy sencillo!</p><p>Para <strong>asociarte</strong> deberás enviar un email a: bc@unsam.edu.ar indicando los siguientes datos personales: nombre completo, fecha de nacimiento, número de teléfono, número de DNI y carrera. Además, deberás adjuntar una constancia de estudiante regular que podés descargar del SIU*</p><p>*cualquier inconveniente con el SIU contactarse con la Escuela o Instituto correspondiente.</p><p>¿Quiénes pueden asociarse? Miembros de la Comunidad UNSAM: alumnos, ingresantes, docentes y no docentes.</p><p> </p><p><strong>Servicios</strong> ofrecidos:</p><ul><li>Préstamos de libros físicos</li><li>Acceso a <a href="https://unsam.edu.ar/biblioteca_central/base-datos.php">bases de datos</a></li><li>Acceso a <a href="https://unsam.edu.ar/biblioteca_central/libroselectronicos.php">ebooks</a> (eLibro, BiDi, Jstor)</li><li><a href="https://koha.unsam.edu.ar/">Catálogo en línea</a></li><li><a href="https://ri.unsam.edu.ar/">Repositorio Institucional</a></li><li><a href="https://revistasacademicas.unsam.edu.ar/">Portal de revistas académicas</a></li><li>Capacitaciones </li><li>Préstamos de <a href="https://unsam.edu.ar/biblioteca_central/equipo-informatico.php">notebooks y tablets</a></li><li>Laboratorio de computación</li><li>Préstamos de juegos de mesa (tenis de mesa y ajedrez)</li><li>Asistencia personalizada por e-mail</li><li><a href="https://unsam.edu.ar/biblioteca_central/canal-educativo.php">Canal educativo YouTube</a></li></ul><p> </p><p>Todos los servicios de la Biblioteca Central son gratuitos.</p><p>Preguntas frecuentes, <a href="https://unsam.edu.ar/biblioteca_central/preguntas-frecuentes.php">acá.</a></p><p>El horario de atención durante febrero es de lunes a viernes de 9 a 19 h.</p><p>Seguí a la <a href="http://www.unsam.edu.ar/biblioteca_central/">BCUNSAM</a> en sus redes para conocer las novedades.</p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-49236311708757417082023-12-26T15:38:00.005-03:002023-12-26T15:41:47.103-03:00Novedades bibliográficas último bimestre 2023<p><span style="font-size: small;"><span style="font-family: arial;"> </span></span></p><div class="sing-tit-cont" style="-webkit-text-stroke-width: 0px; background: rgb(255, 255, 255); box-sizing: border-box; color: #333333; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-right: 0px; margin-top: -69px; padding: 22.7188px 37.875px 7.5625px; position: relative; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; width: 606px; word-spacing: 0px;"><div class="grid-text" style="box-sizing: border-box; padding: 15px 0px 0px;"><span style="font-size: small;"><i style="box-sizing: border-box; font-family: arial;"><p style="box-sizing: border-box; margin: 0px 0px 10px;">En esta nota te contamos las últimas adquisiciones bibliográficas que ya están disponibles para préstamo en la BCUNSAM</p></i></span></div></div><div class="sing-cont" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 26px; position: relative; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; width: 606px; word-spacing: 0px;"><div class="sing-spacer" style="box-sizing: border-box; padding: 18.1719px 36.3594px;"><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;">Te compartimos las últimas adquisiciones bibliográficas de la Biblioteca Central del año 2023. Todos los títulos forman parte de la colección de la BC UNSAM y están disponibles para préstamo. Para cada material se ofrece información bibliográfica, ubicación en el estante y un resumen del contenido tomado de la contratapa, de librerías u otros sitios en Internet.</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238063 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/audiovisual-219x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="219" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">La creación audiovisual en la infancia: de espectadores a productores / Gabriela Augustowsk</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 371.335 A9237 2017</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789501295054</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “En los últimos años se observa en numerosos países el surgimiento y desarrollo de propuestas educativas destinadas a la creación audiovisual infantil. Los niños y niñas pasan de ser espectadores a ser también realizadores de material audiovisual. La expansión de estas actividades se da en un contexto de disponibilidad y accesibilidad tecnológica que facilita la producción audiovisual, aun a edades muy tempranas. Pero esta condición inicial es solo una parte del fenómeno. Recorren las páginas de<span> </span><i style="box-sizing: border-box;">La creación audiovisual en la infancia</i><span> </span>imágenes, muñecos modelados, historias imposibles, bandas sonoras con voces de chicos y chicas que actúan cuentos y animan canciones, dando cuenta de experiencias y proyectos que muestran la creación audiovisual en acción. Esta obra despliega, también, desarrollos teóricos y técnicos del campo audiovisual, la didáctica, la filosofía y la creatividad en la infancia, renovando el interés didáctico por la imagen en movimiento, el universo sonoro, el juego y la fantasía” (Obtenido de planetadelibros.com.ar)</span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238064 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/nuevosmiedos-188x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="188" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Los nuevos miedos / Marc Augé</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 302.17 A919.E 2014</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789501265927</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: ” Las violencias económicas y sociales, las violencias políticas, las violencias tecnológicas y las violencias de la naturaleza, que a menudo se provocan o se amplifican mutuamente, generan estrés, pánico y angustias. En esta época de acelerada difusión de las imágenes y la información, los miedos se combinan con las violencias. Y este combo es explosivo. El mundo contemporáneo nos confronta con una verdadera madeja de miedos, y es justamente a esa madeja que nos tenemos que enfrentar para desenredarla y tratar de analizar las causas, consecuencias y continuaciones posibles del malestar generalizado que parece permear las sociedades humanas y amenazar su equilibrio.” (Obtenido de planetadelibros.com.ar)</span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238065 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/noviadesandro-199x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="199" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">La novia de Sandro/ Camila Sosa Villada</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 861.7 S715 2020</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789876706186</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “<span lang="ES-AR" style="box-sizing: border-box;">Para atravesar los misterios del amor travesti, Camila va armada de su voz de arrope y los amuletos que supo construir en la intensidad de la noche. Algunas veces ama y otras odia, desea y es deseada, mezcla la pena y la dicha en cada uno de los cuerpos sobre los que se derrama. Una vez fecundada, engendra versos carnívoros y plantas dóciles que pueblan los balcones que sus tacos habitan. Enorme forjadora de magia, sólo podemos estirar el cuello desde abajo para verla sangrar, arder y reírse del mundo.<span> </span></span><span lang="ES-AR" style="box-sizing: border-box;">Quizás la memoria por los amantes idos sea la que menos duela de todas las que nos ofrenda su escritura, está también la madre alquilada a otra familia, la fatiga del padre en su lucha contra la pobreza, la amada del amante, los amigos muertos.<span> </span></span><span lang="ES-AR" style="box-sizing: border-box;">Por momentos quisiéramos blindarla de algunos recuerdos, pero sería como encapsular a una luciérnaga, un parpadeo de la luz más delicada antes de la absoluta oscuridad. Un ser frágil atrapando las palabras que le llegan por el aire libre de la experiencia.</span>” (Obtenido de planetadelibros.com.ar)</span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238066 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/Manana_tarde_SOLOWEB-194x300.jpg" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="194" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Mañana y tarde/ Jon Fosse</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 839.82374 F752.E 2023</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9788419735515</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “<span class="texto" style="box-sizing: border-box;">Nace un niño que se llamará Johannes. Muere un anciano llamado Johannes. Entre estos dos puntos, Jon Fosse nos da los detalles de toda una vida, condensados con gran belleza. Comenzando con los pensamientos del padre de Johannes cuando su esposa se pone de parto, y terminando con los propios pensamientos de Johannes cuando se embarca en un día de su vida en el que todo es exactamente igual, pero totalmente diferente, Mañana y tarde es una obra sobre el hermoso sueño de nuestras vidas. Los momentos a lo largo de la novela son sencillos y cotidianos, pero la prosa rítmica de Fosse guía hábilmente a los lectores a través del pasado y el presente.</span>” (Obtenido de nordicalibros.com)</span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238067 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/solidos-206x300.jpg" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="206" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Sólidos: un enfoque conceptual / Valeria Ferrari</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 530.41 F375 2022</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9788429144383</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “El texto propone un enfoque conceptual de la física de los sólidos centrado en la interpretación que hay detrás de los desarrollos matemáticos, físicos y químicos y en la interconexión de los diferentes fenómenos, con la finalidad de que esta disciplina pueda ser comprendida por una mayor cantidad de personas. El libro se divide en cuatro partes. La primera parte trata sobre el origen de los sólidos, las estructuras en las cuales estos cristalizan y las técnicas de difracción que posibilitan el estudio de esas estructuras. La segunda parte explica la dinámica de los átomos en los sólidos, que da lugar a las ondas de sonido en materiales. La tercera parte está dedicada a las propiedades térmicas de los materiales, focalizando en el calor específico. La cuarta parte se enfoca en las propiedades electrónicas de metales, aislantes y semiconductores poniendo énfasis en el análisis de estructuras de bandas e introduciendo las propiedades ópticas de los materiales. Se incluye un capítulo que integra y entrelaza los conceptos claves en el estudio de los sólidos. Y para cerrar, en el último capítulo se hace un recorrido imaginario y lúdico que permite relacionar lo aprendido con situaciones de la vida cotidiana. Los pilares que definen el libro son: presentación e integración de conceptos mediante un relato claro y accesible; ejercicios y preguntas conceptuales para que el estudiante pueda autoevaluarse; e ilustraciones que permiten comprender los temas desde una perspectiva visual.” (Obtenido de reverte.com)</span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238068 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/montoneros-184x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="184" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">La contraofensiva: el final de Montoneros / Hernán Confino</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 982.064 C74894 2021</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789877192742</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “En octubre de 1978, la conducción de Montoneros decidió iniciar la llamada Contraofensiva Estratégica frente al temor de que la organización armada dejara de representar una alternativa política para la sociedad argentina, luego de dos años de exilio orgánico y represión dictatorial. Sin embargo, esta estrategia política, propagandística y militar acabaría sellando trágicamente el final de su proyecto revolucionario. La memoria de la Contraofensiva quedó restringida a lecturas retrospectivas que, desde las evocaciones militantes, los ensayos o las crónicas periodísticas, enfatizaron la equivocación política. Así, redujeron su comprensión a balances generacionales, épicos y condenatorios, sobre la trayectoria de Montoneros. Frente a eso, Hernán Confino reconstruye la historia de la organización entre el exilio y la Contraofensiva, y la analiza no a partir de su resultado político, sino en el devenir más amplio que la enmarcó y le dio sentido. A través del examen de múltiples fuentes —publicaciones partidarias, memorias, entrevistas a militantes, documentos de inteligencia—, muestra que la Contraofensiva no fue una excepcionalidad o una “aventura mesiánica”, sino una estrategia posible en la línea de desarrollo de Montoneros, inseparable de la situación de exilio, de la historia política del país y de la región.” (Obtenido de fce.com.ar)</span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="wp-image-238069 alignleft" height="281" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/ensayos-sobre-la-vida-economica.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="177" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Ensayos sobre la historia económica argentina / Carlos Díaz Alejandro</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 330.982 D277.E 2002</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9505187076</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “Estos ensayos abarcan los principales aspectos de la evolución de la economía argentina desde 1860 hasta 1967. Dos actitudes básicas y opuestas descubre el autor en la actividad económica argentina: un exagerado pesimismo sobre las perspectivas de las exportaciones tradicionales, unido a políticas ambiguas con respecto a las no tradicionales, y un optimismo no menos exagerado en cuanto a la posibilidad de que un ritmo sostenido de las exportaciones podría resolver automáticamente los problemas del desempleo, la distribución del ingreso, la capacidad ociosa, etc. Díaz Alejandro sostiene la necesidad de mantener un adecuado equilibrio entre estas posturas extremas. Luego de pasar revista a las tendencias generales de nuestra economía antes y después de 1930, aborda con detalle temas más específicos, como el desenvolvimiento del sector rural, las distintas etapas de la industrialización, la historia de los aranceles aduaneros entre 1906 y 1940, la aparente contradicción entre las altas tasas de inversión y el escaso crecimiento luego de la Segunda Guerra Mundial, y los orígenes y dinámica de la inflación argentina.” (Obtenido de amorrortueditores.com)</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238070 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/giorgia-205x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="205" /></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Sobre el no ser / Gorgias</b></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 183.1 G667 2011</span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789872409098</span></span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;">Resumen: “Nada es, aunque fuera no lo podríamos conocer, y aunque fuera y lo pudiéramos conocer no lo podríamos comunicar.” Las tres revolucionarias tesis que el gran sofista Gorgias enunció en el siglo V a. C. corroían los lazos establecidos entre ser, pensamiento y lenguaje. Eso le valió la condena de Platón, cuya pluma lo ha convertido, además, en un personaje literario inolvidable. Si bien la figura del sofista fue denostada e ignorada desde entonces, el pensamiento de Gorgias constituye, en perspectiva, un momento ineludible que abrió de una vez y para siempre a la filosofía el problema de la relación entre las palabras y las cosas. Nos quedan dos versiones del texto griego. Una, de Sexto Empírico; la otra es obra de un anónimo. Nuestra edición, bilingüe, incluye ambas, precedidas por un estudio introductorio que esclarece, paso a paso, la intrincada argumentación del sofista.” (Obtenido de la nota editorial)</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238071 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/laboratorio-194x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="194" /></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">La casa como laboratorio : finanzas, vivienda y trabajo esencial / Luci Cavallero y Verónica Gago.</b></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 305.42 C3771 2022 </span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;">También<span> </span><a href="https://www.clacso.org/wp-content/uploads/2022/07/La-casa-laboratorio.pdf" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">disponible en línea acá</a></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span class="results_summary ISBN" style="box-sizing: border-box;">9789873687914</span></span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;">Resumen: “Cuando decimos que la casa se ha transformado en un sitio predilecto para experimentaciones del capital no estamos afirmando que sea un proceso cerrado ni concluido. De allí la importancia de nuestra metodología feminista: vemos en ese espacio vital una disputa abierta y no unas modificaciones definitivas. Aun así, no podemos dejar de partir del cambio ya acontecido en muchas de las rutinas domésticas, en las dinámicas laborales, en las marcas mismas que ha impuesto la reorganización sensible y logística de la pandemia.” (Obtenido de tintalimon.com.ar)</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238072 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/muchachos-peronistas-202x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="202" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Los muchachos peronistas árabes y el apoyo al justicialismo / Raanan Rein y Ariel Noyjovich</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 305.8927 R364 2018</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789500762069</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “Entre las décadas de 1870 y 1930, decenas de miles de árabes abandonaron Oriente Medio para “hacer la América” en la Argentina, donde se rumoreaba que cualquiera podía vivir libremente y prosperar. Los “turcos” que llegaron al puerto de Buenos Aires tuvieron que enfrentar muchas veces el peso del estereotipo prejuicioso. Ya en la década de 1940, Perón, consciente de estos estereotipos, concibió la idea de asociar a los argentinos-árabes con tres características que, juzgaba, los convertían “naturalmente” en perfectos justicialistas: se trataba, en su mirada, de personas de fuertes sentimientos, nítidamente leales y con una vocación irrenunciable por la justicia social. Los argentinos-árabes, por su parte, encontraron en la integración que el peronismo proponía, la posibilidad de hacerse un espacio en la esfera de la política.” (Obtenido de penguinlibros.com)</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238073 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/vivir-la-fe-202x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="202" /></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Vivir la fe: Entre el catolicismo y el pentecostalismo, la religiosidad de los sectores populares en la Argentina / Pablo Semán</b></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 306.6 S472v 2021</span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789878010113</span></span></span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “Sobre la religiosidad de los sectores populares pesan varios malentendidos. Mirada desde afuera, bajo el supuesto de que vivimos en sociedades que ya no creen en ningún tipo de intervención del “más allá” en la vida cotidiana, esa religiosidad aparece asociada a ideas de superstición o ingenuidad en sus manifestaciones de estampas y rezos de tradición familiar, garajes donde se cantan canciones evangélicas, ofrendas en los altares del Gauchito Gil. Sostenido en la ri<span class="truncated" style="box-sizing: border-box;">queza del acercamiento etnográfico, este libro desmiente esas imágenes cristalizadas y revela un mundo que cada vez más es importante comprender por fuera de las etiquetas. Pablo Semán se aproxima a la religiosidad popular realmente existente para mostrar cuán determinantes son sus lazos con las trayectorias familiares, las coyunturas políticas y económicas, los medios masivos y la cultura. Después de convivir con pentecostales y católicos de un barrio del Conurbano bonaerense, de acompañarlos en sus separaciones, duelos, casamientos, problemas de adicción o de desempleo, devela el núcleo más vital de su religiosidad: su visión cosmológica del mundo, su certeza de que lo sagrado no es un plano separado de la vida sino parte de ella y de que los milagros ocurrieron y pueden ocurrir en cualquier momento. Pero esta sensibilidad, común a evangélicos o pentecostales y a católicos, no es siempre igual a sí misma y va hibridándose con otras experiencias. Recuperando las historias de fieles, catequistas, curanderos, pastores y sacerdotes, jalonadas por conversiones de una religión a otra en el intento de darles sentido a sus vidas, Semán analiza cómo ese modo de experimentar la religión va mutando según las generaciones -quienes fueron jóvenes en los años sesenta o setenta confiaban más en las instituciones que los jóvenes de los noventa, por ejemplo-, según la pertenencia política y las inquietudes militantes, según los consumos culturales (como las bandas de rock o los libros de autoayuda). Así, al seguir trayectos personales muy diversos -de la casa a la calle, de la iglesia a las terapias de autosuperación, del rock a la unidad básica, del dogma cerrado a la experimentación ritual-, Vivir la fe es un aporte imprescindible para reconocer los aspectos innovadores de la religiosidad popular, esa zona de exploración, apropiaciones y revisión crítica que habla de una visión del mundo en que lo sagrado se reinventa todo el tiempo.<span> </span></span>” (Obtenido de sigloxxieditores.com.ar)</span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238074 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/kokoro-232x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="232" /></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px 40px; text-align: left;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;"> Kokoro / Natsume Sōseki</b></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px 40px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 895.634 N2799.E 2023</span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px 40px; text-align: left;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9788418668531</span></span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px 40px; text-align: left;"><span style="font-family: arial; font-size: small;">Resumen: “Coincidiendo con el centenario de su aparición, Impedimenta publica una nueva traducción de la obra maestra de Soseki, que prefiguraría la de autores de la importancia de Akutagawa, Kawabata o Murakami. ´Kokoro´ (´corazón´, en japonés) narra la historia de una amistad sutil y conmovedora entre dos personajes sin nombre, un joven y un enigmático anciano al que conocemos como ´Sensei´. Atormentado por trágicos secretos que han proyectado una larga sombra sobre su vida, Sensei se abre lentamente a su joven discípulo, confesando indiscreciones de sus días de estudiante que han dejado en él un rastro de culpa, y que revelan, en el abismo aparentemente insalvable de su angustia moral y su lucha por entender los misterios del amor y el destino, el profundo cambio cultural de una generación a la siguiente que caracterizó el Japón de principios del siglo XX. Ninguna biblioteca de literatura japonesa estaría completa sin ´Kokoro´, la novela más lograda de Natsume Soseki, la más profunda y la última que completó antes de su muerte.” (Obtenido de cuspide.com)</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"><img alt="" class="size-medium wp-image-238075 alignleft" height="300" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/12/ferroviarios-200x300.png" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-left: 20px; max-width: 100%; vertical-align: middle;" width="200" /></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"><b style="box-sizing: border-box; font-weight: bold;">Operación de sistemas ferroviarios en Argentina / Fernando Frediani, Norberto Cinat.</b></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">Ubicación en estantería: 385.20440982 F852 2018</span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-family: arial; font-size: small;"><span style="box-sizing: border-box; color: black;">ISBN:<span> </span><span class="results_summary ISBN" style="box-sizing: border-box;">9789874937087</span></span></span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;">Resumen: “Los autores, de dilatada trayectoria profesional y académica, nos brindan en este volumen, conceptos generales del sistema ferroviario (historia del ferrocarril en el mundo y en la Argentina), como asimismo conceptos técnicos (Infraestructura, señalamiento; Material tractivo y remolcado; Electrificación; Dinámica de la tracción; Confección de horarios e itinerarios; Gestión de tráfico de pasajeros y cargas; Mantenimiento; Costos; Control y evaluación; etc.). Por último, realizan propuestas concretas, dados la relevancia y el potencial del ferrocarril en el desarrollo socio-económico de un país.” (Obtenido de edunla.unla.edu.ar)</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-family: arial; font-size: small;"> </span></p><p style="box-sizing: border-box; margin-bottom: 10px; margin-right: 0px; margin-top: 0px; text-align: left;"><span style="font-size: small;"><span style="font-family: arial;">Consultá estos títulos y todos los disponibles en el sitio del catálogo:<span> </span><a href="http://koha.unsam.edu.ar/" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">http://koha.unsam.edu.ar/</a></span></span></p></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-59863653188195369772023-12-05T18:25:00.002-03:002023-12-05T18:25:25.045-03:00Boletín de novedades de la Biblioteca Central UNSAM<p> </p><p><span style="font-size: small;"><span style="font-family: arial;">La Biblioteca Central UNSAM lanzó un nuevo espacio de difusión y comunicación para que no te pierdas ninguna noticia.</span></span></p><p><span style="font-size: small;"><span style="-webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-family: arial; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Este nuevo espacio de difusión será enviado por email una vez al mes e incluirá los destacados de la red de bibliotecas UNSAM, noticias y agenda de interés.</span><span style="font-family: arial;"><br style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" /><br style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" /><span style="-webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">De esta manera no te vas a perder ninguna capacitación, jornada ni recurso disponible.</span><br style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" /><br style="-webkit-text-stroke-width: 0px; background-color: white; color: black; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;" /><span style="-webkit-text-stroke-width: 0px; background-color: white; color: black; display: inline !important; float: none; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">Si no te llegó al email podés solicitar suscribirte. Te compartimos el primer número:<br /></span></span></span></p><p></p><p style="text-align: center;"><img alt="" height="2403" src="data:image/png;base64,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" width="562" /> </p><p style="text-align: center;"> </p><p style="text-align: center;"><span style="font-family: arial; font-size: small;">Para acceder al boletín completo y navegar los enlaces, ingresá <a href="https://mailchi.mp/14463f66873e/nuevo-boletn-de-novedades-de-la-biblioteca-central?e=9249f0b3f8" target="_blank">desde acá</a></span><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-48169216003720520782023-11-29T14:20:00.004-03:002023-11-29T14:20:26.008-03:00Préstamo extendido de verano 2024<p> </p><h3 style="text-align: left;"><b id="docs-internal-guid-3178f43b-7fff-1db7-895c-62547e049a8a" style="font-weight: normal;"><span style="background-color: transparent; color: #333333; font-family: Saira,sans-serif; font-size: 12pt; font-style: normal; font-variant: normal; font-weight: 500; text-decoration: none; vertical-align: baseline; white-space: pre-wrap; white-space: pre;">¡Aprovechá la extensión de los préstamos y que la lectura sea tu aliada este verano!</span></b><span style="font-weight: 500;"> <br /></span></h3><p><span style="font-weight: 500;"> </span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKfY2IxJSy58XcqHYakKDJZoTxOfuRh9ctZIFJFgTpf8Xa6sJ4LznIKHOo5wnwF7lIVYOz3OAAJvlQk5T0mmtxeSCTDmqC-UKXqAhKlzE2WWBiXKMoboPLLs5s7Kt4WN4X1_NoI63Cr_W8GrJ5gDlSsCrjU1z8m7YirKp1_77R1pjIPS9ADhg86R2G2QQD/s1920/pantalla-%20pr%C3%A9stamo%20verano.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKfY2IxJSy58XcqHYakKDJZoTxOfuRh9ctZIFJFgTpf8Xa6sJ4LznIKHOo5wnwF7lIVYOz3OAAJvlQk5T0mmtxeSCTDmqC-UKXqAhKlzE2WWBiXKMoboPLLs5s7Kt4WN4X1_NoI63Cr_W8GrJ5gDlSsCrjU1z8m7YirKp1_77R1pjIPS9ADhg86R2G2QQD/s320/pantalla-%20pr%C3%A9stamo%20verano.jpg" width="320" /></a></div><br /><p></p><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">¿Qué es el préstamo extendido de verano?</span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">Es una iniciativa para que los estudiantes puedan aprovechar al máximo sus vacaciones, ya sea investigando, preparando finales o disfrutando de una lectura distendida. Con esta propuesta, podrás llevar libros para tener durante el receso y no preocuparte por la renovación durante diciembre y enero.</span></p></div><div style="text-align: left;"><p><span style="font-family: arial;"> </span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">¿Desde cuándo está habilitado?</span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">A partir del <strong>miércoles 6/12/2023</strong> podés acercarte a la BC UNSAM para solicitar el préstamo extendido de verano.</span></p></div><div style="text-align: left;"><p><span style="font-family: arial;"> </span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">¿Si ya tengo un libro prestado puedo renovarlo como préstamo extendido?</span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">Si el libro que tenés pertenece a la colección general podés mandarnos un email solicitando su extensión como préstamo de verano. Esta gestión la realiza el personal, desde tu cuenta podrás renovar pero por el plazo habitual de 7 días.</span></p></div><div style="text-align: left;"><p><span style="font-family: arial;"> </span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">¿Qué tener en cuenta?</span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">Es necesario estar asociado a la Biblioteca y no poseer préstamos adeudados. Los libros que pueden solicitarse son hasta tres, y deben pertenecer a la Colección General o a la Colección Infantil- Juvenil (no disponible los de Alta Demanda)</span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">El préstamo extendido tiene como fecha de vencimiento: 22/03/2024</span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">Podés consultar todo el material disponible desde el </span><span style="font-family: arial;"><a href="https://koha.unsam.edu.ar/"><span style="font-weight: 500;">catálogo</span></a><span style="font-weight: 500;">.</span></span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">Te esperamos de lunes a viernes de 9 a 19 h</span></p></div><div style="text-align: left;"><p><span style="font-family: arial;"> </span></p></div><div style="text-align: left;"><p><span style="font-family: arial; font-weight: 500;">Consultas: bc@unsam.edu.ar</span></p></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-106576007557067022023-11-28T18:29:00.003-03:002023-11-28T18:29:25.323-03:00Reapertura de la Biblioteca Central UNSAM<p> </p><div class="sing-tit-cont" style="-webkit-text-stroke-width: 0px; background: rgb(255, 255, 255); box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin-bottom: 0px; margin-right: 0px; margin-top: -69px; padding: 22.7188px 37.875px 7.5625px; position: relative; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; width: 606px; word-spacing: 0px;"><div class="grid-text" style="box-sizing: border-box; padding: 15px 0px 0px;"><h3 style="text-align: left;"><em style="box-sizing: border-box;"><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-size: small;">Finalizó la obra de mejora en los pisos de la Biblioteca Central y ya se encuentra abierta nuevamente, retomando los servicios de manera paulatina.</span></p><p style="box-sizing: border-box; margin: 0px 0px 10px;"><span style="font-size: small;"> </span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWKcwFGMWNU8KTOre3mGlFBQ7Y0VgYqehIG5v91w7Z0TwVjLEvtibB9KzmiNAWEjgGznsRMw2uJAxXI8rlUPa9Wj1drX_9BODkfF-v0N2xIyE06c2lCYd-b_RmiVkBKumlBTk-tgD7Rqr60pakBnhEI9OIbTxVEAmUqFChXGFnCRkL9pH0gDZmI371Z6sN/s1920/fondo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWKcwFGMWNU8KTOre3mGlFBQ7Y0VgYqehIG5v91w7Z0TwVjLEvtibB9KzmiNAWEjgGznsRMw2uJAxXI8rlUPa9Wj1drX_9BODkfF-v0N2xIyE06c2lCYd-b_RmiVkBKumlBTk-tgD7Rqr60pakBnhEI9OIbTxVEAmUqFChXGFnCRkL9pH0gDZmI371Z6sN/w437-h246/fondo.jpg" width="437" /></a></span></div><span style="font-size: small;"><br /></span></em></h3><br /> Estamos muy felices de anunciarles la tan esperada reapertura de la Biblioteca Central.<br /><br />Ya ha finalizado la obra de mejora en los pisos de las salas y la BCUNSAM retoma, paulatinamente, sus actividades para la comunidad.<br /><br />Después de estas semanas de arduo trabajo y planificación, se ha terminado el trabajo de renovación que incluía mejoras en los pisos de las salas de lectura.<br /><br /><br />A partir del día 27 de noviembre la biblioteca reanudará sus actividades habituales: se habilitará el uso de las salas de lectura y el servicio de préstamo presencial de manera paulatina.<br /><br />El acceso a la colección, durante esta semana, estará limitado al igual que el servicio de préstamo ya que se están reacomodando los libros en los estantes.<br /><br />La BCUNSAM le agradece a toda la comunidad por la paciencia y buena predisposición durante estas semanas de cierre.<br /><br />Los esperamos de lunes a viernes de 9 a 19 h y a partir del miércoles 6/12 con el préstamo extendido de verano ya habilitado.<br /><br />Consultas: bc@unsam.edu.ar<p style="box-sizing: border-box; margin: 0px 0px 10px;"> </p></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-6082930353832112042023-10-27T13:17:00.005-03:002023-10-27T13:17:47.763-03:00Biblioteca cerrada por obras de mejoras<div style="text-align: left;"> <span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-style: italic;">A partir del lunes 30 de octubre, la Biblioteca Central cerrará temporalmente sus puertas para llevar a cabo los trabajos de renovación en los pisos de madera de las salas.</span></div><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 18px; font-style: italic;"><br /></span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">La Biblioteca Central comenzará un trabajo de renovación en sus instalaciones. En esta primera etapa, se repararán los pisos de las salas.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Como parte de nuestro compromiso constante con la comunidad académica, se realizará esta renovación que mejorarán la circulación y el cuidado del piso de madera que tienen la planta baja y la sala silenciosa, además, de la escalera que permite el acceso al subsuelo.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;">A partir del lunes 30 de octubre, la Biblioteca Central cerrará temporalmente sus puertas</span> para llevar a cabo estos trabajos de renovación en los pisos de madera.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">El cierre de la Biblioteca Central de la UNSAM será temporal y necesario para llevar a cabo estas mejoras. La fecha de reapertura se anunciará tan pronto como sea posible, y se trabajará en estrecha colaboración con la comunidad académica para minimizar cualquier inconveniente durante este período. La atención virtual vía <a href="https://noticias.unsam.edu.ar/2023/10/25/biblioteca-cerrada-por-obras-de-mejora/bc@unsam.edu.ar" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">email</a> continuará funcionando, y en las redes sociales iremos mostrando los avances.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Agradecemos la comprensión y paciencia de la comunidad durante este proceso y esperamos darle la bienvenida a una Biblioteca Central mejorada y revitalizada.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Toda la información actualizada sobre el progreso de los trabajos de renovación y la fecha de reapertura, será comunicada en nuestras<a href="https://www.instagram.com/bcunsam/" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;"> redes sociales</a> y en el <a href="https://unsam.edu.ar/biblioteca_central/" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">sitio web</a>.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">¡Estamos emocionados por esta nueva fase y estamos ansiosos por brindarles una experiencia aún mejor en la Biblioteca Central de la UNSAM en un futuro próximo!</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Como siempre, cualquier consulta nos pueden escribir por email: <a href="mailto:bc@unsam.edu.ar" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">bc@unsam.edu.ar</a></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-3980174155843326172023-10-02T15:30:00.001-03:002023-10-02T15:30:12.359-03:00Accesibilidad en la UNSAM: Adquisición del dispositivo de lectura auditiva Prócer 3<p> <span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 18px; font-style: italic;">El Programa de Accesibilidad Universitaria en articulación con la Biblioteca Central de la UNSAM ponen a disposición de los/as estudiantes que lo requieran dos dispositivos de lectura auditiva PROCER 3. Los mismos podrán utilizarse en la Sala de la Biblioteca Central.</span></p><p><span style="color: #333333; font-family: roboto condensed;"><span style="font-size: 18px;"><i><br /></i></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjwVFJF1qnbwKdLb40SPbL7qOIrtYdxuPe7ItcooFbd5K-i9BE0EDaRwFU067qPtdDayjXTLCgC11qeef4Rj9bMmBO8QrBnQAvD9cgxr8dZl8vRJkiSNsRvTNpUmV0diZwjdq-tdpdwPDyK1mon9t3RhWreFUUxK8gl_xs7TzrP98K0sJNxuQ7vGRuCGGvi" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="660" data-original-width="1070" height="197" src="https://blogger.googleusercontent.com/img/a/AVvXsEjwVFJF1qnbwKdLb40SPbL7qOIrtYdxuPe7ItcooFbd5K-i9BE0EDaRwFU067qPtdDayjXTLCgC11qeef4Rj9bMmBO8QrBnQAvD9cgxr8dZl8vRJkiSNsRvTNpUmV0diZwjdq-tdpdwPDyK1mon9t3RhWreFUUxK8gl_xs7TzrP98K0sJNxuQ7vGRuCGGvi" width="320" /></a></div><br /><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">La lectura autónoma en la Universidad es una práctica instaurada y habitual. Sin embargo, para algunxs estudiantes en situación de discapacidad requiere la generación de apoyos específicos. En este contexto, desde hace años la UNSAM ha venido implementando diversas estrategias para hacer más accesibles los materiales de lectura. </span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Se considera que un texto es accesible cuando se adapta a las necesidades de lectura de las personas, allanando posibles impedimentos entre el lector y el texto. De esta forma, por medio de la digitalización es posible lograr la accesibilidad de cualquier texto impreso. Actualmente, personal de la <a href="http://www.unsam.edu.ar/biblioteca_central/" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">Biblioteca Central de la UNSAM</a> se encarga de realizar el proceso de accesibilizar los textos para que estudiantes ciegos o con baja visión puedan acceder a través de lectores de pantalla (texto por voz). </span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">El incremento de estudiantes que tienen distintas formas de acceder al material escrito digital o impreso, nos impone el desafío de diversificar las estrategias para hacerlos singularmente accesibles. Los desarrollos tecnológicos permiten enriquecer el proceso de accesibilidad, diversificarlo y hacerlo más eficiente. Por lo que desde el Programa de Accesibilidad Universitaria (<a href="http://www.unsam.edu.ar/secretarias/academica/formacion-b.asp" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">Dirección de Formación Docentes</a> – Secretaría General Académica) y la Biblioteca Central se realizó una indagación de dispositivos disponibles para generar estos apoyos, analizando las experiencias de uso por parte de otras universidades. En este marco, se tomó conocimiento de la existencia del <span style="box-sizing: border-box; font-weight: 700;">PROCER 3</span>, un dispositivo portátil de lectura auditiva de producción nacional, pensado para personas con dificultades en el acceso a la lectura de manera tradicional.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box;">Recientemente, a través del Fondo del Programa de Accesibilidad Estudiantil incorporado en el presupuesto 2023, fue posible la adquisición de dos dispositivos PROCER 3, </span><span style="box-sizing: border-box; font-weight: 700;">que ya están disponibles para su uso en la Biblioteca Central de la UNSAM.</span></span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;"><br /></span></span></p><ul style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin-bottom: 10px; margin-top: 0px;"><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">¿Para qué se utiliza? </span></li></ul><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Este dispositivo permite generar y editar textos audibles a partir de materiales impresos, manuscritos y contenidos digitales. Incluye un micrófono para nombrar documentos o carpetas, adjuntar notas de voz a una página, utilizarlo como grabador o para manejar el dispositivo a través de comandos de voz. Además, el usuario puede realizar las siguientes acciones: navegar el texto por hojas, párrafos, oraciones y palabras; deletrear palabras; marcar oraciones para generar un resumen; guardar los documentos dentro del dispositivo; exportar el texto leído; recordar de manera automática la posición de lectura de documentos y audios; regular la velocidad y volumen de lectura. </span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;"><br /></span></p><ul style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin-bottom: 10px; margin-top: 0px;"><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">¿Cómo se utiliza?</span></li></ul><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Admite diferentes formas de cargar texto para utilizar según la situación y gusto</span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">personal:</span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">1) Cámara que se incorpora a cualquier anteojo tradicional o en un anillo. Esto resulta muy útil para lecturas rápidas y con poco texto.</span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">2) Escáner portátil adaptado que brinda señales sonoras y se utiliza para digitalizar lo que se desea leer, como la página de un libro. </span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">3) Pendrive y almacenamiento en la nube. Recomendado para procesar grandes cantidades de material.</span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;"><br /></span></p><ul style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin-bottom: 10px; margin-top: 0px;"><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">¿Quiénes pueden solicitar el uso del Procer 3?</span></li></ul><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Si bien el dispositivo originalmente fue pensado para personas ciegas o con baja visión, también podrán solicitarlo estudiantes con otras situaciones: estudiantes con dislexia, estudiantes que por diversas condiciones requieren acceder al texto por voz o que encuentren barreras para acceder a los textos escritos.</span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;"><br /></span></p><ul style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin-bottom: 10px; margin-top: 0px;"><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">¿Cuáles son los requisitos para poder utilizar el Procer 3 en la BCUNSAM?</span></li></ul><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Para utilizar el <span style="box-sizing: border-box; font-weight: 700;">PROCER 3</span> debes estar asociado a la Biblioteca Central. </span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;"><br /></span></p><ul style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin-bottom: 10px; margin-top: 0px;"><li style="box-sizing: border-box;"><span style="box-sizing: border-box; font-weight: 700;">¿Cómo se realiza el trámite para asociarse? </span></li></ul><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Deben enviar un correo electrónico a </span><a href="mailto:bc@unsam.edu.ar" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">bc@unsam.edu.ar</a><span style="box-sizing: border-box;">.</span></p><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Si sos estudiante, deberás adjuntar la Constancia de Alumno Regular que se descarga desde el <a href="http://www.unsam.edu.ar/estudiantes/Alumnos.asp" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">SIU-GUARANÍ</a>, en el cuerpo del correo colocar los siguientes datos:</span></p><ol style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin-bottom: 10px; margin-top: 0px;"><li style="box-sizing: border-box;"><span style="box-sizing: border-box;">N</span><span style="box-sizing: border-box;">ombre(s) y apellido(s) completos</span></li><li style="box-sizing: border-box;"><span style="box-sizing: border-box;">DNI</span></li><li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Carrera</span></li><li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Fecha de nacimiento </span></li><li style="box-sizing: border-box;"><span style="box-sizing: border-box;">Número de teléfono actualizado. </span></li></ol><p style="box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box;">Para retirar el dispositivo en préstamo es un requisito indispensable presentar el DNI físico (tarjeta) actualizado.</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-26512830424676060202023-10-02T15:27:00.002-03:002023-10-02T15:27:13.382-03:00Nuevo curso virtual: Técnicas avanzadas de investigación en internet<p> <span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 18px; font-style: italic;">La Biblioteca Central renovó la propuesta de Capacitaciones ALFIN e invita a la comunidad UNSAM a participar de este nuevo curso virtual ¡Inscripciones abiertas!</span></p><p> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyyic8SK-cORDplz1U4mlyhhRIQlWn1iKgxtRpMA4gXEAYcnaNKPV_dfqTSqkeSXOsQJLBs_SYXgVgiUduiIPSb66ToAJs-PfAdpxT_MjWwL3kTsGakwb8kN17RDvlGg926O14rmiKijErjHgpw2jjMTpNjZ-umeMM9sEN02NEvArlr2e6sFiiHZ2H79y5/s1920/01%20(4).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyyic8SK-cORDplz1U4mlyhhRIQlWn1iKgxtRpMA4gXEAYcnaNKPV_dfqTSqkeSXOsQJLBs_SYXgVgiUduiIPSb66ToAJs-PfAdpxT_MjWwL3kTsGakwb8kN17RDvlGg926O14rmiKijErjHgpw2jjMTpNjZ-umeMM9sEN02NEvArlr2e6sFiiHZ2H79y5/s320/01%20(4).png" width="320" /></a></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">La propuesta de</span><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;"> </span><a href="https://unsam.edu.ar/biblioteca_central/programa-alfin.php" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; box-sizing: border-box; color: #639fd3; font-family: "roboto condensed"; font-size: 16px; text-decoration-line: none;">capacitaciones ALFIN</a><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;"> </span><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">(alfabetización informacional) que ofrece la Biblioteca Central fue renovada y adaptada a una nueva modalidad que permite un mayor abordaje del contenido y brinda la posibilidad de autoasistirse y gestionar la dedicación horaria.</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;"><br /></span><p></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px; font-weight: 700;">Técnicas avanzadas de investigación en internet</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">Es un curso virtual, gratuito y autoasistido disponible para la Comunidad UNSAM.</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">Conocerás distintas fuentes de información académica (catálogos, repositorios, bases de datos) y aprenderás diversas técnicas y herramientas para investigar en internet (estrategias de búsqueda y operadores lógicos)</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">Inicia el martes 17 y finaliza el lunes 30 de octubre.</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">Incluye una actividad obligatoria.</span></p><p><a href="https://docs.google.com/forms/d/e/1FAIpQLSc573vID0g06Iizv1hNxUOc1mElvdXEd3CTTrUoedFZUzzMwA/viewform?usp=sf_link" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; box-sizing: border-box; color: #639fd3; font-family: "roboto condensed"; font-size: 16px; text-decoration-line: none;">Inscripciones en este formulario</a></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">La inscripción estará disponible hasta el 11/10/2023</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">Consultas: bc@unsam.edu.ar</span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-56969956600758458962023-09-08T17:25:00.005-03:002023-09-08T17:25:31.177-03:00La Biblioteca Central presente en la 54° Reunión Nacional de Bibliotecarios<p> La Reunión Nacional de Bibliotecarias y Bibliotecarios es organizada por ABGRA. Esta nueva edición, la 54°, bajo el lema “Bibliotecas: necesarias para una sociedad libre, igualitaria e informada”, tiene por objetivo propiciar un espacio en el que nuestro colectivo profesional reflexione sobre el posicionamiento de las bibliotecas en estos tiempos, particularmente ante el avance del pensamiento único y de la inteligencia artificial.</p><div class="separator" style="clear: both; text-align: center;"><p style="text-align: left;">Se organizó en distintas jornadas agrupadas por tipos de bibliotecas. El viernes 8 fue el turno de las 23° jornadas de bibliotecas universitarias, donde participaron de la exposición dos equipos de trabajo de la Biblioteca Central UNSAM.</p></div><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgwabDd7y-x8kW1ukq4_qhnXC7oa1D2BP3BCdMtjujIyqO5eR5maM5jn5kFh1rcbV8D0kefrRXzVAn9qdxemrm_jZhLq2fozBqC-34KfEY0L4bdDamqkbj_djfa8mYF-EMJV71twM25eX0hqbJmeqiUGo1j8YJCnIBTT8nkfsmnIsffn7NFOd5Xaz16G8QL" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEgwabDd7y-x8kW1ukq4_qhnXC7oa1D2BP3BCdMtjujIyqO5eR5maM5jn5kFh1rcbV8D0kefrRXzVAn9qdxemrm_jZhLq2fozBqC-34KfEY0L4bdDamqkbj_djfa8mYF-EMJV71twM25eX0hqbJmeqiUGo1j8YJCnIBTT8nkfsmnIsffn7NFOd5Xaz16G8QL" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br />Por la mañana, el equipo de Desarrollos informáticos, integrado por Diego Higa, Ramiro Uviña y Luis Pastrana, presentó “El buscador de recursos de la UNSAM: apuntes de una experiencia” donde expusieron la evolución y los avances alcanzados con el Repositorio Institucional, el Portal de revistas académicas y el Buscador de recursos que unifica la búsqueda de todos los recursos disponibles para la comunidad que han sido generados en la universidad.<p></p><p>El equipo de Alfabetización Informacional, integrado por Florencia Provenzano, Lara Messina y Sabrina More, presentó el trabajo “Alfabetización informacional, virtualidad e inteligencia artificial: nuevos desafíos y oportunidades”. Florencia y Lara estuvieron presentes en la jornada de la tarde para exponer sobre los desafíos enfrentados en la Alfabetización Informacional con la llegada de la pandemia y las oportunidades que esto implicó para readaptar los contenidos y el desarrollo del programa ALFIN en la comunidad universitaria.</p><p> Estos espacios resultan enriquecedores para toda la comunidad bibliotecaria, nos permiten conocer diferentes realidades, intercambiar experiencias con otras comunidades y potenciar la labor bibliotecaria.</p><p> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-6947684382453354792023-08-29T16:28:00.006-03:002023-08-29T16:28:41.658-03:00La Biblioteca Central suscribe a la colección IRAM<p> <span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 18px; font-style: italic;">La Biblioteca Central suscribió a la colección IRAM, podrás acceder a más de 9.000 normas certificadas por este organismo. La colección está disponible en línea y requiere conexión de IP Biblioteca Libre</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 18px; font-style: italic;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUGo4QnOVURq1MIDecd2a4kw7AvsJFUvcUTa9SR8JLwuy1Q6rG-5bTS1swFzUD_v7uxUW21bGhwciuYJgGPOwp7hXHwc2pR0bxO6W0r5B-l2F0-tJDRiTRfTUswZS2J-jGNmVvYLyta6G5auhseK_XyUvaYTF7vLTMa6JIz6m5k5CF8gkFkaEf1NKAPJAP/s1920/01.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUGo4QnOVURq1MIDecd2a4kw7AvsJFUvcUTa9SR8JLwuy1Q6rG-5bTS1swFzUD_v7uxUW21bGhwciuYJgGPOwp7hXHwc2pR0bxO6W0r5B-l2F0-tJDRiTRfTUswZS2J-jGNmVvYLyta6G5auhseK_XyUvaYTF7vLTMa6JIz6m5k5CF8gkFkaEf1NKAPJAP/s320/01.png" width="320" /></a></div><br /><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 18px; font-style: italic;"><br /></span><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">La Biblioteca Central adquirió la suscripción a la colección oficial de Normas IRAM, perteneciente al Instituto Argentino de Normalización y Certificación.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Esta colección está disponible en línea, ofrece búsqueda simple y avanzada y permite el acceso al texto completo de más de 9.000 normas IRAM.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Las normas IRAM ponen a disposición documentos técnicos que establecen, por consenso y con la aprobación de un organismo reconocido, las condiciones mínimas que debe reunir un producto, proceso o servicio, para que sirva al uso al que está destinado.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Para acceder a la colección es necesario mantener conexión IP Biblioteca Central. Podés utilizar las computadoras del Laboratorio de informática ubicado en la sala parlante, o bien conectarte a la red Biblioteca Libre con una notebook.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Mirá en <a href="https://drive.google.com/drive/folders/1jiYpdI6WrOJP0K6qCv7CkqoTV2iyzRi0?usp=sharing" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">este video</a> cómo acceder.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><br /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Consultas: bc@unsam.edu.ar</p><div class="sing-cont" style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; line-height: 26px; margin-left: 75.75px; position: relative; width: 606px;"><div class="sing-spacer" style="box-sizing: border-box; padding: 18.1719px 36.3594px;"></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-16989225206581072222023-08-28T17:34:00.005-03:002023-08-28T17:34:36.656-03:00Guía actualizada sobre las normas APA 7<i><br /><span style="font-size: medium;">¡Citar con APA nunca fue tan fácil!<br />Mirá la guía que preparó la BCUNSAM sobre las normas APA y usala para todos tus trabajos.</span><br /><br /></i><div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEkwC8wF1rbnU4aMpiGxsNoIJlVrCHgL-_0pEYcOavDWozxGyy-3rBZu8wi74nuPOJoOnt9s0C8NPywUfr1ub1zL8MHSmeI_00ElTT7bQ0_q9vDgreIETPjDAfbnm59RatOJqt42Ew8DwYh__JQX3c98c5ut0DPh6QuL9iBX_Ho5_fi53m9vEhB8yOCcvR/s1920/banner%20noticias.png"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEkwC8wF1rbnU4aMpiGxsNoIJlVrCHgL-_0pEYcOavDWozxGyy-3rBZu8wi74nuPOJoOnt9s0C8NPywUfr1ub1zL8MHSmeI_00ElTT7bQ0_q9vDgreIETPjDAfbnm59RatOJqt42Ew8DwYh__JQX3c98c5ut0DPh6QuL9iBX_Ho5_fi53m9vEhB8yOCcvR/s320/banner%20noticias.png" /></a></div><br /><br /><span style="font-size: medium;"><br />Desde la Biblioteca Central sabemos que las normas APA generan temor entre los estudiantes y sus lineamientos prestan a confusión. Por esto, es que hemos elaborado la guía actualizada para el citado y armado de referencias con Normas APA 7 (séptima edición).</span><div><span style="font-size: medium;"><br />Las Normas APA son una fuente muy importante para la escritura académica ya que normalizan la manera de citar y referenciar correctamente las fuentes utilizadas en un escrito.<br />Proporcionan una base para la comunicación académica efectiva porque ayuda a los autores a presentar sus ideas de manera clara, concisa y organizada, a la vez que permiten la acreditación adecuada de las fuentes y el escrito (trabajo, monografía, artículo) se organiza de forma previsible y coherente.<br />La guía se basa en la última edición de las normas APA (séptima ed.), contiene elementos básicos sobre la estructura del trabajo, el estilo a aplicar, recursos para evitar el plagio y ejemplos de cómo armar las referencias bibliográficas de diversos tipos de recursos (físicos y digitales)</span></div><div><span style="font-size: medium;"><br />La guía está disponible en línea y su acceso es gratuito. <a href="https://www.calameo.com/read/00488474647e554c592b8">Consultala acá.</a></span></div><div><span style="font-size: medium;"><a href="https://www.calameo.com/read/00488474647e554c592b8"><br /></a>Además, en la página de la BCUNSAM encontrarás otros recursos de <a href="https://www.unsam.edu.ar/biblioteca_central/ayudas-para-escribir.asp">ayuda para escribir<br /></a> <br />Consultas: bc@unsam.edu.ar</span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-51756539932572219522023-07-06T19:07:00.005-03:002023-07-06T19:07:37.932-03:00Visita a la UNPAZ: Conociendo el trabajo del Área de Orientación Accesibilidad<br /><i> Esta visita favoreció el intercambio de herramientas y experiencias en pos de garantizar la inclusión de los estudiantes con discapacidad<br /></i><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLx93XfP8Xnn1iaUZK7WxAfBMcOIR9BSpZbt2ZNop6n6ow5NiiaA5T4fcVsJyE5bS5rI5dKxfwFnCumN5nQ-SOVG_pXSFKO-7uCnvSnxo3psviIqLXqw4zOIFy60RN7uMDp4lucOUt76ED_a0_7y1BNm0Bu6xmsQp6wbhAXUWRKr656JAMb71HDW1WBqzd/s1920/01%20(5).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"></a><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLx93XfP8Xnn1iaUZK7WxAfBMcOIR9BSpZbt2ZNop6n6ow5NiiaA5T4fcVsJyE5bS5rI5dKxfwFnCumN5nQ-SOVG_pXSFKO-7uCnvSnxo3psviIqLXqw4zOIFy60RN7uMDp4lucOUt76ED_a0_7y1BNm0Bu6xmsQp6wbhAXUWRKr656JAMb71HDW1WBqzd/s1920/01%20(5).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLx93XfP8Xnn1iaUZK7WxAfBMcOIR9BSpZbt2ZNop6n6ow5NiiaA5T4fcVsJyE5bS5rI5dKxfwFnCumN5nQ-SOVG_pXSFKO-7uCnvSnxo3psviIqLXqw4zOIFy60RN7uMDp4lucOUt76ED_a0_7y1BNm0Bu6xmsQp6wbhAXUWRKr656JAMb71HDW1WBqzd/s1920/01%20(5).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLx93XfP8Xnn1iaUZK7WxAfBMcOIR9BSpZbt2ZNop6n6ow5NiiaA5T4fcVsJyE5bS5rI5dKxfwFnCumN5nQ-SOVG_pXSFKO-7uCnvSnxo3psviIqLXqw4zOIFy60RN7uMDp4lucOUt76ED_a0_7y1BNm0Bu6xmsQp6wbhAXUWRKr656JAMb71HDW1WBqzd/s320/01%20(5).png" width="320" /></a></blockquote><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><div style="text-align: center;"><span style="font-size: x-small;">En la foto: Sebastian Córdoba (UNPAZ) y Diego Higa (UNSAM</span>)</div></blockquote><br /><br />Diego Higa es bibliotecario de la BC UNSAM e integrante de la Comisión de Discapacidad UNSAM. Esta semana visitó la UNPAZ y se reunió con María Soledad Battovaz Ghersi y Sebastian Córdoba, miembros del Área de Orientación Accesibilidad (OA) de la UNPAZ.<br /><br />Este encuentro permitió conocer el trabajo que lleva adelante el Área OA, que actualmente atiende las necesidades de 40 estudiantes con discapacidad.<br /><br />Cuando el estudiante ingresa a la universidad y presenta el CUD (certificado único de discapacidad), comienza un acompañamiento por parte del equipo interdisciplinario del Área Orientación Accesibilidad. En primera instancia, el estudiante accede a los programas de las carreras en el sitio web, recibe orientación respecto a las materias y cátedras que deberá cursar. Una vez que comienza la cursada, el equipo realiza el seguimiento para garantizarle al estudiante accesibilidad en todos los espacios de la universidad.<br /><br />En la universidad cuentan con Prócer, un dispositivo de lectura auditiva capaz de convertir texto impreso y/o digital en audio, es una herramienta muy útil que se utiliza para digitalizar y leer documentos de manera accesible y autónoma. El dispositivo se solicita en la Biblioteca Central UNPAZ.<br /><br />Es muy valioso el trabajo llevado adelante para garantizar la inclusión. Todo el personal de la UNPAZ está capacitado para atender las necesidades de los estudiantes con discapacidad: el mobiliario está adaptado, en las aulas tienen asientos prioritarios, los docentes conocen las herramientas necesarias para garantizar la accesibilidad de los textos, y en la Biblioteca tienen computadoras con softwares aptos para ser utilizados por estudiantes con discapacidad visual<br /><br />Durante la jornada se intercambiaron experiencias y se conocieron herramientas que permitirán generar nuevos proyectos que promuevan la inclusión de los estudiantes.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-558963857906003472023-07-04T19:48:00.004-03:002023-07-04T19:48:37.381-03:00La BC UNSAM, el Centro DIHA y Centro TAREA visitaron la Biblioteca del Congreso de la Nación<div style="text-align: left;"> <span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-style: italic;">En la mañana de hoy, miembros de la BC UNSAM, del Centro DIHA y del Centro TAREA visitaron la Biblioteca del Congreso de la Nación</span></div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi86R5ysTK3mXvnWQL2KQRjdEmE_l9QhHz7jDKo1adHl8ysv3Rj0xhW7o4aCrbhYqjDh2Vi35F7gvgsDvBM4F-tKnGCbfoSoa6h5zryKhfic7k4lIdX1RIQue2yOcsmxWooyvTRntns6ZNX5tb1V8L-nMQXh4tCSZY2e5vER3JVK6rMmbWrGQ5Tt4glE3kG/s1080/03.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1080" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi86R5ysTK3mXvnWQL2KQRjdEmE_l9QhHz7jDKo1adHl8ysv3Rj0xhW7o4aCrbhYqjDh2Vi35F7gvgsDvBM4F-tKnGCbfoSoa6h5zryKhfic7k4lIdX1RIQue2yOcsmxWooyvTRntns6ZNX5tb1V8L-nMQXh4tCSZY2e5vER3JVK6rMmbWrGQ5Tt4glE3kG/s320/03.png" width="320" /></a></div><br /><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 18px; font-style: italic;"><br /></span><p></p><div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;">La Biblioteca del Congreso de la Nación (BCN) en su edificio, además de la colección, alberga un área de microfilmación y digitalización, una editorial, oficinas administrativas y un moderno Espacio Cultural en el que se realizan exposiciones y talleres.</div><div style="box-sizing: border-box;"><br /></div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;">En el día de hoy, representantes de la Biblioteca Central UNSAM, del Centro DIHA y del Centro TAREA, visitaron las instalaciones de la BCN.</div><div style="box-sizing: border-box;"><br /></div><div style="box-sizing: border-box;"></div></div></div></div></div></div><div style="box-sizing: border-box;">La Biblioteca del Congreso es mucho más que un tesoro de conocimiento y cultura. Es un lugar que conecta generaciones, donde el pasado y el presente se entrelazan. Además, desde el 2017, funciona como sede de la Oficina Regional de la IFLA para América Latina y el Caribe.</div><div style="box-sizing: border-box;"><br /></div><div style="box-sizing: border-box;"></div></div></div></div></div><div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;"><div style="box-sizing: border-box;">La BCN es abierta al público. Su sala de lectura funciona de lunes a viernes de 8 a 23 h, y sábado y domingos de 10 a 20 h. La Sala Digital y Sala Internet abren de lunes a viernes de 8 a 20h y sábados y domingos de 10 a 20 h. El Espacio Cultural funciona de lunes a viernes de 8 a 20h.</div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;">Más información sobre los servicios que brinda, se puede consultar en el <a href="https://bcn.gob.ar/" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">sitio oficial</a></div><div style="box-sizing: border-box;"><br /></div><div style="box-sizing: border-box;"></div></div><div style="box-sizing: border-box;"><div style="box-sizing: border-box;">Desde la BC UNSAM apreciamos estos encuentros ya que nos brindan la oportunidad de conocer recursos valiosos, descubrir nuevas perspectivas y fortalecer nuestra capacidad de aprendizaje.</div><div style="box-sizing: border-box;"><br /></div><div style="box-sizing: border-box;"></div></div></div></div></div></div></div></div><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Agradecemos a Gabriela Lo Valvo, Nora Román y al equipo de Ceremonial y Protocolo por el recibimiento y por brindarnos la visita guiada por las instalaciones de esta biblioteca tan importante para el país.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-49379629810135034162023-06-30T15:13:00.004-03:002023-06-30T15:13:28.371-03:00Novedades bibliográficas en la Biblioteca Central UNSAM<p> <span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-style: italic;">La Biblioteca Central te presenta los últimos títulos incorporados a la colección física. Los libros ya están disponibles para préstamo. ¿Cuál preferís?</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">Para cada material se ofrece información bibliográfica, ubicación en el estante y un resumen del contenido tomado de la contratapa, de librerías u otros sitios en Internet:</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;"><br /></span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"> <img alt="" class="size-medium wp-image-226979 alignleft" height="300" sizes="(max-width: 192px) 100vw, 192px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/978-987-1622-92-4-192x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/978-987-1622-92-4-192x300.jpg 192w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/978-987-1622-92-4.jpg 253w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="192" />Vivir una vida feminista / Sara Ahmed ; traducción y prólogo Tamara Tenenbaum</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68272" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">305.42 A2867l.E 2021</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “Este es un libro escrito cerca de la piel. Como texto filosófico puede llamar la atención, porque Sara Ahmed revela muchos detalles de su historia íntima: la importancia de su tía feminista, las dificultades del matrimonio interracial de sus padres y los motivos de la renuncia a su puesto docente en Goldsmiths cuando ignoraron el problema del acoso sexual en la institución. Esta estrategia de escritura es parte de un proyecto epistemológico para el cual el conocimiento que se construye en la práctica es tan importante y complejo como el conocimiento teórico. El feminismo, dice Ahmed, es un trabajo que se hace en casa, sea cual sea tu casa; tu hogar, tu universidad, tu ámbito laboral, tu comunidad, tu grupo de amistades.” (<a href="https://cajanegraeditora.com.ar/libros/vivir-una-vida-feminista-sara-ahmed/" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://cajanegraeditora.com.ar/libros/vivir-una-vida-feminista-sara-ahmed/</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"><img alt="" class="size-medium wp-image-226980 alignleft" height="300" sizes="(max-width: 207px) 100vw, 207px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-2-207x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-2-207x300.jpg 207w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-2.jpg 208w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="207" /></span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;">La cautela del salvaje: pasiones y política en Spinoza / Diego Tatián.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68280" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">199.492 S758 T219 2015</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “En tiempos en que el interés por la figura y el pensamiento de Baruch Spinoza se renueva e incrementa tanto en los ámbitos académicos como en la arena política, La cautela del salvaje aborda la relación entre las pasiones y la política en la obra del filósofo holandés. En este intenso ensayo – escrito originalmente dos décadas atrás, cuando la realidad latinoamericana era, tal vez, menos permeable a estas líneas de reflexión – Diego Tatián defiende la idea de que el más profundo sentido del spinozismo, en lo que a lo político concierne, es la producción de comunidad entre los hombres, o bien, dicho negativamente, la voluntad de suprimir la separación entre los hombres. Luego de un primer capítulo que pone de manifiesto la tensión entre la biografía y el desarrollo conceptual spinozianos -de un lado, la expulsión del filósofo de la comunidad hebrea de Amsterdam; del otro, la propia noción de comunidad, central en su pensamiento -el libro se encuentra dividido en siete partes, cada una de las cuales profundiza un tema, integrado sucesivamente con los demás: las cuestiones de la vida común, la amistad, la adulación, el odio, la ambición, el miedo, la esperanza, el amor y, finalmente, la comunidad. Como resultado de una puesta en diálogo sistemática de las obras centrales de Spinoza, cada parte del ensayo evalúa el rol que tienen las pasiones en el sustento de una comunidad auténticamente democrática, en las antípodas de la voluntad de dominio sobre la que se basa la tiranía.” (<a href="https://www.colihue.com.ar/fichaLibro?bookId=31464" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://www.colihue.com.ar/fichaLibro?bookId=31464</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700 !important;"><img alt="" class="size-medium wp-image-226982 alignleft" height="300" sizes="(max-width: 184px) 100vw, 184px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-3-184x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-3-184x300.jpg 184w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-3.jpg 223w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="184" /></span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"> Yaquis: historia de una guerra popular y un genocidio en México / Paco Ignacio Taibo II.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68279" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68279</a>972.00497 T1299 2014</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “La más feroz lucha armada registrada en la historia de México duró casi cuarenta y dos años y ocurrió en la zona del río Yaqui en Sonora. Se trata probablemente de la guerra popular más larga en la historia de América Latina y durante sus últimos diez años culminó con un genocidio cruelmente preparado y hábilmente enmascarado: la población yaqui nunca pasó de treinta mil hombres, mujeres y niños; la cifra osciló a causa de exilios forzosos, deportaciones, fusilamientos, represiones, epidemias, la muerte bajo todas sus variantes; disgregación en la Sonora de las minas, los ranchos y las ciudades, hasta que tras el genocidio fueron reducidos a siete mil. La historia oficial logró su cometido al borrar de la memoria de los mexicanos los atroces sucesos. El porfirismo rapiñero, escurridizo, simulador, que enmascaraba bajo el lema del progreso abundantes formas de barbarie, fomentó que se desvanecieran el testimonio de los alzamientos de Cajeme, Tetabiate, Pluma Blanca y Sibalaume, de tal manera que la versión de los vencidos nunca prosperó. Este libro se ha escrito contra toda esa desmemoria”–Contratapa.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><img alt="" class="size-medium wp-image-226983 alignleft" height="300" sizes="(max-width: 195px) 100vw, 195px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-4-195x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-4-195x300.jpg 195w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-4.jpg 205w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="195" /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;">El segundo sexo / Simone de Beauvoir; traducción de Juan García Puente.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68440" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">301.435 B3861d.E 2021</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “En 1986, en medio del cortejo de diez mil personas que despidió a Simone de Beauvoir, la historiadora Elisabeth Badinter estalló en llanto gritándoles a las mujeres de la multitud: “Le deben todo!”. La frase fue repitiéndose, cantándose en diferentes lenguas, renovando los sollozos. ¿Se puede esperar un efecto similar entre las jóvenes que lean hoy El segundo sexo? Aparecido por primera vez en mayo de 1949, terminó por convertirse en el Libro Rojo de la nueva feminidad, dando la buena noticia de que ser mujer no es una esencia ni un destino. A casi setenta años de su publicación, El segundo sexo es una obra de lectura obligatoria para hombres y mujeres. Esta nueva edición, con el prólogo que escribió María Moreno en 1999, demuestra que aún queda mucho por hacer y que la voz de Simone de Beauvoir sigue más vigente que nunca. «¿En qué habrá afectado a nuestra existencia el hecho de ser mujeres? ¿Qué oportunidades, exactamente, nos han sido dadas y cuáles nos han sido negadas? ¿Qué pueden esperar nuestras hermanas más jóvenes y en qué sentido hay que orientarlas? Es chocante que el conjunto de la literatura femenina esté animado en nuestros días mucho menos por una voluntad de reivindicación que por un esfuerzo de lucidez; al salir de una era de desordenadas polémicas, este libro es una tentativa, entre otras, de recapitular la cuestión.» Simone de Beauvoir” (<a href="https://www.cuspide.com/Libro/9788426443830/El+Segundo+Sexo" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://www.cuspide.com/Libro/9788426443830/El+Segundo+Sexo</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><img alt="" class="size-medium wp-image-226984 alignleft" height="300" sizes="(max-width: 214px) 100vw, 214px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-5-214x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-5-214x300.jpg 214w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-5.jpg 226w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="214" /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"> Feudalismo tardío y revolución: campesinado y transformaciones agrarias en Francia e Inglaterra (siglos XVI-XVIII) / Fabián Alejandro Campagne</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=27951" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">940.22 C1865 2005</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “La producción masiva de bienes de consumo, el mercado libre de mano de obra, el incremento inédito en la producción de alimentos, el proceso de urbanización y la radical redistribución espacial de la población económicamente activa, entre otros muchos timbres característicos del capitalismo industrial, no hubieran sido nunca posibles sin una serie de profundas transformaciones estructurales ocurridas en las áreas rurales de Europa Occidental. Estas transformaciones agrarias se inician con la crisis secular del feudalismo tardomedieval, pero alcanzan su apogeo en los siglos transicionales de la temprana modernidad. El capitalismo agrario aparece, pues, como un requisito necesario para la consolidación del moderno sistema industrial. A partir de la segunda mitad del siglo XVIII, la plena generalización y difusión de las nuevas estructuras agrarias permite sostener la existencia de un universo cualitativamente diferente al de las sociedades preindustriales, el nacimiento de un modelo productivo al que un hiato inconmensurable separa de todo sistema económico anterior. Feudalismo Tardío y Revolución se plantea como meta proveer una visión sintética y una hermenéutica de las características que esta revolución en el mundo rural adquirió en dos casos paradigmáticos: las vías inglesa y francesa hacia el capitalismo agrario. Por último también pretende poner a prueba, una vez más, la relevancia de la perspectiva comparativa en el análisis de los procesos históricos más complejos, que por definición despliegan su existencia en los inquietantes abismos de la larga duración.” (https://www.prometeoeditorial.net/)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"><img alt="" class="size-full wp-image-226985 alignleft" height="291" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-6.jpg" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="188" /> Ética demostrada según el orden geométrico / Baruch de Espinoza ; traducción, notas e introducción: Mario Caimi ; revisión de la traducción: Jimena Palacios.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68414&query_desc=kw%2Cwrdl%3A%20%C3%89tica%20demostrada%20seg%C3%BAn%20el%20orden%20geom%C3%A9trico%09" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">170 S758.E 2022</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “Baruch Spinoza (1632-1677) describe en su Ética demostrada según el orden geométrico (1677) la estructura física y metafísica del universo, y aborda las cuestiones de la libertad, la pasión y el conocimiento humanos. Para exponer su sistema, el filósofo recurre a la razón matemática, a la que considera, como Descartes, el instrumento más apto para descifrar la naturaleza. A partir del método geométrico, Spinoza enlaza lo universal con lo singular y descubre el fundamento absoluto e infinito que contiene a todos los seres, entre ellos al hombre. La Ética nos enseña a ver en la variedad de las manifestaciones del mundo la presencia de lo divino. Lejos de imponernos reglas de conducta, Spinoza nos muestra lo que somos y nos ayuda a disipar las ilusiones que ocultan nuestro lugar en el universo: en ese conocimiento se asienta la precaria felicidad humana. El presente volumen, que incorpora las últimas discusiones interpretativas y filológicas e incluye variantes significativas de la edición en neerlandés de 1677 y del Codex Vaticanus, fue preparado por el doctor Mario Caimi; la revisión de la traducción ha estado a cargo de la doctora Jimena Palacios, docente, investigadora y traductora de lenguas y literaturas clásicas. Caimi fue investigador superior del CONICET, profesor titular de Filosofía Moderna en la Facultad de Filosofía y Letras de la Universidad de Buenos Aires y tradujo para la colección Colihue Clásica el Discurso del método de René Descartes y la Crítica de la razón pura de Immanuel Kant.” (https://www.colihue.com.ar/fichaLibro?bookId=31693)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"> <img alt="" class=" wp-image-226987 alignleft" height="263" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-7.jpg" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="190" />Historia, ¿para qué?: revisitas a una vieja pregunta / Jorge Cernadas y Daniel Lvovich, editores</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68436&query_desc=kw%2Cwrdl%3A%20Cernadas" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">907.2 H67332h 2010</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “El libro Historia, ¿para qué? Revisitas a una vieja pregunta, nace de un ciclo de conferencias que el Área de Historia del Instituto del Desarrollo Humano de la Universidad Nacional de General Sarmiento organizó durante el año 2005, en conmemoración a la edición de aquel importante libro que con la misma pregunta como título publicara Siglo XXI en México en 1980, en el que diez intelectuales —historiadores, ensayistas y escritores— abordaban dicha pregunta. Para el caso del libro aquí reseñado, participaron como expositores en las diferentes conferencias una serie de historiadores que abordaron la pregunta desde diversos enfoques y campos temáticos, con un fuerte predominio del campo de la Historia Reciente entre ellos. De esta manera el libro configura un entramado de caminos posibles por los que transitar la obligada reflexión sobre la praxis de los historiadores, sus motivaciones, objetos de estudio, y las condiciones materiales de producción del conocimiento. El libro comienza con una interesante introducción en la que Jorge Cernadas y Daniel Lvovich —docentes–investigadores de la UNGS y editores del libro— presentan una breve revisión comparada de los modos en los que la pregunta convocante fue abordada en ambos libros. En este trayecto se perciben continuidades y transformaciones tanto en los problemas planteados historiográficamente, como en el ambiente intelectual y académico en el que la pregunta fue pensada y abordada en México en 1980, y en Argentina en 2005.” (<a href="https://repositoriosdigitales.mincyt.gob.ar/vufind/Record/SEDICI_c22515d67f457adce2505fbcbe2e2924" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://repositoriosdigitales.mincyt.gob.ar/vufind/Record/SEDICI_c22515d67f457adce2505fbcbe2e2924</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"> <img alt="" class=" wp-image-226989 alignleft" height="298" sizes="(max-width: 193px) 100vw, 193px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-8-194x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-8-194x300.jpg 194w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-8.jpg 240w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="193" /> La era del capital: 1848-1875 / Eric Hobsbawm</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=30496&query_desc=kw%2Cwrdl%3A%20La%20era%20del%20capital%09" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">940.28 H6841a.E 1998</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “La era del capital es la segunda parte de ese gran panorama de la historia contemporánea de mundo que Eric Hobsbawm inició con La era de la revolución y que completó con su Historia del siglo XX. Hobsbawm recorre los años triunfales del ascenso del capitalismo industrial y de la cultura burguesa que van de 1848 a 1875, cuando, apagados los rescoldos de la revolución, se inicia un tiempo de nuevos valores y perspectivas, de transformaciones sociales, que ve la formación de grandes fortunas y la migración de masas empobrecidas, mientras una Europa sometida al ritmo de los auges y las crisis extiende sus empresas económicas y su cultura al resto del planeta. Hobsbawm lo enfoca en los acontecimientos políticos, la evolución económica y los hechos culturales en una síntesis vigorosa y original, que hizo exclamar a un crítico: «Este libro extraordinario brilla y chisporrotea en cada página. Por amor del cielo, y para vuestro propio bien, ¡léanlo!».” (<a href="https://www.planetadelibros.com.ar/libro-la-era-del-capital-1848-1875/270457" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://www.planetadelibros.com.ar/libro-la-era-del-capital-1848-1875/270457</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"><img alt="" class=" wp-image-226990 alignleft" height="286" sizes="(max-width: 184px) 100vw, 184px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-9-193x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-9-193x300.jpg 193w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-9.jpg 247w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="184" />La humanidad aumentada: la administración digital del mundo / Eric Sadin</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68369&query_desc=kw%2Cwrdl%3A%20La%20humanidad%20aumentada%09" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">306.46 S125.E 2017</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: Para Éric Sadin, uno de los más promisorios ensayistas franceses de la actualidad, la computadora súper potente que en la película 2001 Odisea del Espacio controlaba la nave Discovery One ya no es una figura quimérica. Su conciencia de silicio expresa una tendencia fundamental en el devenir de la tecnología contemporánea: la “administración robotizada de nuestra existencia”. La asistencia hiperindividualizada y geolocalizada vía GPS de los smartphones, los sistemas de alta complejidad que garantizan de manera autónoma los suministros de agua y electricidad de ciudades enteras, el trading algorítmico que regula los intercambios bursátiles, dan cuenta del sofisticado acoplamiento entre inteligencia computacional y humanidad que reviste nuestra vida cotidiana y que ha transformado a la “dinámica electrónica” en un estrato imprescindible de la experiencia. Somos testigos de una mutación decisiva en nuestro vínculo con la técnica: mientras que su vocación ancestral consistía en actuar como una prótesis de las insuficiencias del cuerpo, hoy su capacidad cognitiva le confiere el inquietante rol de gobernar a los seres y las cosas. El acelerado proceso de “duplicación digital del mundo”, encarnado de manera ejemplar en plataformas como Google Maps o en los perfiles de Facebook, produjo el crecimiento exponencial de una inédita masa de datos que sobrepasa nuestras modalidades de aprehensión sensoriales y cerebrales. El presente libro postula que la emergencia de una suerte de “humanidad paralela”, capaz de procesar y administrar de manera infinitamente más eficaz esa información, profundiza la agonía del antropocentrismo moderno para dar lugar a una gubernamentabilidad algorítmica que pone en riesgo nuestra soberanía. Y que lo hace no como una fuerza que coacciona, sino bajo la forma de una “administración soft”, indolora y casi imperceptible, a la cual le concedemos el poder de guiar el curso de nuestra cotidianeidad limitando el ejercicio de nuestra facultad de juicio en el aquí y ahora”–Contratapa.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"><img alt="" class=" wp-image-226991 alignleft" height="283" sizes="(max-width: 185px) 100vw, 185px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-10-196x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-10-196x300.jpg 196w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-10.jpg 251w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="185" /> La libertad / Paco Ignacio Taibo II.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68278" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">070.44 T1299 2023</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “Aquí se reúnen un actor de cine, héroe de guerra destinado a substituir a Bogart, y que vivió bajo el odio a la pantalla y la culpa; un general soviético que cambió diez veces de nombre y estuvo en todas las revoluciones del siglo XX; un espía contra la Comuna de París que tenía 11 casas; Josef Stalin, rey del Photoshop; un general zarista que quiso ser Gengis Khan; un cuadro maravillosamente romántico y su autor; un tuerto mexicano que dirigió la más exitosa huelga de prostitutas de la historia mundial; el joven John Reed en México; el amor del autor por los leones venecianos; las últimas 72 horas del anarquista español Francisco Ascaso; un novelista misterioso apellidado Bogomolov; el revolucionario profesional venezolano Aponte; y el entrañable maestro del nuevo periodismo latinoamericano, Rodolfo Walsh. Son historias de la historia.” (<a href="https://www.planetadelibros.com.ar/libro-la-libertad-trece-historias-para-la-historia/378607" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://www.planetadelibros.com.ar/libro-la-libertad-trece-historias-para-la-historia/378607</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><img alt="" class="size-medium wp-image-226992 alignleft" height="300" sizes="(max-width: 186px) 100vw, 186px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-11-186x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-11-186x300.jpg 186w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-11.jpg 251w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="186" /><span style="box-sizing: border-box; font-weight: 700;">Sabemos cómo vamos a morir / Paco Ignacio Taibo II.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68277" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">940.5318 T1299 2022</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “Paco Ignacio Taibo II hace una precisa reconstrucción de los hechos que llevaron al alzamiento contra el horror del Tercer Reich y recrea magistralmente un pasaje del Holocausto tan poco conocido como estremecedor. La muerte acechaba. Varsovia era el punto de concentración de los judíos que serían deportados hacia su destino final: el campo de exterminio de Treblinka. En medio de aquellos terribles días de 1943, un pequeño grupo rebelde de jovenes dirigido por Mordejai Anilevich se preparó para dar la batalla de su vida contra las tropas nazis que controlaban por millares el gueto donde estaban hacinados. Esta es la subversiva historia de aquellos hombres y mujeres-casi todos adolescentes- que decidieron morir con la dignidad de los enloquecidos y los valientes antes que vivir sin libertad. No pudieron elegir como vivir pero si como morir.” (<a href="https://www.cuspide.com/Libro/9789504977636/Sabemos+Como+Vamos+A+Morir" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://www.cuspide.com/Libro/9789504977636/Sabemos+Como+Vamos+A+Morir</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><img alt="" class="size-medium wp-image-226993 alignleft" height="300" sizes="(max-width: 196px) 100vw, 196px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-12-196x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-12-196x300.jpg 196w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-12.jpg 249w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="196" /><span style="box-sizing: border-box; font-weight: 700;">El retorno de los tigres de la Malasia / Paco Ignacio Taibo II ; con la colaboración involuntaria de Emilio Salgari.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68276" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">863.64 T1299r 2010</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “El portugués Yáñez de Gomara y el príncipe malayo Sandokán ven en peligro sus bienes, sus vidas y las de sus amigos cuando son atacados por una extraña fuerza maligna que aparece rodeada de niebla verde, perros que no lo son, asesinatos masivos, rumores… Los viejos piratas libertarios se ven obligados a abandonar el retiro y convocar nuevamente a los Tigres de la Malasia para iniciar un combativo descenso a los infiernos.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Por las siguientes páginas pasarán: Federico Engels, un yate aparentemente inocente pero repleto de cañones llamado La Mentirosa, el Doctor Moriarty, submarinos, sociedades secretas chinas, Rudyard Kipling, el casino de Goa y los prostíbulos de Cambodia, enmascarados de plata que algún día fueron a un music hall en Berlín, la invención del retrete, los orangutanes de Borneo, traficantes de esclavos, una superviviente de la Comuna de París, aventureros internacionales de las finanzas, santones fundamentalistas musulmanes, Old Shatterhand, el personaje más famoso de las novelas de vaqueros de Karl May, aerostatos, lingüistas griegos, flotas de guerra británicas, filósofos estoicos, plantas carnívoras, mensajes cifrados, banqueros filipinos amigos de José Martí, espías antiimperialistas y una versión dayaka del Hombre Ilustrado.” (<a href="https://www.planetadelibros.com.ar/libro-el-retorno-de-los-tigres-de-la-malasia/137340" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://www.planetadelibros.com.ar/libro-el-retorno-de-los-tigres-de-la-malasia/137340</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"> <img alt="" class="size-medium wp-image-226994 alignleft" height="300" sizes="(max-width: 177px) 100vw, 177px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-13-177x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-13-177x300.jpg 177w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-13.jpg 195w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="177" />Sombra de la sombra / Paco I. Taibo II.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68275&query_desc=an%3A%2240942%22" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">863.64 T1299m 1997</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “A medio camino entre el folletín, la novela política, la literatura de aventuras y la locura, cuatro descarnados personajes, restos y escoria de la fallida revolución mexicana, se enfrentan a una trama absurda en la que vaporosas damas arrojan ciudadanos de un cuarto piso, asesinan trombonistas a mitad de una marcha militar y en un céntrico parque se estrenan cines y se juega dominó. Una novela que empieza por desconcertar al lector y luego por cautivarlo, de tal manera, que nunca podrá abandonarla. Trece ediciones en México y nominada entre los libros del año por The New York Times.” (<a href="https://www.casadellibro.com/libro-sombra-de-la-sombra/9788481360226/521267" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">https://www.casadellibro.com/libro-sombra-de-la-sombra/9788481360226/521267</a>)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><br /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><br /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;"><img alt="" class="size-medium wp-image-226995 alignleft" height="300" sizes="(max-width: 180px) 100vw, 180px" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-14-180x300.jpg" srcset="https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-14-180x300.jpg 180w, https://noticias.unsam.edu.ar/wp-content/uploads/2023/06/2-14.jpg 197w" style="border: 0px; box-sizing: border-box; float: left; height: auto; margin-right: 20px; max-width: 100%; vertical-align: middle;" width="180" /></span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><span style="box-sizing: border-box; font-weight: 700;">Cuatro manos / Paco I. Taibo II.</span></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: <a href="https://koha.unsam.edu.ar/cgi-bin/koha/opac-detail.pl?biblionumber=68274" style="background: 0px 0px; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">863.64 T1299c 1997</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Resumen: “La novela más representativa del escritor hispano-mexicano, con la que ganó su segundo -de tres- Premio Hammet Internacional en 1990. Lo mismo que en otras de sus novelas policíacas, pone en escena un detective que se confronta a un caso criminal en el que están implicados representantes del gobierno. La lucha del detective contra el crimen adquiere así una dimensión claramente política: es de hecho el revelador de la corrupción que gangrena el Estado y su administración. Una puesta en escena tal entraña un pensamiento sobre la Revolución mexicana y su institucionalización, y, por extensión, sobre el concepto más global, universal, de Revolución. Es en este sentido que la figura de Trotski aparece en una especie de metarrelato titulado “La novela de León”, como una visión pesimista de la Revolución institucionalizada, una percepción de la esperanza revolucionaria marcada por la conciencia lúcida del fracaso y por la necesidad de una renovación definicional.” (https://www.colihue.com.ar/fichaLibro?bookId=226)</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Los libros ya están disponibles para préstamo. ¿Cuál vas a llevar en préstamo?</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">¡Te esperamos!</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">¿Consultas? Escribinos a: bc@unsam.edu.ar</p><div class="sing-cont" style="background-color: white; box-sizing: border-box; color: #333333; font-family: "roboto condensed"; font-size: 16px; line-height: 26px; margin-left: 75.75px; position: relative; width: 606px;"><div class="sing-spacer" style="box-sizing: border-box; padding: 18.1719px 36.3594px;"></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-25024386917056539282023-06-22T16:05:00.000-03:002023-06-22T16:05:13.461-03:00Préstamo extendido de invierno en la Biblioteca Central UNSAM<p> A partir del lunes 26 de junio podrás acercarte a la Biblioteca Central a solicitar el préstamo extendido de invierno.</p><div><p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUyDu-GxM7Y0Oq-0HsLcgqT0PxMlxjhz8HAX0RdimLVuyVJkyCV4nwlxYnA-xwCqdNOfmxJmbo17kdgeIVeBftSDoyqVt101BBYP1fG95japOXRhUTKFZ7oQoANYt0SKDXC5ZBpNsTfpIH8X569p3on8VrczKFn4Qvq8LgEWSkcb8Kq6xDFEK8rh2AOVyn/s1920/01%20(8).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUyDu-GxM7Y0Oq-0HsLcgqT0PxMlxjhz8HAX0RdimLVuyVJkyCV4nwlxYnA-xwCqdNOfmxJmbo17kdgeIVeBftSDoyqVt101BBYP1fG95japOXRhUTKFZ7oQoANYt0SKDXC5ZBpNsTfpIH8X569p3on8VrczKFn4Qvq8LgEWSkcb8Kq6xDFEK8rh2AOVyn/s320/01%20(8).png" width="320" /></a></div><br /><p></p><p>¿Qué es el préstamo extendido?</p></div><div><p style="padding-left: 30px;">Es un plazo de préstamo especial que se habilita en el receso de verano y de invierno.<br /><br />Esto significa que todos los préstamos que solicites a partir del lunes 26 de junio tendrán como fecha de vencimiento el viernes 11 de agosto.<br /><br />Incluye todos los libros que pertenecen a la Colección General (no incluye alta demanda)</p><p>¿Qué hacer para pedir un libro?</p><ol><li><p>Identificar el material que deseas (verificar a qué colección pertenece)</p></li></ol><p style="padding-left: 30px;">Podrás consultar los títulos disponibles ingresando al catálogo desde <a href="http://koha.unsam.edu.ar/">este enlace</a></p><p style="padding-left: 30px;">2. Acercarte al mostrador y solicitar el préstamo.<br /><br />El préstamo es un trámite personal y presencial, es requisito ser socio/a de la Biblioteca Central.<br /><br />Para asociarte encontrarás <a href="http://unsam.edu.ar/biblioteca_central/asociate.asp">información acá</a></p><p> </p><p>Aprovechá este período para disfrutar de lecturas postergadas en el cuatrimestre.<br /><br />Te esperamos de lunes a viernes de 9 a 19 y sábados de 9 a 14 h</p></div><p> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-77710048545800919442023-05-03T16:52:00.001-03:002023-05-03T16:52:27.380-03:00Nuevo ciclo de capacitaciones de la Biblioteca Central<h4 style="text-align: left;"><span style="font-weight: normal;"><i>En mayo se dictará un nuevo ciclo de capacitaciones ofrecido por la Biblioteca Central, está destinado a todos los miembros de la Comunidad UNSAM y son gratuitas ¡Conocé de qué trata cada una en esta nota!</i></span></h4><h4 style="text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxUNKjRrqumQt4BAo9np3pOyYu35fiwe-zrBs2hQDt5BcvguU3e6jJTq3bu2ZcM_NJf_YrkdyVmb36UR6EKAHKyhrPpmFLLzRh9g_kGyvihX2ZKZInCZzr03V8KRqdCLpdgcSHTXd59MCYjNHK5FqnzcljCOVMuD88FvJCj6SEYQtEz8nBoNp5NX9p_w/s1920/capacitaciones%20-%20PANTALLA%20LED%20(5).png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1080" data-original-width="1920" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxUNKjRrqumQt4BAo9np3pOyYu35fiwe-zrBs2hQDt5BcvguU3e6jJTq3bu2ZcM_NJf_YrkdyVmb36UR6EKAHKyhrPpmFLLzRh9g_kGyvihX2ZKZInCZzr03V8KRqdCLpdgcSHTXd59MCYjNHK5FqnzcljCOVMuD88FvJCj6SEYQtEz8nBoNp5NX9p_w/w400-h226/capacitaciones%20-%20PANTALLA%20LED%20(5).png" width="400" /></a></h4><div>En el mes de mayo la comunidad UNSAM podrá participar del clásico Ciclo de Capacitaciones ofrecido por la Biblioteca Central.</div><br />El ciclo consta de 3 encuentros virtuales y gratuitos. ¿Qué esperas para anotarte?<div><br /></div><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><div style="text-align: left;"><b>Conocé tu Biblioteca </b>(¡Especial para ingresantes!) Esta capacitación es ideal para quienes ingresan a la universidad y para quienes ya están en carrera pero aún no conocen todo lo que la BC UNSAM les ofrece. Se presentarán los servicios y recursos disponibles en la Biblioteca Central. Inscribite para conocer las herramientas que te ofrece la BC para acompañarte en la cursada.</div></blockquote><div><br />Día y horario: viernes 12 de mayo 2023 de 15 a 16 h – modalidad virtual (Google Meet)<div><br /></div></div><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><div><div style="text-align: left;"><b>Escritura académica: conociendo las Normas APA (séptima edición)</b> Estará dedicado a la referencia y la cita de fuentes bibliográficas. Se trabajará la escritura académica desde el concepto del plagio y se explicarán las técnicas para evitarlo. Se presentará la manera correcta de aplicar referencias bibliográficas según las normas de estilo APA en su séptima edición.</div></div></blockquote><div><div><br />Día y horario: viernes 19 de mayo 2023 de 15 a 16.30 h – modalidad virtual (Google Meet)</div><div><br /></div></div><blockquote style="border: none; margin: 0 0 0 40px; padding: 0px;"><div><div style="text-align: left;"><b>Gestores de referencias bibliográficas: Zotero y Mendeley</b> Se abordarán estos recursos fundamentales para organizar la información bibliográfica. Se presentarán las herramientas básicas para comenzar a usar los gestores automáticos de bibliografías.</div></div></blockquote><div><div><br />Día y horario: miércoles 24 de mayo 2023 de 15 a 16 h – modalidad virtual (Google Meet)<br /><br /><br />Inscripciones: Si sos parte de la Comunidad UNSAM y querés participar del ciclo, <a href="https://docs.google.com/forms/d/e/1FAIpQLScfza2mLLvt0vNo69RB13UHMJbT5LgggHOqTZmv-PRyNLj9rw/viewform?vc=0&c=0&w=1&flr=0">completá el formulario desde acá</a><br /><br /> <br /><br />¡Te esperamos!<br /><br /> <br /><br />Consultas: bc@unsam.edu.ar<div class="separator" style="clear: both; text-align: center;"><br /></div><br /></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-74084443751803338882023-03-29T18:05:00.005-03:002023-03-29T18:05:49.094-03:00Nuevos libros incorporados a la Biblioteca Central <div class="separator"><p style="margin-left: 1em; margin-right: 1em;"><br />Les compartimos las últimas adquisiciones bibliográficas de la Biblioteca Central durante el mes de marzo. Todos los títulos forman parte de la colección de la BC UNSAM y están disponibles para préstamo. Para cada material se ofrece información bibliográfica, ubicación en el estante y un resumen del contenido tomado de la contratapa, de librerías u otros sitios en Internet.<br /><br /></p><p style="margin-left: 1em; margin-right: 1em;">¡Conocé los nuevos títulos en esta nota!</p></div><p> </p><p></p><blockquote><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="¿Quien mató a Rosendo?" class="alignleft" height="213" src="https://edicionesdelaflor.com.ar/wp-content/uploads/2020/07/32_walsh-rodolfo-quien.jpg" width="148" /></p></blockquote><span data-keep-original-tag="false"><p><strong> </strong><strong>¿Quién mató a Rosendo? / Rodolfo Walsh</strong></p></span><p></p><p><span data-keep-original-tag="false">Ubicación en estantería: </span>331.880982 W226 1984</p><p><span data-keep-original-tag="false"> ISBN: </span>9789505153534</p><p>Resumen: "Tres trabajadores mueren en un tiroteo entre facciones sindicales. Un suceso que resume décadas de corrupción y violencia en Argentina. Rodolfo Walsh desenmascara las traiciones que fracturan el sindicalismo peronista; retrata a los implicados, con especial atención a las víctimas: esos sindicalistas de base que mantienen la lucha incluso cuando la disidencia significa cárcel, palizas, tortura y muerte. Un autor comprometido con la verdad y la justicia que se obstina en reconstruir al detalle la secuencia del crimen y señalar a sus responsables." (Obtenido de lacasadelibro.com)</p><p> </p><div> </div><blockquote><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="El fotoperiodismo en Argentina: de siete días ilustrados (1965) a la agencia SIGLA (1975)" class="alignleft" height="201" src="http://d3ugyf2ht6aenh.cloudfront.net/stores/001/175/112/products/myci-9789874739018myci-1123819789874739018-508c6cd8f73c24e31716777272359989-640-0.webp" width="142" /> </p></blockquote><p> <strong>El fotoperiodismo en Argentina: de Siete Días Ilustrados (1965) a la Agencia Sigla (1975) / <span class="title_resp_stmt">Cora Gamarnik.</span></strong></p><p><span data-keep-original-tag="false">Ubicación en estantería: 070.49 G186 2020</span></p><p><span data-keep-original-tag="false"> ISBN: 9789874739018</span></p><p>Resumen: "Gamarnik se propone historizar el desarrollo de este oficio, estudiar sus singularidades, escuchar la voz de los fotógrafos y pensar las implicancias históricas, culturales y políticas de sus imágenes. Este libro se pregunta por los modos de producción y el contexto histórico de las fotografías, por las imágenes paradigmáticas de distintos períodos de la historia argentina y por las miradas que hubo sobre ellas." (Obtenido de artexarte.com.ar)</p><p> </p><p class="title"><br /></p><p></p><blockquote><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="LA DANZA DE LOS SIGNOS NOCIONES DE SEMIOTICA GENERAL .: LIBRERIA HERNANDEZ :." class="alignleft" height="207" src="https://imgserver1.fierro.com.ar/get/thumb/188/272/HERCI-LCR9871004192=9789871004195.jpg?randomize=1" width="143" /></p></blockquote><p><strong>La danza de los signos : nociones de semiótica general / <span class="title_resp_stmt">Victorino Zecchetto.</span></strong></p><p></p><p>Ubicación en estantería: 401.41 Z42 2010</p><p>ISBN: 9789871004195</p><div class="ff17"><span class="a">Resumen: "La danza de los signos </span><span class="a">ha sido escrito </span><span class="a">con la finalidad de servir como breve ma</span><span class="a">nual o texto–guía para estudiantes que se </span><span class="a">inician en el estudio de semiótica general. </span><span class="a">Pr<span class="l6">esent<span class="l7">a nociones fundamentales, refle</span></span></span><span class="a">xiones e ideas sobre temas y asuntos se</span><span class="a">mióticos relacionados con la estructura de</span><span class="a">los <span class="l7">sign<span class="l8">os, la f<span class="l6">unción de los códigos, el </span></span></span></span><span class="a">len<span class="l7">gua<span class="l6">je corriente, las imágenes, los dis</span></span></span><span class="a">curs<span class="l6">os, los te<span class="l7">xtos narrativos. En una pala</span></span></span><span class="a">bra, se ocupa de <span class="l6">los fenómenos <span class="l7">más gene</span></span></span><span class="a">rales y globales de la semiosis." (presentación del libro)</span></div><p> </p><div><blockquote><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" class=" wp-image-221143 alignleft" height="225" src="https://noticias.unsam.edu.ar/wp-content/uploads/2023/03/paidos-194x300.png" width="146" /></p></blockquote><p class="title"><strong>Lo obvio y lo obtuso ; imágenes, gestos, voces / <span class="title_resp_stmt">Roland Barthes</span></strong></p><p><span data-keep-original-tag="false">Ubicación en estantería: 410 B285.E 2021</span></p><p><span data-keep-original-tag="false"> ISBN: 9788449337109</span></p><p>Resumen: "En cualquier intento de expresión podemos distinguir tres niveles: el nivel de la comunicación, el del significado, que permanece siempre en un plano simbólico, en el plano de los signos, y el nivel que R. Barthes llama de la significancia. Pero en el sentido simbólico, el que permanece a nivel de signos, se puede distinguir dos facetas en cierto modo contradictorias: la primera es intencional (no es ni más ni menos que lo que ha querido decir el autor), como extraída de un léxico general de los símbolos; es un sentido claro y patente que no necesita exégesis de ningún género, es lo que está ante los ojos, el sentido obvio. Pero hay otro sentido, el sobreañadido, el que viene a ser como una especie de suplemento que el intelecto no llega a asimilar, testarudo, huidizo, pertinaz, resbaladizo. Barthes propone llamarlo el sentido obtuso." (obtenido de lacasadellibro.com)</p></div><p> </p><div><blockquote><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img class="alignleft" height="242" src="https://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=21282" width="161" /></p></blockquote><p class="title"><strong><br /></strong></p><p class="title"><strong>Observatorio siglo XXI : reflexiones sobre arte, cultura y tecnología / <span class="title_resp_stmt">José Tono Martínez, (comp.)</span></strong></p><p><span data-keep-original-tag="false">Ubicación en estantería: 306 O145 2002</span></p><p><span data-keep-original-tag="false"><span data-keep-original-tag="false"> ISBN: <span class="label"> 9501265242</span></span></span></p><p>Resumen: "Estos ensayos, que reúnen a destacados intelectuales iberoamericanos –Beatriz Sarlo, Fernando Savater, Eugenio Trías, Osvaldo Guariglia, entre otros– plasman los interrogantes que suscita el nuevo mapa del mundo: la globalización como uno de los grandes relatos de la posmodernidad, su relación con los derechos humanos y los valores, los planteos de la bioética a partir del inquietante desciframiento del genoma humano, la relación entre democracia y sociedad de la información, las nuevas tecnologías. Un panorama que incluye también las manifestaciones artísticas y la nueva textura de la vida cotidiana." (contratapa)</p></div><p> </p><blockquote><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img class="alignleft" height="214" src="https://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=21292" width="151" /></p></blockquote><span data-keep-original-tag="false"><div><span data-keep-original-tag="false"><br /></span></div><div><span data-keep-original-tag="false"><strong>Escribir: apuntes sobre una práctica / <span class="title_resp_stmt">Alcira Bas ...[et al.]</span></strong></span></div><div><span data-keep-original-tag="false"><strong><span class="title_resp_stmt"><br /></span></strong></span></div>Ubicación en estantería: 808.066 E748 1999</span><p></p><p><span data-keep-original-tag="false"> ISBN: 9789502309040</span></p><p>Resumen: "El presente libro plantea que el trabajo de escribir es, a la vez, un proceso y un aprendizaje. Se fundamenta teóricamente la escritura como una práctica y para encararla se despliegan diferentes estrategias en función de situaciones comunicativas particulares. En la última parte, se presenta una clasificación de los problemas más comunes con los que se enfrenta el escritor inexperto y una guía útil para la autoevaluación de los propios textos." (contratapa)</p><p> </p><blockquote><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img class="alignleft" height="209" src="https://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=5825" width="151" /> </p></blockquote><p><br /></p><p class="title"><b>Apostillas a El nombre de la rosa / Eco, Umberto</b></p><p>Ubicación en estantería: <span style="background-color: white; color: #222222; font-family: Arial, Verdana, Helvetica, sans-serif;">853.914 E1929n.E 1985 </span>(Alta Demanda duplicado)</p><p>ISBN: <span style="background-color: white; color: #202020; font-family: Arial, Verdana, Helvetica, sans-serif;">8426411584</span></p><p><span style="background-color: white; color: #333333; font-family: "roboto condensed"; font-size: 16px;">Resumen: “<<Escribí una novela porque tuve ganas. Creo que es una razón suficiente… Empecé a escribir en marzo de 1978, impulsado por una idea seminal: tenía ganas de envenenar a un monje>> Eco nos habla de cómo ideó y escribió El nombre de la rosa, de malas novelas de intriga, de lectores ideales, de los diálogos medievales y la metafísica de la novela policíaca. Sin duda, tras la lectura de estas Apostillas, el lector retomará El nombre de la rosa y, con renovada perspicacia y más sensible olfato, se encaminará de nuevo hacia el laberinto” (contratapa)</span></p><p> </p><p class="title"></p><blockquote><strong style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img class="alignleft" height="209" src="https://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=15156" width="158" /></strong></blockquote><p></p><p class="title"><strong>Principios de anatomía y fisiología / <span class="title_resp_stmt">Gerard J. Tortora, Bryan Derrickson</span></strong></p><p>Ubicación en estantería: 612 T712.E 2018 (Alta Demanda duplicado)</p><p>ISBN: 9789687988771 </p><p>Resumen: "Ya convertida en una obra de referencia de la especialidad, Principios de Anatomía y Fisiología 15.ª edición ofrece todos los contenidos y las herramientas necesarios para navegar con éxito a través de una enorme variedad de tópicos complejos, siempre con el foco centrado en la homeostasis, un tema fundamental y unificador." (obtenido de edicionesjournal.com)</p><p><br /></p><p>Podés consultar los libros disponibles en la Biblioteca Central desde el catálogo: <a href="https://koha.unsam.edu.ar/">https://koha.unsam.edu.ar/</a></p><p><br /></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-57302287835775716992022-10-21T16:21:00.001-03:002022-10-21T16:21:08.572-03:00Nuevo buscador de las Bibliotecas UNSAM<p> <em style="font-size: 18px;">Este Buscador es una nueva herramienta que
permite localizar de manera simultánea los recursos disponibles en el
catálogo, el portal de revistas y el repositorio institucional.</em></p><p><em style="font-size: 18px;"></em></p><div class="separator" style="clear: both; text-align: center;"><em style="font-size: 18px;"> <div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg7G2zt-2M2O-vwheAFnM37wrJ1pqE-a599DROs2xrG-IETxU9z_Xx7yNMASgn4pMBrzSxg5iLMk_8XulHJTjsO9yZrynrJ8dyHPSEO13ZeI8bUQGqyEYvls9uD5s2LxJSg6lODd3E2kLXNreRsxp_Da9jJcOReHYqX-L4JIKKf30IHR5W0GN3ZviLRDA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEg7G2zt-2M2O-vwheAFnM37wrJ1pqE-a599DROs2xrG-IETxU9z_Xx7yNMASgn4pMBrzSxg5iLMk_8XulHJTjsO9yZrynrJ8dyHPSEO13ZeI8bUQGqyEYvls9uD5s2LxJSg6lODd3E2kLXNreRsxp_Da9jJcOReHYqX-L4JIKKf30IHR5W0GN3ZviLRDA" width="320" /></a><span style="font-weight: 400;"> </span></div><div class="separator" style="clear: both; text-align: left;"><span style="font-weight: 400;"> La Biblioteca Central presenta el nuevo <em>Buscador de recursos UNSAM</em>. Es un proyecto llevado a cabo por el
equipo de Desarrollo Informático con la asistencia de las áreas de
Procesos Técnicos y Servicios de la Biblioteca Central.</span><span style="font-weight: 400;"> </span></div><div class="separator" style="clear: both; text-align: left;"><span style="font-weight: 400;"> </span></div></em></div><em style="font-size: 18px;"></em><em style="font-size: 18px;"><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><span style="font-weight: 400;">El </span><i><span style="font-weight: 400;">Buscador de recursos UNSAM </span></i><span style="font-weight: 400;">está
basado en un desarrollo de software libre y cuenta con un motor de
búsqueda que permite localizar información en diferentes recursos
pertenecientes a la universidad.</span><span style="font-weight: 400;"> </span></div><p style="text-align: left;"><span style="font-weight: 400;">Con su implementación, acceder a la
información será más ágil. Facilita la localización simultánea de
material, mediante una única caja, en el catálogo de Bibliotecas UNSAM,
el Portal de Revistas y el Repositorio Institucional.</span><span style="font-weight: 400;"> </span></p></div></em><em style="font-size: 18px;"><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><span style="font-weight: 400;">Los resultados de búsqueda obtenidos
incluyen todo tipo de documentos y recursos: tesis, trabajos académicos,
libros electrónicos, imágenes y videos, revistas digitales UNSAM y las
colecciones de las Bibliotecas UNSAM:</span></div><span style="font-weight: 400;"> </span></div></em><em style="font-size: 18px;"><div class="separator" style="clear: both; text-align: left;"><span style="font-weight: 400;">Biblioteca Central UNSAM</span><span style="font-weight: 400;"> </span><p><span style="font-weight: 400;">Biblioteca Centro Tarea</span></p><p><span style="font-weight: 400;">Biblioteca de Economía y Negocios</span></p></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><span style="font-weight: 400;">Biblioteca del Instituto de Ciencias de la Rehabilitación y Movimiento</span></div><p style="text-align: left;"><span style="font-weight: 400;"></span></p><p style="text-align: left;"><span style="font-weight: 400;">Biblioteca de Posgrado</span></p>
<p> <span style="font-weight: 400;"> </span></p><p style="text-align: left;"><span style="font-weight: 400;">Podés consultar el Buscador <a href="https://buscador.unsam.edu.ar/">desde acá</a></span></p></div></em><br /><em style="font-size: 18px;"></em><br /><em style="font-size: 18px;"></em><em style="font-size: 18px;"><div class="separator" style="clear: both; text-align: center;"> </div></em><em style="font-size: 18px;"><div class="separator" style="clear: both; text-align: center;"> </div></em><em style="font-size: 18px;"><div class="separator" style="clear: both; text-align: center;"> </div></em><em style="font-size: 18px;"><br /> </em><p></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-74409637202509072532022-10-20T18:05:00.004-03:002022-10-20T18:05:28.576-03:00Nueva colección de libros electrónicos<p> <span style="font-size: small;"><span style="font-weight: normal;"><i>Son 6.000 los nuevos títulos incorporados a la plataforma digital ¡En
esta nota te contamos cómo acceder a la nueva colección de ebooks! </i></span></span></p><div style="box-sizing: border-box;"><br /></div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKJGtEBCuE6JVH7xsVdtqO6bIWZXCxar2dIrZhK6QB1mGd-xnJ6j3i0HHCQHJlKVG3v1LldX-8aQzYIzn4CY3tJ-Gg-PX-SASLT6F75LA-AAj2nJStz8Z26kjMKEbg3muLQkMOilQSMIqOcTQnGwQ1MokoIlDN1Y-kt31UccRRAGZjLWC5MlTKmcoIvg/s1920/Bidi-%20CIN-%20banner%20noticias%20unsam.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKJGtEBCuE6JVH7xsVdtqO6bIWZXCxar2dIrZhK6QB1mGd-xnJ6j3i0HHCQHJlKVG3v1LldX-8aQzYIzn4CY3tJ-Gg-PX-SASLT6F75LA-AAj2nJStz8Z26kjMKEbg3muLQkMOilQSMIqOcTQnGwQ1MokoIlDN1Y-kt31UccRRAGZjLWC5MlTKmcoIvg/s320/Bidi-%20CIN-%20banner%20noticias%20unsam.png" width="320" /></a></div><div style="box-sizing: border-box;"> </div><div style="box-sizing: border-box;"> </div><div style="box-sizing: border-box;">La Colección Interuniversitaria Digital –<a href="https://cid.cin.edu.ar/" rel="noopener" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;" target="_blank">CID</a>– es una biblioteca digital desarrollada por la<b style="box-sizing: border-box; font-weight: bold;"> </b>Dirección
General del Consejo Interuniversitario Nacional (CIN) para todas las
instituciones universitarias públicas miembro del CIN.</div><div style="box-sizing: border-box;"> </div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;">Se trata de una colección multidisciplinaria de<span> </span><b style="box-sizing: border-box; font-weight: bold;">6000 libros electrónicos</b><span> </span>de
prestigiosas editoriales académicas y universitarias como Panamericana,
Pearson, Reverté, Siglo XXI, Miño y Dávila, Granica, La Crujía, Biblos,
Hammurabi, Grupo Planeta, Grupo Pengüin Random House, UNSAM Edita.</div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;">La
colección CID- CIN abarca las áreas de ciencias de la salud, ciencias
sociales y derecho, y está disponible para la Comunidad UNSAM desde la
plataforma BiDi de la Biblioteca Central.</div><div style="box-sizing: border-box;"> </div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;">Importante: para acceder a la plataforma es necesario ingresar con la cuenta de correo institucional @unsam</div><div style="box-sizing: border-box;"> </div><div style="box-sizing: border-box;">Podés ingresar desde<span> </span><a href="https://accounts.google.com/o/oauth2/v2/auth/oauthchooseaccount?hd=*&scope=openid%20email%20profile&state=3378d70cea7393412583c9d8549748ab&response_type=code&approval_prompt=auto&redirect_uri=https%3A%2F%2Fapi.bidi.la%2Foauth%2Flogin%2Funsambiblioteca&client_id=250606368820-mneb03prt8ha2428f0ooo3sm97sp0pm8.apps.googleusercontent.com&flowName=GeneralOAuthFlow" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">acá</a></div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;">Consultar<span> </span><a href="https://cid.cin.edu.ar/editoriales" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">listado de editoriales</a></div><div style="box-sizing: border-box;">Consultar<span> </span><a href="https://cid.cin.edu.ar/attachments/article/14/Listado%20de%20titulos.xlsx%20-%206000%20t%C3%ADtulos.pdf" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">listado de libros</a></div><div style="box-sizing: border-box;"> </div><div style="box-sizing: border-box;"><a href="http://www.unsam.edu.ar/biblioteca_central/libroselectronicos.asp" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">Más información</a></div><div style="box-sizing: border-box;"> </div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;"></div><div style="box-sizing: border-box;"><a href="https://www.youtube.com/watch?v=__5-WUtxN60" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">Ver el video presentación</a></div><div style="box-sizing: border-box;"> </div><p></p><div class="sing-cont" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 26px; margin-left: 75.75px; orphans: 2; position: relative; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; width: 606px; word-spacing: 0px;"><div class="sing-spacer" style="box-sizing: border-box; padding: 18.1719px 36.3594px;"><div style="box-sizing: border-box;"><br /> </div></div></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-17466974249931340172022-10-18T16:24:00.000-03:002022-10-18T16:24:58.175-03:00Nuevas adquisiciones: Octubre 2022<p><b> <span style="font-size: medium;">Novedades bibliográficas: octubre 2022
</span></b></p><span style="font-size: small;">
</span><div class="post-header">
</div><span style="font-size: small;">
</span><h4 style="text-align: left;"><span style="font-weight: normal;"><span style="font-size: small;"><span><span style="font-family: times;"><i> Les compartimos las últimas adquisiciones bibliográficas de la Biblioteca Central correspondiente al mes de julio. <span>Todos
los títulos forman parte de la Colección General. Para cada material se
ofrece información bibliográfica, ubicación en el estante y un resumen
del contenido tomado de la contratapa, de librerías u otros sitios en
Internet.</span></i></span></span></span></span></h4><div style="text-align: center;"><h4><span style="font-size: small;"><span><span style="font-family: times;"><i><span><span style="font-weight: normal;">¡Conocé los nuevos títulos!</span></span></i></span></span></span></h4><p style="text-align: left;"><span style="font-size: small;"><span><span style="font-family: times;"><i><span><span style="font-weight: normal;"> </span></span></i></span></span><span style="font-family: times;"><b><span style="font-weight: normal;"><br /></span></b></span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 131px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 83px;"><img height="131" src="https://lh3.googleusercontent.com/S4JPq-i1uWr9vSsiCdXEFBmCNMCaGcGjRPqbLnroQ0JV2pkuux-CSRkCElcgpW5cfizEztRzluE3NHToCce95vYvmB0Xsuk0wAlJs5IxvzCfkpZAwMsSso7vk6bBuV4S3dzh18MUXW1Lqy581WlTdor8PkCvkgVrTw0sZXMq8H8iOpWcj6HLtKZirleKj7RBy24ACg" style="margin-left: 0px; margin-top: 0px;" width="83" /></span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><b><span style="background-color: transparent; color: black; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Aniquilación</span></b><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><b> / Michel Houellebecq</b>; traducción de Jaime Zulaica.</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 813.914 H837.E 2022</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 978-84-339-8121-9</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> "Houellebecq orquesta una ambiciosa novela total que es muchas cosas a la vez: un thriller con flecos esotéricos, una obra de crítica política, un descarnado retrato familiar y también una narración íntima y existencial sobre el dolor, la muerte y el amor, que acaso sea lo único que puede redimirnos y salvarnos. Una novela provocadora y apocalíptica que, como suele ser habitual en Houellebecq, deslumbrará o escandalizará. Lo que es seguro es que no dejará a nadie indiferente, porque el autor tiene la inusual virtud de sacudir conciencias</span>"</span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 124px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 83px;"><img height="124" src="https://lh6.googleusercontent.com/0M-c8Z1WJorcOwW8_bBEW2Q48Sp4fvqogx9Z7KO8YV-YlE1LixxO6DVif5dZz3uxv0U5IRvAwo2EZB3hQa2i3nsgy0hatox44zrVhYCnFZnv6DwGOxSWjI1sdrhLAg7PE2bC0KCKo27bIlWBLakOxZdus0__uBm2SOL4y8R8MUnyC0WSgkyewsQftfGnhJMt_7BQpA" style="margin-left: 0px; margin-top: 0px;" width="83" /></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b>Manual básico de técnica cinematográfica y dirección de fotografía / José Martínez Abadía, Jordi Serra Flores</b> </span></span></p><p style="text-align: left;"></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 778.5 M3869 2000 </span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 9788449309854</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">"En esta obra, los autores han elaborado un manual útil para todos aquellos que desean introducirse y profesionalizarse en la técnica del cine y en la dirección de fotografía aplicada a los diferentes medios audiovisuales. Esta guiada por un afán de exhaustividad que permita a los lectores facilitar el acceso a la comprensión de la tecnología de la cámara de cine, describir los formatos cinematográficos, identificar los soportes de cámara más extendidos, comprender las propiedades de la luz y de los objetivos, profundizar en el terreno de las distintas películas existentes y sus características, adentrarse en la iluminación en sus aspectos técnicos, conocer los filtros y sus efectos sobre la imagen, aportar las claves básicas para dominar la medida de la exposición en el proceso de toma de imágenes, reconocer las técnicas de revelado aplicables en los laboratorios, describir la tecnología empleada en los procesos de montaje y de proyección de los filmes, etc. En suma, no dejar fuera nada que pueda ser significativo en la obtención de imágenes de calidad en los medios audiovisuales. Martínez Abadía y Serra Flores, igualmente, han preferido ampliar el campo de influencia a un elenco mucho más amplio que el ámbito académico de centros universitarios y de formación profesional especializados en medios audiovisuales. Y quieren facilitar el acceso al conocimiento de los factores que se deben tener en cuenta en la técnica cinematográfica y en la dirección de fotografía a todos los profesionales del mundo del cine presentes y futuros, a fotógrafos tanto de imagen fija como móvil, iluminadores, operadores de cámara, directores de fotografía, escenógrafos, productores, ayudantes de dirección y realización, directores y realizadores, estudiantes de la rama profesional de la Comunicación"</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 153px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 95px;"><img height="153" src="https://lh5.googleusercontent.com/ZwJqFDwPGn8YgHao3AQ8FLZqMRg7fZh3Zkmwai_LgrKqtgmoBhe2_apWwEg53GjeAwen32lGgp_I32xzcY0u5AVasuMK6F3c2iQW-taO9Byxtj0d87NPJeyyDRQPh-YAZ5IrWjDSTztmeo-sYcfUqZPFpd7H6pGTIaiZ7afILcCOCsIEOYifA995fsl5lkbyNHQZTg" style="margin-left: 0px; margin-top: 0px;" width="95" /></span><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b> El libro del arte / Cennino Cennini</b> </span></span></p><p></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 751.0902 C395.E 1988</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 847600284X; 9788476002841</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> "El libro del arte del pintor y teórico italiano Cennino Cennini es, sin lugar a dudas, el primer tratado moderno de pintura, que aun manteniendo el método expositivo de los recetarios medievales ya recoge los preceptos sobre el dibujo y el color heredados de Giotto a través de la escuela florentina de Tadeo y Agnolo Gaddi. Valorado de nuevo por la ilustración dieciochesca, en el siglo XIX por los prerrafaelistas y, más tarde, a principios del XX, por el círculo intelectual de Viena (Schlosser y Antal) y la escuela neoidealista italiana (Venturi, Asunto), en la actualidad es utilizado por multitud de estudiantes de arte y jóvenes pintores como manual teórico y sobre todo práctico que, después de más de cinco siglos, vuelve a recuperar su primitiva función docente. Prolongada por el historiador del arte Licisco Magagnato y comentada y anotada por un químico como Franco Brunello, la edición que ahora presentamos descifra por vez primera las claves técnicas del milagro pictórico del quattrocento mediante el análisis de los colores, tizas, colas, y tantos otros elementos cuya composición era todavía para muchos un gran interrogante."</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 122px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 85px;"><img height="122" src="https://lh3.googleusercontent.com/PVY9oINEnhCFedaN5qeUqjWbzvSVzElf4SG5Zutn6WLhrybTxcpka6CKP-N984bLg7zqiji4oTNsSkb1KNTBeJVQWgVMKvJAcw5PewEBTX_RRk-r_zawtbKncomYy0CIW4OfIQ6A64r8_kADUXGCC4mbHQleyjd2qlon8YgxOALHy8LGLhI3v9M3vj8s0PazrCjmfQ" style="margin-left: 0px; margin-top: 0px;" width="85" /></span><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b> Feminismos populares: pedagogías y políticas / Claudia Korol </b>(comp.); [Roxana Longo ... et al.].</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 305.42 F3294f 2016</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 9789871497805</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> "Este libro fue amasado por diversas manos. Experiencias de mujeres que desde diferentes latitudes vienen tejiendo resistencias rebeldes y creativas. Mujeres organizadas en movimientos sociales, gritando, creando estrategias de transformación de sus realidades y las de sus países. Estas páginas cuentan la lucha de mujeres latinoamericanas por la defensa de los cuerpos y los</span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">territorios. Mujeres campesinas, indígenas, urbanas, que se la juegan por la paz y por la vida digna. Mujeres que se animan a la construcción de poder popular desde iniciativas anti patriarcales, descolonizadoras y socialistas. Trae también las voces de hermanas travestis, lesbianas, trans, que han ido enseñando nuevos modos de enfrentar la violencia patriarcal desde el feminismo."</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 118px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 81px;"><img height="118" src="https://lh5.googleusercontent.com/5J-eVFosDAK-vLOoAh19aI27VbaP4F50-WoRLqFT-D7aTxfUaFCppkNB7N8qt09W2xicuWB0rnOOXKpOXsZge2dGtYXy6j_CD44NWvW26pOtmNhCQCp3qX503oW4xooVVIwrxhzgrrbo4OnMXAbAZyWWluxOMkjHGklb2S1ziC0s7kOl5Gf8P2GVSeuHRUiSlMwWyw" style="margin-left: 0px; margin-top: 0px;" width="81" /></span><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b> Cuando el feminismo era mala palabra: algunas experiencias del feminismo porteño / Mónica Tarducci, Catalina Trebisacce, Karin Grammático.</b></span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 305.42 T183 2019</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 9789508024329</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> "Este libro trata de cumplir el deseo expresado desde distintos ámbitos: hacer una historia del feminismo Argentino de la Segunda Ola, es decir el que tuvo lugar entre los años setenta y noventa del siglo XX. Conocer las luchas que aparecen en estas páginas, no es un ejercicio de mera nostalgia, sino que que es la posibilidad de ver, lo que otras mujeres ya reflexionaron."</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 126px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 90px;"><img height="126" src="https://lh3.googleusercontent.com/7jVsEx46DUinUU_KHoD_I1mgiZnoY0Yu6CjxD1_CVX_Hk_6Nb0nySUd3XwfTa-7F_Pl5j1B-8bLmzXCLLx9pyFrZlwR-hozCCP0GB5Q_qkwm-XeZO24mNcZNIeXIRzM6nt-qZF32ZM-lKLdxdbWyBKrCxiWzZDHOOP8MZ2FQkWmamyDIFKvgG4kYXf6OftsQqj4bxA" style="margin-left: 0px; margin-top: 0px;" width="90" /></span><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b>Ética de la salud / Giovanni Berlinguer</b>; [tr. Sabina Ohlberg].</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 174.2 B5156.E 2003</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 9789508920232</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> "Ética de la salud es una manera de aportar elementos a una discusión que las profundas desigualdades sociales producto de la lógica del mercado y la cultura hedonista del neoliberalismo van volviendo cada día más necesaria. La ética invade hoy numerosos discursos, sin embargo, necesitamos recuperar el concepto para evitar que se transforme en un comodín de la tecno burocracia médico-sanitaria."</span></span></p><p></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 131px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 91px;"><img height="131" src="https://lh3.googleusercontent.com/--9evCB_uIME1GKaoFCOETu8DK_jpCI63GHIPAK4Z76V1QBxW4y20IImrSfUUw4pJ7aTdegwXn_OMp5VXCI9sR890nkObWfCmjPAi73gWi7E-s1aEijGRCZm6yw5ykV2-x9YdACyZi1q9iix8ejUW4qZEzBJ7v4IJgxoOWn2vQfiANgYUdkXaFO88fl4wM03TCoXdQ" style="margin-left: 0px; margin-top: 0px;" width="91" /></span><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b>Enfermería medico quirúrgica: Brunner y Suddarth (v.1 y v.2)</b>/ Janice L. Hinckle, Kerry H. Cheever; [eds].</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 610.73677 B8977.E 2019 v1</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">ISBN: 9788417602253 </span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 610.73677 B8977.E 2019 v2</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">ISBN: 9788417602260</span></span></p><p style="text-align: left;"></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">"Brunner y Suddarth Enfermería medico quirúrgica ha sido la obra de referencia para estudiantes, docentes y profesionales de la enfermería en activo durante casi cinco décadas. En esta obra se tratan con exhaustividad un gran número afecciones, centrándose en conceptos fisiológicos, fisiopatológicos y psicosociales. En especial, no obstante, se hace hincapié en la atención de enfermería, y se da una especial relevancia al papel del profesional en el cuidado, la educación y la ayuda al paciente y sus allegados. Esta 14a edición continúa con el objetivo de ser el libro de referencia. Se ha actualizado y mejorado para ofrecer una solución totalmente integrada que promueva el juicio clínico, el rendimiento y el éxito los exámenes y en la práctica de enfermería. En otras palabras, se ha modificado para reflejar de forma sencilla la naturaleza compleja de la práctica de enfermería de nuestros días. Asimismo, sigue siendo altamente legible y rico en interesantes casos de estudio y herramientas de aprendizaje."</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 127px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 102px;"><img height="127" src="https://lh4.googleusercontent.com/NPff3Fk17lxb1uP5R38fQ_3xVDpuYyQ8pfJqSIOPkP-Xpv9JvkuSo77XmCK3PCLd2spR2EjDCpITsrBPjT2fLom8Y0JgzgbBWzoJ80qACYhqFiRqVQLurh-yxKG00EDzSnwYNUD--Qcai_ZykfVcu_UYRAunr_XP2Oi-Oy3yW9dJVTTFaDK5NS29-5HENQbaCBdsyA" style="margin-left: 0px; margin-top: 0px;" width="102" /></span><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b> Técnicas de enfermería clínica: de las técnicas básicas a las avanzadas / Sandra F. Smith, Donna J. Duell, Barbara C. Martin</b></span></span></p><p style="text-align: left;"></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 610.73 S659.E 2009 </span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 9788483225097 (O.C); 9788483225073 (v.1); 9788483225080 (v.2)</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> "El manual Técnica de enfermería Clínica se ha escrito con el objetivo de ofrecer un material exhaustivo y actualizado, que sirva como base para una buena información a los futuros profesionales de enfermería. Esta obra se distingue de otros textos de técnicas de enfermería por poseer: Material nuevo y actualizado tanto sobre la presentación de las técnicas como sobre la práctica de enfermería basada en la evidencia; cientos de fotografías e ilustraciones; aplicación a los aspectos clínicos mediante los casos de pensamiento crítico; pautas de gestión, que incluyen los principios para la delegación y la comunicación con el equipo sanitario que ayudarán a a asumir el papel del profesional en el tratamiento."</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="border: medium none; clear: left; display: inline-block; float: left; height: 130px; margin-bottom: 1em; margin-left: 1em; overflow: hidden; width: 80px;"><img height="130" src="https://lh4.googleusercontent.com/Cwk9hdMwMr4UlHY-gD8v7RNeaSrfo65qkcBkM66pLSqYw8E2tk-_mlw_UuAXnfr0CHU1Jd5kvWMj5UYlOhtofyDq7TuzUqFwFCswrSIt0sq4Hql2MNtTGK7-CPGUJPA5H9mej2Aez79Y5mRdkfQ0JYMOd7GOO9MjOd9dkAdu3zORbCg4VGWSuCSjL8xTZJtLaO1BdA" style="margin-left: 0px; margin-top: 0px;" width="80" /></span><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"></span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> <b>Bioética : nuevas reflexiones sobre debates clásicos / Florencia Luna, Arleen L.F. Salles ; con colaboraciones de Maria Victoria Costa, Susana E. Sommer y Graciela Vidiella.</b></span></span></p><p style="text-align: left;"></p><p style="text-align: left;"><span style="font-size: small;"></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> Ubicación en estantería: 174.2 L961 2008</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> ISBN: 9789505577521</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">"Con un criterio amplio y exhaustivo, Bioética: nuevas reflexiones sobre debates clásicos ofrecen al lector no familiarizado la posibilidad de aproximarse a las cuestiones fundamentales de la bioética y presenta al especialista un análisis de los puntos centrales de la discusión actual. Florencia Luna y Arleen L. F. Salles llevan a cabo un recorrido por los principales abordajes que han tenido los temas clave y se detienen en los enfoques alternativos, que han provocado interpretaciones divergentes y que remiten a diferentes perspectivas filosóficas. El contenido del volumen pone en evidencia las sucesivas transformaciones que ha sufrido la bioética y los alcances de sus bases teóricas en relación con la particular realidad y las problemáticas de América Latina. Las autoras revisan las principales teorías clásicas de la ética -el utilitarismo y el de ontologismo, la teoría de los principios y los modelos deductivistas del razonamiento moral-, y analizan los conflictos concretos que surgen del vínculo particular entre médicos y pacientes: la autonomía y el paternalismo, los alcances de la confidencialidad y el consentimiento informado, la eutanasia voluntaria y el suicidio asistido, la anticoncepción, la reproducción asistida y los usos de la clonación, y los debates morales en torno al aborto. También consideran las exigencias que requieren las investigaciones sobre bioética, así como los dilemas sobre el derecho general a la salud, en especial en lo que atañe a las mujeres, y la función que debería cumplir el Estado."</span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><span style="font-size: small;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></p><p style="line-height: 1.295; margin-bottom: 8pt; margin-top: 0pt; text-align: left;"><i><span style="font-size: small;"><span style="background-color: transparent; color: black; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Todos los títulos ya están disponibles para préstamo en la Biblioteca Central ¡Te esperamos! </span></span></i></p><p></p><p></p></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-17594766847576624632022-08-26T15:35:00.007-03:002022-08-26T15:35:41.326-03:00No te pierdas el ciclo de seminarios web de la BC UNSAM<p> <span style="font-size: small;"><span style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: "Roboto condensed"; font-style: italic; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;">El ciclo de capacitaciones de la Biblioteca Central se renovó y te contamos todo en esta nota ¿A cuál seminario te vas a anotar?</span></span></p><p><span style="font-size: small;"><span style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: "Roboto condensed"; font-style: italic; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBNOFqO61bm0qttXVWQxiMQj3onmGZUeuSrrG-Hejsx-pnEFAhNZDOShB0OYPwdXM3BrFhSOotbPKWQQsvoztThIv8feL35axEB2Bh1dYMLjcpkUFg4Xp4UWQBrHwwZ0Ruw2ZhoTKUWn80krHQKlGLtS8JAhR6_VGpAuhs0iTym6XnsM1k-ojBSdTGpw/s1920/capacitaciones%20-%20PANTALLA%20LED.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1080" data-original-width="1920" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBNOFqO61bm0qttXVWQxiMQj3onmGZUeuSrrG-Hejsx-pnEFAhNZDOShB0OYPwdXM3BrFhSOotbPKWQQsvoztThIv8feL35axEB2Bh1dYMLjcpkUFg4Xp4UWQBrHwwZ0Ruw2ZhoTKUWn80krHQKlGLtS8JAhR6_VGpAuhs0iTym6XnsM1k-ojBSdTGpw/w428-h241/capacitaciones%20-%20PANTALLA%20LED.png" width="428" /></a></div><p><span style="font-size: small;"><span style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: "Roboto condensed"; font-style: italic; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"> </span></span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;">La Biblioteca Central ofrecerá durante septiembre distintos seminarios web destinados a las comunidades académicas de la UNSAM.</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;">La propuesta consta de cinco encuentros con modalidad virtual (Google Meet), abiertos a la Comunidad UNSAM y gratuitos.</span></span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;"><u style="box-sizing: border-box;">Seminarios web:</u><br style="box-sizing: border-box;" /></span></span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;"><span style="box-sizing: border-box;"><i style="box-sizing: border-box;">– <b style="box-sizing: border-box; font-weight: bold;">Recursos de investigación para Ciencias Sociales y Human<br />as: </b></i>se abordarán recursos de información académica y técnicas para investigar en la web enfocados a las disciplinas. S</span></span>e presentarán las plataformas académicas de libros electrónicos (BiDi y eLibro) y la base de datos especializada Jstor.</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;"><span style="box-sizing: border-box;"><i style="box-sizing: border-box;"> </i></span></span><span style="box-sizing: border-box; font-family: inherit;"><span style="box-sizing: border-box;"><i style="box-sizing: border-box;">– <b style="box-sizing: border-box; font-weight: bold;">Recursos de investigación para Ciencia y Tecnología:<span> </span></b></i>se abordarán recursos de información académica y técnicas para investigar en la web enfocados a las disciplinas. Se presentarán las plataformas académicas de libros electrónicos (BiDi y eLibro) y la Biblioteca Electrónica del MINCyT (BECyT).</span></span></span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;"><span style="box-sizing: border-box;"><i style="box-sizing: border-box;">– <b style="box-sizing: border-box; font-weight: bold;">Recursos de investigación para Ciencias de la Salud:</b></i><b style="box-sizing: border-box; font-weight: bold;"><span> </span></b>se abordarán recursos de información académica y técnicas para investigar en la web enfocados a las disciplinas. Se presentarán las plataformas académicas de libros electrónicos (BiDi y eLibro) y la Biblioteca Electrónica del MINCyT (BECyT).</span></span></span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;">– <b style="box-sizing: border-box; font-weight: bold;"><i style="box-sizing: border-box;">Escritura académica: conociendo las normas APA 7a ed.: </i></b>estará dedicado a la referencia y la cita de fuentes bibliográficas. Se trabajará la escritura académica, el concepto de “plagio” y se explicarán las técnicas para evitarlo. Se presentará la manera correcta de aplicar referencias bibliográficas según las normas de estilo APA. Se abordará la última edición de las normas APA (<b style="box-sizing: border-box; font-weight: bold;">7a ed</b>)</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;">– <b style="box-sizing: border-box; font-weight: bold;"><i style="box-sizing: border-box;">Gestores de referencias: Zotero y Mendeley:<span> </span></i></b>se enfocará en estos recursos fundamentales para organizar la información bibliográfica. Se presentarán las herramientas básicas para comenzar a usar los gestores automáticos de bibliografías.</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"> </span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><u style="box-sizing: border-box;">Días y horarios</u>:</span></p><div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;"><span style="box-sizing: border-box;">– Recursos de investigación para Cs Sociales y Humanas: martes 6/9 – 16 a 17 h</span></span></span></div><div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;"><span style="box-sizing: border-box;">– Recursos de investigación para Ciencia y Tecnología: martes 13/9 – 16 a 17 h</span></span></span></div><div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><span style="box-sizing: border-box; font-family: inherit;"><span style="box-sizing: border-box;">– Recursos de investigación para Ciencias de la Salud: lunes 19/9 – 18 a 19.30 h</span></span></span></div><div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;">– Escritura académica: conociendo las normas APA: martes 20/9 – 16 a 17 h</span></div><div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;">– Gestores de referencias Zotero y Mendeley: martes 27/9 – 16 a 17.30 h</span></div><div style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"> </span></div><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><u style="box-sizing: border-box;">Destinatarios</u><b style="box-sizing: border-box; font-weight: bold;">:</b><i style="box-sizing: border-box;"> </i>Comunidad UNSAM (Cupos limitados).</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><u style="box-sizing: border-box;">Inscripción</u>: Enviar un e-mail a <b style="box-sizing: border-box; font-weight: bold;">bc@unsam.edu.ar</b></span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;">Deberás indicar: nombre completo, DNI, unidad académica UNSAM a la que pertenecés y el nombre del seminario en el que quieras participar.</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; word-spacing: 0px;"><span style="font-size: small;"><i style="box-sizing: border-box;">¡Te esperamos!</i></span></p><p><span style="-webkit-text-stroke-width: 0px; background-color: white; color: #333333; display: inline !important; float: none; font-family: "Roboto condensed"; font-size: 18px; font-style: italic; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </span></p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-9000013955253928042022-08-08T17:36:00.006-03:002022-08-08T17:36:59.578-03:00Novedades bibliográficas: Julio 2022<p style="text-align: center;"><span style="font-size: small;"><span style="font-family: times;"><i> Les compartimos las últimas adquisiciones bibliográficas de la Biblioteca Central correspondiente al mes de julio. <span>Todos
los títulos forman parte de la Colección General. Para cada material se
ofrece información bibliográfica, ubicación en el estante y un resumen
del contenido tomado de la contratapa, de librerías u otros sitios en
Internet.</span></i></span></span></p><div style="text-align: center;"><span style="font-size: small;"><span style="font-family: times;"><i><span><b>¡Conocé los nuevos títulos disponibles!</b></span></i></span></span></div><div style="text-align: center;"><span style="font-size: small;"><span style="font-family: times;"><i><span><b> </b></span></i></span></span></div><div style="text-align: center;"><span style="font-size: small;"><span style="font-family: times;"><i><span><b> </b></span></i></span></span></div><div style="text-align: left;"><p style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: small;"><span style="font-family: times;"><i><span><b> </b></span></i><img alt="" height="178" id="largeCoverImg" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=18571" width="126" /><b> </b></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><b><span class="title_resp_stmt"></span></b><b><span class="title_resp_stmt"></span></b><b><span class="title_resp_stmt"></span></b><b><span class="title_resp_stmt"></span></b><b><span class="title_resp_stmt"></span></b><b><span class="title_resp_stmt"></span></b><b><span class="title_resp_stmt"><!--[if gte mso 9]><xml>
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<![endif]--></span></b></span></span></div><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span> <span style="font-size: small;"><span style="font-family: times;"><b> </b></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><b>Política sexual : una obra fundamental de la literatura feminista del siglo XX</b> / <span class="title_resp_stmt">Kate Millet (1995)</span><b><span class="title_resp_stmt"><br /></span></b></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería: 809.89287
M653.E 1995</span></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"> </span><span style="line-height: 107%;">"El gran interés de este ensayo
de Kate Millett -ensayo que, a pesar de su modernidad, se ha
convertido en un clásico de la literatura feminista- radica en la coexistencia
en su análisis de dos críticas, la literaria y la cultural, que permiten captar
los nítidos reflejos que la literatura ofrece de esa vida que describe,
interpreta e incluso deforma. "Política sexual" se divide en tres
grandes partes. La primera gira en torno a la afirmación de Millett de que el
sexo reviste un cariz político que suele pasar inadvertido la mayoría de las
veces. La segunda parte es eminentemente histórica y su objetivo es aclarar la
transformación de las relaciones sexuales tradicionales, experimentada a finales
del siglo XIX y principios del XX. En la tercera parte Kate Millett
se centra en las consideraciones literarias estudiando la obra de autores tan
representativos de esa época como D. H. Lawrence, Henry Miller, Norman Mailer
y, como contraste frente a éstos, Jean Genet"</span></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> <br /></span></span></span></div><div style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> <br /></span></span></span><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"> <b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=18567" height="201" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=18567" width="130" /></span>Movimientos de mujeres en América Latina: estudio teórico comparado / </b><span class="title_resp_stmt">Maxine Molyneux ; traducción de Jaqueline Cruz (2003)</span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN 843762086400076; 9788437620862</span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> 305.42098
M731.E 2003</span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><div class="title" style="text-align: left;"><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"Los
conflictos en torno al género y el poder político han sido un componente
fundamental en la historia del mundo moderno. «Movimientos de mujeres en
América Latina» analiza la política de género y las políticas públicas en
conexión con los estados, las políticas estatales y las revoluciones en los
países del sur de América. Pero aunque el enfoque principal lo constituye
América Latina, las cuestiones teóricas que conforman los análisis tienen una
aplicación más amplia, tienen un carácter más comparativo. Se pretende, pues,
poner en relación las experiencias de países individuales y, al mismo tiempo,
explorar hasta qué punto lo que pueden parecer procesos específicos de un país
determinado son en gran medida procesos internacionales"</span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="Breve historia feminista de la literatura española (en lengua castellana) Vol. 2" class="n3VNCb KAlRDb" data-noaft="1" height="212" src="https://img1.wsimg.com/isteam/ip/67f340b6-24da-4595-b881-56643307b8ab/ols/PCPU-090.jpg/:/rs=w:1200,h:1200" style="height: 175px; margin: 1.15px 0px; width: 114px;" width="138" /></span></b><span class="title_resp_stmt"></span><b>Breve historia feminista de la literatura española (en la lengua castellana)</b> / <span class="title_resp_stmt">Iris M. Zavala (coord.) (1993)<br /></span><span style="line-height: 107%;"></span></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: 9788437620862 (v.2)<br /></span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> 860.9 B846
1993 </span></span></span>
</div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><div class="title" style="text-align: left;"><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p>
<p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"</span><span style="line-height: 107%;"><span class="x-el x-el-span c2-1 c2-2 c2-3 c2-4 c2-5 c2-6 c2-7 c2-8" data-ux="Element"><span>Cualquiera
que consulte una historia literaria tradicional desde que se
institucionalizó la literatura, ha de encontrarse con un vacío de
nombres propios de mujeres escritoras que estos volúmenes de la <em class="x-el x-el-span c2-1d c2-1e c2-3 c2-6k c2-1n c2-1k c2-6l c2-6m">Breve historia feminista de la literatura española</em> intentan comenzar a re-nombrar. Este volumen II está dedicado a <em class="x-el x-el-span c2-1d c2-1e c2-3 c2-6k c2-1n c2-1k c2-6l c2-6m">La literatura escrita por mujer. Modos de representación desde la Edad Media hasta el siglo XVIII.</em></span></span>" </span><span style="line-height: 107%;"></span><span style="line-height: 107%;"> </span> <b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18580" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18580" /></span> </b></span></span></p></div></div><div class="title" style="text-align: left;"><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><b> </b></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><b> </b></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><b> </b></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><b>Feminismos europeos, 1700- 1950: una historia política </b>/ Karen Offen (2020)</span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><b><br /></b></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: </span><span class="results_summary isbn"><span class="label"></span><span>9788446048961</span></span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span>305.42094 O321.E 2020</span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"</span><span style="line-height: 107%;">En esta ambiciosa obra, rescata Karen Offen la historia de las luchas
que libraron las mujeres europeas (y también los hombres) en contra de
la dominación masculina. A lo largo de un recorrido de 250 años –desde
la Ilustración hasta la era atómica–, la autora se marca diversos
objetivos. Para lectores menos especializados y para aquellos que estén
interesados ante todo en la crónica histórica, ofrece un estudio
comparativo de gran aliento sobre los desarrollos feministas en las
distintas sociedades europeas, así como una relectura de la historia
europea desde una perspectiva feminista.<br />
En otro nivel, al ofrecer un análisis histórico amplio y preciso, el
libro pretende desenmarañar algunas percepciones erróneas y arrojar luz
sobre algunos confusos debates contemporáneos sobre la Ilustración, la
razón, la naturaleza, la igualdad frente a la diferencia, y lo público
frente a lo privado. La autora plantea que los feminismos históricos
tienen mucho más que ofrecernos que meras paradojas lógicas y
contradicciones, que tienen mucho más que ver con la política sexual que
con la filosofía. Las victorias feministas no están relacionadas, en
sentido estricto, con esgrimir las razones correctas, ni el género es
tan solo «una categoría útil de análisis»; la diferencia sexual se
encuentra en el corazón mismo del pensamiento y la política humana""</span></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><br /><span class="title_resp_stmt"></span></span></span></div><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;"></span></span></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"> <b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img class="chocolat-img" height="200" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?imagenumber=18579" width="133" /></span></b><b>Visión y diferencia : Feminismo, feminidad e historias del arte / </b><span class="title_resp_stmt">Griselda Pollock (2013)<br /></span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: </span><span class="results_summary isbn"><span class="label"></span><span>9789872838645</span></span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> 704.042
P776.E 2013 </span></span></span>
</div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;">"Desde su primera publicación en Inglaterra, Visión y diferencia.
Feminismo, feminidad e historias del arte ha sido continuamente citado
como un ensayo pionero en la articulación del análisis erudito de obras
artísticas con la intensa problematización de esas obras desde una
perspectiva teórica marxista y feminista. ¿Por qué el cuerpo femenino
desnudo fue el campo de batalla del modernismo? ¿Cuál es el vínculo
entre clase social, práctica artística y arte moderno, y qué lugar
ocupan las mujeres en esa triangulación? ¿Qué relación existe entre el
signo «mujer» y el mito del artista genio? ¿Cómo negocia la práctica
artística feminista los significados asociados a ese signo? En estos textos fascinantes, Griselda Pollock ensaya inteligentes
respuestas a estas y otras preguntas surgidas de la confrontación de
materiales ya transitados por la historia del arte con las herramientas
teóricas forjadas por los estudios culturales, el psicoanálisis
lacaniano en su reformulación feminista y la obra de Michel Foucault. El
lugar de lo moderno en la obra de pintoras impresionistas como Berthe
Morisot y Mary Cassatt; la problemática representación de Elizabeth
Siddall, modelo y esposa de Dante Gabriel Rossetti, en la bibliografía
sobre el prerrafaelismo; los poderes de la representación visual para
condensar ansiedades masculinas; las raíces teóricas de la práctica
artística feminista británica de la década del ochenta, y la visión como
un agente de construcción o subversión de la diferencia sexual son
algunos de los temas que la autora aborda en este libro. La vigencia de
sus reflexiones sobre la apariencia, la feminidad, el poder de la mirada
y la función de las imágenes de mujeres en la sociedad moderna, sin
perder de vista su especificidad histórica, social y material, hacen de
su lectura un punto de inflexión para la contemplación de obras
artísticas. Publicado por primera vez por Routledge en 1988 y reimpreso
más de siete veces desde entonces, el libro se traduce por primera vez
al español en forma integral en esta edición, acompañado por una
introducción original de Laura Malosetti Costa"</span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;"><br /></span></span></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"> <b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18577" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18577" /></span>Legados de libertad : el arte feminista en la efervescencia democrática / </b><span class="title_resp_stmt">María Laura Rosa (2014)</span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: </span><span class="results_summary isbn"><span class="label"></span><span>9789876913126</span></span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> </span>704.9424 R7884 2014</span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"</span><span style="line-height: 107%;">Las artistas feministas de la década de 1980 plantearon temáticas
inéditas para el campo artístico argentino: la construcción de la
sexualidad, los roles asignados a los sexos, la inmanencia del trabajo
doméstico, la procreación como condición de lo femenino, el
cuestionamiento a la heteronormatividad y la vindicación de las
libertades sexuales; temas cardinales para el impulso de otras
propuestas artísticas. Resultaron heréticas respecto de la ortodoxia
creativa del período, pues desestabilizaron los lenguajes tradicionales
del arte y abrieron vínculos con el underground porteño. Entonces, ¿qué
sucedió para su invisibilidad? Durante los 90, cuando se silenció la
labor de nuestras feministas gracias a un ejercicio de adopción directa
de categorías foráneas que prontamente se vaciaron de contenido, se
generó una frecuente confusión terminológica dado que los críticos del
período emplearon como sinónimos arte de mujeres, arte femenino,
feminismo y género. A su vez, se discutió sobre la existencia de una
mirada femenina o de un arte femenino, que asociados a la polémica de si
el arte tiene o no sexo no sólo torcerán el eje de los planteamientos
feministas sino que despolitizarán y neutralizarán las propuestas
artísticas vinculadas con el género. De esa manera se pasó de la
denuncia del feminismo a la “enunciación” del género. María Laura Rosa
procura reconocer la importancia de artistas como María Luisa Bemberg,
Ilse Fusková, Monique Altschul, entre otras, con el fin de crear
genealogías que tracen puentes con las artistas del presente"</span></span></span></p><h1 class="title"><span style="font-size: small;"><span style="font-family: times;"><span class="title_resp_stmt"></span></span></span>
</h1><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"> <b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18586" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18586" /></span>Física para la ciencia y la tecnología /Paul A. Tipler </b><span class="title_resp_stmt"> (2003)</span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN</span><span class="results_summary isbn"><span class="label">: </span><span>9788429144260 (v.2)</span></span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> </span>530 T5952.E 2015</span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"</span><span style="line-height: 107%;">La sexta
edición de la reconocida obra de Tipler/Mosca ha sido objeto de una revisión
exhaustiva y escrupulosa de todos los contenidos del libro, con el objetivo de
lograr un manual aún más didáctico y de incorporar en él los nuevos conceptos
de la física en que se sustentan los recientes avances de la tecnología. Para
facilitar la comprensión de los conceptos físicos descritos, esta sexta edición
incorpora una gran variedad de herramientas y de recursos pedagógicos nuevos.
Entre ellos cabe destacar la novedosa estrategia en la resolución de problemas;
los temas de actualidad en física, que ayudan a los estudiantes a relacionar lo
que aprenden con las tecnologías del mundo real; la inclusión a lo largo de
todo el libro de nuevos ejemplos conceptuales, y la mejora del apéndice de
matemáticas, ahora mucho más completo e integrado con el texto. Nos damos
cuenta de que no todos los cursos de física son iguales."</span></span></span>
</p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;"><br /></span></span></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"> <b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18603" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18603" /></span>Netter: fundamentos de fisiología / </b>Susan E. Mulroney<b> </b><span class="title_resp_stmt">(2016)</span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: </span><span style="line-height: 107%;"><span class="results_summary isbn"><span class="label"></span><span>9788445826584</span></span> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> </span>612 M9611.E 2016</span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"</span><span style="line-height: 107%;">Esta
práctica obra ha sido diseñada para que el estudiante comprenda los conceptos
más complejos de la fisiología, así como los aspectos esenciales de cada
subdisciplina, necesarios para los grados de enfermería, medicina u
odontología. Comienza con los compartimentos líquidos, los mecanismos de
transporte y la fisiología celular, pasando por la neurofisiología, la
fisiología cardiovascular, el aparato respiratorio, la fisiología renal, el
aparato digestivo y la endocrinología. Cada sección está extensamente
ilustrada, con los mejores dibujos de Frank Netter, además de bellos trabajos
más recientes de otros ilustradores. En esta segunda edición se ha ampliado y
actualizado parte del contenido siguiendo las sugerencias recibidas de
estudiantes y los profesores. Se han añadido correlaciones clínicas para
proporcionar un contexto fisiopatológico. Asimismo, se ha añadido un capítulo
nuevo, «La sangre», en el que se abordan puntos fundamentales sobre la
hemostasia y la coagulación sanguínea y se ha incluido un mayor número de
ilustraciones de anatomía y de histología. Incorpora el recurso online en
inglés studentconsult.com que incluye texto completo, preguntas de revisión
adicionales y vídeos para reforzar los conocimientos básicos."</span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"> <b><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18506" src="http://koha-admin.unsam.edu.ar/cgi-bin/koha/catalogue/image.pl?thumbnail=1&imagenumber=18506" /></span>El tiempo es lo único que tenemos : actualidad de las artes performativas / </b><span style="line-height: 107%;">Maaike
Bleeker [et al.] </span></span></span><!--[if gte mso 9]><xml>
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<![endif]--></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: </span><span class="results_summary isbn"><span class="label"></span><span>9789871622825</span></span><span style="line-height: 107%;"></span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> </span>792 T5622 2019</span></span></div><div class="title" style="text-align: left;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span>
</div><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"</span><span style="line-height: 107%;">En la
actualidad el cuerpo se encuentra en el centro del debate, tanto como espacio
de control y de reproducción social como de resistencia y transformación. Sobre
ese mismo cuerpo y sobre su capacidad para crear realidad orbitan las artes
performativas; razón por la que se han convertido en un campo de indagación
estética y política fundamental desde que el drama dejó ser el núcleo de la
escena para dar lugar a un conjunto de prácticas sensibles cuyo foco de
atención se posa sobre el espacio; el tiempo; el movimiento; la percepción y el
entorno. La irrupción de este conjunto de experiencias escénicas en las últimas
décadas no solo difuminó las fronteras entre las denominadas ¿artes vivas
(danza; teatro; performance); sino que puso en crisis distinciones tan
estructurantes de la experiencia moderna como las que oponían hacer y pensar;
investigar y crear; arte y vida cotidiana o actor y espectador. Los ensayos
reunidos en este libro no pretenden establecer un canon histórico ni montar un
aparato crítico-interpretativo: tienen como punto de partida la práctica
performativa contemporánea y se plantean en su conjunto como un continuo entre
la acción y la reflexión. Fueron escritos por artistas provenientes de un
amplio arco geográfico (de Brasil a Noruega; del Reino Unido a México; de
Argentina a Serbia o España); que al asumir el carácter situado de sus
intervenciones se ocupan de temáticas tan urgentes como la precariedad; las
corporalidades disidentes; el poshumanismo; la imaginación especulativa o el
Antropoceno. Estos textos vienen a corroborar que actualmente los artistas; más
que hacer obras; inventan prácticas sensibles que funcionan como protocolos de
experimentación orientados a desestabilizar los sentidos y desarmar las
convenciones; como una invitación a volver al cuerpo; a pensar desde el cuerpo
y con el cuerpo las relaciones con el mundo y el encuentro con los otros.</span></span></span>
</p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"> <img alt="" height="237" 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<![endif]--></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> ISBN:</span><span style="line-height: 107%;"> 9788494311192</span></span></span>
</p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería:</span><span style="line-height: 107%;"> 305.42
F8422.E 2015</span></span></span></p><p class="MsoNormal">
<span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"Este
nuevo libro de Nancy Fraser traza la evolución del movimiento feminista desde
la década de 1970 hasta la actualidad y anticipa una fase nueva, radical e
igualitaria, del pensamiento y la acción feministas, que se insertará con
fuerza en el actual ciclo de luchas contra las políticas y las prácticas
neoliberales. Durante el fermento de la nueva izquierda a lo largo de las
décadas de 1960 y 1970, el feminismo de «segunda ola» emergió al calor de la
lucha por la liberación de las mujeres y ocupó un lugar destacado junto a otros
movimientos radicales que cuestionaban los rasgos fundamentales de la sociedad
capitalista. Pero la posterior inmersión del feminismo en los laberintos de la
política de la identidad desde mediados de la década de 1980 coincidió con un
descenso de sus energías utópicas, con el ascenso del neoliberalismo como
conjunto de políticas de dominación y con la desradicalización y derechización
del conjunto del espectro político. En el momento actual, previendo una
recuperación de las energías políticas del movimiento, Fraser defiende la
revitalización de un radicalismo feminista capaz de abordar la actual crisis
sistémica del capitalismo y sus modos de producción de valor y de reproducción
social. En esta coyuntura, Fraser apuesta por que el feminismo se convierta en
una fuerza que trabaje y luche, en concierto con otros movimientos
igualitarios, por situar la economía bajo el control democrático, ampliando al
mismo tiempo el potencial visionario de las anteriores olas de liberación de
las mujeres. Este convincente y nuevo análisis está destinado a convertirse en
un hito del pensamiento feminista y a inspirar las luchas e iniciativas de las
mujeres y de los nuevos movimientos sociales en el seno de la actual crisis
política, financiera, económica y ecológica".</span></span></span>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
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<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hashtag"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Unresolved Mention"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Smart Link"/>
</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:8.0pt;
mso-para-margin-left:0cm;
line-height:107%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri",sans-serif;
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;
mso-fareast-language:EN-US;}
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<![endif]-->
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" width="151" /></span><span style="line-height: 107%;"><b>¿La rebeldía se volvió de derecha?: cómo el anti progresismo
y la anti corrección política están construyendo un nuevo sentido común (y por
qué la izquierda debería tomarlos en serio) /</b> Pablo Stefanoni (2021)<br /></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;">ISBN: 9789878010526</span> <br /></span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería: 320.52 S816
2021</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"La
extrema derecha quiere cambiar el mundo. Y mucha gente está convencida de que
eso es lo que el mundo necesita. Con combinaciones de nacionalismo, posiciones
anti estado, xenofobia, racismo y misoginia, pero también guiños a la comunidad
LGBTI y consignas ecologistas, con un aura de incorrección y novedad que atrae
a los jóvenes, las llamadas "derechas alternativas" están
protagonizando una revolución en la política occidental: orgullosas, levantan
las banderas de la indignación y la rebeldía que eran la marca registrada de la
izquierda. El progresismo, mientras tanto, entre el desconcierto y el gesto
despectivo, se abroquela en la corrección política y corre el riesgo de
volverse parte del statu quo. Trump y Bolsonaro dejaron en claro que es hora de
tomarse en serio las ideas de las derechas reaccionarias, aunque parezcan
moralmente condenables o ridículas y, sobre todo, de entender cómo su discurso
defensivo, sus líderes carismáticos y escandalosos y su provocación constante
están logrando representar a muchos de los que se perciben postergados en las
sociedades contemporáneas, también en la Argentina. Esa es la propuesta de
Pablo Stefanoni en este libro revelador, en el que construye una síntesis
histórica de estos movimientos y muestra cómo han ido moldeando a los
libertarios contemporáneos y a otras formas híbridas y en principio
sorprendentes, como el anarcocapitalismo, el homonacionalismo y el eco
fascismo. Con el troleo en las redes como estrategia de guerrilla cultural y el
meme como instrumento político, desde foros de internet y videos de YouTube, en
plataformas como 4chan y Twitter, estos grupos están convirtiendo el fanatismo
subterráneo en distintas formas de adhesión pública cada vez más visible, de la
vestimenta al voto, del manifiesto en la web a la acción violenta en las
calles, expresiones muchas veces legitimadas por líderes en el poder. Este
libro, que viene a llenar un vacío de obras en español sobre el tema, no
condena a priori: escucha los argumentos y se pregunta cómo puede la izquierda
enfrentar esta revolución antiprogresista. O, dicho de otro modo, cómo puede
recuperar la bandera de la transgresión, que con inteligencia le fue arrebatada
por esta extrema derecha cool que decidió dejar de habitar en los
márgenes".</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
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" width="152" /></span><span style="line-height: 107%;"><span> </span><b>Cínicos</b> / estudio preliminar,
selección y traducción de textos de Claudia Mársico. (2019)<br /></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;">ISBN: 9789505567331</span></span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">Ubicación en estantería: 180 C651.E
2019</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"Los cínicos
se asocian con Diógenes de Sínope, que allá por el 336 a. C. le hizo un
desplante al mismísimo Alejandro Magno y de quien Platón decía que era un
«Sócrates enloquecido». No le faltaron discípulos, entre los cuales hubo
figuras señeras como Crates e Hiparquia, pareja paradigmática de la Antigüedad
que desafiaba las costumbres sobre el matrimonio y el papel de la mujer,
mezcladas con esclavos y generales de las campañas de Alejandro en un conjunto
tan abigarrado y colorido como las ideas mismas del grupo. Provocadores,
vagabundos, indecentes, pero a la vez esforzados y tenaces, los cínicos
desbordaron los moldes de la filosofía antigua y vienen atravesando desde
entonces la historia de Occidente con sus prácticas culturales de contravención
de las tramas sociales dominantes, alimentando antes y ahora creativas
estrategias de advertencia contra la superficialidad y el sinsentido."</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
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</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" height="205" 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" width="136" /></span><span style="line-height: 107%;"><span> </span><b>Oír, entender,
argumentar : lectura de Proslogion y De grammatico de Anselmo de Canterbury</b> /
Enrique Corti. (2016)<br /></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;"></span></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: 9788416467266</span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;"><span style="line-height: 107%;">Ubicación en estantería: </span>189 A618
C829 2016</span> <br /></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">"Después de
haber merodeado en el Monologion por diversos caminos que confluyen y que
pueden persuadir sobre la existencia de Dios, Anselmo busca con afán una sola
senda, el único argumento autosuficiente que expresa en el Proslogion y que ha
constituido una divisio acquarum en la historia de la Filosofía posterior.
Busca la certeza que le procura una razón insobornable acerca de una existencia
en la que su corazón ya cree y que ama mediante la fe. Su fe, pues, va en pos
de la intelección de sus propios contenidos. Estamos ciertamente lejos del
mundo anselmiano del siglo XI, aun de aquel que en la Edad Media bullía más
allá de los claustros monásticos. Sin embargo, muchos ajetreados hombres y
mujeres hoy comparten la crucial pregunta del monje de Aosta: Si hay Dios,
¿quién es? Es en este sentido profundo que estamos cerca de él. Por eso, y por
la calidad del trabajo que en este volumen se presenta, la colección Lejos y
cerca se honra al albergarlo. Fruto de largos años de reflexión sobre las obras
que aquí examina, el trabajo de Corti hace gala de una penetración en los
textos que su traducción también refleja. Sólo resta, pues, instar al lector “a
apartarse de sus tumultuosos pensamientos; a hacer a un lado los pesados
cuidados, los laboriosos afanes que lo solicitan, y a entrar, por fin, en el
recinto de su alma” para seguir a Anselmo en su oír, entender y argumentar, de
la mano de Enrique Corti."</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" height="208" 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" width="147" /></span><span style="line-height: 107%;"><span> </span><b><span> </span>La orfebrería del silencio: la construcción de
lo no dicho en los libros-álbum</b> / Cecilia Bajour. (2016)<br /></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;">Ubicación en estantería: </span>809.89282
B165 2016</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: 9789876023450</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">La
manifestación de lo que no se dice es clave en la construcción de los lenguajes
artísticos. Desde la elipsis total (si eso pudiera existir en términos
absolutos), hasta infinitas maneras de decir y mostrar callando u ocultando, el
arte se alimenta de ese sustancioso retaceo. Los modos en que el silencio
parece habitar el vínculo entre los lenguajes que dialogan en ciertos
libros-álbum que en muchos casos involucran al objeto-libro en su integralidad,
son el eje vertebrador de esta obra. En sentido contrario al exceso en lo dicho
y mostrado, hay libros-álbum que trabajan minuciosamente en los mapas del
silencio, amalgamando -sin decir o mostrar del todo- piezas de una orfebrería
silenciosa que busca hacer equilibrio en las cuerdas de la presencia y la
ausencia. La orfebrería del silencio. La construcción de lo no dicho en los
libros-álbum reflexiona sobre algunos procedimientos retóricos y ficcionales
para crear una mayor familiaridad con algunas claves formales de la lectura estética
en esta zona de la literatura infantil.</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="clear: left; float: left; line-height: 107%; margin-bottom: 1em; margin-right: 1em;"><img alt="" height="212" 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vB4GrHDLOfzEN4opz+HMjKkIqKmDGXUqFZVDiDwdwYU3aNrJ6lcsZIq672IQVUDQjp3aKfh8O2I3jZGCKRKpQrwK5IRmzqv4faK5SsgX7IdwcBiGsbgmvUR+GMsis4gwxr7DxzA2p3BSaVl3vxfpH6DeuDYEfLIn55Wa48W3q/2MUFg/JMYeonOMP0U8zQzjRILy5u38SI8VNEbPY/qp8BNoE/CH/opzEtoOCI3R/0UOmV5CAKqH4JwBoN19E9gOwtsWUkF0DWLaIU96GvQj2HmD7pBHUGET/Q7xKnsD9cG0Au4NsItArO4InRMEZjRDChanwBdHii3L164hZNxHHd6CyecD+pU4YXhJtujvwCAEMgEDlOsTAMCQDZAwSkKfAA4l84f/BIlNCIJIqcIkJIDxc0YUip8FX6IyBwiiulZ+DzM9PH3VPzObCGdzbxMIJXEQPGEdfTDZ8B6RLwSA8RcPtc2nycPiFckkiKZdUS8rID3YQyL69CxhdGQ7Mwl/Qqs5kcY4BToFJME7CyjRRKmUrTSnXYuzIst6+FM09ju5DqVJc2aN4c/MkStoBwAavJ3P8gCKPTiAPITo+6Xub8skFnwNS7r11duuHagZvNKlSwp3//4k0yHwh8+4iZkASvJa8gi0sfIR7r3qqv6IuPXUF574y1p066t9O3TCyH2z9XkhVySm64bjDD6lXIYwcbX3vu3OqLdu3SSsTAoGJ7ne5ZJT5e7b7tVliCMPxu+T/nKFeV2iLeWzZrIckR8x0/8BjmT/vp3Xn4exG0GjJOxcg7ObgrC8YU1gxKJLAOEpmQK6+QKY9ewm9jiC34Kra+X//qMPPv3l6Vb5w7SplUL6dZ3gAJp3pRJ8uW3k2UEfJbWbdpI70t7wMxtLcOHXCs33H6nzABifpryNfRFHel0eX/Zvm2bUnKnzgDwu2/KUzCfhw64GiH2bLnrvockBzpn2E3D5KnHH1EEtMdaBOamrVtUn/S/4WY5AQOCou5ymNozv54gE6dNk+uvu0n++NQfkU28Rl59599yJcL038+cKffc/lvZs3e/zFuwGMg4B4KaDqRmxSIDETjFSb+uJG1YrtVGimLAimOZdzO/i+v3s3RKnDA0lI/dyQWTeAiyey/ghf/8wj+kK6ylOrCIht16u7z0t2c1P8HwymPP/FWWw9eo3LixTPrPGFm0dIU8POoRGTp8mNxx6y3C4MiMWXPlVUQEUtJLS975LHn0kVHyp4cf0CTTiLvulx3w2lNLlZDPP3hfiyaeHPWolKpdU2pXriJduneR24bfJAOGj9TcSBJ0zhsv/l3vXb5cujz4xFPSHEmw5/74OAoiFslaFFzMBze/9eLziCScwd8bZd2GjfINElW07hjycduifkI/prmscGWcSWQ74E4+0dA908HG6a5YpJmjt2qM3FzjzEw6MePI0TNKDOdx0HXXymsvPCefTZwkPWFprdu4WZ6H5z3tq/GyBunaju3ayEfjPpO3IZ4++fA9iPB8ufGW26AnsmXcuI9h1taElYZ4GKyv60b8Vs5lZUoBAFOpShVZPPN7eOofy0v/fAm6o4RmFT/78H0koHbL4/fdK1WbtZZu8GsqIV9/03VDpR84IhtWYBUgYO60b2TB0mXS5ZL2Mv6rb2TsZ1/qszD59dubb5Sp02dKx/ZtsNZedVB3790ri5Yth92AAKc3MeJT4xCBiTynxFBmZx4V6BpSiWHY+M2vbMVWIg6KMbiEStHWKRBfw0feLE8/8ah06NVXLod4+r8H75MZc+bKkGv6yzv/HiPtoRNaw1+hHL/v9tvk/U/GyRaKKSDhrt+MkHFfIkcORNDxvPexJ+W7yVPVOEgvV1bmTv1G/vXOaBkLbz0FZjctuaEggr/96Qn58JPxKI7orOJr6YqV8vJzz8porE090wCp4s6XtJPRH46RTp06I+xTT5bBQW3csL6MR4zufkQCFqAoogtMc16/cMkyuQAR+emXX8l5+Di+5nQ0pRGIKxevuUL3/il6m1PtCwMUvVUOatd9nbogzZs3lS6dOsin8M7Lo7ynX5/LlBsOobbqJ3jpFSDCbhgySGuoqsBfYVSXP3QeWVny6edfqvV1C6iXlSGLkdqFUJfisNiGDRksK9askbVI2abAsqKJzM+1QDgVfcaRw2og0Fe59cbr9ZpscOCp02cVUXO/ny5la9WWG3H/xctXSC+kd9u2agkCWS0TJk2VPpd2lxZIKReFuDt+4oS8hTjdOViMXqQUDh+mMjcSHg71HsOXq3DC4os4VWHyS1SWtKPElklMkxXWF81Q5lZoIUE4G6YwTU6zolHNT0uGMj1r5kJsf4bmM6seydH4YUkRZJb9HZ9PfReatixQyIFZTB+GIXt+RzFN09wycenrwCIsoDlOZxLnqyls+klqmqtpzUuR0sU7+OXYo8LFqTnCEOmOfflxSpQ7OiQcb1YGP0aSy5jN4qyrNWalIFll1ZOZx4Nuo36B4xw3UGI39r4k8yc815L/cTNasKZzbSu7SKQyYOo31yUKQqJyTShSos1m8SzhsvO8Rl/i4QZRHzwKPdjnJFjUbaiErRz96UIB6yNdvJCyniLOKgvNp1hRMW+006VTYgreyr2EV90nfunCvmyhkPdfnhz0bInfKqBOwSeSXKjQvR+mXVaDSR3e/hQrO+6Xl7HEhKX+/Dxlv2Nx1OWlzEDoxbqDY6e4k1f294UMvUdCmGtN/zczTeIg8ikM/mMoc3KKMe/r1/wEPFOURzUfoxCn6hWFPT/y23r8G70P/hc4WiqMcv1v6kFKyMSJ/9lLhkAjvk4t+Cl4hJ9EFZu/yns4OMeGoDvJZXT3av6QZUBmhDQJJmwyTFTYMwKjNSQ97O0OLjAn4zmgFfVNTFVFM1pD9+ygglVkWUaB8CelwZJ1tXd4Tg58BPNA2CNGe/zws2Lk6w9L9VPsJUyPPAk+RE75ipJVAuWdKONJgh2fd+a0FAeAWNOVgvOy6A8wR+IIOcQUvX/Ltq8sCHp+tDOkYO0yZdK13JQJMbYq5OJHIwfwQ1gDFrWey4tEpz4J1mN+qPd/4GjICpcx1lE7Hazsqj4EirLhPB255XZZ3bG75B06IIcR9pj15edSDsmpxmVKSbMSadIirZhUOIHqEDh+BSxyZvGbCuDoQ9iMgZT+ZRlJWeckNTdbruzbT24ZeatySgYyjDvQirARrQvbd+2WnXv2aB6GCS162ZbY8X31EKh5D9niK0yjmBU+CrdISiQ62uJ1CoCUAu7Yc8MtsrhNB0kFZe5BMcK8n3+WfMSjiiGZ1BLV7T0aN5T83bukzI6tUmvXdql49rQUAyfl4WFLAoBxU4yiP5MituDcaUnOOi+VUDX/2GOPy4gRN8M5T9E2hU2obDmAIor9Bw7JUoREVm3YIBnI82tVOwDk5R7fW1sE4YeRhFAuzMsEYEyXCOA6bzEeKTcV+Yadg4fJ7EbNpShyFMdQbcgXtorZOnbuLBXR6cSo6YWzZyQfrWzp27dI0907pHV2ptQuyJO7s1Lkw4AhbIkJK0lKoXYsBWtVq15devbsKd26dpXyFSpoHn7HDiM/fxYijTGy3Xt2ywL0jpxFavg4CrdZWemM5P4KIAzjmTCoJ35Va+WYDrGsLwfD4tdUxIl2Dx0uMxs2kxTokl0QFY2Q6WOHUgmEyOujf4O9HksR+j4PUZcJEbYNoiQbvR71INL6Hzkgn53NkU+BFPoocaHuuEd1g40By44tm0ndKhWlKpDPDzuwaqJ3sRyCmluRQ7GIhJXzp0+dBoLOSFEg6jRyLTv2H5QzQBDDk9RzVjglCELxSIumqBO8huNw4vWcYtC3P6UIsmy7rxki05u0kmT+joaaNsgMHkQzTFEo2KZNm6pYWbZsmVFlgnMIqHyIhJPIzB3ZslmOHjkqR5JSJRuFC3E95d7H9TwzG2+6t2stXdu10pa0LVj7Ari3etVqahmeAhIIaBIEmz1Zo0zOSUOAsRTSzLvQ0HMB981OKSKnM6HzwLnx3e/h/sevwV0Xu4arQtJapAh0yv4OXeTrJq2lAAp0D0p/evboIXuR6GGOuywqFmvWrCn7UYfFnkKKkdWr0Z6MT15ermyBMj57+oyUKIZQOSykvUdOaPQ22ac/3UVt5gMQKd3QktayYT3kPw5rizRFJz9WKwOL9sgtDMezG4uhdXIS1cEOlB+VQ76lZOkycqEgRfYi25gLJLESP+wTDMREtlowgoPWDFEp7qYhy8FKhZV1tGYdGdu4lSQhnbp1/XogoRYAlKHFC5WRyWMNF4vaigHw/GyG8mXIJBOcshU5cX7IVaxgPIyU6h4UX2dCpLDozvlxWzrGEUZ426BmuHal8nIA9VvkBP6wpotIOIVib21/g+7gc1CEMQXA8tYTJ0/KGRAEP+xfLI+Ub35qMdl95LicZb2XmvB+dzWfKgF5Ow8HnuoXz8Lyzhy9U1x5CcU9BsQ8mgyqykHv35i2neVQhUqyG/nvBuwnBEcUQQKKgCHFVq1WDa0KxUHFRMRWBRoL3bbhd9b8spiaHbPMa6fgvPW79skRWE/sUw/rNWPKtVGNqlKpZJpW27PnnXomBwkqiikSBitjKNo0jY3zSyGRxVYHIs/gKhgL0HuNGzbCM5RCGjlbVm3bKeeRM4khhplS86XdufBIdq4fUhKLLMcZDnZxIdtVIWke4T+peOmJrTvK7lbttPrDYn0q3H379ilSmjVrpv0m/OzHd+wlZ5kPdY8xy6RAs43M1lGcJBUpJkuRl9+174BylTc/YXEqkVK/aiUpUyRFOSUHgCTiKa54D7o2/NvKNHIdts1RpJGDqOfIpTSNa6PiMhvnEuaspLyQUlRykoNLhNxADTcBXPh0xLGsq0JFVwhj+vY88vwiAMDyarVkTPW6chwyPRvIYIPPBdRdUbFXh6naq1cvWGGl1SrbrnK8nJ6r9Vf4ECgEjlX8RlF2HJQ/e8lKycT6TlHmfAEipS7qsIrl50Bv7Vfk8h4WIgl4y3iwvjP+NpJT+YhIpKOui1x6EuKMoo2EQYSSiM7DAMmFEWAANTFte8WLV/wGM1kYUkM0mI4B8blrEYQ5jqPT6o9lq8o+6ILSSJOWLVsOL1paRQVfsAYUq1Vkt2nTRj1OPUMZTxFCJGraFkDJQBUJEZiJ707BlzicmS0nzp43RJnnw+epjHKhfDiQRLLVo+jNBvpnApFthEFRHOKXlhg5mx+KNSKThMAYnpQoI3lmajlOplvyPyzi4JF6Tu7gIW+5id89rPPijgUV47E7PBcrz+vYQ5bUqS/nAFQWop2B31IWHFG/Xj01iynjiQTqFCKKlElriBxSEpWOBCj/3gPLrXq16splFIXUMfNXrYWsvxCn/Em9EEaScxpUzpy+t6QnhHTJLRzfwR/6LuQStuhRJxWA0JQz8G8O/s4tUZr93YGhHus2/x0vhfFZjE/jdIof+6legWI93KKNvFqpJsIsv0hFIKMZqjuqQ8Gzip6cQp1BWb5jxw5YQghigiJPoDmHlErOoPJnRGDq1Kl6bj0gsxTEWHEUdB8+eUZmL1upokUbUO0PQjUI9WadNCIJUT/kShIGOZnEQKQwmEkioPgjYlgbxmM0RKjj8kuiooCFHBEjWGGiK+pzJlrDYX3FmM5q/kmmbwE/5Lm08rK8eEkZhtIdUjspf+WqVfDyGylFsi5r546d6r8QQfQz+PKWpUQR9NNPP6FkFH0oqHyvgWkM9WHNNUSbw1pYRBOnfKcVJxqWV/AkCUq3FSk6JCCEUwxlb4gs58cqlNDiCazL8+KcWMb5wC35iIbrMQdqnEo8keIuDDLse4SYzUYfvb2qp5wFK6RBaX6FKpuFva6SXmjsLAXKo5ymuKpcqbJ62ETKATiSVPREGLmDyCJS+DsdQCKFZizN0QqIYTVA32MtDJqpDm57Y8w4TBbCHBOW95gISM48JwXnz7jo19JPBLIFaJrnaQj9ZCJGRz3m1DOu/ndzXWdVC738ouDY3GIloV9QkhQQsQ4CeqKtAaAAACAASURBVBSxZli9FJkOeZTIjzGqWcyPz13I2Gcg18c0aysnGzeXFIg0xqP4clUR9uD6RNJuxMfoFxgmaZIpRkopUixlfQJe94KFC6V7t256nLO5WrZsiX7GrfIU6oTtQjeay5lngRS0SpgfirGiCEbStKYOoxHBtTt16qT6az0cXG00DWgGcnKMYaEZhXsaF4OJXFA6HUk0Tp9IGCIOZQx/RHm+DTEguLixVQcRSaGBULJz7KCegGdMhp+yr35DWT70Ztj4yVIEi5L6qVP4ggTmCUSKSyOsQQRZ1EiT1PLA6S8QaN+jKrEzquYJZOqXWogUUAE/9+pr0FuLULSHCIEHKRSJNBo6dOigemoDQvU0KOgn9UD4h37Tz0gt0KexLLWoIoXPqj4YxVgxFNt5tYsNQEuw+mifKCyjQtYRrTfXdV1q/uHeachpxzlcXXr4fPA1fa+RDNQE0yo6jWEFNRD/ohihIj8JpJSACU1O4YeKlQ4dqZjHSdkMu2/bvk0DmsXwfU2UrFLkMU/yMzqH30RXL3vhUyFSimRnSe6Zk0Z8C+tcffXV6ghyHcbdiBxafzRxqd9oSDDUEzQpKAxJfIcUcG5uWmnlGmukKa/x8k1E+OvtnHrJe3/vOi59FivGcz+Ce7QU/gKQ8yG21t/6e9levATESybM4vo6Z5FiiZHbEshI0g/JBxJzEZjkyxJofDHqE4ZfyGHN0UhUApRfB0AmYLPBicuQBpiEYQYrMBStAGZt8QIMMzt5XK9r1aqV/O53v9P1yG1ENJGeBR3COt+y6WU1Yj3jxxkaFytsitiqpExKKyW5eDfKfz+ABiHExQE+2I+/Lqgf3+TGRE1DTkpJRbjieKu2Mrt3f0mFedsQFEs/4Diyfgytk3opViy9QkWvVg99HoRKGGXmcVpdBCwpvgLWYUX7Dz9MRx9kcRk7aTJiXRlSrWxpOY1UNDunmDYYPPhaNQyoOxYtXISs435FSr26dWXQoEFqio8bN052ow0iykjAeMpF3oUmcqmyShQWjwTpCO+eS/G4KAxPua92D/aMN74Mo8EkGyaMUkC5q5q1lP1IF1dGj0gygM0hmpbVQ6CTUmkSU5wRMUySrVu3VqmbeqgudAkHX9aC+CIiabGtxxS5BkDWy5gewdaD+ghIHt2zUznlhhtuUB/nkksuUQJYuXKlciKj1Qz30PCgiBw37j/gmKWJK15MGBjPzHmYsZmsAr+lwOSWhHopgcJOJMKC1vfZvc46NcbATmZLpicM7tjeb4CcGDhU0gDckwj0cSaKDrQBUuhVp6TwKhRRwHeh+bxixQqV902bNlM/hciijqAxwOjz1xMnaq/jITiUX6Avsnb5snJ03241Wbt3764ijP/yXCunUrZseaxTRB1BtmjPnz9fZsyYoQhyhWD8TFA7IGoOKUXwRScmFYWhAW6x5Zfn2hj9m0PnQLQqTRS/5lEz+GyH6l0WcZg2MWAfcTKeG6fJbA+A8s3ArJWMS/vIMYTWkxhgNMMstGhodbFhk8+5ByJlN9LFDMHTYqqGiAA5pQ5ED42Bk9BJU9F7SCsuLylF5qKBKBfhnOxTyMFAd/Xvf7WMGvWgZCHMQx3GyAFFFIOj9E+ycE4GdNUuZEhnz4ZeAgGQK8N0SyyQSVgyYs3oizGrOL9UuhSEhl8KI5qCBGBwDMFTS+yRX4qLmPxyLp8MKysfgF/RtafMq1JLS33Ye0IAk/r5Q5FDoFOXMHJLA8CKiRFgtMJKliwFv+OUfPvtt7JlyxY1GBB0kUzMgsw8mqHU969//Ut9ms3I63DAAXUMRRe7qjiAk9zDQCiDnqtgic2fN0+RFDqxyHQmFSE6Kp3t3hwajSQbFH4+Ocbh8CWi71AjwGQklyUXIPqU4VwVkjZOyH+m+OKDWb87cYSvUwDobJz2RVG0WAMxZ4GYQ9Af+ZDR5BRmAimi6OyRe+qCM4gsmsE0Bqjw02E5MUhJBf3LL7/AClsKZJdUUjh3+KCOtX3iiSfUD6EYpK/Svz/DPdW0OI+JLiKKSKGTuhOp67Vr16reCeMWi4u83ETEYICYIsb3EwLMizGf/ZDpv1GaIieGlLgGGmsl/JsCBOReyJGtTZrLTw2by2x458ch30ugWI/mKrmDSCHQqlSpCoexLszhEpq4atmihTRpwkFpxcAlm2Uxxk9tQifugRMY0AYOOnPkkHLBcHT20nTmdzyfVhutLa5JwFOXGYHQE6Z5fgpI/AVj1Tf4JtMIbHKR8V4O8UX9gPfhVIxcBiptxZJQ5f8qJ9hgDdy9zlA5Bgv78K5z0wGGYorhnE1FS8i0mnVld41akgaEVAIXEL90+I4eOaIFEPTONenFTiscI7DJMQy7UFlvhQg7gwoU2kNnjx9VPXHfvffJNddcrWtRHFJscdIehw6Q45zlRtRBRBLF2OLFS1Q0Oj+WxcUApo6vNcP5XsMgF/kWVn2GfWKm0K+CE3sR3yhxfIrGun38zW18AXnFAKQLCERuadJSNrTrJGnVa6JQPAejyzGSEGKGwKK4UHGDNmxtDIV/w+SYjhkE0ogYKtu0UmUwAuSMzEQgs3fv3hrEVCRCl9SAGcwwPOcL88P4FX0WKnz+S85k6GUvfuhUnsHfln6hZegUXbZkZtbS8Xq5EKF5yE5eTEjfJOdCR9FinOLYj94K2QcjxRWHicMQr6fJXBIIer58NdnX5VLpiaK6CtAtnNjA6hPuspCOsRz0T8gdjCYz7P/mW29psJEBSub4y1euisGcmYoUJqnoi5A7Nm3eJO0w1nzw4MGq7K1oMcUYy59oHltijP7PzJk/Yb0DJlK4O4OBFENsMX1siC8FpGnS8lguFH0enNkgpDgkeCTgF8pe09ksmsFw397/pua3zoN8G9MWMBxNbCmIL+47kyufIBPLWe9dMSSgGXrUV2NWF60ibnlBmThy5EjNpb/xxhuqoCujnIl1ZJo6TkdpELiMi69bt179lQyY1NQ/XVHCejXmplSB88pPNtLVLKSg/8T8C01v5vaZ11m7do1yDXUOjY1Yk6lRQ+BU9AZujJfLRVlSLgKUvuH8BBAOP+zfNea8Jq5wIhFGEx3naxEpDwAhH2PaKicMcaxUZdRnnYUizkOeJAs+SGMo7I8+/LdkYO7X99OnqzPJuNUBALQa5oGdx4QhWlGsKzsCfdQKOzFUAdKqYGMBchfN7XRYZkQEOYKhHE6loGPJ8zdhfmQqFPYxzKk/gmrNvXv3qM/D7yzyMxBiVNW4uAXIy0V+JbeYEQeL9HFaq+YFXp1jwC4egnEMERstZbqmllfqCMmZvqtjydjttFaXL8aK93wocXrxqA27PztVPsBwA9MrM/rR8aIUH5wh3LxJIxkyEJvPQBxthsVVAXrlPPInw2+6SUMx8+bOlWnffadVmIwA3H777eo0kvIpdphSpkjT1AEUP81wijA6oNzZgdzCuuNyMDa2oDhwI2arHDt+zOYMi2uo7GOiyxRheKd8PGsO9EqQr+IPWlNs2PwWCZ3xUsoISPrdIrYnlztibIioJOiOZCh2zog/gxc4Vb2WnMbEiFNIrZ6Bp704CxWMVarLSoisLA4ZgHe/Hb4IA5O2vMN5cO1RTV8es+Sp8NO16I+Un430ABU9R03ROqP+ICJYkFcNKWlyBMUdY2wMhpKzDmt7xH5V9Jwy0QCby1DEbUN/zRaE9behDIr6hkjlMxAhttWlugXizPRD8lLBKWlupBggjiIrvGcGRYX9kebek4u3dMZyYoh3JWiKU+YCyMdgXR1q2VbGrNsoRQGozrCSlq5dpxZUCSw04Mq+Mv6zz6APiksHbG+RDW5auW6DrN2yTZU5kcvQDC0pwoI+jU6fwKdliyZSDnEtZhfJIdQRLeDXMLev2UE6r/A1WCZ76tRJXW8PQjlEKMUbd3qgiGQEgTqFiKJeWbBgoZ6TC32lKQZwMPUas6a0CHlMEQNFn+0I4wc6hiRQkLWvkIuOvxh2SByu9roAbrPWTqbZi3NWsrL+8qtkZ71GsgvBv0XYnyoNivj6oUMg59PlnXfekZ7du0EPtJaxY8cil18Jg2yuk5Ico8HYEl5k+uz5MmHqNCTLTmqCyfIfVMlCD11zeW8ZhpnDm+G3MMhIj5/DbQYNGqimM30TAtqqyLSUOTOUNJ85vZvOKi08KwRDkcU641PwXWhMMLdDh7Q6JhfRKKB5rhWZ+DcTQuBcCsaxm+BO5K3H4B+RKwIiA8qL3D/FYkln5MvyZi0zmZ57EVDm1PwUefkk4k+Dh6DC7bxsQzyKlEqKpBJt3ryZDlSbCUCyX4S+CYHHtC1FEIFEKiZQ52OPrM8xmOYgxE4KxJAlSoiUKzC5+wrM6Zo9Z446kBk4h1wzFIinkmc0+iiUOMUWvX4aCQQ6EcKAJ38Y0uH9aJ0dhz7hPZmI49+70YVGfUXRyHX5jOQwzjU+eQKZVBQLrtm1V1I9DuTFEL9F61GvDY8S6ypGhy8R9lXp8jK+SEkpyYp7ZAD5ckSGhiaAeXrX9NCHDBkib775plSBImbZEYOUlH9VQbkMLDao30DjXQRkHuT4tz/OQqxqlTGQBvfhDnFtYEK3aFBHWyy4LsMyGRmHVFHXQz6G1toBiKxjeA7G0tq0bqPKnr9T3NEPonPK88gpFEv8lEMVPmmZnEX9QgTTQKAYY+CU/7bFjkXncvNl7IRvIuwM5NEyIZB3mb0mTG3h5HABE84l1mQuWPuLMhVlRq36SqHN0dVFT5mh8x7YcEz7Q9Dmxlx7MnQNU8JEFLmEL8loMHcAoui4ZsA1ihwLiVk4dw/0xeRZ87Aj3DqdsMoQTAeMpKpSpqSKE5qyDNsfhaikXqgAw4CAZP8j78N42KgHR8lyGBU50BUWh5ADqK9YlEfEElFG5LoEuG+nPZ+YddAHYa2x1pk6izsUbdi+SyZghqW1XZPTNYtoJHuUgblCiNiyOco1bdXjsJOiiuRlyyRokpeSi0sjyGn211MxEuAsMapQoZxS2G5MkGPonZUqFFObINZoGTF4SMeQeoDFe1dddZUihbzHKkvKdSLxJJTsVOgZIojdvu2bNpZjTHJB/FDnMITCc2khsbVPxRYQTaRTBNEBJVftQHSAuRrO9bIq/2mpUdeQi/jsRKzR95Kpu1DwuYlIpgQYW+MuFNv3HpCxmJiXaA8tX9/DCfgIMivET4nX8oxlHYaZ+0QKLBOUDzVC+rYSCvBmzvxRgd0demINhqAxdLJ+/Tp0e/WUQYMHKVImTJgAS2eBOn+LFi1Uuc+XvvnmmzUvT/FBE9Xo8IJZDYfyxNlMmYWJdOSeG7BlX6nUJJn4Fbb04zlAFEMoPJdeP2NpLAKknmBK+O8v/B299mc0EEkuJNGQm2yE4J7kBIq0fUD8/v37tLeGoRtaYrUxjK1q1So6hbU23nMjkPtXjFUM2/k0zkAOQIAdvE3EJeZx1SlORW+hhoMF2GD6XoVqsg2zGPtBTNHDXr9+gzqAFYGs9u3bqYPHdrYbb7xRbr31VtUxLB9iYPC1116TWRjYyQRXe+zwZhVM0PKhrtHuXogkUukxpJQJwLU798h2jFCvXq6MKvtVaMnOOHRQWxhYUEHOYOU/TWFaS0QKcy63ImRD5LD+jKYt9Qij00QQ70UuIbeQ+zcgpE+rjYqdopf3r127jk7kqwR91AbRg6VrN8jT2KFC5x0n+gQhw6s3HOuEMVDgFCOq3MWogbpu2z65dhimnt52m/oBb731prRr106p7SAcNe4wxIDfU089pQktUiIBTb+C+RFSLgskWrRoCS6rqMqVYogKm/Kda9Lyod6gVbYKca5NBw5L3lEW+1XV+BgtKOoEBheZvCJSstCZpUELAJ17LXIsbodLjGI9ApwI57r0Zeh0luRmOtjBjubwJhTzkWioc4ismjVYR1ZKKgAhjEDXw8jd6XPmyeN/elZSwZUX9/EHewRpZmQebcVlZhl5YSocq4/rNpbPz2TJyYyDasVQF+zcxer6ShriyGFkFtRIOU2Li7plERCxAgqXiLE+99x9jyxctEjjUdzilRRLbtEIMfQNgXPzzcMRaOyO1O8rMhdNRaUAjFuuGyINYVRwLasoYwp2gKAJzjXIIewIph4glwy5dohuYkPFTR3GZyORkHuJVFqL1HMkCoo2IoQ1zeQknsPz+VMZxLMRiv710R9KCq63gkr6PnTuLAfb+NNOmFtwDAZ8qP1lw8usZjH/NhV9EYiRo3CqHk8tLb1G/kbOg7rHj/+PzkdhupSioThyGbeMuEWBZnjBybIcBQs7du7QRBXP4YtS3HTo0FG5hBsss3GU+oQhep5DJF6K4QUPP/ywUvdbb7yuOzj0QbFEz47tVTxZVE8Fzd59+hg0rY3+GKSdYebSQWXBeUkoaSKcnEpE1MYcZOoh3tNKFZCDSEjqfALhFJ1EDJ+RCOP2UnsRxFy6EX2crE02sWIhIwq1FyIaE8eIvqOlSsLMnJGWLq8UQ3Mn5GzlChQ7x5GWHa7O2Xvvvidz5s6R2yDSmIfnuFqyP6OzDHfsBGIYmbXkOcUHg4xXXHGFAoolpsy380OK/82tv5H2mA88ZswYrc5v2LS51IEvUgmDobmG1WJHzmJpKtfmsAUaG6T0CkA09cLhQ4dlydIlyhGk32rg5oaw+NahpoxFfIyD0YchAoikjUw9wwqjo9mkCaaq4l3JdUTwemw7O3H6j77bp//35rGBhyDkxuXoaQCUxv/+cT5XXjyZKfmYuUIHsm7duvL000+rHmBxw9hPPsG8lBFqqXz2uTFnnpRPIFJkUNwQQYxXERgEJjOIl112mQKJuoTIYslRu7btZMrUKVrhyNquSy+9THZgu42CnAuKRCKb/hEBSr1FcUZE9LqsF+Yat9eaM35+wdz8Tz4Zq35ROUSd62H+8EaIzGkgAprHHRF/YyEgy2eXLFmiz0uE8BmPociPuorrFwNyFi5fJd9irzDXnvZx1hNlGfHv57lE4idfdWVbX84ZucUQgv+sal15dl+GNEFugxQ5B+GOK6+8UlojnqUNplC+VPZEBk1fOo/Mh1PXEPCU6axOsWQ3KZKI7YY2CFItq1JY+UgK59qj//1vzSj26dNHEbsHFhh3CbJMWyKFFZdU3KtXr5Lh0EF9evVRHcBoJhFMxC7HvBjOQi5fDjtcY4bLpEmT9HmJEDq7rAmjsUHOpo9Cv4prEkH1EWlg3/1p6KzlCLLOWrJc9Z0/5PwDkRePithd4sIsXLRYXo5826CF/GX/YWlTr65S8zQUy7HXkaxNf4OynsjgD4HIkAoVP4HIl6fZzHAI2+4sK4jGAjmNHEQv/B9//7v2yb/88svKRTQWrF1KWeNF55DAol7i+eSit5A2Zm6eHjzzJtQ3ldBJnAOR9c033wAZqJoszgJwvANqyUgcderU1cEMJAaKS3rt3EeFRMIic3Itv9MiP3DdeeZkjp+S8dgYOt55/O/BnmgF38xjSVz1PHYJ+qAgVVph6yWWnvYC0BhnIqD79esnL730kgKBnEL/gpYMq+mbN28hH3/8sVYustSUP9QhBDYVP6mSCK2DdSnHKYo6ovHnsUcf1ZYHq1zoIDjrxx9/1GQVRdi1sKyoR7j20KFD9Z6MHNetW09Hj1A/0Ooi0nmMXEqE0KCYN2++TsGghdYYmxzQECCiGThlNIGIpxhma0YGfKF9sCJLw2j4Yur3vjrFyzkxIF+ctkno0fOEElCSTx8/L7m/u1OWwnunDvjLs39BH8hKHQcyatQoee+9dxUpjOCSxWkZXTNgAEL23eW5v/5Vg41EJjOJtM4+h96hv8JQC53Affv2qhjhd++9+y64sbkcRUkRZ7rQXyCSaWLT66eoJLJZG0ak0vv+7vvvtACD+wHTEOD9aVGRE3ZhNgwLLOissqJ/yuTJ2pzapUtnXZM6ivejJUhOphVHTiTHT548BVt8tJGdmCX2CzZaY8jGqTEu3vsIV+5ORMe2fzKVFW9aHB74+yVRuHD7PXIauW3GlFZj627LM2/UqLHO3CJQSaEEBDmhPxp7qETp4BF45AyKiE6Q53TW+CFSGIKh4ueHIf1bYDAwdTv/5/myGnXE1RDuGAjO4FbmDKcwUchu4wNwVlsjGsx8jaaFUbu1b+8+dRipo8glFJH0fawicCNwekGLLUgoRAKfjREGo9V8G6r526vepB9Fq7AdkPLjvF/kwBlsYGPm8Y1sqRp1/irGcShMPEXxYXxD90XZxNOtlyxs11kqQMaS1WdAlMyeNUvNSXJAC4gqviRfmi0KVO5UqDRrSY1WnRVNTFpftJLaYycGRnbffvttFRn8dMZAN5YLbcaWgz/9NFN1xHkgomPXbtK/7xVq1tIUZsKqIsxxForff/996nNQ9FFEde7cBUbIFbrVeTZE3SkYBdyqdju6xngen4+GAnUKEUSRSv3BYnCuyxwQEUuLTH0ZWI/L1m+UjHMsiXK6jtbv0eLEiXSHH3Z5jeHRO7Nb+DYNMnpR1VryFMxiKuL6oHYiYyZ232HiaigUMkUGgUKuuOaaa2QYLKmJX38t3yEWRh3AACKBRESRevkvRZL1d69evTUMQ44jkI7CgWO0VvcJZs4fllHlsmUU+U8++Udp0bKVlhE9/vjjiKf9pEFPUj3vdfvtd6g5S4RSlLII7xCMgErYNqopxBJ3F1q+AlP8IMoYlOzUsRMiEztVArRvfwnCLNVVd7BeuQi7xBDoPHTijBw6x6lH/pzxv/sWVp22bNsoNbBTFH9vzcmTR6S4bEXg7xyydvUgSihfiQxaQWR1chARw5IgKlzGppjfsDq4SHXUGRQnPJfYp1hh59X7770PC+iIfIUo8ETsbspzmPjip1h6ec2psOfxyiuulA8//AB6ppKWCfXFFhwXULvMwj0WRFB0/uMf/wSVL1ZxSmTRMWRTLKtgyLHk5r0q5kqp5cjnoiGQBpFIv4RRCRoUNCzUMsMWHxxHtfMoGqC8jGIyycVwQVRE2jrF2L5ccaLb8FG9zbn8avkpNQ0F2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width="136" /></span><span style="line-height: 107%;"><b><span> </span>Mujeres, raza y clase /</b> Angela Davis (2022)<br /></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;"></span></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;">ISBN: 9789878367262</span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"><span style="line-height: 107%;"><span style="line-height: 107%;">Ubicación en estantería: </span>305.42
D2611.E 2022</span> <br /></span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> "Habiéndose
gestado el feminismo norteamericano –como movimiento y teoría política– en el
seno de las luchas abolicionistas y obreras de finales del siglo xix, ¿cómo es
posible que la voz y las reivindicaciones de las mujeres negras hayan sido
sistemáticamente invisibilizadas por el feminismo blanco liberal? A partir de
esta pregunta, Angela Davis traza una nueva genealogía de los movimientos
radicales de liberación norteamericanos en la que desvela las raíces comunes de
las luchas antiesclavistas y de los movimientos de defensa de los derechos de
las mujeres. A lo largo de sus páginas, se muestra el contexto material y
simbólico en el que se fueron plasmando las diversas luchas, la fuerza de la
organización colectiva frente a las fuerzas de poder y explotación dominantes.
Pero no se trata de un mero ajuste de cuentas con el pasado: también proyecta
una mirada al futuro. Una reconstrucción como esta brinda un análisis
esclarecedor no sólo para denunciar las situaciones de injusticia, sino para
explicitar las estrategias de lucha y los problemas de composición de las diferencias
que, hoy día, siguen desgarrando los movimientos políticos. Precisamente es la
vigencia de este clásico del pensamiento emancipatorio lo que reivindica
Pastora Filigrana en el prólogo preparado para la presente edición: Angela
Davis nos da las claves para el combate, con una alianza política de las
diferentes luchas articuladas desde la raza, la clase y el género. Es
la gran lección que nos ofrece: en nuestras manos está seguir
escribiéndola"</span></span></span></p><span style="font-size: small;"><span style="font-family: times;">
</span></span><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><span style="line-height: 107%;"> </span></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><b><span style="background-color: white; color: #333333;">Todos los títulos están disponibles para préstamo ¡Acercate al Mostrador y solicitalos!</span></b></span></span></p><p class="MsoNormal"><span style="font-size: small;"><span style="font-family: times;"><b><span style="background-color: white; color: #333333;">Consultas: bc@unsam.edu.ar <br /></span></b></span></span></p>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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</div></div><div style="text-align: left;"><span style="font-family: times;"><span style="font-size: 12pt; line-height: 107%;"></span></span></div><div style="text-align: left;"><span style="font-family: times;"></span><b><span class="title_resp_stmt"></span></b></div><div style="text-align: left;"><b><span class="title_resp_stmt"></span></b></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-70790156244435393162022-06-29T15:33:00.006-03:002022-06-29T15:33:58.638-03:00Préstamo extendido de invierno<p> </p><p> </p><div class="sing-tit-cont" style="-webkit-text-stroke-width: 0px; background: rgb(255, 255, 255); box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: -69px 0px 0px 75.4062px; orphans: 2; padding: 22.6094px 37.7031px 7.53125px; position: relative; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; width: 603.297px; word-spacing: 0px;"><div class="grid-text" style="box-sizing: border-box; padding: 15px 0px 0px;"><em style="box-sizing: border-box; font-size: 18px;"><p style="box-sizing: border-box; margin: 0px 0px 10px;">A partir del lunes 4 de julio podrás acercarte a la Biblioteca Central a solicitar el préstamo extendido de invierno</p></em></div></div><div class="sing-cont" style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; line-height: 26px; margin-left: 75.4062px; orphans: 2; position: relative; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; width: 603.297px; word-spacing: 0px;"><div class="sing-spacer" style="box-sizing: border-box; padding: 18.0938px 36.1875px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgCRTCAK1GXkOMmdjt8KHkEKoi3HzIofPKOmUHU_E70okyQL8yjYMOxI6uIIcVNNKeoRaXLPLXmsK9QYv57uiZiwgnGZ_Tzno_mR-VJm2BoT8vYCad8P557xEw38aswV8QIU66OWigrjJm3UXmyVxtTdf1Ky_TOLu9GBcd9fhv8jtQQL6ieLeGkTQ9hkw" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1080" data-original-width="1920" height="180" src="https://blogger.googleusercontent.com/img/a/AVvXsEgCRTCAK1GXkOMmdjt8KHkEKoi3HzIofPKOmUHU_E70okyQL8yjYMOxI6uIIcVNNKeoRaXLPLXmsK9QYv57uiZiwgnGZ_Tzno_mR-VJm2BoT8vYCad8P557xEw38aswV8QIU66OWigrjJm3UXmyVxtTdf1Ky_TOLu9GBcd9fhv8jtQQL6ieLeGkTQ9hkw" width="320" /></a></div><br /></div><div class="sing-spacer" style="box-sizing: border-box; padding: 18.0938px 36.1875px;"><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">El préstamo extendido es un plazo especial<span class="JsGRdQ" style="box-sizing: border-box;"><span> </span>que se habilita en vacaciones de verano y de invierno</span><span class="JsGRdQ" style="box-sizing: border-box;">.</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span class="JsGRdQ" style="box-sizing: border-box;">T</span><span class="JsGRdQ" style="box-sizing: border-box;">odos los préstamos que solicites a partir del lunes 4 de julio tendrán como fecha de vencimiento el 12 de agosto.</span></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Incluye todos los libros que pertenecen a la Colección General.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Podrás consultar los títulos ingresando al catálogo desde<span> </span><a href="http://koha.unsam.edu.ar/" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">este enlace.</a></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">El préstamo es un trámite personal y presencial, es requisito estar asociado/a a la Biblioteca Central.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Para asociarte encontrarás<span> </span><a href="http://unsam.edu.ar/biblioteca_central/asociate.asp" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration: none;">información acá</a></p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">Aprovechá este período para disfrutar de lecturas postergadas en el cuatrimestre.</p><p style="-webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; margin: 0px 0px 10px; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">¡Te esperamos!</p></div></div><p> </p>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1999214393752655532.post-49335988867778064122022-06-16T15:36:00.000-03:002022-06-16T15:36:05.267-03:00Novedades bibliográficas de junio<p><i> <span style="background-color: white; color: #333333; font-family: "Roboto condensed"; font-size: 16px;">Les presentamos los títulos incorporados en junio a la Biblioteca Central. Esta selección sobre Feminismo ya está disponible para préstamo ¡Acercate al Mostrador y solicitalos!</span></i></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;"></b></p><div class="separator" style="clear: both; text-align: center;"><b style="box-sizing: border-box;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh4ChuYkOgsMuxnKKVO0LfAEhR40uxXg9jxoJXtbwFHJoVdTlnh0IV4AZr16UO6gn29HFK8EcrTQKw7uPRvN4wEe-DFvgTqo23UOBHku1DEnRtr3g91pPrgigCRmD-dd7dKobUso43faZQcniz9fWBQ9An8yHeAYdFiCvWKinS2zuPozm_VcMADFSLZRA" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="2737" data-original-width="1901" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEh4ChuYkOgsMuxnKKVO0LfAEhR40uxXg9jxoJXtbwFHJoVdTlnh0IV4AZr16UO6gn29HFK8EcrTQKw7uPRvN4wEe-DFvgTqo23UOBHku1DEnRtr3g91pPrgigCRmD-dd7dKobUso43faZQcniz9fWBQ9An8yHeAYdFiCvWKinS2zuPozm_VcMADFSLZRA" width="167" /></a></b></div><b style="box-sizing: border-box;">Mujeres que se encuentran : una recuperación histórica de los Encuentros Nacionales de Mujeres en Argentina (1986-2005) / Amanda Alma, Paula Lorenzo.</b><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 9789872199982</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 305.4 A444 2009</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">“Mujeres que se Encuentran” tiene como objetivo realizar una recuperación histórica de los Encuentros Nacionales de Mujeres de Argentina desde 1986 a 2005. En Argentina, desde 1986, se llevan a cabo cada año en diferentes provincias los Encuentros Nacionales de Mujeres, donde confluyen miles de mujeres provenientes de distintos ámbitos y sectores sociales, y de edades, orientaciones sexuales, condiciones y experiencias de vida muy diversa. Mujeres que se dan cita para debatir sobre una multiplicidad de temas tales como desempleo, tercera edad, globalización, medio ambiente, sexualidad, aborto, lesbianismo, por mencionar sólo algunos pocos. Amanda Alma y Paula Lorenzo dan un puntapié inicial en la construcción de una historia escrita de este suceso tan importante. Nos cuentan qué son los Encuentros y reseñan sus antecedentes, no sólo en los Encuentros Feministas Latinoamericanos sino también en los grupos de autoconciencia de EEUU y Europa de los años ’60 y ’70, mientras en América Latina se sucedían democracias frágiles y dictaduras militares recurrentes El libro es, en definitiva, como indican las autoras, un libro que habla de la(s) historia(s) de las mujeres, de las voces de las mujeres, de los cuerpos de las mujeres y de las luchas de las mujeres. Es un libro de historia de las mujeres, pero también es una contribución importante a los estudios sobre los movimientos sociales en Argentina, en los que muchas veces se invisibiliza tanto la participación de las mujeres como los aportes del movimiento feminista y de mujeres a la historia de los movimientos sociales. esto nos muestra “Mujeres que se Encuentran”: una historia de la transformación de “lo personal” en “político”.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEipcGaMXHWLeAQEYQkt8zvhQVqjbvZNnq8YK9ffgiYj-LSENzit81yH6j9oj6KlQvSR4VTciZWkz0dY14xeOJD9mrsbqur-3qCwnbJBXtuC3HLaWK_cRsJOyM-egJfWBpgDjX2gv9hd4rmkL0TQCE4_D5LCZdkwVjngzMAMa9KaDlksehTGkjRYBbnKMA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2723" data-original-width="1832" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEipcGaMXHWLeAQEYQkt8zvhQVqjbvZNnq8YK9ffgiYj-LSENzit81yH6j9oj6KlQvSR4VTciZWkz0dY14xeOJD9mrsbqur-3qCwnbJBXtuC3HLaWK_cRsJOyM-egJfWBpgDjX2gv9hd4rmkL0TQCE4_D5LCZdkwVjngzMAMa9KaDlksehTGkjRYBbnKMA" width="161" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;">Teoría Feminista: de la Ilustración a la globalización. De la Ilustración al segu<br />ndo sexo I. / Madrid, Minerva.</b></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 9788417408336</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 305.42 T3143 2005</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">En la teoría feminista se plasman los efectos reflexivos de las luchas de las mujeres por su liberación. Esta teoría tiene una tradición de tres siglos. No es un pensamiento lineal ni homogéneo, lo que está en consonancia con la complejidad de estas luchas, cuyas dinámicas son diferentes de acuerdo con la especialidad de los grupos de mujeres que las protagonizan y de sus contextos históricos. Sin embargo, ha sido posible reconstruir los principales ejes temáticos y las modulaciones de pensamiento, que lo es, en cuanto que tiene sus referentes clásicos y sus propias fuentes de autoridad conceptual: en suma, sus liderazgos epistemológicos ligados con sus liderazgos políticos. En este volumen 1 se presenta la trayectoria que lleva de los memoriales de agravios, que recogen las quejas de las mujeres contra los abusos del pdoer patriarcal, a la formulación de “las vindicaciones”. Estas últimas dan su expresión a la crisis de la legitimidad de este poder como se pondrá de manifiesto desde las luchas por el acceso a la ciudadanía de las mujeres en la Revolución Francesa, hasta el movimiento sufragista.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">La obra de la filósofa existencialista Simone de Beauvoir, “El segundo sexo”, hará de bisagra entre la formulación de las preguntas últimas suscitadas por esta primera fase y la apertura de los nuevos ámbitos temáticos propios de la llamada “segunda ola” del feminismo.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><br /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj9rQqc15gEFHCT-K20_8D0e2grbSzMI-axS4K6lOAlAtFrPJLxC_Y-Ee5e_g35fMQm7CiDt0e2xzh9oYC69ukV2vRFo5ztZTeN6LSNFYuP4l_ZziGnj9aqmJf_LQGPxLB3YYdwCv26W9w6GIJX0LtzFCbBFLo1IWoQDOn60Ep7pKxVkHD8K_we045_Gg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2699" data-original-width="1890" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEj9rQqc15gEFHCT-K20_8D0e2grbSzMI-axS4K6lOAlAtFrPJLxC_Y-Ee5e_g35fMQm7CiDt0e2xzh9oYC69ukV2vRFo5ztZTeN6LSNFYuP4l_ZziGnj9aqmJf_LQGPxLB3YYdwCv26W9w6GIJX0LtzFCbBFLo1IWoQDOn60Ep7pKxVkHD8K_we045_Gg" width="168" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;">Zona de promesas: [cinco discusiones fundamentales entre los feminismos y la política] / Florencia Angilletta.</b></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 9789876146210</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 305.4 A588 2021</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">¿Los feminismos se pueden institucionalizar? ¿Qué pasa cuando la política se convierte en moral y cancela conversaciones en lugar de abrirlas? ¿Puede ser el código penal la nueva educación sentimental de una generación? ¿Cómo se relacionan los feminismos con el capitalismo? ¿Y con el peronismo? Cinco discusiones vivas y miles de interrogantes. Florencia Angilletta sostiene que el feminismo no existe, porque el singular es más una construcción de cierto feminismo que de los feminismos. El plural no es un simple cliché lingüístico, sino la posibilidad de mostrar zonas de conflictos y promesas. Con un estilo único, que combina la teoría feminista, la crítica literaria y la sociología con referencias al rock, la literatura y el ensayo, la autora una de las intelectuales más originales y profundas de los feminismos argentinos recorre, en cada uno de los cinco capítulos, los principales debates sobre las instituciones, el arte, las formas de violencia, los trabajos y los modos de amar. El resultado es un mapa de las discusiones feministas, pero también de la Argentina entre las rendijas de la persiana americana y de la época en que nos toca vivir, impulsado por la manía de las preguntas, por cruzar los patios de atrás, por lo que pasa entre lo instituyente y lo instituido. Como si lo más complejo no fuera una política feminista, sino esa política haciendo temblar la casa del poder y, a la vez, haciéndose temblar a sí misma con cada nueva conquista.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhCCeNAKCTmsvkTknIqzhBbdJ3-_07MyxlQZSH-QOjyMncG9T6R_WSzE2o10UFhSjtI9l7kjp7RcP9jgeU5_BV09OGhH2lewZsMM7wOvagsP736_LG3rPEncq1iLWYeDwzBxbqqO4eSTTTHUmwJVeawA_A7pqQ45HjO_uGZtZ-bJ8sr3ZwBPyBIRIa5yg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2718" data-original-width="1974" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhCCeNAKCTmsvkTknIqzhBbdJ3-_07MyxlQZSH-QOjyMncG9T6R_WSzE2o10UFhSjtI9l7kjp7RcP9jgeU5_BV09OGhH2lewZsMM7wOvagsP736_LG3rPEncq1iLWYeDwzBxbqqO4eSTTTHUmwJVeawA_A7pqQ45HjO_uGZtZ-bJ8sr3ZwBPyBIRIa5yg" width="174" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;"><br />Cuerpos sexuados: l</b><b style="box-sizing: border-box;">a política de género y la construcción de la sexualidad </b><b style="box-sizing: border-box;">/ Fausto Sterling, Anne.</b></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN 9788496614031</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 155.33 F268.E 2006</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">¿Es un niño o una niña? La primera pregunta que nos formulamos frente a un recién nacido es la que mejor refleja nuestra profunda creencia en la inherencia y con naturalidad de la diferencia sexual, así como lo fundamental que es el sexo en nuestra concepción de la identidad humana. Anne Fausto-Sterling nos muestra, a través de un riguroso análisis médico, cómo la respuesta es mucho más compleja y hay que buscarla tanto en el reino de la ciencia como en el de la política. Este ensayo clásico examina la construcción de la identidad sexual en la biología, la sociedad y la historia, a la vez que plantea un cambio radical de paradigma en nuestra forma de entender y estructurar la experiencia del ser humano. “¿Tienen los hombres y las mujeres un cerebro distinto? ¿Por qué unos prefieren el amor heterosexual y otros se decantan por las personas del mismo sexo? ¿Está la identidad sexual determinada por la biología o es tan sólo un producto de las convenciones sociales? En este extraordinario e irreverente ensayo Anne Fausto-Sterling señala que la respuesta a estas preguntas hay que buscarla tanto en el reino de la ciencia como en el de la política.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><br /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEidGF238-zBFDpnLuyQ1xz-yJ04P55GPX00b5lu5pRSdLUH1wP2zsz5luN-WyYLfemGNjdMXc1d8v-p8i9PipUcgz5VKCaIWgQFjNw5aYCz3SqQezqeRm3KdCaxeQFBTv-ZTQjXAOer5BVavM5lqAOK8PGpamXI0FijgwMSgEIK--TCeZ7_H0mAbxrxrQ" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2763" data-original-width="1845" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEidGF238-zBFDpnLuyQ1xz-yJ04P55GPX00b5lu5pRSdLUH1wP2zsz5luN-WyYLfemGNjdMXc1d8v-p8i9PipUcgz5VKCaIWgQFjNw5aYCz3SqQezqeRm3KdCaxeQFBTv-ZTQjXAOer5BVavM5lqAOK8PGpamXI0FijgwMSgEIK--TCeZ7_H0mAbxrxrQ" width="160" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> <b style="box-sizing: border-box;">Contra el canon: el arte contemporáneo en un mundo sin centro / Andrea Giunta.</b></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 9789876299855</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 709.04 G537c 2020</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">La caída de París durante la Segunda Guerra Mundial marca un punto de quiebre en la historia cultural: el mundo del arte se convierte en un espacio sin centro. Con la Europa devastada, el impulso utópico, la imaginación de que era posible delinear un futuro para las formas, se traslada y comienza a producirse en escenarios diversos. Tras la posguerra, y especialmente desde los años sesenta, la transformación de los lenguajes propia de las vanguardias y neovanguardias se despliega desde distintas escenas en una trama de simultaneidades: en todas partes y al mismo tiempo. Poniendo el foco en el arte latinoamericano, Andrea Giunta utiliza una mirada comparada que logra romper el modelo evolutivo y demostrar que la innovación no se produce en un lugar y luego se replica en otro, como un mecanismo que irradia desde los centros hacia las periferias. El territorio en el que pone a prueba sus hipótesis es amplio: las vanguardias de posguerra en Buenos Aires, México y Brasil; el indigenismo y su reapropiación de tradiciones, de Xul Solar y Torres García a Punto poncho; la trama poscolonial en la obra de Mohamedi y la abstracción brasileña; Joan Miró y la solidaridad con Chile; los argumentos y la plataforma del feminismo de la segunda ola en la serie Ramona de Berni y la filmografía de Godard; los años sesenta y la explosión del happening, entre Guerra Fría, revolución y dictaduras.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhj6ouPgo1W0Emb5GZZxuv1eNQnJkSI6vlnKi-6TC9Ho1uUSNfqYgCqQZMyMRMwyw-s3PtJPbBL6a54Pp3AQ79ZsNOnVs8BOgq5m9L94Nz-BZCsxAhKyr2cL2xqtYWXN8igkVagOAq1O1yBIQeBWsjpSqNIjIe-6FdZKLRKViNkWTTjrqF4SiFRW-b3-g" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2410" data-original-width="1670" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhj6ouPgo1W0Emb5GZZxuv1eNQnJkSI6vlnKi-6TC9Ho1uUSNfqYgCqQZMyMRMwyw-s3PtJPbBL6a54Pp3AQ79ZsNOnVs8BOgq5m9L94Nz-BZCsxAhKyr2cL2xqtYWXN8igkVagOAq1O1yBIQeBWsjpSqNIjIe-6FdZKLRKViNkWTTjrqF4SiFRW-b3-g" width="166" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;">Manifiesto para cyborgs: ciencia, tecnología y feminismo socialista a finales del siglo XX / Donna Haraway; traducción de Sofia Bras Harriott.</b></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 9789873985140</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 305.42 H254.E 2018</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">La idea de que la naturaleza no se descubre, sino se construye socialmente, es un concepto central dentro de la historia de la ciencia de las últimas décadas. En 1991 Donna Haraway publicó <i style="box-sizing: border-box;">Simians, Cyborgs, and Women </i>y se estableció como una de las escritoras feministas más reflexivas y desafiantes. <i style="box-sizing: border-box;">Manifiesto para cyborgs. Ciencia, tecnología y feminismo socialista a finales del siglo XX —</i>octavo capítulo de ese libro— es el intento «de construir un mito político fiel al feminismo, al socialismo y al materialismo». Para ello, Haraway indaga en discursos filosóficos, sociológicos, médicos y, fundamentalmente, literarios, en particular el de la ciencia ficción. Ese mito político resulta un híbrido entre organismo y máquina, entre realidad y ficción: el <i style="box-sizing: border-box;">cyborg</i>, punto de partida para la formulación de una nueva mirada sobre la naturaleza y las relaciones de los géneros.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh0yqb5Fk7U6fL964H0P8i-ATcBk5oft5H-uqNgSJWTrshYokeGxWvDeK19_ZpPrpWi95lnKZEqB3GCgKAw4F4Oe3RHkXf2V97EkBExdkn4vspq7YfUvie52TF7iXH2SsAhlDGYIcAPX-uugJALNFRsnal3rhDuKFYICaHNZ8gsx82StVedfxrDBavR-A" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2835" data-original-width="1996" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEh0yqb5Fk7U6fL964H0P8i-ATcBk5oft5H-uqNgSJWTrshYokeGxWvDeK19_ZpPrpWi95lnKZEqB3GCgKAw4F4Oe3RHkXf2V97EkBExdkn4vspq7YfUvie52TF7iXH2SsAhlDGYIcAPX-uugJALNFRsnal3rhDuKFYICaHNZ8gsx82StVedfxrDBavR-A" width="169" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;">La hermana, la extranjera : artículos y conferencias / Audre Lorde</b> ; [traducción original María Corniero].</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 8487815931</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 814.54 L867s.E 2022</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">La traducción del título original de este libro, Sister outsider, nos sumergió en un mar de dudas por la multitud de posibilidades: Hermana rebelde, hermana fuera de orden, hermana de la otra orilla, hermana de los márgenes… Como en tantas otras ocasiones, acudimos a la red de mujeres que rodea y apoya a la editorial. Así apareció el título ideal, sugerido por la historiadora Milagros Rivera, no sólo porque respeta la idea del título en inglés sino porque recoge el espíritu libre, rotundo, insustituible, de los textos que componen este libro. La hermana, la extranjera es el título de la obra de otra poeta, María-Mercé Marçal, publicado en 1985 por El mal en su Barcelona natal y reeditado en 1995 por Ediciones 62, con el título original La germana, la extranjera. Otro de los cuidados que ha recibido esta edición es una revisión completa, intentando recoger todo lo aprendido de lecturas y debates con mujeres que han iluminado una y otra vez nuestras mentes y corazones. La intensa actualidad que mantiene el pensamiento de Audre Lorde lo merecía y sabiendo que este libro iluminará mentes y corazones, no nos queda más que agradecer a todas las mujeres que han contribuido a la publicación de este libro y celebrar esta obra con sus primeras líneas: La calidad de la luz con la que observamos nuestras vidas tiene un efecto directo sobre la manera en que vivimos y sobre los cambios que pretendemos lograr con nuestro vivir.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjxEpbuU4FsRrVIsuwLbcvJd1S5AaKAyhJr3WZ5jYmsqvSq6Dc05DQ6Qao_TwCh6prOjB_M5O2i7_v0vd1HhOOKpsnuWgLRftoU6tVedEbBPJB5kRWPt5n1QQZDgoJ6tVVoVBMAYzfh-6vEoTvyFh3JoJI5bOzADibvcHU8QqHSF-WBFf6YFhki_KTNRQ" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" data-original-height="2708" data-original-width="1694" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjxEpbuU4FsRrVIsuwLbcvJd1S5AaKAyhJr3WZ5jYmsqvSq6Dc05DQ6Qao_TwCh6prOjB_M5O2i7_v0vd1HhOOKpsnuWgLRftoU6tVedEbBPJB5kRWPt5n1QQZDgoJ6tVVoVBMAYzfh-6vEoTvyFh3JoJI5bOzADibvcHU8QqHSF-WBFf6YFhki_KTNRQ" width="150" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;">Utopía queer : el entonces y allí de la futuridad anti normativa / José Esteban Muñoz ; traducción Patricio Orellana ; prólogo Mariano López Seoane.</b></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 9789871622849</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 306.76 M9719.E 2020</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">La idea de utopía probablemente se cuente entre las más disputadas, tergiversadas y bastardeadas de la historia. Con este libro, José Esteban Muñoz añade un nuevo capítulo a esta contienda, reimaginando o torciendo el concepto una vez más para afirmar su valor y su lugar en el campo de la crítica queer. La utopía, aquí, no es un ejercicio vano del pensamiento, la imaginación ociosa de un lugar que no existe ni puede existir. Para Muñoz la utopía no existe, por supuesto… pero sus huellas están por todas partes. Utopía queer está escrito con dos enemigos en mente: el pragmatismo (de cierto activismo gay) y la romantización de la negatividad (de ciertas teorías queer). Son dos amenazas casi opuestas y, para rehuir de ambas, Muñoz debe moverse con cuidado: contra la romantización de lo negativo, reivindica las ideas de utopía, esperanza, futuro; pero, contra el pragmatismo, defiende una utopía que no es reacia ni ajena a los fracasos, ni históricos ni personales, ni al arte de perder en general. En contra del pragmatismo, Muñoz afirma que la utopía misma es crítica; es decir, que tiene que ver, en última instancia, con un trabajo de lo negativo (mostrar lo que ¿aún? no es). Pero en vez de rechazar el futuro, esta negatividad tiende hacia él, lo performa, lo abre.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><br /></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhUefgNIKGyrNZgFCOtd0VH5rqyZwDChzvhN76zz-xkBNpuMKVRD7gBQX5SutFqPr95JbI_VvOzHUJU6fgvsn5Cd-NMP8rFNTuIcLs4rdZUqcp8MdVpyxlJVeoR0sC66PcNSSPZuLDy_AiSNbooxSvfU5o1kdLq50CDQ4krYIqPGvHmvPMnfFV2uzJXKg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2775" data-original-width="1643" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhUefgNIKGyrNZgFCOtd0VH5rqyZwDChzvhN76zz-xkBNpuMKVRD7gBQX5SutFqPr95JbI_VvOzHUJU6fgvsn5Cd-NMP8rFNTuIcLs4rdZUqcp8MdVpyxlJVeoR0sC66PcNSSPZuLDy_AiSNbooxSvfU5o1kdLq50CDQ4krYIqPGvHmvPMnfFV2uzJXKg" width="142" /></a></div><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"><b style="box-sizing: border-box;">El optimismo cruel / Lauren Berlant</b></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN:978-987-1622-87-0</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 302.5 B514.E 2020</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">“Hacia fines de la década del noventa, y de manera en un principio silenciosa y casi marginal, la teoría cultural comenzó a verse atravesada por discusiones alrededor de la dimensión afectiva. Si bien la filosofía y las ciencias sociales ya se habían ocupado de la cuestión, en esos años y como una suerte de desprendimiento de debates que se produjeron en el marco de las teorías feministas y queer, el análisis cultural le puso una marca a un punto de vista propio: el giro afectivo. El propósito fundamental de esta trama conceptual y activista, que tiene a Sara Ahmed y Lauren Berlant entre sus principales exponentes, es dar cuenta tanto de la dimensión afectiva de la esfera pública, como de la dimensión política de la vida afectiva.</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Este libro, publicado originalmente en 2011, sostiene que las fantasías de progreso constituyen un afecto particular: el optimismo cruel. Existe una relación de optimismo cruel cuando las aspiraciones a la buena vida son en realidad obstáculos para el desarrollo y el crecimiento. Berlant sostiene que el optimismo cruel ha sido el tono afectivo preponderante desde la década del ochenta, en paralelo a la consolidación del neoliberalismo y a la retracción de las promesas socialdemócratas de movilidad ascendente, seguridad laboral e igualdad social y política, a pesar de que el capitalismo tiene cada vez menos alternativas que ofrecer a los dramas de adaptación que surgen de la precariedad y la crisis. A través del análisis de un repertorio de dispositivos estéticos como novelas y películas, Berlant enfatiza los aspectos problemáticos de ciertos sentimientos habitualmente considerados optimistas o positivos, y de este modo impulsa una indagación crítica fundamental a la hora de pensar las emociones en la sociedad contemporánea.”</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhJt9QVULn3Flm3t-sSijyAGW5zwZ-_T4l0sq1A4ipqZ8Eu793vQvxMFHWhktSKoJrq5QAzZLQPBmmNF49EjJkRfC2p2lyBEzobvLhvZvdDiYXFYsBLsgmc59di0zhRMWjB-0uxXAxcARvvDgU0dtp3Hvm9ZOiAZQxUkyms6tCEtjJqT6946BaLBCu8cg" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="2920" data-original-width="1815" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEhJt9QVULn3Flm3t-sSijyAGW5zwZ-_T4l0sq1A4ipqZ8Eu793vQvxMFHWhktSKoJrq5QAzZLQPBmmNF49EjJkRfC2p2lyBEzobvLhvZvdDiYXFYsBLsgmc59di0zhRMWjB-0uxXAxcARvvDgU0dtp3Hvm9ZOiAZQxUkyms6tCEtjJqT6946BaLBCu8cg" width="149" /></a></div><b style="box-sizing: border-box;">Manifiesto contrasexual: traducción de Julio Díaz y Carolina Melon<br />i / Paul B. Preciado; traducción de Julio Díaz y Carolina Meloni.</b><p></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">ISBN: 9788433964557</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Ubicación en estantería: 306.7 P9231.E 2021</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">“En el principio era el dildo. El dildo antecede al pene. Es el origen del pene. La sexualidad es una tecnología hecha de máquinas, productos, instrumentos, aparatos, trucos, prótesis, redes, aplicaciones, programas, conexiones, flujos de energía y de información, interrupciones e interruptores, llaves, leyes de circulación, lógicas, equipos, formatos, accidentes, detritos, mecanismos, usos, desvíos… Es hora de entrar en la caja negra del sistema y de inventar una nueva gramática. Un encuentro salvaje entre el feminismo y la dildotectónica, entre la filosofía posestructural y el cómic manga, entre la acción política y la ciencia ficción. Filosóficamente preciso e hilarante, el Manifiesto contrasexual ha sido aclamado por la crítica francesa como un clásico del pensamiento para el siglo XXI. Un libro imprescindible para entender los debates con- temporáneos en torno a las políticas feministas, queer y transgénero.”</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Catálogo: <a href="http://koha.unsam.edu.ar/" style="background: transparent; box-sizing: border-box; color: #639fd3; text-decoration-line: none;">http://koha.unsam.edu.ar/</a></p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;">Consultas: bc@unsam.edu.ar</p><p style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Roboto condensed"; font-size: 16px; margin: 0px 0px 10px;"> </p>Unknownnoreply@blogger.com0