LIBROS MUVEP
Libro: "El arte, fuente de conocimiento. Educación por el arte".
Tesis doctoral, leída en la Facultad de Filosofía y Letras de la Universidad de Oviedo, año 2012.
El libro contiene, cincuenta y ocho imágenes y un video que podrás visualizar al mismo tiempo que haces la lectura del texto, con la referencia a dicha iconografía mediante el código QR. Dicho código se encuentra en la parte inferior de la solapa de la contraportada. Igualmente, en las páginas correspondientes del libro encontrarás la referencia individual de las Imágenes con el número correspondiente, y desglosadas por Figuras cuando hay más de una, en la imagen. El nº de páginas es de 475 en formato 17x24. El precio del libro es de 22 €.
Libros que complementan los contenidos pedagógicos de MUVEP.
Recopilación de trabajos artísticos de alumnos, teoría y propuestas de trabajos teóricos, fundamentados en el
Sistema de proyectos.
Edición año 2021-2022 -Autor/Editor: pacoarenas.com
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)
PINTURA
PINTURA MURAL. DIBUJO. ILUSTRACIÓN CIENTÍFICA. GRABADO
CREAR-HACER-APRENDER
SISTEMA DE PROYECTOS
Formato del libro es de 21x21 con 119 páginas, todas ellas en color.
Portada y Contraportada con solapas. Precio 22 €
CERÁMICA
ESCULTURA CERÁMICA. SERIGRAFÍA. TERCER FUEGO
CREAR-HACER-APRENDER
SISTEMA DE PROYECTOS
Formato del libro es de 21x21 con 116 páginas, todas ellas en color.
Portada y Contraportada con solapas. Precio 22 €
DISEÑO
MAQUETAS. TEXTIL. GRÁFICO. ILUSTRACIÓN. MEDIOS AUDIOVISUALES
CREAR-HACER-APRENDER
SISTEMA DE PROYECTOS
Formato del libro es de 21x21 con 98 páginas, todas ellas en color.
Portada y Contraportada con solapas. Precio 22 €
El precio en conjunto, de los tres libros, PINTURA, CERÁMICA, DISEÑO, que complementan Muvep es de 60 €, que engloba en el precio, mandarlos contra reembolso. Los cuatro libros, que incluiría igualmente el libro, “El arte, fuente de conocimiento. Educación por el arte”, sería de 80€.
Indícame tu dirección, a través de mi correo electrónico
(p@pacoarenas.com) y los recibirás en casa, en pocos días.