chillwave | [P] Bridge to Terabithia 2007 (Bluray 1080p x265 5 1) | My Girls Boy
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Novato

Autocad Curso desde Cero 2016 / Aprende en tu Casa

Autocad Curso desde Cero 2016 / Aprende en tu Casa /
Este curso a sido desarrollado para los estudiantes y personas interesadas en aprender a utilizar esta herramienta de dibujo.
http://www.youtube.com/watch?v=TcoTWl-OKW4
en el mismo aprenderás nuevas técnicas que te ayudaran a mejorar los conocimiento que posee. 

Este curso cuenta con mas de 40 videos que se irán subiendo a medida que avancemos..
Este curso se va a organizar en dos partes: teoría y prácticas. http://data:image/jpeg;base64,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Objetivos de las clases prácticas • Introducción a AutoCAD® • Gestión de dibujos • Modos de visualización •Ayudas al 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 Objetivo de las clases prácticas El objetivo de las clases prácticas es el aprendizaje de una herramienta deCAD (en nuestro caso AutoCAD®) orientada al dibujo 2D (2 dimensiones). De estaforma, al finalizar el cuatrimestre, deberemos ser capaces de poder realizarcualquier diseño 2D que nos propongan. Este curso se va a organizar en dos partes: teoría y prácticas.http://data:image/jpeg;base64,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