tag:blogger.com,1999:blog-65154499010154875362024-02-20T03:59:02.523-08:00La historia del dibujoLA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-6515449901015487536.post-53229218243776953872013-04-27T15:41:00.003-07:002013-04-27T15:41:52.684-07:00<div style="text-align: center;">
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LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com0tag:blogger.com,1999:blog-6515449901015487536.post-62732061876892052052012-07-11T18:50:00.003-07:002012-07-11T18:50:44.525-07:00Dibujo Tecnico<span style="font-size: x-small;"><span style="background-color: white;">miércoles</span>, 11 de julio del 2012</span><br />
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Los dibujos y pinturas en la cueva de Altamira, fueron de las primera civilizaciones perduran escasos testimonios de dibujos, normalmente, por la fragilidad de sus soportes <span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;">(se han hallado en </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">ostraca</span><span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;"> y pinturas murales inacabadas), o porque eran un
medio para elaborar posteriores pinturas, recubriéndolos con capas de color.
Las culturas de la Antigua </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">China</span><span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;">, </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Mesopotamia</span><span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;">, el </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">valle del Indo</span><span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;">, o el </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Antiguo Egipto</span><span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;"> nos han dejado muestras evidentes de ello,
ideándose los primeros cánones de proporciones, como sucedió también en la </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Antigua Grecia</span><span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;"> y </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Roma</span><span style="background-color: white; font-family: 'Times New Roman', serif; font-size: 12pt; text-align: justify;">.</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">En la </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Edad Media</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> se utilizó profusamente el dibujo, generalmente
coloreado, para representar sobre </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">pergaminos</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> los temas religiosos tratados, a modo de
explicación o alegoría de las historias escritas, primando lo simbólico sobre
lo realista, incluso en sus proporciones y cánones. También la cultura islámica
contribuyó con preciosos dibujos que acompañaban textos de </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">anatomía</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">astronomía</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> o </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">astrología</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Es en el </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Renacimiento</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> cuando el dibujo eclosiona alcanzando sublimes
cotas. Por primera vez se estudia el
método de reflejar la realidad lo más fielmente posible, con arreglo a unas
normas matemáticas y geométricas impecables: con </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Filippo Brunelleschi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> surge la </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">perspectiva cónica</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">. El dibujo, de la mano de los
grandes artistas renacentistas cobra autonomía, adquiriendo valor propio en
autorretratos, planos arquitectónicos y variados temas realistas –como los de </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">Leonardo da Vinci</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">–, además de seguir sirviendo como estudio previo
imprescindible de otras artes, como la </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">pintura</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">escultura</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, o </span><span style="color: windowtext; font-family: 'Times New Roman', serif; font-size: 12pt;">arquitectura</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">.<o:p></o:p></span></div>
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En pocas palabras, el dibujo son líneas en orden
para dar forma. El primer ejemplo de dibujo técnico que se conoce en la
historia del dibujo, son los planos esquemáticos de un edificio, esculpidos en
la estatua del rey sumerio Gudea de Lagash (2144-2122 aC). <br />
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</w:wrap></v:imagedata></v:shape>El papiro de Ahmes del año 1650 aC, contiene trazados geométricos y
el cálculo de pirámides. <br />
Euclides en el 300 aC hizo un tratado de
geometría de 13 volúmenes, donde incluye la geometría plana, magnitudes
inconmensurables y la geometría del espacio. <br />
Arquímedes (287-212 aC) escribió obras sobre
geometría plana y espacial, aritmética y mecánica. Inventó formas para medir el
área de las figuras curvas, la superficie y el volumen. <br />
Apolonio de Perga en el siglo III aC, estudió las
curvas cónicas. <br />
El primer documento sobre la aplicación de dibujo
perteneció al arquitecto romano Vitrubio en el 30 aC. <br />
Durante el Renacimiento, las representaciones <a href="http://www.artesaniasymanualidades.com/tecnicas/" title="técnicas"><span style="color: windowtext; text-decoration: none; text-underline: none;">técnicas</span></a>
se consolidan, como en el caso de los trabajos del arquitecto Brunelleschi, o
los dibujos de Leonardo da Vinci, entre otros. <br />
Pero recién en el siglo XVIII, se producirá un
avance importante, por parte del matemático francés Gaspard Monge (1746-1818),
que es considerado el padre de la geometría descriptiva. Esta rama de la
geometría permite representar sobre una superficie plana, objetos
tridimensionales. El método inventado por Monge fue el sistema diédrico. <br />
El aporte más nuevo de la <em>historia del dibujo</em>
técnico es la normalización, que es el conjunto de reglas y preceptos que se
aplican al diseño y la fabricación de objetos. Si bien ya existían algunos
tipos de normalización desde los caldeos, es durante la Primera Guerra Mundial,
que la normalización toma impulso con la creación del Comité Alemán de
Normalización en 1917.<br />
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<br />LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com0tag:blogger.com,1999:blog-6515449901015487536.post-79361577352087122112012-06-29T19:00:00.002-07:002012-07-11T18:51:02.988-07:00Dibujo técnico 29-06-2012<span style="font-family: 'Times New Roman', serif; font-size: large;"><br /></span>LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com0tag:blogger.com,1999:blog-6515449901015487536.post-12988047884283820412012-06-08T06:56:00.001-07:002012-06-08T06:56:55.357-07:00Imágenes del dibujo técnico<h3>
Bueno aquí podemos observar algunas imágenes del dibujo técnico:<br />por ejemplo:</h3>
<img height="227" 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" width="320" />:<br />
<br />
<br />
<img height="276" 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<img height="312" src="https://encrypted-tbn3.google.com/images?q=tbn:ANd9GcT8f6YkYknpI_I9RsCuWlQfajTXZAoPLLbyzebn9F5ozwB7L_KDLqbLoLNFSg" width="320" />
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<br />LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com0tag:blogger.com,1999:blog-6515449901015487536.post-62601026856741246122012-05-25T20:31:00.002-07:002012-05-25T20:33:00.070-07:00Vídeos del dibujo artístico<div class="separator" style="clear: both; text-align: left;">
Bueno a qui podemos observar unos vídeos en los cuales se realizan retratos de personas y cara graciosas y algunos que parecen reales:</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/-MkCtRKpcHs?feature=player_embedded' frameborder='0'></iframe></div>
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<a href="http://www.youtube.com/watch?v=-MkCtRKpcHs">http://www.youtube.com/watch?v=-MkCtRKpcHs</a><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/73dz1BjhVF4?feature=player_embedded' frameborder='0'></iframe></div>
<a href="http://www.youtube.com/watch?v=73dz1BjhVF4&feature=related">http://www.youtube.com/watch?v=73dz1BjhVF4&feature=related</a>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/lslbxM1t7X4?feature=player_embedded' frameborder='0'></iframe></div>
<a href="http://www.youtube.com/watch?v=lslbxM1t7X4&feature=related">http://www.youtube.com/watch?v=lslbxM1t7X4&feature=related</a>LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com0tag:blogger.com,1999:blog-6515449901015487536.post-68955941790558961222012-05-16T13:44:00.002-07:002012-05-16T13:44:20.761-07:00Imágenes del dibujo artístico:<img height="239" 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<br />LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com1tag:blogger.com,1999:blog-6515449901015487536.post-62967712182191293652012-05-05T08:12:00.001-07:002012-05-05T08:12:44.198-07:00Biografia de Leonardo de Vince:<div style="text-align: justify;">
<b>Leonardo da Vinci</b>: <span style="color: black;">Nació en </span><a href="http://es.wikipedia.org/wiki/Vinci" style="color: black;" title="Vinci">Vinci</a><span style="color: black;"> el </span><a href="http://es.wikipedia.org/wiki/15_de_abril" style="color: black;" title="15 de abril">15 de abril</a><span style="color: black;"> de </span><a href="http://es.wikipedia.org/wiki/1452" style="color: black;" title="1452">1452,a los 67 años, acompañado de su fiel </a><a href="http://es.wikipedia.org/wiki/Francesco_Melzi" style="color: black;" title="Francesco Melzi">Francesco Melzi</a><span style="color: black;">, a quien legó sus proyectos, diseños y pinturas.</span><sup class="reference" id="cite_ref-Friedenthal1_2-1" style="color: black;"><a href="http://es.wikipedia.org/wiki/Leonardo_da_Vinci#cite_note-Friedenthal1-2">2</a></sup><span style="color: black;"> Tras pasar su infancia en su ciudad natal, Leonardo estudió con el célebre pintor florentino </span><a href="http://es.wikipedia.org/wiki/Verrocchio" style="color: black;" title="Verrocchio">Andrea de Verrocchio</a><span style="color: black;">. Sus primeros trabajos de importancia fueron creados en </span><a href="http://es.wikipedia.org/wiki/Mil%C3%A1n" style="color: black;" title="Milán">Milán</a><span style="color: black;"> al servicio del duque </span><a href="http://es.wikipedia.org/wiki/Ludovico_Sforza" style="color: black;" title="Ludovico Sforza">Ludovico Sforza</a><span style="color: black;">. Trabajó a continuación en </span><a href="http://es.wikipedia.org/wiki/Roma" style="color: black;" title="Roma">Roma</a><span style="color: black;">, </span><a class="mw-redirect" href="http://es.wikipedia.org/wiki/Bolo%C3%B1a" style="color: black;" title="Boloña">Boloña</a><span style="color: black;"> y </span><a href="http://es.wikipedia.org/wiki/Venecia" style="color: black;" title="Venecia">Venecia</a><span style="color: black;">, y pasó los últimos años de su vida en </span><a href="http://es.wikipedia.org/wiki/Francia" style="color: black;" title="Francia">Francia</a><span style="color: black;">, por invitación del rey </span><a href="http://es.wikipedia.org/wiki/Francisco_I_de_Francia" style="color: black;" title="Francisco I de Francia">Francisco I</a><span style="color: black;">.</span>
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Frecuentemente descrito como un <a href="http://es.wikipedia.org/wiki/Arquetipo" title="Arquetipo">arquetipo</a> y <a href="http://es.wikipedia.org/wiki/S%C3%ADmbolo" title="Símbolo">símbolo</a> del hombre del <a href="http://es.wikipedia.org/wiki/Renacimiento" title="Renacimiento">Renacimiento</a>, <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Pol%C3%ADmata" title="Polímata">genio universal</a>, además de <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Fil%C3%B3sofo" title="Filósofo">filósofo</a> <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Humanista" title="Humanista">humanista</a> cuya curiosidad infinita sólo puede ser equiparable a su capacidad inventiva,
Leonardo da Vinci es considerado como uno de los más grandes pintores
de todos los tiempos y, probablemente, es la persona con el mayor número
de talentos en múltiples <a href="http://es.wikipedia.org/wiki/Disciplina" title="Disciplina">disciplinas</a> que jamás ha existido.</div>
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Su asociación histórica más famosa es la pintura, siendo dos de sus obras más célebres, <i><a href="http://es.wikipedia.org/wiki/La_Gioconda" title="La Gioconda">La Gioconda</a></i> y <i><a class="mw-redirect" href="http://es.wikipedia.org/wiki/La_%C3%9Altima_Cena_%28Leonardo%29" title="La Última Cena (Leonardo)">La Última Cena</a></i>, copiadas y <a href="http://es.wikipedia.org/wiki/Parodia" title="Parodia">parodiadas</a> en varias ocasiones, al igual que su dibujo del <i><a href="http://es.wikipedia.org/wiki/Hombre_de_Vitruvio" title="Hombre de Vitruvio">Hombre de Vitruvio</a></i>,
que llegaría a ser retomado en numerosos trabajos derivados. No
obstante, sólo se conocen una quincena de sus obras, debido
principalmente a sus constantes (y a veces desastrosos) experimentos con
nuevas técnicas y a su inconstancia crónica.Este reducido número de creaciones, junto con sus cuadernos que
contienen dibujos, diagramas científicos y reflexiones sobre la
naturaleza de la pintura, constituyen un legado para las sucesivas
generaciones de artistas, llegando a ser igualado únicamente por <a href="http://es.wikipedia.org/wiki/Miguel_%C3%81ngel" title="Miguel Ángel">Miguel Ángel</a>.</div>
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Como ingeniero e inventor, Leonardo desarrolló ideas muy adelantadas a su tiempo, tales como el <a href="http://es.wikipedia.org/wiki/Helic%C3%B3ptero" title="Helicóptero">helicóptero</a>, el <a href="http://es.wikipedia.org/wiki/Carro_de_combate" title="Carro de combate">carro de combate</a>, el <a href="http://es.wikipedia.org/wiki/Submarino" title="Submarino">submarino</a> y el <a href="http://es.wikipedia.org/wiki/Autom%C3%B3vil" title="Automóvil">automóvil</a>. Muy pocos de sus proyectos llegaron a construirse (entre ellos la máquina para medir el límite elástico de un cable), puesto que la mayoría no eran realizables aún en esa época.<sup class="reference" id="cite_ref-7"><a href="http://es.wikipedia.org/wiki/Leonardo_da_Vinci#cite_note-7">Nota 4</a></sup> Como científico, Leonardo da Vinci hizo progresar mucho el conocimiento en las áreas de <a href="http://es.wikipedia.org/wiki/Anatom%C3%ADa" title="Anatomía">anatomía</a>, la <a href="http://es.wikipedia.org/wiki/Ingenier%C3%ADa_civil" title="Ingeniería civil">ingeniería civil</a>, la <a href="http://es.wikipedia.org/wiki/%C3%93ptica" title="Óptica">óptica</a> y la <a href="http://es.wikipedia.org/wiki/Hidrodin%C3%A1mica" title="Hidrodinámica">hidrodinámica</a>.</div>
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Y muere el n <a href="http://es.wikipedia.org/wiki/Amboise" title="Amboise">Amboise</a> el <a href="http://es.wikipedia.org/wiki/2_de_mayo" title="2 de mayo">2 de mayo</a> de <a href="http://es.wikipedia.org/wiki/1519" title="1519">1519</a>.</div>
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La <b>historia del dibujo técnico</b> se inicia
gracias a la necesidad de <a href="http://es.wikipedia.org/wiki/Grafismo" title="Grafismo"><span style="color: windowtext; text-decoration: none; text-underline: none;">grafismos</span></a> o <a href="http://es.wikipedia.org/wiki/Dibujo" title="Dibujo"><span style="color: windowtext; text-decoration: none; text-underline: none;">dibujos</span></a>. Las primeras representaciones que conocemos son las <a href="http://es.wikipedia.org/wiki/Pinturas_rupestres" title="Pinturas rupestres"><span style="color: windowtext; text-decoration: none; text-underline: none;">pinturas rupestres</span></a>, en ellas no solo se
intentaba representar la realidad que le rodeaba, animales, astros, al propio
ser humano, etc., sino también sensaciones, como la alegría de las danzas, o la
tensión de las cacerías.</div>
<div style="text-align: justify;">
A lo largo de la historia, esta necesidad de
comunicarse mediante dibujos, ha evolucionado, dando lugar por un lado al <a href="http://es.wikipedia.org/wiki/Dibujo_art%C3%ADstico" title="Dibujo artístico"><span style="color: windowtext; text-decoration: none; text-underline: none;">dibujo artístico</span></a> y por otro al <a href="http://es.wikipedia.org/wiki/Dibujo_t%C3%A9cnico" title="Dibujo técnico"><span style="color: windowtext; text-decoration: none; text-underline: none;">dibujo
técnico</span></a>. Mientras el primero intenta comunicar ideas y sensaciones,
basándose en la sugerencia y estimulando la imaginación del espectador, el
dibujo técnico, tiene como fin, la representación de los objetos lo más
exactamente posible, en forma y dimensiones.</div>
<div style="text-align: justify;">
Hoy en día, se está produciendo una confluencia
entre los objetivos del dibujo artístico y técnico. Esto es consecuencia de la
utilización de los ordenadores en el dibujo técnico, con ellos se obtienen
recreaciones virtuales en 3D, que si bien representan los objetos en verdadera
magnitud y forma, también conllevan una fuerte carga de sugerencia para el
espectador. Nos valemos del dibujo para representar objetos reales o ideas que,
a veces, no podemos expresar fielmente con palabras. Los primeros dibujos
conocidos se remontan a la <a href="http://es.wikipedia.org/wiki/Prehistoria" title="Prehistoria"><span style="color: windowtext; text-decoration: none; text-underline: none;">prehistoria</span></a>, como los que se encuentran en la <a href="http://es.wikipedia.org/wiki/Cueva_de_Altamira" title="Cueva de Altamira"><span style="color: windowtext; text-decoration: none; text-underline: none;">Cueva de
Altamira</span></a>, donde nuestros antepasados representaron en los techos y
paredes de las grutas lo que consideraban importante transmitir o expresar.</div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Dibujos y
pinturas de la cueva de Altamira.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">De las primeras civilizaciones perduran escasos
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hallado en </span><a href="http://es.wikipedia.org/wiki/Ostraca" title="Ostraca"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">ostraca</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> y pinturas murales inacabadas), o porque eran un
medio para elaborar posteriores pinturas, recubriéndolos con capas de color.
Las culturas de la Antigua </span><a href="http://es.wikipedia.org/wiki/China" title="China"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">China</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, </span><a href="http://es.wikipedia.org/wiki/Mesopotamia" title="Mesopotamia"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">Mesopotamia</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, el </span><a href="http://es.wikipedia.org/wiki/Valle_del_Indo" title="Valle del Indo"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">valle del Indo</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, o el </span><a href="http://es.wikipedia.org/wiki/Antiguo_Egipto" title="Antiguo Egipto"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">Antiguo Egipto</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> nos han dejado muestras evidentes de ello,
ideándose los primeros cánones de proporciones, como sucedió también en la </span><a href="http://es.wikipedia.org/wiki/Antigua_Grecia" title="Antigua Grecia"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">Antigua Grecia</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> y </span><a href="http://es.wikipedia.org/wiki/Antigua_Roma" title="Antigua Roma"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">Roma</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">.</span></div>
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">En la </span><a href="http://es.wikipedia.org/wiki/Edad_Media" title="Edad Media"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">Edad Media</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> se utilizó profusamente el dibujo, generalmente
coloreado, para representar sobre </span><a href="http://es.wikipedia.org/wiki/Pergamino" title="Pergamino"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">pergaminos</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> los temas religiosos tratados, a modo de
explicación o alegoría de las historias escritas, primando lo simbólico sobre
lo realista, incluso en sus proporciones y cánones. También la cultura islámica
contribuyó con preciosos dibujos que acompañaban textos de </span><a href="http://es.wikipedia.org/wiki/Anatom%C3%ADa" title="Anatomía"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">anatomía</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, </span><a href="http://es.wikipedia.org/wiki/Astronom%C3%ADa" title="Astronomía"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">astronomía</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> o </span><a href="http://es.wikipedia.org/wiki/Astrolog%C3%ADa" title="Astrología"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">astrología</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">Es en el </span><a href="http://es.wikipedia.org/wiki/Renacimiento" title="Renacimiento"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">Renacimiento</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;"> cuando el dibujo eclosiona alcanzando sublimes
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grandes artistas renacentistas cobra autonomía, adquiriendo valor propio en
autorretratos, planos arquitectónicos y variados temas realistas –como los de </span><a href="http://es.wikipedia.org/wiki/Leonardo_da_Vinci" title="Leonardo da Vinci"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">Leonardo da Vinci</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">–, además de seguir sirviendo como estudio previo
imprescindible de otras artes, como la </span><a href="http://es.wikipedia.org/wiki/Pintura" title="Pintura"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">pintura</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, </span><a href="http://es.wikipedia.org/wiki/Escultura" title="Escultura"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">escultura</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">, o </span><a href="http://es.wikipedia.org/wiki/Arquitectura" title="Arquitectura"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; text-decoration: none; text-underline: none;">arquitectura</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC;">.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Por ejemplo a qui podemos observar algunas imagenes del dibujo tecnico y de la cueva del altamira:</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt;"> </span></div>
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</div>
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<img height="312" id="il_fi" src="http://portales.educared.net/wikiEducared/images/a/a8/DibujoTecnico_I-1_47.gif" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="312" /></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<img height="266" id="il_fi" src="http://www.arteespana.com/cuadros/g-altamira-2.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="350" /><b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"> </span></b></div>
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<b><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;">Pintura
paleolítica policroma sobre el saliente de una roca en el
techo de la Gran Sala de la Cueva de Altamira (Cantabria)</span></b><span style="font-size: xx-small;">.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com0tag:blogger.com,1999:blog-6515449901015487536.post-66333999545422531912012-05-05T07:45:00.000-07:002012-05-05T07:45:53.544-07:00El Dibujo artistico:<b><u style="color: red;"></u></b><br />
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<b><span style="color: black; mso-themecolor: text1;">Dibujo</span></b><span style="color: black; mso-themecolor: text1;"> significa tanto el arte que enseña a dibujar, como </span><a href="http://es.wikipedia.org/wiki/Delineaci%C3%B3n" title="Delineación"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">delineación</span></a><span style="color: black; mso-themecolor: text1;">,
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ejecutada en claro y oscuro, que toma nombre del material con que se hace.</span><a href="http://es.wikipedia.org/wiki/Dibujo#cite_note-0"><sup><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;"></span></sup></a><span style="color: black; mso-themecolor: text1;"> El
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subconjunto de las manifestaciones artísticas conocidas como pintura, pero no
forma parte de la pintura como técnica de representación. El dibujo es el arte
de representar gráficamente objetos sobre una superficie plana; es base de toda
creación plástica y es un medio convencional para expresar la forma de un
objeto mediante líneas o trazos. En la pintura, la estructura de los planos se
logra mediante masas coloreadas.</span><br />
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">Las técnicas de
"pintar" y "dibujar" pueden ser confundidas, porque las
herramientas son las mismas para ambas tareas, pero las operaciones son
distintas, "pintar" incorpora la aplicación de </span><a href="http://es.wikipedia.org/wiki/Pigmento" title="Pigmento"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1; text-decoration: none; text-underline: none;">pigmentos</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">,
generalmente aplicados mediante un </span><a href="http://es.wikipedia.org/wiki/Pincel" title="Pincel"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1; text-decoration: none; text-underline: none;">pincel</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">, que son
esparcidos sobre un </span><a href="http://es.wikipedia.org/wiki/Lienzo" title="Lienzo"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1; text-decoration: none; text-underline: none;">lienzo</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">;
mientras que el dibujo es la delineación en una superficie que generalmente es
el </span><a href="http://es.wikipedia.org/wiki/Papel" title="Papel"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1; text-decoration: none; text-underline: none;">papel</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">.</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">El término dibujar
sugiere un proceso distinto al de pintura. El dibujo es generalmente exploratorio,
con énfasis principal en la observación, solución de problemas y composición.
En contraste, la </span><a href="http://es.wikipedia.org/wiki/Pintura" title="Pintura"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1; text-decoration: none; text-underline: none;">pintura
tradicional</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;"> es generalmente la ejecución o acabamiento del
dibujo mediante la inserción de </span><a href="http://es.wikipedia.org/wiki/Pigmento" title="Pigmento"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1; text-decoration: none; text-underline: none;">pigmentos</span></a><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"><b style="color: red;"><u>¿En cuantas partes creen que se puede clasificar el dibujo? </u></b></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12pt;"> El dibujo puede clasificarse en 4 partes que son: </span></div>
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<br />
<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-EC; mso-themecolor: text1;">Estos determinan
precisamente el orden cronológico para representar y transmitir a través de
bosquejos, diagramas o esquemas la idea o proyecto que desea desarrollar y
ejecutar su inventor o diseñador: plasmando en su orden la idea general; su
espacio forma y dimensión; y por último su proceso y técnica de fabricación.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>LA HISTORIA DEL DIBUJOhttp://www.blogger.com/profile/16629319439134038149noreply@blogger.com0tag:blogger.com,1999:blog-6515449901015487536.post-39384002918100078022012-05-02T09:01:00.000-07:002012-05-03T11:18:26.763-07:00La historia del dibujo¿Que sabe usted del dibujo tecnico y artistico?<br />
Yo le digo:<br />
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
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mso-style-qformat:yes;
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mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
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mso-pagination:widow-orphan;
font-size:11.0pt;
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mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--> <br />
<b><span style="color: red;">Dibujo artistico</span>:</b><!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:RelyOnVML/> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES-EC</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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</style> <![endif]--><b><span style="color: black; font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;">Dibujo</span></b><span style="color: black; font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-themecolor: text1;"><b> </b>significa tanto el arte que enseña a dibujar, como </span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-EC; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><a href="http://es.wikipedia.org/wiki/Delineaci%C3%B3n" title="Delineación"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">delineación</span></a><span style="color: black; mso-themecolor: text1;">, figura o </span><a href="http://es.wikipedia.org/wiki/Imagen" title="Imagen"><span style="color: black; mso-themecolor: text1; text-decoration: none; text-underline: none;">imagen</span></a><span style="color: black; mso-themecolor: text1;"> ejecutada en claro y oscuro, que toma nombre del material con que se hace.</span></span><br />
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" 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" 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<div style="color: red;"><b><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Dibujo tecnico : </span></b><span style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">La historia del dibujo técnico se inicia gracias a la necesidad de <a href="http://es.wikipedia.org/wiki/Grafismo" style="color: black;" title="Grafismo"><span style="text-decoration: none;">grafismos</span></a><span style="color: black;"> o </span><a href="http://es.wikipedia.org/wiki/Dibujo" title="Dibujo"><span style="text-decoration: none;"><span style="color: black;">dibuj</span>os</span></a>.</span></div><div style="color: red;"><span style="color: black; font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><img alt="" height="443" 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" 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