tag:blogger.com,1999:blog-16959403006313999032024-02-19T11:02:10.988+01:002D'ARQUITECTURAvintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.comBlogger27125tag:blogger.com,1999:blog-1695940300631399903.post-42672065885279471972020-09-15T13:03:00.001+02:002020-09-15T13:03:53.898+02:00¿CÓMO DE DOMÓTICA ES MI CASA?<p> </p><p class="MsoNormal" style="text-align: justify;">Me despierto en una vivienda
domótica. Anoche el sistema de riego se puso en funcionamiento porque la
humedad de la tierra lo requería. Las persianas del salón se han abierto un 50%
para permitir que entre el sol. La recirculación del agua se ha activado para
que el agua caliente salga inmediatamente al abrir el grifo. Suena el teléfono
de la habitación que me da los buenos días y el resto de persianas se abren al
10%. Las luces indirectas se encienden para que pueda ducharme sin dañarme la
vista. Se desconecta el sistema de seguridad que ha velado por mi familia toda
la noche. La temperatura de la habitación de los niños se eleva para que estén
confortables la media hora que les queda para levantarse. Tras mi aseo, todas
las persianas ya se han levantado y veo la fuente del jardín que comienza a
funcionar. Mientras me dirijo a la cocina se me encienden las luces y la
cafetera acaba de encenderse y las tostadas ya casi están preparadas. Las
persianas del cuarto de los niños se levantan completamente y ya podemos
desayunar todos.<o:p></o:p></p><p class="MsoNormal" style="text-align: justify;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz0_LMuWH4q-LASH0SGTDpSvIm6kwT4N0RwGjfzRIJvDibCnJWC_a532OwDZzz1cnNKCTDSu2GuD9bb8vI9LgGxdcUC-O9wrMuY4OOEWSXb3SWtssHnoSKZ3vYOxMo0ZFZEmsjNm9voAg/s1920/smart-home-3395994_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1244" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhz0_LMuWH4q-LASH0SGTDpSvIm6kwT4N0RwGjfzRIJvDibCnJWC_a532OwDZzz1cnNKCTDSu2GuD9bb8vI9LgGxdcUC-O9wrMuY4OOEWSXb3SWtssHnoSKZ3vYOxMo0ZFZEmsjNm9voAg/s320/smart-home-3395994_1920.jpg" width="320" /></a></div><br /><p class="MsoNormal" style="text-align: justify;"><o:p> </o:p>La domótica aporta soluciones a
todo tipo de viviendas. La finalidad es dotar de “inteligencia” a tu edificio. Se
entiende por domótica al conjunto de sistemas capaces de automatizar una
vivienda, aportando servicios de gestión energética, seguridad, bienestar y
comunicación, y que pueden estar integrados por medio de redes interiores y
exteriores de comunicación, cableadas o inalámbricas, y cuyo control goza de
cierta ubicuidad, desde dentro y fuera del hogar. Se podría definir como la
integración de la tecnología con el confort y diseño inteligente de un recinto.</p><p class="MsoNormal" style="text-align: justify;"><o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Las posibilidades que hoy día nos
ofrece la domótica son muy amplias. Así en una vivienda podremos hacer
inteligentes las siguientes cuestiones:<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Iluminación: Control de apagado,
encendido, disminución/incremento de intensidad de luz, tiempos, eventos,
control centralizado, ilumnación automatica por presencia, etc.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">-Energía eléctrica: Permite
controlar un aparato conectado a la corriente para prenderlo y apagarlo en base
a horarios o eventos en el sistema, encendido de aspersores, etc.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">-Seguridad: Puertas, ventanas con
sensores de apertura, sensores de rompimiento de vidrios, sensores de
movimiento, sensores de humo, violación del perímetro, seguridad por áreas,
tiempos y/o claves personales.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">-Audio y vídeo distribuido<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">-Interfases: Controles que
permiten interactuar con el sistema.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">-Motorizaciones: Control de
Persianas, toldos, estores, elevadores de Proyectores o de Pantallas de Plasma,
LCD y Convencionales.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">-Sistemas independientes: Alimentadores
de mascotas, cajas de limpieza, dispositivos robotizados, electrodomésticos y
mucho más.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">Hoy día todo esto se puede
aplicar tanto en viviendas de obra nueva como ya existentes, aunque hay
condicionantes en el segundo caso. Las premisas para poder instalar domótica
será preveer cajas extras de empalme empotradas en pared, espacio en techo para
poder ocultar los equipos domóticos, buen estado del cableado eléctrico, y
poder colocar sensores con cableado o en su defecto inalámbrico (sabiendo que
debe existir un mantenimiento de baterías). <o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;">La domótica puede suponer un
ahorro energético. Dado que el 40% del gasto se emplea en climatizar nuestra
vivienda, podemos controlar la climatización con un sensor de manera que
mantengamos climatizadas tan sólo las estancias que queramos de la casa.<o:p></o:p></p>
<p class="MsoNormal" style="text-align: justify;"><o:p> </o:p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gNCeBvDBfTpv_XW3iO_jxuc6OzPYa89z9Ylier_-Y3Ku1QaJftrosfuLKV30fb38jb5Re873PXksYZsjWWB5VcCKmcP6Rb9boHSgIRKNwe0VD4qptzM8Uu_eDhdmATk7726836jPWtk/s1920/smart-home-2769210_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1121" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5gNCeBvDBfTpv_XW3iO_jxuc6OzPYa89z9Ylier_-Y3Ku1QaJftrosfuLKV30fb38jb5Re873PXksYZsjWWB5VcCKmcP6Rb9boHSgIRKNwe0VD4qptzM8Uu_eDhdmATk7726836jPWtk/s320/smart-home-2769210_1920.jpg" width="320" /></a></div><br /><p></p>
<p class="MsoNormal" style="text-align: justify;">Estos mismos conceptos pueden
trasladarse a un local comercial, oficinas, hoteles,<span style="mso-spacerun: yes;"> </span>industrias que incluso tienen equipos
conectados día y noche. La domótica proporciona seguridad, comodidad, economía.
Puede tener cabida desde una edificación sencilla a una de alto standing. Todo
depende de las necesidades del cliente y las posibilidades que la tecnología
ofrece.<o:p></o:p></p>
<p class="MsoNormal"><o:p> </o:p></p>vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-29309079711588881212020-09-01T08:59:00.006+02:002020-09-01T08:59:45.180+02:00¿Pueden ser peligrosos los ataques de algunos insectos y hongos en las estructuras de madera?<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal" style="text-align: justify;">Como la madera es un ser vivo, es
susceptible de ser atacada por otros seres que aprovechan su estructura y
componentes. Los agentes vivos más dañinos son:</p>
<p class="MsoNormal" style="text-align: justify;"> </p><p class="MsoNormal" style="text-align: justify;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf0fD5U5WpgE2ikgtBPvORyU2pt-Vm6XEtRIs2NCMvosraguZfssuvXHtclCLoebV5IfdlLyracYu9Dlkg83I7Qh8QJwh34t0nebMBwa7PhUZcBUixY1ELudme_ROrjj4cF2TaoOJ0SJk/s1920/woodworm-4404382_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1285" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf0fD5U5WpgE2ikgtBPvORyU2pt-Vm6XEtRIs2NCMvosraguZfssuvXHtclCLoebV5IfdlLyracYu9Dlkg83I7Qh8QJwh34t0nebMBwa7PhUZcBUixY1ELudme_ROrjj4cF2TaoOJ0SJk/s640/woodworm-4404382_1920.jpg" width="640" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGW0L9wQSsqAG-o3U7eyMwVsj_fC3-A_peLjej6QGxqDWsLnhQyeLe7ILiJEpsvWAvPuky4xdRotQ46pLdW7Xv2wlY_OWaS2ih4vDmi98JpGKT55XUm0GfzZPB0L_r7x-hRfpEPVvI-zI/s960/wood-4524613_960_720.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="659" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGW0L9wQSsqAG-o3U7eyMwVsj_fC3-A_peLjej6QGxqDWsLnhQyeLe7ILiJEpsvWAvPuky4xdRotQ46pLdW7Xv2wlY_OWaS2ih4vDmi98JpGKT55XUm0GfzZPB0L_r7x-hRfpEPVvI-zI/s640/wood-4524613_960_720.jpg" width="640" /></a></div><br /><p></p>
<p class="MsoNormal" style="text-align: justify;">La carcoma son coleópteros de la
familia de los anóbidos, líctidos y otras familias. Consumen celulosa en su
época larvaria mientras a la vez que realiza túneles. Cuando alcanzan su
madurez biológica y sexual, buscan pareja, se aparean y ponen huevos en
cavidades próximas a la superficie ventilada para emigrar con posterioridad.
Este comportamiento nos da cierta tranquilidad, ya que comen poco a poco, y en
una determinada fase de su vida. </p>
<p class="MsoNormal" style="text-align: justify;"> </p>
<p class="MsoNormal" style="text-align: justify;">El grado de ataque, cantidad y
tamaño de éstas determinará el daño estructural, pero normalmente es posible
una reparación del elemento dañado. Comprobamos con un punzón y alguna probeta,
separando 30mm alrededor de la zona dañada oara evaluar el nivel de afectación.
Su solución suele ser un refuerzo y/o algún tratamiento de imprimación para
minimizar posibles ataques.</p>
<p class="MsoNormal" style="text-align: justify;"> </p><p class="MsoNormal" style="text-align: justify;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqkdErGKzoKVZYScuuQ5tA1J6a_gkYJdRhhfFnQQEaf5nGD38XBN3OcxcTokesSKjJZ7R3zfv5eG9AX9UfefHNCuMsxD5W8m4aiNzJrKFJJg-faekR8U3NENI4za_7JszcYfHh5THJiqo/s1920/termites-3367350_1920.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1279" data-original-width="1920" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqkdErGKzoKVZYScuuQ5tA1J6a_gkYJdRhhfFnQQEaf5nGD38XBN3OcxcTokesSKjJZ7R3zfv5eG9AX9UfefHNCuMsxD5W8m4aiNzJrKFJJg-faekR8U3NENI4za_7JszcYfHh5THJiqo/s640/termites-3367350_1920.jpg" width="640" /></a></div><br /><p></p>
<p class="MsoNormal" style="text-align: justify;">Por el contrario las termitas,
isópteros de la familia de los rhinotermítidos si pueden ser muy destructoras
si son un grupo numeroso y atacan a elementos estructurales principales.
Existen varias variedades en España pero la más frecuente, la “reticulitermes
lucifugus” tiene el aspecto de una hormiga gorda blanca y de tamaño entre
3-4mm. Sitúan su termitero en el subsuelo, en zonas oscuras y húmedas, y evitan
pasear en contacto con luz. Cuando come, crea con su propia saliva los túneles
y galerías para protegerse que tienen aspecto como de chorritones de barro en
la parte que podemos ver. Las galerías le conducen y protegen desde su termitero
hasta los comederos. El peligro es que arrasan con todo, pueden perforar
incluso unos cuantos cm hormigón, o comerse rápidamente el duramen o la parte
más interna de una viga dejando sólo el envoltorio. A diferencia de la carcoma
que come de manera más superficial, la térmita es rápida y se va al núcleo de
los elementos. Como las termitas son un grupo social, el daño es más
desvastador. Las piezas estructurales dañadas, probablemente deban sustituirse
o reforzarse, pero el principal problema es eliminar la termita. Se recomienda
que las personas abandonen casa para poder evaluar y minimizar peligros.
Después ventilar e iluminar lo que se pueda, y bien intentar buscar termitero
para destruirlo aunque no es nada fácil. En caso que no se encuentre termitero,
probar con insecticidas (aunque tampoco suele llegar a todas las termitas, las
cuales se van desplazando a casa vecina o lugares donde hay más comida), o<span style="mso-spacerun: yes;"> </span>localización acústica de galerías y
comederos, poniendo falsos comederos envenenados, aunque este proceso es muy
lento. </p>
<p class="MsoNormal" style="text-align: justify;"> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiYTtvs-xFJTHJ3WOTZwuyj2XAsiw9DPtS3KucvyO8068qB66u3vD7MVnCB8XHcvsk52vz6B7_BlaDPI2pxe6sR06YTvAPzKc-SkXq-LE29MoKXLP5Vcyit927DmMOs6AajF5nJMUF9XI/s960/wood-2698273_960_720.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="635" data-original-width="960" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiYTtvs-xFJTHJ3WOTZwuyj2XAsiw9DPtS3KucvyO8068qB66u3vD7MVnCB8XHcvsk52vz6B7_BlaDPI2pxe6sR06YTvAPzKc-SkXq-LE29MoKXLP5Vcyit927DmMOs6AajF5nJMUF9XI/s640/wood-2698273_960_720.jpg" width="640" /></a></div><br /><p></p>
<p class="MsoNormal" style="text-align: justify;">En otro nivel encontramos las
diversas familias de hongos que se alimentan de la madera previa destrucción y
transformación de la estructura interna. Suelen implantarse por esporas aéreas
que se desarrollan en maderas expuestas a humedades entre 35-50% y temperaturas
entre 15-30% además de falta de ventilación. Las zonas más perjudicadas son las
zonas de apoyos vigas en muros, o bajo cubiertas, zonas que no pueden
ventilarse. Una madera atacada por hongos, modifica su estructura interna,
perdiendo volumen y consecuentemente resistencia mecánica. Las pudriciones más
comunes son:</p>
<p class="MsoNormal" style="text-align: justify;">La pudrición blanca, que se come
la lignina dejando masas blancas de celulosa. La pudrición parda o marrón, que
al contrario que la blanca se come la celulosa, dejando zonas amarronadas que
se fisura del exceso de la lignina que adquiere formas cúbicas, laminares, o
prismáticas. La pudrición seca es una variante de la pudrición marrón, aunque
en este caso, el hongo productor llamado “merulius” fija su propio microclima
más húmedo. Esta pudrición que afecta sobre todo a coníferas y a veces tienen
una coloración azul, y es de las tres la más destructiva.</p>
<p class="MsoNormal" style="text-align: justify;"> </p>
<p class="MsoNormal" style="text-align: justify;">El tratamiento de la madera
afectada por hongos, suele ser evitar la humedad, tratamiento de fungicidas en
madera no afectada, y evaluación del daño existente para realizar un refuerzo o
sustitución. </p>
vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-91403269143111485302018-11-15T21:54:00.000+01:002018-11-15T21:55:41.597+01:00<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="margin-bottom: 12.0pt; margin-left: 50.2pt; margin-right: 0cm; margin-top: 0cm; tab-stops: 21.3pt; text-align: justify;">
<b><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;">Surgen nuevas instalaciones ¿en qué consiste la GEOTERMIA
y la AEROTERMIA?</span></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRVc9jxtOP-gr8EGTMHlUJplGdQPMt3NQfBhqW8MF618XgG5FyptOAx_D97yk1mNGIDHm9hfsO8rNJ1wZc-uy8GOu49m1OrM_UPUfVnaGOvOpd-P_5DH235-BrqGsx8LU9xPLN2psgI5k/s1600/sky-1392241_960_720.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="640" data-original-width="960" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRVc9jxtOP-gr8EGTMHlUJplGdQPMt3NQfBhqW8MF618XgG5FyptOAx_D97yk1mNGIDHm9hfsO8rNJ1wZc-uy8GOu49m1OrM_UPUfVnaGOvOpd-P_5DH235-BrqGsx8LU9xPLN2psgI5k/s400/sky-1392241_960_720.jpg" width="400" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><b><span style="color: #002060;"></span></b></span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><b><span style="color: #002060;"> </span></b></span></span>Existen sistemas capaces de
producir calor usando recursos naturales y energías renovables. La aerotemia y
geotermia por ejemplo pueden producir agua caliente sanitaria, calefacción y
refrigeración empleando como fuente de energía primaria el aire y la tierra en
cada uno de los casos. </div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 12pt 50.2pt; text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
La energía almacenada en forma de
calor por debajo de la superficie de la tierra se conoce como energía
geotérmica. La temperatura del terreno varía según la profundidad, por ejemplo
a 20m podemos estar a 10º, a 120m a 13º, a 220m a 16º y a 350m a 20º.
Evidentemente a más profundidad mayor temperatura y se le pueden dar distintos
usos. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Cuando tenemos altas
temperaturas, superiores a 150º, podemos transformar el vapor de agua en vapor.
Con medias temperaturas, entre 90-150º, podemos producir energía eléctrica
utilizando un fluido de intercambio que es el que alimenta las centrales. Con
baja temperatura, entre 30-90º, se pueden calentar edificios y realizar
determinados procesos industriales y agrícolas. Con muy baja temperatura,
menores de 30º podemos utilizarla para agua, calefacción y climatización usando
bombas de calor.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Para construcción nosotros nos
movemos en bajas temperaturas, y en España es una energía emergente,
posiblemente por desconocimiento, por el elevado coste inicial y la complejidad
aparente. Pero a la larga se tiene menos mantenimiento, se obtienen elevados
costes de ahorro y en ocasiones hay subvenciones.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
El sistema consiste en realizar
unas perforaciones donde se introduce un fluido que recoge el calor del terreno
y lo traslada a un intercambiador en la bomba geotérmica, que traslada este
calor a la instalación interior. Para<span style="mso-spacerun: yes;">
</span>calefacción, la bomba de calor absorbe calor del ambiente (foco frío) y
lo cede al interior de la casa (foco caliente). En verano, como refrigeración,
la bomba absorbe calor del interior de la casa (foco frío) y lo cede al
ambiente (foco caliente). Como la temperatura del terreno es elevada, el salto
térmico para alcanzar la temperatura interior deseada es muy pequeño, no siendo
necesario (en contadas ocasiones) una fuente de energía de apoyo alternativa.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Las perforaciones en el terreno
pueden ser horizontales, verticales, en bucle (abiertos o cerrados), o
cimentaciones termoactivas. Dependerá del tipo de terreno y necesidades
elegiremos una u otra opción. </div>
<div style="background: white none repeat scroll 0% 0%; margin: 12pt 0cm; text-align: justify;">
<span style="mso-fareast-language: AR-SA;">Las bombas de calor de aerotermia aprovechan el calor existente en el
aire ambiente. Sus principales usos es la producción de agua caliente sanitaria
y la climatización (tanto aire caliente como frío). El principio del
funcionamiento es simple: una bomba de calor aspira el aire del exterior y
recupera las calorías presentes en ese aire, transforma esta energía en calor y
la transfiere al circuito de calefacción de su casa. A este proceso físico se
lo conoce como “termodinámica”. El mecanismo utilizado es el inverso del que se
utiliza en los frigoríficos: un fluido refrigerante, mediante cambios de
estado, extrae el calor contenido en el aire a temperatura inferior y lo cede
al agua a temperatura superior, convirtiendo así el flujo natural del calor. </span></div>
<div class="MsoNormal" style="text-align: justify;">
La presencia en el mercado de las
bombas de calor con aerotermia ha crecido mucho durante los últimos años.
Principalmente, se posicionan como una alternativa a las calderas que utilizan
combustibles tradicionales como carbón, gas o gasoil.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
En cuanto a su funcionamiento,
los conceptos básicos son similares a los de otras calderas: están compuestos
por dos unidades, una exterior y una (o varias) exterior. Sin embargo, en
términos de eficiencia energética, sí que existe una notable diferencia.</div>
<div class="MsoNormal" style="text-align: justify;">
Las bombas de calor con
aerotermia/geotermia presentan un COP (Coeficient of Performance) muy alto, de
en torno al 4 o el 5 según el fabricante. Esto significa que <span style="mso-spacerun: yes;"> </span>por cada kW/h d electricidad que se consume
con este tipo de equipos se pueden generar 4 o 5 kW/h térmicos. Es decir,
son bombas muy eficientes.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Las únicas desventajas del uso de
la aerotermia son como en la geotermia, inversiones iniciales altas, es posible
que haya que aumentar la potencia contratada de electricidad, requiere de una unidad
exterior que hay que colocar en algún lugar, y no tiene muy buen rendimiento en
áreas climáticas muy frías. </div>
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<br /></div>
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<br /></div>
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<br /></div>
<br />
<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-57881290029304443822017-10-12T17:11:00.000+02:002017-10-12T17:15:27.226+02:00¿ES TODO FÁCIL EN UNA CASA PREFABRICADA?<!--[if gte mso 9]><xml>
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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="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
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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" 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" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<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"/>
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<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
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<w:LsdException Locked="false" Priority="46"
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Name="List Table 6 Colorful Accent 5"/>
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<w:LsdException Locked="false" Priority="51"
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</w:LatentStyles>
</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">La prefabricación imagino es el sueño de cualquier
constructor, aunque a gran escala es una utopía. La prefabricación puede darse
en multitud de materiales y va desde pequeñas piezas independientes, piezas
para puentes, viviendas y/o edificios enteros. Aquí queremos analizar más la
prefabricación en conjunto. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">La idea de realizar un módulo de casa completo
puede llegar a ser viable, pero siempre hay algo que conectar, ensamblar y
modificar. También las ideas, las necesidades, las proporciones varían con el
tiempo, y lo que en cierta década puede estar bien, a lo mejor no lo está en
otra. Antes de la revolución industrial era inaudito pensar en prefabricación.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">La primera casa digamos prefabricada y portátil fue
la casa colonial del carpintero John Manning en 1830. La casa era para su hijo
que debía emigrar. Los objetivos que debía cumplir esta casa eran sencillez, facilidad
de transporte y posterior montaje. Así que ninguno de los elementos que la
componían, debía de pesar más de lo que puede aguantar un hombre, y debían de
ser prototipos desmontables. </span><br />
<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<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="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 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"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<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="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<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="Body Text First Indent 2"/>
<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="Body Text Indent 3"/>
<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="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<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="HTML Address"/>
<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="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<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"
Name="Table Columns 3"/>
<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" 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"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<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"/>
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<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"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<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"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<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"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<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"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<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"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<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"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<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"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<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"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<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"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<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"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<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: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;}
</style>
<![endif]--></td></tr>
</tbody></table>
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Gideón consideraba al “ballon free” como la gran
invención americana y era el primer sistema prefabricado abierto de viviendas,
usando piezas recortadas que se podían ensamblar rápidamente. Lo inventó el
constructor Augustine Taylor, y se emplea desde 1833 hasta la actualidad.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sistema estructural “Balloon Frame”. Augustine Taylor.</td></tr>
</tbody></table>
<br />
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Entre los años 1908 y 1940 la compañía Sears
Roebuck and Co o Aladín, se dedicaba a vender casas por catálogo llamado
“Modern Homes” y la construía el propietario (como Ikea) de diferentes tamaños y
tipos. Funcionó muy bien porque durante este período se vendieron unas 100000
viviendas y 447 estilos difrentes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Entre 1911-1917 arquitectos como Frank Lloyd Wright
diseñó modelos que denominó las prairie houses o casas de la pradera. Asociado
a una empresa constructora Richards Company de Milwaukee, realizó unos
novecientos dibujos de un sistema de viviendas en las que la estructura de
madera, los revestimientos, las vigas, las viguetas, el tejado, las molduras,
las ventanas y las puertas estarían cortadas con precisión en taller de forma
que no requirieran labores carpintería in situ, salvo el ensamblaje de piezas.
Se quería distanciar de la venta anterior por catálogo porque en este caso no
había ningún modelo igual a otro. </span><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" 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" 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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<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="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<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="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<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" 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" 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"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<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"/>
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<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"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
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<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"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<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="63" Name="Medium Shading 1 Accent 5"/>
<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"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<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"/>
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<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"/>
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<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"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<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="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<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="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="48" Name="Grid Table 3 Accent 4"/>
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<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<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="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="51"
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<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<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"/>
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<w:LsdException Locked="false" Priority="46"
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<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"/>
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<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"/>
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<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"/>
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<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: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;
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<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Georg Muche y Richard Paulick en 1926 crean un
prototipo de vivienda prefabricada metálica de acero. La casa se construye con
una estructura ligera de montantes en I o en T que se reviste con planchas
metálicas de 3 mm de espesor, selladas con pletinas metálicas en las uniones e
impermeabilizadas con juntas de goma. El cerramiento contempla una cámara de
aire de 60 mm y un revestimiento interior de panel aislante de lana de roca
sobre una base de fibras que se termina con un enlucido. Las puertas y ventanas
ocupan menos del módulo geométrico que es 1,5m. </span></div>
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<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Por otro lado, Walter Gropius en Alemania, apostaba
por la industrialización en la fabricación de los elementos, considerando que
este sistema simplificaba los trabajos e incrementaba la eficiencia
constructiva. Su objetivo era abaratar costes además de mejorar problemas
relacionados con la falta de vivienda tras la I Guerra Mundial. </span></div>
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<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Diseñó dos casas para el Weissenhof Siedlung, el
barrio modelo de la Deutscher Werkbund de Stuttgarg, desarrollado entre 1926 y
1929. De estas dos viviendas, sólo una fue totalmente prefabricada y tuvo una
amplia difusión. Era de dos plantas y por primera vez Gropius utiliza el
término Trockenmontage (montaje en seco) para describir el sistema. Lo único
que uso sin montaje en seco, fue la cimentación de hormigón in situ. </span></div>
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<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Buckminster Fuller defendió que una buena casa,
podía ser construida tan sistemáticamente como un coche, y con esa idea nace el
proyecto teórico de la casa Dymaxion, desarrollado a partir de 1927. Toda la
estructura de esta casa hexagonal cuelga de un único poste de acero inoxidable
central, con vigas radiales. El revestimiento se realiza con planchas de
aluminio. Se construyeron únicamente dos prototipos de la vivienda, que nunca
fueron habitados, y que fueron adquiridos por el inversor William Graham. En
1948 Graham construyó una tercera versión en la que llegó a vivir con su
familia hasta la década de los 70.</span><br />
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" 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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" 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" 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="62" Name="Light Grid"/>
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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"
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<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"/>
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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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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<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"/>
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<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Otro experimento fue cuando la compañía Aron Hirsch
e Hijo, dedicada al latón y al cobre se interesó por el negocio de la vivienda
en masa. Compró una patente de paredes prefabricadas metálicas aisladas y
transportables a los arquitectos Foster y Kraft en 1924 y las casas se
revestían de cobre.<span style="mso-spacerun: yes;"> </span>En 1931, las casas
de cobre recibieron el Grand Prix de la Exposición Colonial de París. Aunque la
compañía quebró, 14 viviendas se trasladaron a Palestina.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">En la exposición Siglo de Progreso de 1933 en
Chicago, George Fred Keck presenta la casa de cristal. Una estructura exterior
de cerchas que sustenta los tres niveles de casa acristalada. Otra innovación
más a las prefabricadas.</span><br />
<br />
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" 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</xml><![endif]--><span lang="EN-US" style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 107%;">“Crystal
House” (Century of Progress Exposition). </span><span style="font-family: "times new roman" , "serif"; font-size: 12.0pt; line-height: 107%;">George Fred Keck. 1933-1934</span><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<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"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<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"
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</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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</tbody></table>
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;"> </span><br />
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;"> En la misma exposición, la casa Stran de acero los
arquitectos de Detroit O`Dell y Rowland, donde la estructura metálica no tenía
soldaduras sino pasadores, y se revestía con paneles metálicos, pudiendo
comercializarse la solución.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">En 1936, el arquitecto Frank Lloyd Wright, retoma
la idea de abaratamiento. Las casas usonianas son paredes delgadas de tableros
contrachapados normalizados que se prefabrican en taller. Únicamente se
construyen in situ algunos elementos volumétricos de fábrica de ladrillo, que
arriostran la edificación. También incorporó sistemas de calefacción por el
suelo.</span><br />
<br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<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="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<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="11" QFormat="true" Name="Subtitle"/>
<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="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<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="Body Text Indent 3"/>
<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="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<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="E-mail Signature"/>
<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 (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<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="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<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"
Name="Table Columns 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"
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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"
Name="Table Subtle 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" 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"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<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"/>
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<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"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<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"/>
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<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
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<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"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<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"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<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"/>
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<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"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<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="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<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"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<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"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<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"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<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"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Durante la Segunda Guerra Mundial, se usó el
barracón “Quonset Hut” de Otto Brandenberger para la constructora de George A.
Fuller. De planta semicilíndrica, se sujetaba por arcos metálicos y se revestía
con planchas de acero corrugado. Los extremos del barracón se cierran con
paneles de madera. </span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Se inició otra línea de prefabricación no tan
individualista, que si tuvo un resultado comercial y fueron las casas Lustron.
En 1938, el sueco Carl Strandlund había montado una fábrica de montaje similar
a la de los automóviles. Allí fabricaban en serie los modelos de casa Lustron
como si de coches se trataran. La casa tenía 3300 componentes que se montaban
en el tiempo récord de dos semanas. La estructura eran marcos de acero y los
muros y techo de paneles de acero esmaltados de porcelana (como las antiguas
bañeras). Los paneles se fijaban los unos a los otros mediante juntas plásticas
que sellaban el conjunto frente al viento o la lluvia.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Esta línea de trabajo duró únicamente dos años, y
construyó más de 3000 viviendas, parece ser porque los costos de producción
eran demasiado elevados.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Gropius con la casa Packaged en 1941 incorporó un
conector en forma de X para ensamblar los cerramientos. Marcel Breuer en 1943
diseña la casa Plas-2 Point con una subestructura de contrachapado y
cerramientos con acabados<span style="mso-spacerun: yes;"> </span>plásticos. En
el 1944-46 Buckminster Fuller nos aporta la casa Wichita, circular y metálica y
con un baño monolítico.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">En el año 1947, la empresa constructora Levitt and
Sons, promovieron cuatro barrios de viviendas con un total de 2000, llamados
Levittown, donde se construían unas 30 viviendas por día. Usaron un modelo
conocido como Cape Cod. Entre 1950-74, otra promotora Eichler, construyó más de
11000 viviendas en el norte de California. Estas viviendas tenían una
estructura conocida como el post and beam (pórticos de madera) y paneles de
cerramiento de contrachapado muy fáciles de manipular y por tanto tener una
vivienda muy flexible.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">La Maison Tropicale de Jean Prouvé (1949-1951)
fueron tres prototipos de construcción metálica ligera adaptable a distintas
situaciones, y donde destacan mecanismos de protección climática como
parasoles. Del mismo arquitecto son las casas Meudon del año 1950-1952 que
seguían los estudios de las casas anteriores, con nueve tipo de paneles para
poder configurar la casa según gusto y todo se sustentaba con un pórtico
central.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">El japonés Kisho Kurokawa (1968-1972), creó una
obra emblemática, con la torre de cápsulas Nakagin. Se trataba de un núcleo de
hormigón fijo al que se le adosaban diversas cápsulas prefabricadas. Aunque
inicialmente fue un hotel, ha evolucionado por diferentes usos, vivienda e
incluso oficinas.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">Otros proyectos relevantes han sido Moduli 255 una
prefabricada de madera de Kristian Gullichsen y Juhani Pallasmaa (1969 – 1971),
la vivienda-remolque de ladrillo “Oriental Masonic Gardens” de Paul Rudolph en
1970,</span><span style="font-family: "arial" , "sans-serif"; font-size: 10.0pt;"> </span><span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">las casas con troncos de papel de<span style="mso-spacerun: yes;"> </span>Sigheru Ban en 1995 o las viviendas transportables
“Su-Si” y “Fred” de Kaufmann 96 Architectur en 1996.</span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "century schoolbook" , "serif"; mso-bidi-font-family: Arial;">En la actualidad se ha mejorado mucho las
posibilidades que ofrece las casas prefabricadas además de nutrirse del bagaje
de sus predecesoras y otras muchas más que hemos pasado por alto. Existe mucha
variación de materiales y casas comerciales asociadas incluso a arquitectos que
dan ya soluciones completas. El mayor inconveniente/ventaja es adecuarse a los
modelos y opciones que nos ofrecen, realizar la cimentación al terreno y
conexiones a las distintas instalaciones. </span></div>
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vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-51451907465345800062014-05-07T17:53:00.000+02:002014-05-07T17:53:37.992+02:00AHORRO DE AGUA<br />
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">De la totalidad del agua de nuestro planeta, sólo el 3% es agua dulce y la mitad está retenida en forma de hielo. Hay muy poca reserva de agua, cada vez el consumo más elevado, y posiblemente una disminución de las precipitaciones. Debemos tomar conciencia de que el agua es un bien escaso y debe estimarse una muy buena gestión sin pérdidas, y sin derroches.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<span style="font-family: Verdana,sans-serif;"> </span><span style="font-family: Verdana,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmYplQ69cZMKln3aLWH_7g8j7yD13ChVYbmp1yL1lUUvihR9Fa0dg1MxCGWzn-fi-WSvPiN4hDcOXvgaZv_XGKyIepSPcqcpGsVpsiBdFpOj4M4VFmV7pgwVxduRnjb1SjUZ-fqvC2VWk/s1600/ahorroagua.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmYplQ69cZMKln3aLWH_7g8j7yD13ChVYbmp1yL1lUUvihR9Fa0dg1MxCGWzn-fi-WSvPiN4hDcOXvgaZv_XGKyIepSPcqcpGsVpsiBdFpOj4M4VFmV7pgwVxduRnjb1SjUZ-fqvC2VWk/s1600/ahorroagua.jpg" height="240" width="320" /></a></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Medidas fundamentales para ahorro de agua pueden ser:</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Recoger el agua de lluvia para reutilizarla en la vivienda: el agua de lluvia puede ser reutilizada para las cisternas de inodoros, limpieza externa, lavadora, y riego jardín.</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Crear un sistema de segregación y reutilización de aguas grises en la vivienda: tras someter las aguas grises a un tratamiento y según la calidad de éste en la mayor parte de los ejemplos anteriores.</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Crear un sistema de evacuación separativo para aguas pluviales y residuales: nos permitiría reutilizar las aguas pluviales.</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Instalación de sistemas eficientes en el riego de jardines: esta medida minimiza el consumo de agua.</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Utilizar sistemas de detección de fugas de agua en las viviendas: tener un sistema que controle posibles fugas nos proporciona un consumo eficiente del agua.</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Optimizar el paisajismo exterior de la vivienda: con una distribución adecuada de las plantas según la orientación, el riego variará sustancialmente. Es decir, a sur colocaríamos los cactus, o plantas que necesitan poca agua, y al contrario al norte.</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Uso de equipamiento, dispositivos, mecanismos, sistemas interiores que permitan el ahorro de agua en el interior de la vivienda: griferías monomando con reguladores de caudal, grifería termostática en ducha, uso de perlizadores o aireadores, limitadores de caudal, cisternas de doble pulsador o capacidad reducida, uso de electrodomésticos de alta calificación energética, o usos razonables de apertura de grifo por parte del usuario.</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">-Minimizar y reutilizar la escorrentía de las aguas en las proximidades de la vivienda: debido a la permeabilidad del suelo, podemos aprovechar esta infiltración colindante.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSPqIjmM6SiK5DFCBbrHZu_accMve2K_yxLTaUIEIqB-SBNSnh5cWIm8xDFFpfxd_Br0MGSdOF9MOo2FvqE6NM9J8A8RFEr8AtIvKCXNRlE4sdYaukzdEEMRcqUwtN9tejO3kriVf90sE/s1600/agua.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSPqIjmM6SiK5DFCBbrHZu_accMve2K_yxLTaUIEIqB-SBNSnh5cWIm8xDFFpfxd_Br0MGSdOF9MOo2FvqE6NM9J8A8RFEr8AtIvKCXNRlE4sdYaukzdEEMRcqUwtN9tejO3kriVf90sE/s1600/agua.jpg" height="239" width="320" /></a></div>
<div style="text-align: justify;">
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-32960458820945315612014-02-05T10:30:00.002+01:002014-02-05T10:30:31.497+01:00OLEDS: La nueva generación más allá del LED<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR8lOwqhCqOgHazjKtEBKIFumxvI-AampBTgL3MurYARbiM73Fcfc9cCqM_clTXx1YUWFkTdjjsxeTrrjKHb3wxOGqXQ6dDRnjoTDxv5diVddyHxjwBfU9tLXxPADkw6eyp3tgHs9kb20/s1600/oled1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR8lOwqhCqOgHazjKtEBKIFumxvI-AampBTgL3MurYARbiM73Fcfc9cCqM_clTXx1YUWFkTdjjsxeTrrjKHb3wxOGqXQ6dDRnjoTDxv5diVddyHxjwBfU9tLXxPADkw6eyp3tgHs9kb20/s1600/oled1.jpg" /></a></div>
<br />
<div style="text-align: justify;">
Ya existen el mercado los OLEDs que funciona son diodos orgánicos de emisión de luz. Si un led ya supone un ahorro energético considerable y menores emisiones en CO2, un oled lo será mucho más. Se integran en los materiales, y de tamaño milimétrico, como si de células del material se componiera, puedes tenerlo integrado en el espesor de un papel que además puedes doblar. Estas células, llamadas diodos de energía, reaccionan a una determinada estimulación eléctrica, generando y emitiendo iluminación por sí mismos. Lo veremos en muy breve aplicado en numerosos lugares, aunque actualmente parece que lo han encarado más al tema de tecnología: pantallas, móviles, etc...Pero las posibilidades de aplicación, si se abarata el proceso de elaboración, son muy extensas.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxOV_gYE8-wlPfOx6EAfUmRmkhjwNgd3QqOc1Cl6le7IQsUsK9Ovpby9xV2M0ttYK6DbZG9LxyEwChIqqGq26bDerxToZqDf19SisrsD1hBHT_BUbxYPBLhdbAEKuP_3XYYmPiozhlb3w/s1600/oled3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxOV_gYE8-wlPfOx6EAfUmRmkhjwNgd3QqOc1Cl6le7IQsUsK9Ovpby9xV2M0ttYK6DbZG9LxyEwChIqqGq26bDerxToZqDf19SisrsD1hBHT_BUbxYPBLhdbAEKuP_3XYYmPiozhlb3w/s1600/oled3.jpg" height="244" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy4gd2FvwYZ462H2lBhCsrXhyHdc-gOEHv19jJXmlGmQYZf_zRyAyXs8ij4MbUBHbFk2F0IF96h1ksC2O_nfxo3jtR96e9_2ZBSmS4L-ylDqc0yR8R_i6VukdmY-B1gua9xznOPESIKUo/s1600/oled4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy4gd2FvwYZ462H2lBhCsrXhyHdc-gOEHv19jJXmlGmQYZf_zRyAyXs8ij4MbUBHbFk2F0IF96h1ksC2O_nfxo3jtR96e9_2ZBSmS4L-ylDqc0yR8R_i6VukdmY-B1gua9xznOPESIKUo/s1600/oled4.jpg" height="213" width="320" /></a></div>
vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-2474392354660480792014-01-26T13:22:00.001+01:002014-01-26T13:24:33.345+01:00HERRAMIENTAS INFORMÁTICAS PARA INFORMACIÓN GEOGRÁFICA<div style="text-align: justify;">
Muchos de vosotros ya conocéis estas herramientas, pero por recopilar datos, os presentamos una serie de programas muy útiles para nuestra profesión y dónde extraer variada información geográfica. </div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzvitUGqtBUM8HyqBxp9-K4g4fu72ga_WUGZZvPxU4u2TEkMnynLmj2bZbuKMLwVe0VSgD9Xit5b-9sr1zRz-frw9Je0TtuY9_6r0dejHYID4EyCDhZIydQoYFEkBxHjxVsW5GGZNf3eM/s1600/sig.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzvitUGqtBUM8HyqBxp9-K4g4fu72ga_WUGZZvPxU4u2TEkMnynLmj2bZbuKMLwVe0VSgD9Xit5b-9sr1zRz-frw9Je0TtuY9_6r0dejHYID4EyCDhZIydQoYFEkBxHjxVsW5GGZNf3eM/s1600/sig.jpg" height="400" width="316" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>GOOLZOOM:</b></div>
<div style="text-align: justify;">
<a href="http://www.goolzoom.com/">http://www.goolzoom.com/</a></div>
<div style="text-align: justify;">
Video tutoriales: <a href="https://www.youtube.com/results?search_query=goolzoom&oq=goolzoom&gs_l=youtube.12..0.906.2922.0.5797.8.5.0.3.3.0.172.704.0j5.5.0...0.0...1ac.1uztPkuLkJQ">https://www.youtube.com/results?search_query=goolzoom&oq=goolzoom&gs_l=youtube.12..0.906.2922.0.5797.8.5.0.3.3.0.172.704.0j5.5.0...0.0...1ac.1uztPkuLkJQ</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>SIGPAC</b> (Ministerio de Agricultura) : <a href="http://sigpac.mapa.es/fega/visor/">http://sigpac.mapa.es/fega/visor/</a></div>
<div style="text-align: justify;">
y unos videotutoriales, el primero <a href="https://www.youtube.com/watch?v=XfsqAHEqxsg">https://www.youtube.com/watch?v=XfsqAHEqxsg</a> y el segundo <a href="https://www.youtube.com/watch?v=as0DLoPe4fw">https://www.youtube.com/watch?v=as0DLoPe4fw</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>IBERPIX </b>(Instituto geográfico nacional)</div>
<div style="text-align: justify;">
<a href="http://www.ign.es/iberpix2/visor/?x=300000&y=4000000&r=882688&srid=25830&visible=MGUIA;">http://www.ign.es/iberpix2/visor/?x=300000&y=4000000&r=882688&srid=25830&visible=MGUIA;</a></div>
<div style="text-align: justify;">
Manual de uso: <a href="http://www2.ign.es/iberpix/visoriberpix/Help/index.html">http://www2.ign.es/iberpix/visoriberpix/Help/index.html</a></div>
<div style="text-align: justify;">
Video tutorial: <a href="https://www.youtube.com/watch?v=3qQv5zDVXgs">https://www.youtube.com/watch?v=3qQv5zDVXgs</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>BING: </b></div>
<div style="text-align: justify;">
<a href="http://www.bing.com/maps/">http://www.bing.com/maps/</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>SISTEMA DE INFORMACIÓN URBANA: </b></div>
<div style="text-align: justify;">
<a href="http://www.fomento.gob.es/MFOM/LANG_CASTELLANO/_ESPECIALES/SIU/#app=1953&c692-selectedIndex=0&bdf6-selectedIndex=0&ee1b-selectedIndex=0&ad5e-selectedIndex=0&4c87-selectedIndex=2">http://www.fomento.gob.es/MFOM/LANG_CASTELLANO/_ESPECIALES/SIU/#app=1953&c692-selectedIndex=0&bdf6-selectedIndex=0&ee1b-selectedIndex=0&ad5e-selectedIndex=0&4c87-selectedIndex=2</a></div>
<div style="text-align: justify;">
Manual de uso: <a href="http://www.argea.es/Ayuda/Manual_Visor_SIU.pdf">http://www.argea.es/Ayuda/Manual_Visor_SIU.pdf</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>DIRECCIÓN GENERAL DEL CATASTRO: </b></div>
<div style="text-align: justify;">
<a href="https://www1.sedecatastro.gob.es/OVCFrames.aspx?TIPO=Consulta">https://www1.sedecatastro.gob.es/OVCFrames.aspx?TIPO=Consulta</a></div>
<div style="text-align: justify;">
Manual de ayuda: <a href="http://www.catastro.meh.es/ayuda/ayuda_bi.htm#cartografia">http://www.catastro.meh.es/ayuda/ayuda_bi.htm#cartografia</a></div>
<div style="text-align: justify;">
Manual de uso: <a href="http://www.catastro.meh.es/esp/acceso_infocat.asp">http://www.catastro.meh.es/esp/acceso_infocat.asp</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>ATLAS ESTADÍSTICO DE LAS ÁREAS URBANAS</b>:</div>
<div style="text-align: justify;">
<a href="http://atlas.vivienda.es/carto.php?&lang=es&typind=C&nivgeos=prov&curIdDom=1&curCodeDom=vivpre&curCodeTheme=vivprec&curCodeInd=pvivi001&curserie=2010-1T">http://atlas.vivienda.es/carto.php?&lang=es&typind=C&nivgeos=prov&curIdDom=1&curCodeDom=vivpre&curCodeTheme=vivprec&curCodeInd=pvivi001&curserie=2010-1T</a></div>
<div style="text-align: justify;">
Manual de uso: <a href="http://atlas.vivienda.es/Ayuda/Ayuda_atlas_digital.pdf">http://atlas.vivienda.es/Ayuda/Ayuda_atlas_digital.pdf</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>CARTOCIUDAD</b></div>
<div style="text-align: justify;">
<a href="http://www.cartociudad.es/visor/">http://www.cartociudad.es/visor/</a></div>
<div style="text-align: center;">
<br /></div>
<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-48152986373764703542014-01-21T13:04:00.001+01:002014-01-21T13:04:46.542+01:00ILUMINACIÓN EFICIENTE DE LOS EDIFICIOS<div style="text-align: justify;">
El IDAE (Instituto para diversificación y ahorro de la energía) ha elaborado unas guías técnicas GRATUITAS sobre iluminación eficiente en edificios. Estas guías técnicas están dirigidas a proyectistas de edificios e instalaciones de iluminación para mejorar la
iluminación artificial con la iluminación con luz natural, mediante la
utilización de sistemas de control, y en definitiva, para conseguir una reducción del
consumo de energía eléctrica. Muy didácticas, nos enseñan posibilidades de aprovechamiento de la luz natural, tecnologías sobre luz artificial, e iluminación particularizada en edificios con usos diversos: oficinas, centros docentes y hospitales.</div>
<div style="text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoP0yd8fDCwAqmuVv0IvfX2CtR8qkPDwHeSlrfydumbEAoLx-Fw1yFyxBHNLUAa5W79IFaE5kjw0Tk_8J_7nqtZefGhp7U1y1XC9MLky7pnFhekgRPkcA41CX3TmbuN9EPWrrEBqXVplQ/s1600/ILUMINACION+EFICIENTE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoP0yd8fDCwAqmuVv0IvfX2CtR8qkPDwHeSlrfydumbEAoLx-Fw1yFyxBHNLUAa5W79IFaE5kjw0Tk_8J_7nqtZefGhp7U1y1XC9MLky7pnFhekgRPkcA41CX3TmbuN9EPWrrEBqXVplQ/s1600/ILUMINACION+EFICIENTE.jpg" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
-GUÍA TÉCNICA DE EFICIENCIA ENERGÉTICA DE ILUMINACIÓN EN CENTROS DOCENTES</div>
<div style="text-align: justify;">
<a href="http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_5573_GT_iluminacion_centros_docentes_01_377afc59.pdf">http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_5573_GT_iluminacion_centros_docentes_01_377afc59.pdf</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
-GUÍA TÉCNIA DE EFICIENCIA ENERGÉTICA DE ILUMINACIÓN EN OFICINAS</div>
<div style="text-align: justify;">
<a href="http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_5573_GT_iluminacion_oficinas_01_a311aa30.pdf">http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_5573_GT_iluminacion_oficinas_01_a311aa30.pdf</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
-GUÍA TÉCNICA DE EFICIENCIA ENERGÉTICA DE ILUMINACIÓN EN HOSPITALES Y CENTROS DE ATENCIÓN PRIMARIA</div>
<div style="text-align: justify;">
<a href="http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_5573_GT_iluminacion_hospitales_01_5f860528.pdf">http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_5573_GT_iluminacion_hospitales_01_5f860528.pdf</a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
-GUÍA TÉCNICA PARA EL APROVECHAMIENTO DE LA ILUMINACIÓN NATURAL DE LOS EDIFICIOS</div>
<div style="text-align: justify;">
<a href="http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_10055_GT_aprovechamiento_luz_natural_05_ff12ae5a.pdf">http://www.idae.es/index.php/mod.documentos/mem.descarga?file=/documentos_10055_GT_aprovechamiento_luz_natural_05_ff12ae5a.pdf</a></div>
<br />
<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-48440200705269335352014-01-18T17:52:00.000+01:002014-01-18T17:52:18.139+01:00TASAS EN EL REGISTRO DE CERTIFICACIÓN ENERGÉTICA (Comunidad Valenciana)<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Las tasas en el registro de certificación energética de la Comunidad Valenciana parece que comenzarán a cobrarse mediante una pasarela de pago via internet por el gestor del expediente y a partir del 20 de enero 2014. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
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<![endif]--><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 10pt;"></span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Las tasas a cobrar serán las siguientes:</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL5V5JGLeMIHXi8v5jr0hcg6IDmanWlmymR-v0Z8KtGC5nYoSdqd5PX82dWUck-ykNVj-JE1YEwxz5NZZq-xTD4DXWGuWkh7xT8zZAkHvJqo1lY3QCvPOs6MJKIqxS-t5VzwDd4KulBHE/s1600/TASAS+REGISTRO1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgL5V5JGLeMIHXi8v5jr0hcg6IDmanWlmymR-v0Z8KtGC5nYoSdqd5PX82dWUck-ykNVj-JE1YEwxz5NZZq-xTD4DXWGuWkh7xT8zZAkHvJqo1lY3QCvPOs6MJKIqxS-t5VzwDd4KulBHE/s1600/TASAS+REGISTRO1.jpg" height="100" width="400" /></a></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Lo que queríamos comentaros es que tengáis cuidado con el lenguaje a la hora de registrarlos, puesto que cada programa considera una clasificación.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">El C3X habla de bloque de viviendas, vivienda aislada y vivienda unifamiliar</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">El C3 habla de vivienda unifamiliar o en bloque (y si es en bloque si la vivienda pertenece a un bloque), pequeño y mediano terciario, y gran terciario.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">El Cerma habla de viviendas unifamiliares, edificios en bloque, viviendas en bloque</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">La ley 5/2013 habla de vivienda unifamiliar y edificio de viviendas en bloque</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Y el registro del aven habla de vivienda individual, edificio de viviendas, vivienda/s unifamiliar. </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">¿No podrían todos quedar de acuerdo y tener todos la misma clasificación?</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Por otro lado el IVACE (registro) comenta en una consulta que respecto a la superficie a considerar del terciario será: </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
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<![endif]--><span style="font-family: Arial,Helvetica,sans-serif;"><b>La
ÚTIL que se indica en el Certificado</b> (de cerramientos hacia
adentro), por lo que en estos casos se determinará una vez realizada la
visita del Técnico Certificador, ya que pueden existir discrepancias entre
la superficie real (que es el dato que consideramos en el certificado) y
la superficie catastral. Por tanto, <b>a la TARIFA</b> por emisión y registro
telemático del CEE, <b>habrá que añadirle la tasa correspondiente.</b></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;">Más info la podéis encontrar en la web: http://gcee.aven.es/publico/noticia.aspx?id=24</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Y si necesitáis algún certificado energético, no dudéis en preguntarnos.</b></span>
</div>
<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-13154387972511022972014-01-09T23:33:00.000+01:002014-01-09T23:34:28.991+01:00BARRIO SOSTENIBLE EN VAUBAN<div style="text-align: justify;">
En Vauban, Friburgo (Alemania), unos 5000 habitantes disfrutan de los principios sostenibles basados en ahorro de energía, ecología, reducción de coches y producción de energía.</div>
<div style="text-align: justify;">
-La construcción de las viviendas tienen un consumo de un 30% menor de una vivienda habitual alemana. Fachadas de madera, disponen de huecos resueltos por ejemplo triple acristalamiento y cubiertas verdes.</div>
<div style="text-align: justify;">
-Una planta de cogeneración a base de paneles fotovoltaicos alimentados por astillas de madera producen el 65% de la electricidad reduciendo a su vez la generación de CO2. La electricidad que no consumen la venden a las compañías.</div>
<div style="text-align: justify;">
-Los coches se comparten, se aumenta el número de bicicletas y se limita y distribuye el tráfico a unas determinadas vías, consiguiendo reducir un 35% el número de vehículos. Existen unos aparcamientos a las afueras, limitando el transporte para descarga de determinados productos de primera necesidad.</div>
<div style="text-align: justify;">
-La existencia de la participación ciudadana con el "Forum Vauban", donde los propios habitantes consensúan las decisiones para su barrio.</div>
<div style="text-align: justify;">
-Reutilización de las aguas grises: el agua de la ducha y el fregadero se usan para regar</div>
<div style="text-align: justify;">
-Reutilización del agua de lluvia: para las coladas, el riego o los baños del colegio. </div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi650oLzCfSqgKRK8nNJhXVxZQmv1cjijrErovJblxjVFPPu6B4A_3dS_0V2kVdSZvKTje0-hVNw4La3Ob_tXdqJ5ioTwi7O7nkGx_feKak2CiLnU124sW-3TgA3Jx0ZB-3YeuyPCMgmg8/s1600/vauban1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi650oLzCfSqgKRK8nNJhXVxZQmv1cjijrErovJblxjVFPPu6B4A_3dS_0V2kVdSZvKTje0-hVNw4La3Ob_tXdqJ5ioTwi7O7nkGx_feKak2CiLnU124sW-3TgA3Jx0ZB-3YeuyPCMgmg8/s1600/vauban1.jpg" height="213" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp-bmBrPVjdHifi3t6ARSOMPyi1B_AX3G-LbEunGQZn15vdCtu06nVZS7GPzC9TUUXchKf3PD_PNn_L-7C_7_3xemL2N3VAslY9iQ6Zf2-KvBrLZc_6BZuxS-5Zjra_5zaSSMZmnrfpyw/s1600/vauban2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp-bmBrPVjdHifi3t6ARSOMPyi1B_AX3G-LbEunGQZn15vdCtu06nVZS7GPzC9TUUXchKf3PD_PNn_L-7C_7_3xemL2N3VAslY9iQ6Zf2-KvBrLZc_6BZuxS-5Zjra_5zaSSMZmnrfpyw/s1600/vauban2.jpg" height="240" width="320" /></a></div>
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<div style="text-align: justify;">
Las autoridades tenían muy claro lo que querían tal como manifestaban: "Los habitantes del mundo desarrollado somos responsables del 80% de la
contaminación mundial; es nuestra tarea, por tanto, encontrar respuestas
técnicas e incluso un nuevo estilo de vida que nos permitan vivir según
un modelo sostenible".</div>
<div style="text-align: justify;">
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC-GA9a_WYALvgjbuHZFtOPkTTMyGyATGJwLyrVwxU6t8IbY7OOp6Dlo99-Ms2bL73CLYZz3OI-yMTJUntwOgGJCpWVcRV4X6-M8eH37ZI_mxFWFXWNzE9xEobWWGBiN1pDXXI_zE-MR4/s1600/vauban3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC-GA9a_WYALvgjbuHZFtOPkTTMyGyATGJwLyrVwxU6t8IbY7OOp6Dlo99-Ms2bL73CLYZz3OI-yMTJUntwOgGJCpWVcRV4X6-M8eH37ZI_mxFWFXWNzE9xEobWWGBiN1pDXXI_zE-MR4/s1600/vauban3.jpg" height="240" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaWbedNpWlWYRCwgj8_AuX-ibjr6zj2qhXK2U_LUpwGlNcdi3Wg-W5-JMwvKVmn9NhLeqNvu415ppNy7ym7fBf-hNoDpVjiszrdlxuuOHn9puG1x9R_N-xu-8GD03go2nNq6m6hu5LXa4/s1600/vauban4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaWbedNpWlWYRCwgj8_AuX-ibjr6zj2qhXK2U_LUpwGlNcdi3Wg-W5-JMwvKVmn9NhLeqNvu415ppNy7ym7fBf-hNoDpVjiszrdlxuuOHn9puG1x9R_N-xu-8GD03go2nNq6m6hu5LXa4/s1600/vauban4.png" /></a></div>
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<br /></div>
<div style="text-align: justify;">
Casi 15 años después, surgen en <i>España</i> iniciativas de barrios
ecológicos que se inspiran en Vauban. El Ayuntamiento de Figueras
decidió hace unos años lanzar un ecobarrio de la mano de paisajistas,
arquitectos y todo tipo de expertos en urbanismo sostenible. El barrio
madrileño de Vallecas, Santa Bárbara en Sevilla o Motril en Granada son
otros experimentos de ciudad reducida que combinan desarrollo económico y
bienestar para sus ciudadanos. </div>
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/iVjJG2hbb9U?feature=player_embedded' frameborder='0'></iframe></div>
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vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-40539873836985821062014-01-09T16:50:00.002+01:002014-01-09T16:50:33.260+01:007 CONSEJOS BÁSICOS PARA AHORRAR EN FACTURA ENERGÉTICA<div class="separator" style="clear: both; text-align: center;">
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</div>
<div class="separator" style="clear: both; text-align: justify;">
La web <a href="http://twenergy.com/">http://twenergy.com/</a> ha elaborado una hoja de ruta con 7 consejos básicos y sencillos para ahorrar hasta un 35% en la factura energética. Si necesitas que estudiemos tu caso podemos ayudarte desde 2d'arquitectura. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZfdqRNnrFyLXKPcGRogNVnzHkwUBN8zZzGy1Pyx4gfnMJPVnyQMUMtRDoUaelGK4Fk4cbfHDo1SmdYUCH5_2xCzPBAVjVXDWuCkNB2QUPxf1Ac3uejDQsEEyVYq2K8Xcb5KU86LrwT0s/s1600/infografia-ahorro-energia-hogar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZfdqRNnrFyLXKPcGRogNVnzHkwUBN8zZzGy1Pyx4gfnMJPVnyQMUMtRDoUaelGK4Fk4cbfHDo1SmdYUCH5_2xCzPBAVjVXDWuCkNB2QUPxf1Ac3uejDQsEEyVYq2K8Xcb5KU86LrwT0s/s1600/infografia-ahorro-energia-hogar.jpg" /></a></div>
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-48039787669751589492014-01-02T19:59:00.001+01:002014-01-02T19:59:11.350+01:0025 REGLAS DE LA BIOCONSTRUCCION<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">En 1979 el Instituto Alemán de Bioconstrucción (IBN), creó 25 reglas o conceptos básicos sobre construcción sostenible y que reflejan los principios fundamentales de cualquier edificación o urbanismo.</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Las modas hacen que se escuchen conceptos como bioclimáticos, sostenible, ecológico, energético, etc...al final todo está relacionado y faltaría una palabra o concepto que englobaran toda esta ciencia teniendo en cuenta todas las necesidades. A pesar del tiempo, es un listado muy interesante y actual que puede servir de guión para cualquier técnico que tenga que generar una nueva construcción.</span></div>
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<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL0nH-tUkJWj8412D0RbCuaOKOvsOfmQBZgt1qxae2iedG9-AeX-49CVzYdrnvQBn9N_o-_jWAewZU6Mzn6q3SxyRZk-SVWWhfNtyEw-5OW3M9d_f8C72xdeLcwAPKgicrRvM6xIP-CQ8/s1600/sostenible.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhL0nH-tUkJWj8412D0RbCuaOKOvsOfmQBZgt1qxae2iedG9-AeX-49CVzYdrnvQBn9N_o-_jWAewZU6Mzn6q3SxyRZk-SVWWhfNtyEw-5OW3M9d_f8C72xdeLcwAPKgicrRvM6xIP-CQ8/s1600/sostenible.jpg" /></a></div>
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<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><b><i>Materiales de construcción:</i></b><br />
1. Utilizar materiales naturales y no adulterados<br />
2. Utilizar materiales inodoros o de olor agradable que no emitan sustancias tóxicas<br />
3. Utilizar materiales con baja radioactividad<br />
4. Protección acústica y antivibratoria orientada a las personas </span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><b><i>Ambiente interior:</i></b><br />
5. Regulación natural de la humedad atmosférica interior mediante el uso de materiales higroscópicos<br />
6. Minimización y disipación de la humedad de la obra nueva<br />
7. Proporción equilibrada entre aislamiento térmico y acumulación de calor (inercia térmica)<br />
8. Temperaturas óptimas de las superficies y del aire ambiente<br />
9. Buena calidad del aire ambiente y renovación natural<br />
10. Calor radiante para la calefacción<br />
11. Alteración mínima del entorno de radiación natural<br />
12. Ausencia de campos electromagnéticos <br />
13. Reducción de la presencia de hongos, bacterias, polvo y alérgenos</span></div>
<div style="text-align: justify;">
<b><span style="font-family: Verdana,sans-serif;"><br /></span>
</b><span style="font-family: Verdana,sans-serif;"><b><i>Medio ambiente, energía y agua:</i></b><br />
14. Minimización del consumo de energía<br />
15. Materiales autóctonos<br />
16. Prevención de problemas para el medio ambiente <br />
17. Calidad óptima del agua potable</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><b><i>Interiorismo:</i></b><br />
18. Respeto de dimensiones, proporciones y formas armoniosas<br />
19. Condiciones naturales de luz, alumbrado y colorido<br />
20. Aprovechamiento de los conocimientos de fisiología y ergonomía en la decoración y el equipamiento del espacio interior</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><b><i>Terreno o solar:</i></b><br />
21. Ausencia de perturbaciones naturales y artificiales en la obra (debería estar incluido en el estudio geotérmico).<br />
22. Viviendas alejadas de fuentes de emisiones contaminantes y ruidos<br />
23. Método de construcción descentralizado y flexible en urbanizaciones ajardinadas<br />
24. Vivienda y entorno residencial compatibles con la vida familiar<br />
25. Ausencia de secuelas sociales negativas</span></div>
vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-14787856788189222652013-09-09T10:46:00.000+02:002013-09-09T10:46:35.565+02:00LOS OLVIDADOS: PEQUEÑOS ELECTRODOMÉSTICOS SIN ETIQUETA ENERGÉTICA, TV Y EQUIPOS INFORMÁTICOS<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2tnJt2A-_Vt8gxEDKQw5LXu7LxSsC8CC8YktqTuIEkwPq5q7Xt9u-bp2g7Lx4TTeJGiregmtw5cG2Ua7cOv-Z7V3zC5vGyMNbt_p4sNeeeAHPlx1G48Y6aY1xnhtmGKEKEX_94mS4AbA/s1600/mercury+y+la+aspiradora.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2tnJt2A-_Vt8gxEDKQw5LXu7LxSsC8CC8YktqTuIEkwPq5q7Xt9u-bp2g7Lx4TTeJGiregmtw5cG2Ua7cOv-Z7V3zC5vGyMNbt_p4sNeeeAHPlx1G48Y6aY1xnhtmGKEKEX_94mS4AbA/s320/mercury+y+la+aspiradora.jpg" width="320" /></a></div>
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<div style="text-align: justify;">
Todos disponemos de pequeños electrodomésticos: batidoras, aspiradoras, tostadoras, etc...que en general tienen potencias bajas-altas, pero sobre todo producen calor. La plancha, tostadora, secador de pelo, el robot de cocina o la aspiradora son los que más consumen, en torno a 1500Watios, (que generalmente es lo que también produce cualquier aparato que contenga una resistencia eléctrica, 1500W).</div>
<div style="text-align: justify;">
Los humidificadores de resistencia eléctrica además de tener un consumo generalmente alto, generan calor y los ultrasonicos generan vapor frío. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
¿Cómo podemos mejorar su uso, energéticamente más eficiente?</div>
<div style="text-align: justify;">
-Intentad no dejar encendidos los aparatos (tostadora, plancha), si interrumpimos la tarea.</div>
<div style="text-align: justify;">
-Optimizar los aparatos, por ejemplo si la tostadora tiene dos ranuras, utilizad las dos al usar.</div>
<div style="text-align: justify;">
-Aprovechar el calor residual de la plancha para acabar el planchado.</div>
<div style="text-align: justify;">
-Evitar colocar un ventilador si existe una corriente de aire natural cruzada.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
LOS TELEVISORES:</div>
<div style="text-align: justify;">
Un televisor con el led encendido y pantalla negra en modo espera, puede llegar a consumir el 15% como si estuviera encendido.Se recomienda apagarlo completamente. Es uno de los aparatos que por su uso continuado, podemos llegar a conseguir importantes reducciones de consumo.</div>
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<div style="text-align: justify;">
EQUIPOS INFORMÁTICOS: </div>
<div style="text-align: justify;">
También disponemos en casi todas las casas de ordenador, impresora, equipos de audiovisual, etc...La pantalla es lo que más consume en el ordenador. Hay que buscar equipos energy star, pantallas led o usar salvapantallas de color negro.</div>
<div style="text-align: justify;">
En impresoras, buscar la optimización con impresoras a doble cara o aparatos fax que usen papel normal. </div>
<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-26916507508738064692013-05-15T20:35:00.002+02:002013-05-15T20:36:36.089+02:00AHORROS O EFICIENCIA ENERGÉTICA EN AGUA CALIENTE SANITARIA (ACS)<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">La calefacción y el agua caliente sanitaria, (en adelante acs) suponen en su conjunto un 67% del gasto energético de los hogares españoles. El acs, supone sólo de ese total, un 26%. </span></div>
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<span style="font-family: Verdana,sans-serif;"><br /></span></div>
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<span style="font-family: Verdana,sans-serif;">Tipos de sistemas:</span></div>
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<span style="font-family: Verdana,sans-serif;"><b>-Sistemas instantáneos</b>: calientan el agua en el mismo momento en que se demanda. Son las calderas de gas o eléctricos, o calderas murales de calefacción y agua caliente (calderas mixtas). Son los más usados a pesar de todas las desventajas siguientes:</span></div>
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<span style="font-family: Verdana,sans-serif;">-para que el agua alcance la temperatura adecuada en un determinado punto de consumo (grifo), se desperdicia una cantidad grande de agua y de energía, que será mayor cuanto más alejado esté.</span></div>
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<span style="font-family: Verdana,sans-serif;">-la caldera se pone en marcha cada vez que demandamos agua caliente, incrementando los consumos los continuos encendidos y apagados, y el deterioro del equipo.</span></div>
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<span style="font-family: Verdana,sans-serif;">-si se demanda agua caliente de dos puntos de consumo, se limitan las prestaciones y a veces no se consigue. </span></div>
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<span style="font-family: Verdana,sans-serif;"><b>-Sistemas de acumulación</b> que hay de dos tipos: 1) equipo que calienta el agua (por ejemplo una caldera o una bomba de calor), mas un termo acumulador; 2) termo acumuladores de resistencia eléctrica.</span></div>
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<span style="font-family: Verdana,sans-serif;">1) sistema de caldera más acumulador: son los más utilizados en la producción centralizada de agua caliente. Este agua caliente se almacena en un tanque acumulador aislado. Es más eficiente y presenta como ventajas:</span></div>
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<span style="font-family: Verdana,sans-serif;">-la caldera trabaja de manera continua, sin paradas ni arranques, y por tanto mejora su rendimiento.</span></div>
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<span style="font-family: Verdana,sans-serif;">-la potencia necesaria para suministrar a un conjunto de usuarios es mucho menor que la suna de potencias si se hicieran a nivel individual.</span></div>
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<span style="font-family: Verdana,sans-serif;">-el agua caliente acumulada permite simultanear mejores condiciones de confort.</span></div>
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<span style="font-family: Verdana,sans-serif;">-al centralizar el consumo, se pueden buscar tarifas más económicas de los combustibles.</span></div>
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<span style="font-family: Verdana,sans-serif;">2)Los termoacumuladores de resistencia eléctrica, son un sistema muy poco recomendado por el coste energético. Lo que hacen es poner en marcha una resistencia electrica en su interior, cuando el agua no tiene la temperatura adecuada, calentándola. Y en este caso, lo más importante es tener un reloj programador que realice la función de calentar cuando sea estrictamente necesario.</span></div>
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<span style="font-family: Verdana,sans-serif;"><b>CONSEJOS:</b></span></div>
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<span style="font-family: Verdana,sans-serif;">-En los grifos se pueden colocar reductores de caudal (aireadores). Por ejemplo un grifo abierto puede suponer 6 litros por minuto, mientras que el de la ducha 10l/min.</span></div>
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<span style="font-family: Verdana,sans-serif;">-Ducharse significa consumir 4 veces menos agua y energía que bañarse.También existen cabezales de ducha de bajo consumo.</span></div>
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<span style="font-family: Verdana,sans-serif;">-Los reguladores de temperatura con termostato, principalmente para la ducha, pueden ahorrar entre un 4 y un 6% de energía. Una temperatura idónea es entre 30-35º</span></div>
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<span style="font-family: Verdana,sans-serif;">-Son recomendables los grifos de mezcla del tipo monomando.</span></div>
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<span style="font-family: Verdana,sans-serif;">-Racionalizar el uso del agua, evitando dejar el grifo abierto mientras nos lavamos, cepillamos dientes, etc...y evitar goteos y fugas de los grifos. </span></div>
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<span style="font-family: Verdana,sans-serif;">- Los sistemas de acumulación de acumulación de agua caliente (bomba de calor eléctrica) son más eficaces que los instantáneos sin acumulación. </span></div>
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<span style="font-family: Verdana,sans-serif;">-Revisar que esté en buen estado el aislamiento de tuberías, o depósitos acumuladores.</span></div>
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-29684167789131190642013-04-13T20:10:00.002+02:002013-04-13T20:11:09.328+02:00AIRE ACONDICIONADO: ¿CUÁL ES EL MÁS EFICIENTE?<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">El aire acondicionado, es uno de los equipamientos que acabamos comprando en los meses estivales, y que es muy necesario en las viviendas. Este hecho ha conseguido que en muchos casos la demanda de energía eléctrica en verano a veces supere a la de invierno.</span></div>
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<span style="font-family: Verdana,sans-serif;">A diferencia de la calefacción, apenas hay instalaciones centralizadas de aire acondicionado en edificios de viviendas incluso en las zonas más calurosas. Esta situación, provoca que la mayoría de instalaciones se compongan de elementos independientes y diseminados por cada unidad de vivienda. </span></div>
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<span style="font-family: Verdana,sans-serif;">Ante esta situación y antes de colocarlo, es mejor hablar con un técnico competente para que nos oriente su viabilidad, correcta posición y optimizar su buen funcionamiento (hay ordenanzas o leyes que no permiten colocar en un aparato en determinado sitio y/o regulan la limitación de molestas vibraciones y ruidos)</span></div>
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<span style="font-family: Verdana,sans-serif;"><u><b>1. TIPOS DE APARATOS:</b></u></span></div>
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<span style="font-family: Verdana,sans-serif;"><b>A) COMPACTOS Y PARTIDOS </b></span></div>
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<span style="font-family: Verdana,sans-serif;"><b>-Sistemas compactos:</b> tienen el <i>evaporador (unidad interior)</i> y la <i>condensadora (unidad exterior)</i> dentro de la misma carcasa. Los más habituales son los llamados de tipo ventana.</span></div>
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<span style="font-family: Verdana,sans-serif;"><b>-Sistemas partidos: </b>en los sistemas partidos la unidad exterior y la interior están conectadas con un circuito por donde circula el refrigerante. Los sistemas partidos respecto a los compactos, a igualdad de potencia ofrecen mejores rendimientos.</span></div>
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<span style="font-family: Verdana,sans-serif;">-<b>Los "pingüinos":</b> conocidos así porque son transportables. Existen dos versiones, una que expulsa el aire hacia el exterior a través de un tubo; y otra que tiene una especie de maleta, que es el condensador y que hay que situar en el exterior de la zona a climatizar para que pueda tomar el aire del exterior. Son los menos eficientes de este sistema.</span></div>
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<span style="font-family: Verdana,sans-serif;"><b>B) REVERSIBLES Y NO REVERSIBLES</b></span></div>
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<span style="font-family: Verdana,sans-serif;"><b>-No reversibles:</b> si sólo da frío y no calor o a la inversa, sólo calor y no frío.</span></div>
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<span style="font-family: Verdana,sans-serif;"><b>-Reversible:</b> cuando está diseñado para poder invertir el ciclo del refrigerante y suministrar frío o calor según convenga. Por ejemplo una bomba de calor. </span></div>
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<span style="font-family: Verdana,sans-serif;">Muchas veces, para ahorrar energía, basta mantener el aparato en la posición de ventilación, intercambiando el aire de dentro de la casa con el del exterior, siempre que el de la calle esté más fresco. </span></div>
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<span style="font-family: Verdana,sans-serif;"><b>C) EVAPORATIVOS</b></span></div>
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<span style="font-family: Verdana,sans-serif;">No son aparatos de aire acondicionado estrictamente, pero sirven para refrescar el ambiente de un local unos pocos grados, que en ocasiones puede ser suficiente, según las necesidades. Se basan en hacer pasar una corriente de aire por una bandeja llena de agua, que al evaporarse humedece la atmósfera y la enfría. Es un sistema muy válido con zonas secas y bajas humedades del interior peninsular. Estos equipos consumen poco.</span></div>
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<span style="font-family: Verdana,sans-serif;"><b>D) VENTILADORES </b></span></div>
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<span style="font-family: Verdana,sans-serif;">Su uso puede ser aceptable para mantener un nivel aceptable de confort, puesto que el movimiento del aire, produce una sensación del descenso de temperatura entre 3-5º, y el consumo de estos aparatos es muy bajo. </span></div>
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<span style="font-family: Verdana,sans-serif;"><u><b>2.ETIQUETA ENERGÉTICA </b></u></span></div>
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<span style="font-family: Verdana,sans-serif;">Las etiquetas energéticas de los equipos de aire acondicionado aportan la siguiente información: el consumo anual de energía, la capacidad frigorífica, el EER o COP (coeficientes de eficiencia energética en frío y calor respectivamente), obteniéndose las diferentes letras.</span></div>
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<span style="font-family: Verdana,sans-serif;"><b><u>3.CONSEJOS PRÁCTICOS</u></b></span></div>
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<span style="font-family: Verdana,sans-serif;">-Fijar la temperatura de refrigeración a 25º, que se considera la temperatura de confort para verano en el interior de una vivienda. En cualquier caso, una diferencia de temperatura con el exterior superior a 12º no es saludable. Y cuando lo encendamos, no colocar el termostato a una temperatura más baja de la que queremos para conseguir antes el efecto deseado porque se consume más.</span></div>
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<span style="font-family: Verdana,sans-serif;">-Evitar que se nos escape el fresco de la vivienda, para ello se debe ventilar cuando el aire de la calle sea más fresco (a primeras horas de la mañana y por la noche); instalar toldos, persianas o correr cortinas para evitar el calentamiento de nuestra vivienda; cerrar rendijas de salida de aire.</span></div>
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<span style="font-family: Verdana,sans-serif;">-Evitar el calentamiento de nuestra vivienda, colores claros en techos y paredes evitan el calentamiento de los espacios interiores porque reflejan la radiación solar.</span></div>
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<span style="font-family: Verdana,sans-serif;">-Evitar que los aparatos les de el sol lo menos posible y que exista una buena circulación de aire. Si las condensadoras están en el tejado, cubrirlas con un sistema de ensombramiento.</span></div>
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<span style="font-family: Verdana,sans-serif;"><u>-Dejarse aconsejar por un profesional,</u> para saber qué tipo de aparato se necesita, la potencia, y las características de las habitaciones a refrescar. No es lo mismo estar en un ático que no (15% más), si estás en la cocina o no (incrementar potencia 1Kw), si la superficie de la habitación son 10m2 o 20m2 (incrementar 0,5KW más). Saber cómo está diseñada nuestra vivienda, nuestra permeabilidad, los detalles constructivos, la orientación, la legalidad de la ubicación por cuestiones de ruido, o por cuestiones de ubicación.</span></div>
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-14967805252185361522013-03-29T20:13:00.001+01:002013-03-29T20:14:06.518+01:00FRIGORÍFICOS, ¿Cuál es más eficiente?<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ1Z4NkLx-FZnHiWz2WxTcu8kKwI_Yd2wbIsEabzx5LEsJiiYhJDfVU1bITQTbWy3jA9fNBoeatez2_gf9ohqhoIx7Q49Q3ryNENqclM31ezSvzRIg7qI_H8-cAbJVIybwcywES7E3Vic/s1600/frigorifico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ1Z4NkLx-FZnHiWz2WxTcu8kKwI_Yd2wbIsEabzx5LEsJiiYhJDfVU1bITQTbWy3jA9fNBoeatez2_gf9ohqhoIx7Q49Q3ryNENqclM31ezSvzRIg7qI_H8-cAbJVIybwcywES7E3Vic/s320/frigorifico.jpg" width="255" /></a></div>
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El frigorífico e<b>s el electrodoméstico</b> de todos los existentes, <b>que más consume en la vivienda</b>, y suele ser el <b>19% de la energía consumida total.</b> Esto se debe porque tiene un <b>uso continuo</b> (sólo se desconecta para eliminar la escarcha y limpieza o por ausencias prolongadas en el hogar). Su potencia no es muy elevada, unos 200W, pero lo suficiente para que sea importante por su uso continuo.</div>
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Las prestaciones del aparato depende mucho de su ubicación, siendo necesario <b>que se permita la</b> <b>circulación de aire por la parte posterior del frigorífico</b>, que esté <b>alejado de los focos de calor, y</b> de <b>la radiación solar directa.</b></div>
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Los enemigos del frigo son el hielo y la escarcha, que son aislantes y dificultan el enfriamiento en el interior del frigo. Los modelos llamados <b>no frost o sin escarcha</b>, tienen una circulación de continua de aire por el interior evitando la formación de hielo y escarcha.</div>
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Hay nuevas clases para frigos y congeladores. Los <b>A+</b> con un consumo inferior al 42% y <b>A++</b> con un consumo inferior al 30%, que evidentemente son más eficientes que los simple A. </div>
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¿Cuáles son las causas principales de <b>pérdida de frío de un frigo</b>? Pues el <b>68% de se debe al aislante</b>; el 13% a los alimentos; el 8% a la junta de la puerta; el 7% a las aperturas de la puerta; y el 4% a otros.</div>
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<b>ALGUNOS CONSEJOS:</b></div>
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<b>-Aunque son más caros, compensa comprar frigos o congeladores de mayor eficiencia A++</b></div>
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<b>-Abrir y cerrar con rapidez la puerta</b></div>
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<b>-Ajustar temperatura del termostato de unos 5º en la refrigerador y -18º en congelador</b></div>
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<b>-Limpie al menos una vez al año, la parte posterior del aparato</b></div>
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<b>-Comprobar el estado de las gomas del frigo y cierran bien</b></div>
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<b>-Evitar introducir comida caliente en el frigo/congelador, para evitar que éste tenga que consumir más energía.</b></div>
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<b>-Igualmente, si sacamos un alimento de congelador día antes para descongelar, en vez de sacarlo al exterior, meterlo en el frigo, para tener ganancias gratuitas de frío.</b></div>
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<b>-No compre un equipo más grande del que necesita</b></div>
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<b>-Descongele antes de que la capa de hielo alcance más de 3mm de espesor, ya que se podrían conseguir ahorros de aproximadamente el 30%. </b></div>
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-52734051622850634872013-03-22T16:56:00.002+01:002013-03-22T17:19:08.383+01:00COMUNIDADES DE PROPIETARIOS ¿Podemos ahorrar en la factura?<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5t4RZsK9dEQTTaYkmBju1XqnJg0o4PlfPXKGtpvfyQC_DsmryycYMphe1R2MV6uF5f50TG2XyEpGqg1EnfQydT9FJxPugOFiMRmnI_ncd-6GMEBVp4WGHp9bSMy25XrLX6Bss7-wmH1I/s1600/La+Comunidad.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5t4RZsK9dEQTTaYkmBju1XqnJg0o4PlfPXKGtpvfyQC_DsmryycYMphe1R2MV6uF5f50TG2XyEpGqg1EnfQydT9FJxPugOFiMRmnI_ncd-6GMEBVp4WGHp9bSMy25XrLX6Bss7-wmH1I/s320/La+Comunidad.jpg" width="320" /></a></div>
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Servicios que puede disponer la comunidad de propietarios y podemos mejorar:</div>
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AGUA CALIENTE SANITARIA (ACS) Y CALEFACCIÓN</div>
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Una comunidad de propietarios que disponga de agua caliente sanitaria (ACS) y calefacción comunitaria ahorraría: </div>
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-Mediante una buena gestión y mantenimiento de sus servicios,</div>
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-Con la medición individual de los consumos energéticos (porque no todos los vecinos consumen igual). Actualmente en las nuevas instalaciones colectivas de calefacción y acs, se obliga a contadores individualizados para cada consumo de manera que se puedan repartir los gastos en función del consumo de cada vivienda.</div>
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-Se debería comprobar aislamiento de todas las tuberías desde la salida de la caldera a cada una de las viviendas, sobre todo las que pasan por espacios no calefactados y así evitar posibles pérdidas.</div>
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-El agua caliente sanitaria debería tener su propio depósito acumulador y aislado.</div>
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-Las calderas de acs necesitan una potencia inferior a las de la calefacción, por lo que se recomienda que existan calderas independientes para cada uso, a no ser que se empleen las calderas idóneas de condensación o baja temperatura, cuyos rendimientos no decrecen si funcionan a plena carga.</div>
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-Ajustar las temperaturas de calefacción a las necesidades reales de cada zona de nuestra vivienda.</div>
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-Completar o mejorar el consumo de acs/calefacción con sistemas renovables (colectores solares, geotermia, etc...) </div>
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ILUMINACIÓN</div>
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-Para mejorar la iluminación se debe sectorizar el alumbrado para que se enciendan las luces cercanas al pulsador de luz.</div>
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-Colocar luminarias de bajo consumo</div>
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-En zonas de paso como escaleras y vestíbulos, utilizar detectores de presencia o temporizadores, para que accionen automáticamente los encendidos/apagados de luz.</div>
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ASCENSOR</div>
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-Instalar mecanismos de maniobra selectiva, que activan la llamada del ascensor más cercano al punto requerido.</div>
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-Comprobar la tarifa de contratación eléctrica, porque a veces tenemos contratada más de la requerida, penalizándonos por no tener compensada la energía reactiva.</div>
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EN GENERAL:</div>
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-Mejorar el aislamiento de fachadas y cubiertas</div>
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-Mejorar los acristalamientos de viviendas y partes comunes calefactadas</div>
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-Estudiar (analizando y comparando los gastos de energía) para valorar las mejoras y control del gasto.</div>
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-Evitar sistemas eléctricos </div>
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-10587018215437238332013-03-07T11:21:00.004+01:002013-03-10T12:28:01.547+01:00LAVADORAS: ¿cuál es más eficiente?Es el electrodoméstico que más energía consume después del frigorífico y el televisor. Podríamos decir que casi todas las viviendas disponen de una lavadora que se utiliza entre 3 y 5 veces por semana.<br />
La mayor parte del consumo de su energía se produce para calentar el agua, por lo que es importante acceder a los programas de baja temperatura.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEcscsv6ICataW5FmVUy4ED7hrJU6EU0Qn5Bva72L9eaJ5DHylUW0_ZBtppuC5CDmSOCoLEmOpiY5TQIayeMn2r0LMH-6bM6YEtJGX4LKXJBktTRpFAmep6m4fDwq6LtDJpx8iN740QW0/s1600/Lavadora2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEcscsv6ICataW5FmVUy4ED7hrJU6EU0Qn5Bva72L9eaJ5DHylUW0_ZBtppuC5CDmSOCoLEmOpiY5TQIayeMn2r0LMH-6bM6YEtJGX4LKXJBktTRpFAmep6m4fDwq6LtDJpx8iN740QW0/s320/Lavadora2.jpg" width="320" /></a></div>
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¿Qué aparece en la etiqueta energética de la lavadora?<br />
-La eficacia del lavado<br />
-La eficacia del centrifugado<br />
-El consumo de agua, y<br />
-El consumo de energía por ciclo<br />
No obstante, las ettiquetas están cambiando por normativa europea, exigiendo parámetros más eficientes<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRfbr4-eeXHdKYepNgYkRvgE0aoQZVoK4Utro82Zkj2Z8OY0ARpkqWrA-YdSmpAYY2iuYvMHsrKG4byOSM6oGvbyWe1aDPFRKtulENpC1qkWkgC3_qoECVXSymsVfA4fbgurX3z-iDBLA/s1600/etiquetado_electrodomesticos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRfbr4-eeXHdKYepNgYkRvgE0aoQZVoK4Utro82Zkj2Z8OY0ARpkqWrA-YdSmpAYY2iuYvMHsrKG4byOSM6oGvbyWe1aDPFRKtulENpC1qkWkgC3_qoECVXSymsVfA4fbgurX3z-iDBLA/s320/etiquetado_electrodomesticos.jpg" width="320" /></a></div>
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Para reducir el consumo se mejoran las siguientes variables: <br />
-Lavadoras del tipo bitérmicas, se consigue reducir el tiempo de calentamiento del agua, y consecuentemente se ahorra energía.<br />
-Acción química: se mejora la eficiencia por nuevos enzimas que mejoran el lavado a temperaturas más bajas.<br />
-Acción mecánica: mejoras en el diseño del tambor, paletas, difusores, orificios, recirculación y gestión electrónica del proceso.<br />
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Ponemos un ejemplo considerando el kw a 0,14euros (os pasamos link con precios actuales)<br />
https://www.iberdrola.es/webibd/corporativa/iberdrola?IDPAG=ESWEBCLIHOGASEINFLEGELE<br />
aunque éstos van variando, donde podemos ver el ahorro que se puede obtener a lo largo de su vida útil una lavadora de clase A con respecto a otra inferior.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXWXL_INXr62KobS-KFCpUyqlS9dXw1esRgz4vJKbFGDaqrVrFrXdYDrN1Yt9zs8uUNx0SwBFxrIv7KFRm6Yr8hoCVSGr5Y4GUt1nMwk6aiPPZHI83MO4M8NPMl12QdsHShb4_KWsJ0E8/s1600/lavadora-blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXWXL_INXr62KobS-KFCpUyqlS9dXw1esRgz4vJKbFGDaqrVrFrXdYDrN1Yt9zs8uUNx0SwBFxrIv7KFRm6Yr8hoCVSGr5Y4GUt1nMwk6aiPPZHI83MO4M8NPMl12QdsHShb4_KWsJ0E8/s320/lavadora-blog.jpg" width="320" /></a></div>
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Así, si sustituimos una lavadora de clase G por una nueva de clase A, el ahorro económico a lo largo de su vida útil ascendería a 447€ (suponiendo 0,14€), compensando por otra parte el mayor coste de adquisición.<br />
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RECOMENDACIONES:<br />
-Aproveche la máxima capacidad de la lavadora, intentando que trabaje a carga completa. Aunque también hay modelos de lavadoras que ofrecen el servicio de programas a media carga, éstas también reducen el consumo considerablemente. <br />
-Compre lavadoras con etiquetado energético A: se ahorra energía y dinero. Mire también si puede ser clase A en el lavado, además de consumir poco lavará bien.<br />
-Utilice programas de baja temperatura, excepto para ropa muy sucia, dejando trabajar a los eficaces detergentes.<br />
-Centrifugando se gasta menos energía que usando la secadora. Aproveche, si puede, el calor del sol para secar la ropa.<br />
-Use descalcificantes y limpie regularmente el filtro de la lavadora de impurezas y de cal. Esto ayudará a que no disminuyan las prestaciones de la lavadora y ahorremos consumo.<br />
-Las lavadoras con sonda de agua, miden la suciedad del agua y no la cambian hasta que sea necesario hacerlo, ahorrando consumo de agua y energía.<br />
-Elija una lavadora bitérmica, con dos tomas de agua independiente, para agua fría y para agua caliente, de manera que se ahorra un 25% en el lavado y se ahorra energía (se aprovecha el calor del agua caliente sanitaria, no teniendo que volver a calentar de cero ese agua mediante la resistencia interna).<br />
-Si tiene contratada tarifa luz nocturna y no hay ninguna ordenanza que lo impida, ponga la mayor parte de electrodomésticos en funcionamiento a esas horas.<br />
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-86695470769309972382013-03-04T18:59:00.002+01:002013-03-04T19:00:01.056+01:00TIPOS DE ENERGÍA: BIOMASA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy1YyeISymjQLOcRhdfOFPLztYF0v1t3dB9qcsCDigslYtGry-jOlH34Ns1zi9pInnv4BL-XrgOogicfY6SQbcrPyIHivUhUBpWmZviRFCMNzmd88TAdZWgsADbm3boqDnYrK_Nch4STw/s1600/pellets.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgy1YyeISymjQLOcRhdfOFPLztYF0v1t3dB9qcsCDigslYtGry-jOlH34Ns1zi9pInnv4BL-XrgOogicfY6SQbcrPyIHivUhUBpWmZviRFCMNzmd88TAdZWgsADbm3boqDnYrK_Nch4STw/s320/pellets.jpg" width="320" /></a></div>
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¿Qué es la biomasa?<br />
Pues es aquella materia orgánica de origen vegetal o animal, incluyendo los residuos y deshechos orgánicos que es susceptible de aprovechamiento energético.<br />
Dentro de los principales biocombustibles sólidos españoles destacan los orujillos (de aceite y uva), los huesos de aceituna, las cáscaras de los frutos secos (tanto agrícolas como las almendras o forestales como el piñón) y por supuesto los residuos de los montes y de las industrias forestales (cortezas, astillas, costeros y serrines), usándose tanto astillados como en forma de pelets.<br />
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Los pelets son pequeños cilindros producidos al comprimir serrines, virutas, astillas molidas y otros residuos de madera, entre otros. 2 kgs de pellets equivalen aproximadamente a 1kg de gasóleo.<br />
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¿Es interesante el uso de la biomasa para producir calor en nuestra vivienda? ¿Como podemos aprovechar esta nueva forma de obtener energía?<br />
El uso de esta energía no sólo se justifica por el ahorro económico, sino que contribuye a la mejora medioambiental produciendo mejoras en la certificación energética individual y colectiva.<br />
La biomasa se emplea para producir calefacción y agua caliente sanitaria. Su uso supone un ahorro de más del 10% respecto al uso de combustibles fósiles, variando este porcentaje de ahorro según tipo combustible, localización y otros parámetros. <br />
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Tipos de calderas: <br />
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Normalmente estas instalaciones necesitan de un silo de almacenaje superior a los del gasóleo y se necesita retirar eventualmente las cenizas de su combustión.<br />
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Existen calderas de biomasa con leña para viviendas unifamiliares,
aunque éstas han variado en los últimos años a mejores prestaciones o
más opciones: con leña, con pellets, con ambos tipos, alimentación
automática, telegestión, autolimpieza, altos rendimientos, con silos,
sin silos, etc...<br />
Estas calderas modernas tienen rendimientos muy elevados, de aproximadamente el 90%, sin producción de humos visibles, y con sistemas de compactación de cenizas. <br />
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La biomasa se establece como una energía alternativa que supone un balance neutro en la emisión de CO2 a la atmósfera, es más barato y ecológico que los convencionales. vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-84766272294777261972013-02-24T21:07:00.000+01:002013-02-24T21:09:50.772+01:00AHORROS ENERGETICOS: ASPECTOS BIOCLIMÁTICOS<div class="separator" style="clear: both; text-align: center;">
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Si pudiéramos hacernos una casa nueva, o remodelar algunas zonas, podríamos ahorrar mucho en nuestra factura energética si tenemos en cuenta al menos alguno de los siguientes factores como la localización del edificio por su orientación y microclima para adaptar la vivienda al microclima existente. Estos conceptos bioclimáticos que se explican, deberían llevarlos implícitos cualquier tipo de "buena arquitectura".</div>
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La arquitectura bioclimática pretende:</div>
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-limitar las pérdidas energéticas de la vivienda, buscando la mejor orientación, localización y diseño de estancias, e incluso usando elementos de protección</div>
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-optimizar las aportaciones solares, mediante superficies acristaladas y sistemas pasivos para la aportación solar</div>
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-usar materiales constructivos que requieran poca energía en su transformación o para su fabricación.</div>
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FORMA Y ORIENTACIÓN: Un edificio mal orientado y con una forma inadecuada, puede necesitar más del doble de energía que uno que esté bien orientado.</div>
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Forma: También es importante la forma del edificio para las pérdidas de calor. A grandes rasgos, las formas redondeadas y compactas funcionan mejor que las estructuras que tienen muchos entrantes y salientes.</div>
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Orientación: En las zonas frías, interesa que los cerramientos de mayor superficie, los acristalamientos y las estancias o habitaciones de mayor uso estén orientadas a sur. Por contra, los acristalamientos y superficies orientadas hacia norte deberían ser lo más pequeño posible; Sin embargo en zonas muy calurosas habrá menos superficie acristalada en las orientaciones de mayor radiación solar (sur y suroeste)</div>
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ENVOLVENTE O CERRAMIENTO EXTERIOR: Si actuamos sobre la piel de la vivienda, podemos captar, conservar, almacenar y ceder recursos energéticos del entorno exterior y controlar el entorno interior. Podemos ser hábiles en el diseño de esta piel y de la distribución de huecos para facilitar la ventilación natural.</div>
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Para invierno: por ejemplo las ventanas, los invernaderos, patios que tienen una buena orientación permiten que la radiación solar penetre directamente en el espacio a calentar, produciendo un ahorro en calefacción.</div>
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Para verano: la disposición de elementos de sombreado, como voladizos, toldos, persianas, porches, etc...también podrán evitar ganancias de calor, y si se disponen bien, ni siquiera colocar aire acondicionado.</div>
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Hay también otros sistemas para verano que se basan en sistemas evaporativos y rociado de agua. Es decir, colocar una cortina o lámina de agua en una pared, aumenta la sensación de confort en verano, puesto que el calor se absorbe por el agua al evaporarse, y la pared se mantiene a temperatura menor, consiguiendo un efecto refrigerante en el interior de la vivienda.</div>
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COLOR: Es básico, en zonas cálidas, se pintarán las viviendas de blanco para reflejar el calor y evitar absorber energía. Mientras que en zonas frías, las cubiertas son oscuras para obtener el efecto contrario, absorber más calor.</div>
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PAISAJISMO: Los árboles, setos, enredaderas, etc, no sólo aportan estética, sino que si se ubican en los lugares adecuados, son unos buenos aliados que proporcionan sombra y protección ante el viento. Además las zonas con árboles que realizan la fotosíntesis rebajan por su evaporación la temperatura en esa zona unos 3-6º. Y por otro lado, los árboles de hoja caduca, ofrecen una buena protección del sol en verano y permiten que en invierno el sol pueda entrar a la vivienda. Y si rodeamos la vivienda de plantas aromáticas, brezo, etc, disminuiremos la acumulación de calor y evitaremos un elevado consumo de agua.</div>
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ILUMINACIÓN NATURAL: Hay que intentar buscar diseños que consigan la máxima cantidad de luz sin sobrecalentar. La luz natural que entra a la vivienda depende no sólo del exterior sino también de los obstáculos, la orientación de fachada, tamaño de los huecos, espesor de los muros, protecciones, elementos de control solar (perisanas, toldos), tipo de acristalamiento, etc. Las habitación que más se utilicen se deberían situar a sur. </div>
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vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com1tag:blogger.com,1999:blog-1695940300631399903.post-57231289315897893532013-01-20T14:04:00.002+01:002013-01-20T14:04:55.977+01:00AHORRO ENERGÉTICO: ENVOLVENTES DEL EDIFICIO<div style="text-align: justify;">
<b>Aislamiento:</b> Es importante saber que la cantidad de calor que se necesita para mantener una vivienda a la temperatura de confort depende, en buena medida, de su nivel de aislamiento térmico. Una vivienda mal aislada necesita más energía: en invierno se enfría rápidamente y puede tener condensaciones en el interior; y en verano se calienta más y en menos tiempo. </div>
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Solemos asociar los aislamientos a los muros exteriores de las viviendas; sin embargo, aunque la diferencia de temperatura más acusada se produce entre el exterior y el interior de la vivienda, también son necesarios los aislamientos en otras zonas del edificio contiguas a espacios no climatizados.</div>
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Por la cubierta exterior de un edificio es por donde se pierde o gana más calor, si no está bien aislada. Por esa razón, los áticos son, por lo general, más fríos en invierno y más calurosos en verano.</div>
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Asimismo, un buen aislamiento de los muros que separan viviendas contiguas, además de disminuir el ruido, evita pérdidas de calor.</div>
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Pero el calor se puede escapar por otros muchos sitios, principalmente por ventanas y acristalamientos, marcos y molduras de las puertas y ventanas, cajas de persianas enrollables sin aislar, tuberías, conductos y chimeneas, etc.</div>
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Nota: Pequeñas mejoras en el aislamiento pueden suponer una mejora del 30% en calefacción y aire acondicionado. Así una capa de 3cm de corcho, fibra de vidrio o poliuretano tiene la misma capacidad aislante que un muro de piedra de 1 metro de espesor.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ71_4-UpKnqyCJYsky8Z0j4V-aJUEDoRzNTJmb1xxRFVVDWtkZc1Entm_vAC4rnWjk9KJkY1wQN-W-59oapnhGjGzxEL7mTRIGt054BIG4idg0malmfmDl3XHkgowdKiDrVriMS10laQ/s1600/aislamiento+temico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJ71_4-UpKnqyCJYsky8Z0j4V-aJUEDoRzNTJmb1xxRFVVDWtkZc1Entm_vAC4rnWjk9KJkY1wQN-W-59oapnhGjGzxEL7mTRIGt054BIG4idg0malmfmDl3XHkgowdKiDrVriMS10laQ/s320/aislamiento+temico.jpg" width="320" /></a></div>
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<b>Ventanas:</b> Entre el 25-30% de nuestras necesidades de calefacción son debidas a las pérdidas de calor que se originan en las ventanas. El aislamiento térmico de una ventana depende de la calidad del vidrio y del tipo de carpintería del marco. Los sistemas de doble cristal o doble ventana reducen, prácticamente a la mitad, la pérdida de calor con respecto al acristalamiento sencillo, y además disminuyen las corrientes de aire, la condensación de agua y la formación de escarcha.</div>
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El tipo de carpintería es también determinante. Algunos materiales como el hierro o el aluminio se caracterizan por su alta conductividad térmica, por lo que permiten el paso del frío o del calor con mucha facilidad. Por eso hay que destacar las carpinterías denominadas de rotura de puente térmico, las cuales tienen material aislante entre la parte interna y externa del marco.</div>
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Nota: A través de un cristal simple se pierde por cada m2 de superficie, durante el invierno, la energía contenida en 12kg de gasóleo.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlOjquQdBoSlKz0iNsDabXKlAWotK7rq-4mPDLRaq8Ane9vqWidAOE6PEeXpJzr0ltk4UP9fHIiNHP_87qDyRzbMy1VKfj63Lr-lerleYRvAX0GMMrQwNwOdE9Vt5jC-TRMFQOMYJd9x4/s1600/VENTANA.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlOjquQdBoSlKz0iNsDabXKlAWotK7rq-4mPDLRaq8Ane9vqWidAOE6PEeXpJzr0ltk4UP9fHIiNHP_87qDyRzbMy1VKfj63Lr-lerleYRvAX0GMMrQwNwOdE9Vt5jC-TRMFQOMYJd9x4/s320/VENTANA.JPG" width="280" /></a></div>
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<b>Consejos:</b></div>
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-Si va a construir o rehabilitar una casa, no escatime en aislamiento para todos los cerramientos exteriores de la misma. Se gana en confort y se ahorra dinero en climatización.</div>
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-Instalar ventanas con doble cristal o doble ventana, y carpinterías con rotura de puente térmico.</div>
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-Procure que las cajas de persianas no tengan rendijas y estén aislados.</div>
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-Detecte las corrientes de aire, por ejemplo encienda una vela un día de aire y acérquela a ventanas, puertas, conductos...e intentar sufragar las infiltraciones de aire mediante siliconas, masillas o burletes.</div>
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-Cierre el tiro de la chimenea cuando no lo esté usando. </div>
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<br />vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-57825221086803510382012-05-26T18:45:00.004+02:002012-05-26T18:51:25.753+02:00MATERIALES: Construir con paja<div style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqwsFyzjzcjxrFcCGO_ia0hIGEd7yEwyc6abFFu6htU_yyknnggvHPd9s6xBZ4BJGSRC-U8ox1vvEjY2JIyKX66ajP5lnOCuzitf9AyqivdQIWiiG3Djq-JyCBqxaMfUw5Y22RMIfuC7U/s1600/Paja.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 134px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqwsFyzjzcjxrFcCGO_ia0hIGEd7yEwyc6abFFu6htU_yyknnggvHPd9s6xBZ4BJGSRC-U8ox1vvEjY2JIyKX66ajP5lnOCuzitf9AyqivdQIWiiG3Djq-JyCBqxaMfUw5Y22RMIfuC7U/s200/Paja.jpg" alt="" id="BLOGGER_PHOTO_ID_5746885119635077714" border="0" /></a></div><div style="text-align: center;"><br /><br /></div><div style="text-align: center;">La paja es un material eficiente energéticamente. Adolece de otras propiedades, pero, dependiendo del uso que se le vaya a dar, es muy interesante. Os dejo un vídeo dónde se ve que la solución es viable, y también económicamente hablando.<br /><br /><iframe src="http://www.youtube.com/embed/5IMhnhnECwo" allowfullscreen="" frameborder="0" height="315" width="420"></iframe><br /></div>vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-9002875535190523442012-05-07T20:04:00.007+02:002012-05-07T20:14:14.036+02:00AHORRO ENERGÍA: Trucos para ahorrar en gasolina<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5chxbeE4gE50XrNzVvxlOGe5LTBIqhL-mmLPgaMP7RYChxl21WOQ0KA8vxKpmGcaAtMvOagOrAcNbdqPF4qJMHmKvBwYWCYx003vrNjZS2RLnBARIqs3ne9YdIQYd1dwjEYMZPWjIwvs/s1600/9651533-closeup-repostar-gasolina-en-estacion-de-gas.jpg"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 130px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5chxbeE4gE50XrNzVvxlOGe5LTBIqhL-mmLPgaMP7RYChxl21WOQ0KA8vxKpmGcaAtMvOagOrAcNbdqPF4qJMHmKvBwYWCYx003vrNjZS2RLnBARIqs3ne9YdIQYd1dwjEYMZPWjIwvs/s200/9651533-closeup-repostar-gasolina-en-estacion-de-gas.jpg" alt="" id="BLOGGER_PHOTO_ID_5739855827931087266" border="0" /></a><br /><div style="text-align: justify; font-family: verdana;"><div style="text-align: center;"><span style="font-weight: bold;">4 TRUCOS A LA HORA DE REPOSTAR GASOLINA </span><br /></div><br /><span style="font-weight: bold;">1er Truco: </span><br />Llenar el tanque por la mañana temprano. La temperatura ambiente y del suelo es más baja. Todas las estaciones de servicio tienen sus depósitos bajo tierra.<br />Al estar más fría la tierra, la densidad de la gasolina y del gasóleo es más pequeña. Al contrario pasa durante el día, que la temperatura del suelo sube, y los carburantes tienden a expandirse.<br />Por esto último, si usted llena el tanque al medio día, por la tarde o al anochecer, el litro de combustible no será un litro exactamente.<br />En la industria petrolera, la gravedad específica y la temperatura de un suelo, juegan un papel muy importante.<br />Donde yo trabajo, cada carga de combustible en los camiones es cuidadosamente controlada en lo que respecta a la temperatura para que cada galón vertido en la cisterna del camión sea exacto.<br /><span style="font-weight: bold;">2º Truco: </span><br />Cuando llene el tanque, no apriete la manilla de la manga al máximo. Según la presión que se ejerza sobre la manilla, la velocidad de la manga puede ser lenta, media o alta. Elija siempre el modo más lento y ahorrará más dinero.<br />Al surtir más lentamente, se crea menos vapor, y la mayor parte del vertido se convierte en un lleno eficaz. Todas las mangas surtidoras devuelven el vapor a al tanque.<br />Si llenan el depósito apretando la manilla al máximo un cierto porcentaje del precioso líquido que entra en el depósito se transforma en vapor y vuelve por la manguera del surtidor al depósito de la estación. Con lo cual, consiguen menos combustible por el mismo dinero.<br /><span style="font-weight: bold;">3er Truco: </span><br />Llenar el tanque antes de que este baje de la mitad. Cuanto más combustible haya en el tanque, menos aire hay en el mismo. El carburante se evapora más rápidamente de lo que usted piensa.<br />Los grandes depósitos cisterna de las refinerías tienen techos flotantes en el interior, manteniendo el aire separado del combustible, con el objetivo de mantener la evaporación al mínimo.<br /><span style="font-weight: bold;">4º Truco: </span><br />No llenar el tanque cuando se están rellenando los tanques de la gasolinera ni inmediatamente después.<br />Si llega usted a la estación del servicio y ve un camión cisterna que está llenando los tanques subterráneos de la misma, o los acaba de llenar, evite, si puede, echar en dicha estación en ese momento. Al llenar los tanques, se remueve el combustible restante en los mismos y los sedimentos del fondo. Así que corre el riesgo de repostar combustible sucio.<br />Es interesante que esto lo sepa más gente, porque el precio del barril del petróleo está por las nubes, y va a seguir subiendo, así que si se lo mandas a tus contactos les harás un favor, ahorrándoles dinero.<br /></div>vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com1tag:blogger.com,1999:blog-1695940300631399903.post-89965481913354708082012-04-23T19:40:00.005+02:002012-04-23T20:18:23.159+02:00OBRA: GARAJE Alfara (I)<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_bZAlSnVaj6xqANm4rjsp-HdcUiLGBdT5MHhGovAbILa0oNJt__XMAPpYHd-vbtjiJbrYlCwIv5noyaCFhCEmebdvIlRh1h1LoF13y1cNAyGNRKQSE94A2XSzS1I-GL3YPX1CMxxFCEc/s1600/DSC00206.JPG"><img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 200px; height: 150px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_bZAlSnVaj6xqANm4rjsp-HdcUiLGBdT5MHhGovAbILa0oNJt__XMAPpYHd-vbtjiJbrYlCwIv5noyaCFhCEmebdvIlRh1h1LoF13y1cNAyGNRKQSE94A2XSzS1I-GL3YPX1CMxxFCEc/s200/DSC00206.JPG" alt="" id="BLOGGER_PHOTO_ID_5734656466461475714" border="0"></a><br /><div style="text-align: center;"><a href="http://youtu.be/wqWSSCYR5OY">Pincha aquí para ver el Video</a> seguimiento obra de garaje en Alfara<br /></div>vintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0tag:blogger.com,1999:blog-1695940300631399903.post-49052809297292115032012-04-21T19:19:00.000+02:002012-04-21T19:19:03.363+02:00FORMACIÓNDesde el IVE, nos dejan visualizar y aprender gratuitamente con las jornadas pasadas en el foro "Hacia la ciudad de bajo consumo energético". Os dejo el enlace y agradecer su libre acceso.
http://www.five.es/formacionive/365.htmlvintihttp://www.blogger.com/profile/14657952180938723555noreply@blogger.com0