sábado, 29 de octubre de 2011
martes, 25 de octubre de 2011
viernes, 14 de octubre de 2011
viernes, 7 de octubre de 2011
Cuadrícula.
Alumno nuevo.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhex1wEX76O0iiX_Rq4I958zjgkJHB-gTssT0Fs43LX5S1Vvwi5uhciRR8XHVpIGiruQzzKseXCyXCnS9f3NZ5OG00p9_Nw1a-33qtZbYx3iLby0o8noP1zpwum2XvLNp7W6U4o7iNiGAU/s400/prototipo+3.jpg)
El coliseo romano que ahora esta semiderruido cuando estaba completo tenia forma oval y alrededor estaba completamente cubierto de tres hileras de arcos de medio punto.
![](data:image/jpeg;base64,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)
La catedral de notre dame de arte gotico contiene arcos ojivales tipicos de esa epoca.
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)
El partenon de Atenas que se mire por donde sea esta completamente rectangular y en su interior tambien reserva esa caracteristica
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)
El acueducto de Segovia es otra imagen de arcos de medio punto.
![](data:image/jpeg;base64,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)
Este es el obelisco de Washinton pero yo queria poner uno egipcio pero no encontre ninguna imagen. Los obeliscos son exactamente igual que una piramide egipcia pero los obeliscos son mas estrechos.
La catedral de notre dame de arte gotico contiene arcos ojivales tipicos de esa epoca.
El partenon de Atenas que se mire por donde sea esta completamente rectangular y en su interior tambien reserva esa caracteristica
El acueducto de Segovia es otra imagen de arcos de medio punto.
Este es el obelisco de Washinton pero yo queria poner uno egipcio pero no encontre ninguna imagen. Los obeliscos son exactamente igual que una piramide egipcia pero los obeliscos son mas estrechos.
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