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	<title>GEOMETRICA ARCHITECTS</title>
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	<description>GEOMETRICA ARCHITECTS</description>
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		<title>Tabla expandata</title>
		<link>https://www.geometrica.ro/en/tabla-expandata-2/</link>
		<comments>https://www.geometrica.ro/en/tabla-expandata-2/#comments</comments>
		<pubDate>Wed, 29 May 2013 13:21:51 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Blog @en]]></category>
		<category><![CDATA[Finisaje noi in constructii @en]]></category>

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		<description><![CDATA[<p><p>Tabla expandata se obtine prin lungirea tablei lise, concomitent cu executia unor despicaturi  (ochiuri) de aceeasi forme si dimensiuni diferite. Aceste despicaturi(ochiuri), in functie de domeniile de utilizare, se pot realiza intr-o gama larga de forme geometrice si dimensiuni pe masina de expandat tabla cu ajutorul unor cutite tip “pieptene-modulat”, ce actioneaza vertical prin presare.</p>
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<p>A ...</p><p>The post <a href="https://www.geometrica.ro/en/tabla-expandata-2/">Tabla expandata</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>Tabla expandata se obtine prin lungirea tablei lise, concomitent cu executia unor despicaturi  (ochiuri) de aceeasi forme si dimensiuni diferite. Aceste despicaturi(ochiuri), in functie de domeniile de utilizare, se pot realiza intr-o gama larga de forme geometrice si dimensiuni pe masina de expandat tabla cu ajutorul unor cutite tip “pieptene-modulat”, ce actioneaza vertical prin presare.</p>
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" 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" /></p>
<p>A inceput prin a fi utilizata in arhitectura industriala, la amenajari sau imprejmuiri publice sau la infrastructura drumurilor si a podurilor. In momentul de fata, datorita faptului ca este transparenta si permite o exceptionala filtrare a luminii, zgomotului si gazelor, ea a primit o intrebuintare mult mai larga fiind utilizata in arhitectura moderna ca placaj pentru fatadele adosate.</p>
<p><img alt="" 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" /></p>
<p>Printre principalele caracteristici pe care le prezinta tabla expandata sunt: versatilitate, durabilitate, rigiditate, omogenitate, prelucrare si manevrabilitate usoara. Metodele de protectie anticoroziva aplicate tablei dupa expandare constau in zincarea ei termica sau vopsirea in camp electrostatic pentru aplicatii ce necesita acest lucru.</p>
<p><img alt="" 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" /></p>
<p>Ca exemplu va propunem o casa cu o poveste interesanta proiectata de arhitectul Eduardo Arroyo, si anume  Casa Zafra. Este o locuinta desfasurata pe doua niveluri, amplasata pe un teren de golf din apropierea Madridului, are o fatada adosata realizata din tabla expandata ce are rolul de a-I proteja pe proprietari de eventualele mingi ratacite de golf. Locuitorii pot schimba oricand perspectiva asupra imprejurimilor actionand panourile mobile de inspiratie geometrica ale fatadei. Datorita transparentei tablei expandate, comunicarea dintre interior si exterior este libera, casa oferind o minunata priveliste asupra terenului de golf din apropiere.</p>
<p><img alt="" 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" /></p>
<p>Sursa:</p>
<p><a href="http://www.griro-tabla-expandata.ro">www.griro-tabla-expandata.ro</a></p>
<p><a href="http://www.dezeen.com">www.dezeen.com</a></p>
<p>The post <a href="https://www.geometrica.ro/en/tabla-expandata-2/">Tabla expandata</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<item>
		<title>Proiectul Sediu Mr. Fab publicat pe www.lindab.com</title>
		<link>https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/</link>
		<comments>https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/#comments</comments>
		<pubDate>Tue, 19 Mar 2013 12:33:00 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Blog @en]]></category>
		<category><![CDATA[Finisaje noi in constructii @en]]></category>
		<category><![CDATA[Testimonials]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com-2/</guid>
		<description><![CDATA[<p><p><a title="Proiectul MR FAB" href="http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e" target="_blank">Link</a> către articolul de pe site-ul <a title="Lindab.com" href="http://www.lindab.com/ro" target="_blank">Lindab</a>.</p>
<p>http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e</p>
<p>&#160;</p>
<p>&#160;</p>
</p><p>The post <a href="https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/">Proiectul Sediu Mr. Fab publicat pe www.lindab.com</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><a title="Proiectul MR FAB" href="http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e" target="_blank">Link</a> către articolul de pe site-ul <a title="Lindab.com" href="http://www.lindab.com/ro" target="_blank">Lindab</a>.</p>
<p>http://www.lindab.com/ro/pro/cases/Pages/Sediu-Firma-Arad.aspx?refpageid=af2b6732-7aec-494b-8f08-07ae64cdbd4e</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>The post <a href="https://www.geometrica.ro/en/proiectul-sediu-mr-fab-publicat-pe-www-lindab-com/">Proiectul Sediu Mr. Fab publicat pe www.lindab.com</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>Termeni de specialitate in arhitectura si urbanism</title>
		<link>https://www.geometrica.ro/en/termeni-de-specialitate-in-arhitectura-si-urbanism/</link>
		<comments>https://www.geometrica.ro/en/termeni-de-specialitate-in-arhitectura-si-urbanism/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 09:24:03 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Termeni de specialitate @en]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/termeni-de-specialitate-in-arhitectura-si-urbanism-2/</guid>
		<description><![CDATA[<p><p>MIC DICTIONAR DE TERMENI FOLOSITI IN PROIECTAREA DE ARHITECTURA SI URBANISM
C.U. = Certificat de Urbanism;  P.U.G. = Plan Urbanistic General;  P.U.Z. = Plan Urbanistic Zonal;  P.U.D. = Plan Urbanistic de Detaliu;  R.L.U. = Regulament Local de Urbanism;  P.O.T. = Procent de Ocupare al Terenului;  C.U.T. = Coeficient de Utilizare al Terenului;  H.max. = Inaltimea maxima ...</p><p>The post <a href="https://www.geometrica.ro/en/termeni-de-specialitate-in-arhitectura-si-urbanism/">Termeni de specialitate in arhitectura si urbanism</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p>MIC DICTIONAR DE TERMENI FOLOSITI IN PROIECTAREA DE ARHITECTURA SI URBANISM<br />
C.U. = Certificat de Urbanism;  P.U.G. = Plan Urbanistic General;  P.U.Z. = Plan Urbanistic Zonal;  P.U.D. = Plan Urbanistic de Detaliu;  R.L.U. = Regulament Local de Urbanism;  P.O.T. = Procent de Ocupare al Terenului;  C.U.T. = Coeficient de Utilizare al Terenului;  H.max. = Inaltimea maxima admisa a constructiei, la cornisa;  A.C. = Autorizatie de Construire;  A.D. = Autorizatie de Desfintare;  D.T. = Documentatie Tehnica;  D.T.A.C. = Documentatie Tehnica pentru Autorizarea executarii lucrarilor de Construire;  D.T.A.D. = Documentatie Tehnica pentru Autorizarea executarii lucrarilor de Desfintare;  D.T.O.E. = Documentatie Tehnica pentru Organizrea Executiei lucrarilor;  P.Th. = Proiect Tehnic;  D.E. = Detalii de Executie.   (Conform Legii 50 din 29 iulie 1991 cu modificarile si completarile ulterioare, după emiterea Autorizaţiei de Construire, documentaţia tehnică &#8211; D.T. se constituie parte integrantă a Proiectului Tehnic P.Th., respectiv a Detaliilor de Execuţie, fiind interzisă modificarea prevederilor acesteia, sub sancţiunea nulităţii autorizaţiei de construire.)</p>
<p>The post <a href="https://www.geometrica.ro/en/termeni-de-specialitate-in-arhitectura-si-urbanism/">Termeni de specialitate in arhitectura si urbanism</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>Headquarters Mr. FAB</title>
		<link>https://www.geometrica.ro/en/sediu-mr-fab/</link>
		<comments>https://www.geometrica.ro/en/sediu-mr-fab/#comments</comments>
		<pubDate>Wed, 09 Jan 2013 10:08:28 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Comercial @en]]></category>
		<category><![CDATA[Industrial @en]]></category>
		<category><![CDATA[Portofolio]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/sediu-mr-fab-2/</guid>
		<description><![CDATA[<p><p>Headquarters Mr. FAB
Name: Headquarters Mr. FAB
Period: 2011 – 2012
Location: Arad
Phase: Finished
Surface: Ac=210 square meters, Ad=424 square meters
Hight: P+1E</p>
<p>Description:
This project started from the beneficiary’s desire to project an office building that will be a representative image for the headquarters of the construction company Mr. FAB. The proposed volume combines two self standing volumes, esthetically different and ...</p><p>The post <a href="https://www.geometrica.ro/en/sediu-mr-fab/">Headquarters Mr. FAB</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><strong>Headquarters Mr. FAB</strong><br />
<strong>Name:</strong> Headquarters Mr. FAB<br />
<strong>Period:</strong> 2011 – 2012<br />
<strong>Location:</strong> Arad<br />
<strong>Phase:</strong> Finished<br />
<strong>Surface:</strong> Ac=210 square meters, Ad=424 square meters<br />
Hight: P+1E</p>
<p><strong>Description:</strong><br />
<strong></strong>This project started from the beneficiary’s desire to project an office building that will be a representative image for the headquarters of the construction company Mr. FAB. The proposed volume combines two self standing volumes, esthetically different and sliding along a central vertical plan. The results of this process are dynamically positioned spaces both in the interior, through a disposition around the two levels interior hall, and in the exterior by translating the volume of the I st floor over the main entrance- an emphasis element of a generous vitreous surface. The location is a privileged one, as it is situated in a roundabout, thus the building reveals, depending on the direction and the route of the observer, all of its four faces and becomes an urban landmark of the place.</p>
<p>The post <a href="https://www.geometrica.ro/en/sediu-mr-fab/">Headquarters Mr. FAB</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>The Town Hall of Sântana</title>
		<link>https://www.geometrica.ro/en/primarie-santana/</link>
		<comments>https://www.geometrica.ro/en/primarie-santana/#comments</comments>
		<pubDate>Wed, 22 Aug 2012 20:35:28 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Comercial @en]]></category>
		<category><![CDATA[Portofolio]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/primarie-santana-2/</guid>
		<description><![CDATA[<p><p>Name: Administrative building – Town Hall
Period: 2006 – 2008
Location: Sântana – Arad
Phase: Finished
Surface: Ac=740 square meters, Ad=1.860 square meters
Height: D(partial)+P+1E</p>
<p>Description:
In the development of this project, the architects wished to best express the idea of transparency in the relationship between the public and the local town’s administration. They certainly succeeded this, both through planimetric treatment as ...</p><p>The post <a href="https://www.geometrica.ro/en/primarie-santana/">The Town Hall of Sântana</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><strong>Name:</strong> Administrative building – Town Hall<br />
<strong>Period:</strong> 2006 – 2008<br />
<strong>Location:</strong> Sântana – Arad<br />
<strong>Phase:</strong> Finished<br />
<strong>Surface:</strong> Ac=740 square meters, Ad=1.860 square meters<br />
<strong>Height:</strong> D(partial)+P+1E</p>
<p><strong>Description:</strong><br />
In the development of this project, the architects wished to best express the idea of transparency in the relationship between the public and the local town’s administration. They certainly succeeded this, both through planimetric treatment as well as through the simplicity of the architectural volumes. The one spectacular aspect of this building is the fact that the offices of the different departments are gravitating around a spacious hallway, opened across two levels and covered with a large, zenith skylight.</p>
<p>The post <a href="https://www.geometrica.ro/en/primarie-santana/">The Town Hall of Sântana</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>Hotel 4*</title>
		<link>https://www.geometrica.ro/en/hotel-flaviu/</link>
		<comments>https://www.geometrica.ro/en/hotel-flaviu/#comments</comments>
		<pubDate>Wed, 22 Aug 2012 14:33:25 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Comercial @en]]></category>
		<category><![CDATA[Portofolio]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/hotel-flaviu-2/</guid>
		<description><![CDATA[<p><p>Name: Hotel 4*
Period: 2008
Location: Arad
Phase: Project
Surface: Ac=1.304 square meters, Ad=9.213 square meters
Height: D+P+M+8E</p>
<p>Description:
A four-star category hotel unit, situated on a 4000 square meters surface plot, positioned at the exit from Arad towards Nadlac, the hotel has a capacity of 104 rooms and 8 apartments, a 190 seats restaurant, a 50 seats breakfast saloon, two conference ...</p><p>The post <a href="https://www.geometrica.ro/en/hotel-flaviu/">Hotel 4*</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><strong>Name:</strong> Hotel 4*<br />
<strong>Period:</strong> 2008<br />
<strong>Location:</strong> Arad<br />
<strong>Phase:</strong> Project<br />
<strong>Surface:</strong> Ac=1.304 square meters, Ad=9.213 square meters<br />
<strong>Height:</strong> D+P+M+8E</p>
<p><strong>Description:</strong><br />
A four-star category hotel unit, situated on a 4000 square meters surface plot, positioned at the exit from Arad towards Nadlac, the hotel has a capacity of 104 rooms and 8 apartments, a 190 seats restaurant, a 50 seats breakfast saloon, two conference rooms with a total capacity of 145 seats, which can be used separately or joined, 35 parking spaces above ground and 11 parking spaces under ground. All this comes together in a modern minimalist unity.</p>
<p>The post <a href="https://www.geometrica.ro/en/hotel-flaviu/">Hotel 4*</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>House Paltinului Street</title>
		<link>https://www.geometrica.ro/en/casa-paltinului/</link>
		<comments>https://www.geometrica.ro/en/casa-paltinului/#comments</comments>
		<pubDate>Mon, 25 Jul 2011 13:26:48 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Portofolio]]></category>
		<category><![CDATA[Residential]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/casa-paltinului-2/</guid>
		<description><![CDATA[<p><p>Name: Single family House
Period: 2005-2008
Location: Arad
Phase: Finished
Surface: Ac=124 square meters, Ad=250 square meters
Height: P+1E</p>
<p>Description:
The house is remarkable through the clarity and precision of the drawn lines and of the shaped edges, through the personal manner of combining basic shapes and through the accuracy of the details that enrich a minimalistic approach. Located on an area ...</p><p>The post <a href="https://www.geometrica.ro/en/casa-paltinului/">House Paltinului Street</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><strong>Name:</strong> Single family House<br />
<strong>Period:</strong> 2005-2008<br />
<strong>Location:</strong> Arad<br />
<strong>Phase:</strong> Finished<br />
<strong>Surface:</strong> Ac=124 square meters, Ad=250 square meters<br />
<strong>Height:</strong> P+1E</p>
<p><strong>Description:</strong><br />
The house is remarkable through the clarity and precision of the drawn lines and of the shaped edges, through the personal manner of combining basic shapes and through the accuracy of the details that enrich a minimalistic approach. Located on an area of small dimensions, oriented front-back, the volume is characterized through a coherent and sincere architectural discourse, through the use of a few elements of the L-shape type on the main facade and on the posterior facade, expressing the idea of simplicity and genuineness.</p>
<p>The post <a href="https://www.geometrica.ro/en/casa-paltinului/">House Paltinului Street</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>Mr. FAB Hall</title>
		<link>https://www.geometrica.ro/en/601/</link>
		<comments>https://www.geometrica.ro/en/601/#comments</comments>
		<pubDate>Wed, 22 Aug 2012 14:08:15 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Industrial @en]]></category>
		<category><![CDATA[Portofolio]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/601-2/</guid>
		<description><![CDATA[<p><p>Name: Metal manufacturing production Hall
Period: 2010
Location: Arad
Phase: Finished
Surface: Ac=Ad=566 square meters
Height: P</p>
<p>Description:
The construction is situated south of DN7, in direction Deva, in a mainly economical and industrial area. The hall has the following dimensions: 36,50×15,50m and a maximal height 6,50m. The construction is configured on a metal structure, on a (o tramă de 6 travei ...</p><p>The post <a href="https://www.geometrica.ro/en/601/">Mr. FAB Hall</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><strong>Name:</strong> Metal manufacturing production Hall<br />
<strong>Period:</strong> 2010<br />
<strong>Location:</strong> Arad<br />
<strong>Phase:</strong> Finished<br />
<strong>Surface:</strong> Ac=Ad=566 square meters<br />
<strong>Height:</strong> P</p>
<p><strong>Description:</strong><br />
The construction is situated south of DN7, in direction Deva, in a mainly economical and industrial area. The hall has the following dimensions: 36,50×15,50m and a maximal height 6,50m. The construction is configured on a metal structure, on a (o tramă de 6 travei a câte 6m)&#8230;..and a 15 m opening. The treatment of the facades and the careful implementation of the closing elements for the facades, confers representativity and brings  in front the advantages of a simple, clean design, sustained by a careful execution.</p>
<p>The post <a href="https://www.geometrica.ro/en/601/">Mr. FAB Hall</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>Production Hall</title>
		<link>https://www.geometrica.ro/en/production-hall/</link>
		<comments>https://www.geometrica.ro/en/production-hall/#comments</comments>
		<pubDate>Fri, 19 Apr 2013 09:59:05 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Industrial @en]]></category>
		<category><![CDATA[Portofolio]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/?p=1685</guid>
		<description><![CDATA[<p><p>Name: Production Hall
Period: 2011-2012
Location: Arad
Phase: Finished
Surface: Ac=1102 square meters, Ad=1102 square meters
Height: P</p>
<p>Description:
Building an independent body with the function of a production hall, contributes to the area’s configuration with the goal of obtaining an integrated ensemble.  The proposed building offers a suitable solution for the functional and technological requirements and stands out through its architectural plasticity and its high degree ...</p><p>The post <a href="https://www.geometrica.ro/en/production-hall/">Production Hall</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><strong>Name:</strong> Production Hall<br />
<strong>Period:</strong> 2011-2012<br />
<strong>Location:</strong> Arad<br />
Phase: Finished<br />
<strong>Surface:</strong> Ac=1102 square meters, Ad=1102 square meters<br />
<strong>Height:</strong> P</p>
<p><strong>Description:</strong><br />
Building an independent body with the function of a production hall, contributes to the area’s configuration with the goal of obtaining an integrated ensemble.  The proposed building offers a suitable solution for the functional and technological requirements and stands out through its architectural plasticity and its high degree of finishing strokes. All this confer representativity. The building has the following dimensions: 30,66 meters x 27,22 meters and the maximal height of  11,51meters. It is configured on a metallic structure, with pillars and beams, on a grid of 5 bays, 6 meters each and one main opening measuring 26,10 meters.</p>
<p>&nbsp;</p>
<p>The post <a href="https://www.geometrica.ro/en/production-hall/">Production Hall</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		<title>Collective Houses Strand 1</title>
		<link>https://www.geometrica.ro/en/strand-1/</link>
		<comments>https://www.geometrica.ro/en/strand-1/#comments</comments>
		<pubDate>Wed, 22 Aug 2012 13:24:19 +0000</pubDate>
		<dc:creator>geometrica</dc:creator>
				<category><![CDATA[Portofolio]]></category>
		<category><![CDATA[Residential]]></category>

		<guid isPermaLink="false">http://www.geometrica.ro/strand-1-2/</guid>
		<description><![CDATA[<p><p>Name: Block of houses
Period: 2006-2007
Location: Sibiu
Phase: Finished
Surface: Ac=442.70 square meters, Ad=2.745 square meters
Height: D+P+4E</p>
<p>Description:
There are a number of 16 apartments, each with 3 rooms (4 apartments on each level) and 2 retail spaces on the ground floor, with separate street entrances. The building is equipped with an elevator with the capacity of 4 people. Because ...</p><p>The post <a href="https://www.geometrica.ro/en/strand-1/">Collective Houses Strand 1</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></description>
				<content:encoded><![CDATA[<p><strong>Name:</strong> Block of houses<br />
<strong>Period:</strong> 2006-2007<br />
<strong>Location:</strong> Sibiu<br />
<strong>Phase:</strong> Finished<br />
<strong>Surface:</strong> Ac=442.70 square meters, Ad=2.745 square meters<br />
<strong>Height:</strong> D+P+4E</p>
<p><strong>Description:</strong><br />
There are a number of 16 apartments, each with 3 rooms (4 apartments on each level) and 2 retail spaces on the ground floor, with separate street entrances. The building is equipped with an elevator with the capacity of 4 people. Because of the building’s corner location and for the efficiency of the investment, car access is granted through a dry gate. There are 17 parking spaces available in the premises of the block.</p>
<p>The post <a href="https://www.geometrica.ro/en/strand-1/">Collective Houses Strand 1</a> appeared first on <a href="https://www.geometrica.ro/en/">GEOMETRICA ARCHITECTS</a>.</p>]]></content:encoded>
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		</item>
	</channel>
</rss>
