<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1711331252361846793</id><updated>2026-06-29T18:33:04.774+02:00</updated><category term="kolumny-betonowe"/><category term="filary-ozdobne"/><category term="kolumny-ozdobne"/><category term="ogrodzenia-dworkowe"/><category term="Vignola"/><category term="kolumna toskańska"/><category term="kolumny toskańskie"/><category term="kolumny-ogrodzeniowe"/><category term="kolumny doryckie"/><category term="Palladio"/><category term="kolumna dorycka"/><category term="kolumny jońskie"/><category term="kolumna jońska"/><category term="kolumny"/><category term="słupki balkonowe"/><category term="słupki ogrodzeniowe"/><title type='text'>Najpiękniejsze kolumny</title><subtitle type='html'>Kolumny architektoniczne. Kolumna toskańska. Kolumna dorycka. Kolumna jońska. Dworek polski. Sztukaterie. Gzymsy. Architektura.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>16</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-3150048705448873159</id><published>2022-05-03T14:50:00.001+02:00</published><updated>2022-05-03T14:50:16.788+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filary-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-betonowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ogrodzeniowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="ogrodzenia-dworkowe"/><title type='text'> KOLEJNY PRZYKŁAD KOLUMNY BETONOWEJ OGRODZENIOWEJ WG INDYWIDUALNEGO PROJEKTU KLIENTA.</title><content type='html'>&lt;p&gt;&amp;nbsp;&lt;span style=&quot;background-color: white; color: #3c4043; font-family: Roboto, Arial, sans-serif; font-size: 14px; letter-spacing: 0.2px;&quot;&gt;KOLEJNY PRZYKŁAD KOLUMNY BETONOWEJ OGRODZENIOWEJ WG INDYWIDUALNEGO PROJEKTU KLIENTA.&lt;/span&gt;&lt;/p&gt;&lt;br style=&quot;-webkit-tap-highlight-color: transparent; background-color: white; color: #3c4043; font-family: Roboto, Arial, sans-serif; font-size: 14px; letter-spacing: 0.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #3c4043; font-family: Roboto, Arial, sans-serif; font-size: 14px; letter-spacing: 0.2px;&quot;&gt;Jak już niejednokrotnie nadmieniałem, dziełami które satysfakcjonują nas najbardziej, są te wykonywane według indywidualnego projektu dostarczanego przez Zamawiającego. Tutaj przedstawiam jeden z takich przykładów, kontrowersyjnej być może na pierwszy rzut oka urody ale zdecydowanie zyskujący przy bliższym oglądzie...&lt;/span&gt;&lt;div&gt;&lt;span style=&quot;color: #3c4043; font-family: Roboto, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 14px; letter-spacing: 0.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span style=&quot;color: #3c4043; font-family: Roboto, Arial, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 14px; letter-spacing: 0.2px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ-yDKxmz3OSWSu2J67o4aMjXqBo-G06R6LlMtXv5lkEk4ErH_edHr5olO4vxfEL10M6_3iqvXUhL-ptje00UBZpraToh_91soXPWUbzKXQ_kqXLLoE8R0Ymu1ncX4A0T4dsKbCOPxdVUoSH49pP35rSsXfAbWDetMN1BFIm4B_cpQqpOaDjWPAuwxvw/s1600/kolumna-betonowa-ozdobna-slupek-ogrodzenia-dworkoweg%20S%C5%81.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1208&quot; data-original-width=&quot;1600&quot; height=&quot;484&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ-yDKxmz3OSWSu2J67o4aMjXqBo-G06R6LlMtXv5lkEk4ErH_edHr5olO4vxfEL10M6_3iqvXUhL-ptje00UBZpraToh_91soXPWUbzKXQ_kqXLLoE8R0Ymu1ncX4A0T4dsKbCOPxdVUoSH49pP35rSsXfAbWDetMN1BFIm4B_cpQqpOaDjWPAuwxvw/w640-h484/kolumna-betonowa-ozdobna-slupek-ogrodzenia-dworkoweg%20S%C5%81.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br style=&quot;-webkit-tap-highlight-color: transparent; background-color: white; color: #3c4043; font-family: Roboto, Arial, sans-serif; font-size: 14px; letter-spacing: 0.2px;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #3c4043; font-family: Roboto, Arial, sans-serif; font-size: 14px; letter-spacing: 0.2px;&quot;&gt;tagi: kolumny betonowe, kolumny ogrodzeniowe, ogrodzenia dworkowe, kolumny ozdobne&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/3150048705448873159/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2022/05/kolejny-przykad-kolumny-betonowej.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/3150048705448873159'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/3150048705448873159'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2022/05/kolejny-przykad-kolumny-betonowej.html' title=' KOLEJNY PRZYKŁAD KOLUMNY BETONOWEJ OGRODZENIOWEJ WG INDYWIDUALNEGO PROJEKTU KLIENTA.'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ-yDKxmz3OSWSu2J67o4aMjXqBo-G06R6LlMtXv5lkEk4ErH_edHr5olO4vxfEL10M6_3iqvXUhL-ptje00UBZpraToh_91soXPWUbzKXQ_kqXLLoE8R0Ymu1ncX4A0T4dsKbCOPxdVUoSH49pP35rSsXfAbWDetMN1BFIm4B_cpQqpOaDjWPAuwxvw/s72-w640-h484-c/kolumna-betonowa-ozdobna-slupek-ogrodzenia-dworkoweg%20S%C5%81.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-3404980323794289088</id><published>2022-04-12T21:39:00.000+02:00</published><updated>2022-04-12T21:39:14.924+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filary-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumna toskańska"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-betonowe"/><title type='text'>BETONOWA KOLUMNA TOSKAŃSKA (FILAR OZDOBNY) O WYSOKOŚCI 250 - 290 CM</title><content type='html'>&lt;p&gt;&amp;nbsp;W niniejszym wpisie prezentujemy Państwu naszą najzgrabniejszą chyba kolumnę - kolumnę betonową toskańską znajdującą zastosowanie gdy wymagana wysokość całkowita mieści się pomiędzy 250 a 290 cm. Jest to kolumna o bardzo subtelnym zwężeniu trzonu (średnica dolna trzonu kolumny to 37cm, średnica górna to 31cm). Pomimo to, dzięki właściwemu doborowi krzywizny w dalszym ciągu łatwo ulegamy optycznej iluzji iż trzon swoją największą średnicę osiąga w połowie swojej wysokości (efekt jak najbardziej pożądany i zamierzony!). Jednocześnie kolumna ta, jak żadna inna, znakomicie odnajduje się przy ustawieniu w parach (bliźniaczo) gdyż krzywizny dwu sąsiadujących kolumn nie sumują się zbytnio i dzięki temu unikamy niepożądanego efektu &quot;butelkowatości&quot; jak w przypadku kolumn o większym zwężeniu.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5gVrz2VfF0PtT4EIiqOtfrm6Pyjh2pEwJdRjXx64YGuH2Eb3cU8hLckKRYLyxDtXmk2Fbe6fsZCBcgQzjZw97LW_uPGhhPvq58GrhtD85odCEhYCwGZhRuazW6pkSlJX27l2lYF7EIbW3Nqb4rRFdaMlyojBlSmX4NThdQyVeFCR8-0cvt12Mex9aXA/s3532/kolumna-betonowa-toskanska-filar-ozdobny-1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;kolumna betonowa&quot; border=&quot;0&quot; data-original-height=&quot;3532&quot; data-original-width=&quot;2406&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5gVrz2VfF0PtT4EIiqOtfrm6Pyjh2pEwJdRjXx64YGuH2Eb3cU8hLckKRYLyxDtXmk2Fbe6fsZCBcgQzjZw97LW_uPGhhPvq58GrhtD85odCEhYCwGZhRuazW6pkSlJX27l2lYF7EIbW3Nqb4rRFdaMlyojBlSmX4NThdQyVeFCR8-0cvt12Mex9aXA/w436-h640/kolumna-betonowa-toskanska-filar-ozdobny-1.jpg&quot; title=&quot;filar ozdobny&quot; width=&quot;436&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiXbskWZq_MZ_wlR8nUrl6RXrH-uqjPM-mBCB5TPNGP55td0xrV55Sz-ftJYZvbWsVhied89QdtKahQjWqRAQqZKwsAy-2foQAWjvKqlyk6JOyKxBySfzgUxyyQEbeJJhwHkyabf6u6qnBsSrMkHO_Rzy7XczBymtvM-LfH5ynuR5lKAqJ5EgBLY7ypQ/s3433/kolumna-betonowa-toskanska-filar-ozdobny.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;kolumna dworkowa&quot; border=&quot;0&quot; data-original-height=&quot;3433&quot; data-original-width=&quot;2072&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiXbskWZq_MZ_wlR8nUrl6RXrH-uqjPM-mBCB5TPNGP55td0xrV55Sz-ftJYZvbWsVhied89QdtKahQjWqRAQqZKwsAy-2foQAWjvKqlyk6JOyKxBySfzgUxyyQEbeJJhwHkyabf6u6qnBsSrMkHO_Rzy7XczBymtvM-LfH5ynuR5lKAqJ5EgBLY7ypQ/w386-h640/kolumna-betonowa-toskanska-filar-ozdobny.jpg&quot; title=&quot;filar ozdobny&quot; width=&quot;386&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;Po więcej informacji zapraszamy na:&lt;/p&gt;&lt;p&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;www.kolumnybetonowe.eu&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/3404980323794289088/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2022/04/betonowa-kolumna-toskanska-filar.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/3404980323794289088'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/3404980323794289088'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2022/04/betonowa-kolumna-toskanska-filar.html' title='BETONOWA KOLUMNA TOSKAŃSKA (FILAR OZDOBNY) O WYSOKOŚCI 250 - 290 CM'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5gVrz2VfF0PtT4EIiqOtfrm6Pyjh2pEwJdRjXx64YGuH2Eb3cU8hLckKRYLyxDtXmk2Fbe6fsZCBcgQzjZw97LW_uPGhhPvq58GrhtD85odCEhYCwGZhRuazW6pkSlJX27l2lYF7EIbW3Nqb4rRFdaMlyojBlSmX4NThdQyVeFCR8-0cvt12Mex9aXA/s72-w436-h640-c/kolumna-betonowa-toskanska-filar-ozdobny-1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-2306241589284185237</id><published>2022-04-12T19:30:00.004+02:00</published><updated>2022-04-12T19:33:56.519+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filary-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-betonowe"/><category scheme="http://www.blogger.com/atom/ns#" term="ogrodzenia-dworkowe"/><title type='text'>BETONOWE KOLUMNY OGRODZENIOWE WG INDYWIDUALNEGO PROJEKTU</title><content type='html'>&lt;p&gt;&amp;nbsp;Jedną z naszych specjalizacji jest możliwość wykonania kolumn ogrodzeń dworkowych ściśle według projektu przedstawionego przez Zamawiającego.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Na zdjęciu poniżej jedna z takich realizacji.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD_Fe74DuwY8pSkNk0eAm3mEKYpnvBz4KMKbpXgiAF59zU117IgnT9L7soesY_V9dzQxeAjluMTPbvrqxW1ntVQ3nvEUekxDUrBg0fEaE8OSF0KRGCv5tdy6zJTRtXE7Ublt_2iULk8d9ylJ7C4rtj7F32I8yISndSt2BZPCezp0qe-3Z29Ph-Z9bd8g/s2000/kolumna-betonowa-ogrodzenie-dworkowe-radzek.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2000&quot; data-original-width=&quot;1500&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD_Fe74DuwY8pSkNk0eAm3mEKYpnvBz4KMKbpXgiAF59zU117IgnT9L7soesY_V9dzQxeAjluMTPbvrqxW1ntVQ3nvEUekxDUrBg0fEaE8OSF0KRGCv5tdy6zJTRtXE7Ublt_2iULk8d9ylJ7C4rtj7F32I8yISndSt2BZPCezp0qe-3Z29Ph-Z9bd8g/w480-h640/kolumna-betonowa-ogrodzenie-dworkowe-radzek.jpg&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;www.kolumnybetonowe.eu&lt;/b&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/2306241589284185237/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2022/04/betonowe-kolumny-ogrodzeniowe-wg.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/2306241589284185237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/2306241589284185237'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2022/04/betonowe-kolumny-ogrodzeniowe-wg.html' title='BETONOWE KOLUMNY OGRODZENIOWE WG INDYWIDUALNEGO PROJEKTU'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD_Fe74DuwY8pSkNk0eAm3mEKYpnvBz4KMKbpXgiAF59zU117IgnT9L7soesY_V9dzQxeAjluMTPbvrqxW1ntVQ3nvEUekxDUrBg0fEaE8OSF0KRGCv5tdy6zJTRtXE7Ublt_2iULk8d9ylJ7C4rtj7F32I8yISndSt2BZPCezp0qe-3Z29Ph-Z9bd8g/s72-w480-h640-c/kolumna-betonowa-ogrodzenie-dworkowe-radzek.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-8417692664249283663</id><published>2018-01-31T20:40:00.006+01:00</published><updated>2021-03-03T19:49:49.154+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-betonowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="słupki balkonowe"/><category scheme="http://www.blogger.com/atom/ns#" term="słupki ogrodzeniowe"/><title type='text'>MAŁA ARCHITEKTURA: słupki balkonowe, słupki balustradowe.</title><content type='html'>&lt;br /&gt;
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W niniejszym wpisie chciałbym zaprezentować Państwu kilka przykładów betonowych słupków tarasowych naszego wykonawstwa. Podobnie jak w przypadku naszych słupków ogrodzeniowych opisanych wcześniej materiałem do ich wytworzenia pozostają niezmiennie surowce i produkty najwyższej osiągalnej na rynku jakości: cementy klas 52,5 oraz 70, kruszywa kwarcowe oraz grysy bazaltowe. Nasze słupki balkonowe są pokrywane trzykrotnie warstwami wykończającymi cementowo - akrylowymi zawsze jednak z dbałością aby warstwy te były jak najcieńsze. Zasadniczy kształt wyrobu musi być zawsze wykonany z rodzimej mieszanki betonowej - nie zaś &quot;dolepiany&quot; ze szpachlówek co ma decydujące znaczenie dla trwałości wyrobu.&lt;br /&gt;
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&lt;a href=&quot;http://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza Pracownia w mapach Google&lt;/a&gt;&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1KebfcZGwRFhAkqAokvLQXDddx8ai4eT6IQ8gvC5aD3I0yWZNHjjOxraaWBBMGTibAJ8hBj1xumcjXhsF7gjrprTdfrCiyopVrYZAMUpf4U-cDIBjQQFrYuzhz8flEeIDoSaZZXk0f0m1/s1600/slupki-betonowe-balkonowe-ozdobne-do-balustrady-2.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupek balkonowy tarasowy balustradowy&quot; border=&quot;0&quot; data-original-height=&quot;1476&quot; data-original-width=&quot;981&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1KebfcZGwRFhAkqAokvLQXDddx8ai4eT6IQ8gvC5aD3I0yWZNHjjOxraaWBBMGTibAJ8hBj1xumcjXhsF7gjrprTdfrCiyopVrYZAMUpf4U-cDIBjQQFrYuzhz8flEeIDoSaZZXk0f0m1/s640/slupki-betonowe-balkonowe-ozdobne-do-balustrady-2.jpg&quot; title=&quot;słupek balkonowy tarasowy balustradowy&quot; width=&quot;424&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Balustradowy słupek balkonowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9MnnkD9Z3kaW3aCjPl4usu1BItGQ5OApT9_na2VAL3GRszrD-G2zEvM0FXeVGCKp5ghiL42V69QafC1SzgyNbnRj7ZnFI95trwbLqSH5WnEFqaEeHs3wNAkVipkexCeiZo78BuTqkN6on/s1600/slupki-betonowe-balkonowe-ozdobne-do-balustrady-3.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupek balkonowy tarasowy balustradowy&quot; border=&quot;0&quot; data-original-height=&quot;1476&quot; data-original-width=&quot;1003&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9MnnkD9Z3kaW3aCjPl4usu1BItGQ5OApT9_na2VAL3GRszrD-G2zEvM0FXeVGCKp5ghiL42V69QafC1SzgyNbnRj7ZnFI95trwbLqSH5WnEFqaEeHs3wNAkVipkexCeiZo78BuTqkN6on/s640/slupki-betonowe-balkonowe-ozdobne-do-balustrady-3.jpg&quot; title=&quot;słupek balkonowy tarasowy balustradowy&quot; width=&quot;434&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Balustradowy słupek balkonowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNnSwd-opjw1Ls2EnoyukJC3ubbQpsVifheuL69UqYHS3iRam1yuIutRqAnlZNT5zbrWJ7cRMqPSOUb3mJsecRH7H9Ux5BzpRxrNbFS43vfLdrAJg_6dCcsF3QvEwmJIsXJmgEnIuuttAs/s1600/slupki-betonowe-balkonowe-ozdobne-do-balustrady-4.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupek balkonowy tarasowy balustradowy&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1125&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNnSwd-opjw1Ls2EnoyukJC3ubbQpsVifheuL69UqYHS3iRam1yuIutRqAnlZNT5zbrWJ7cRMqPSOUb3mJsecRH7H9Ux5BzpRxrNbFS43vfLdrAJg_6dCcsF3QvEwmJIsXJmgEnIuuttAs/s640/slupki-betonowe-balkonowe-ozdobne-do-balustrady-4.jpg&quot; title=&quot;słupek balkonowy tarasowy balustradowy&quot; width=&quot;480&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Balustradowy słupek balkonowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGlmf0zXsbzJNtzFRLzYcHhYP7ro67Ut06qfbrrav2u3h0nu6zfjd0gNjimmRhDLMYrD9TRl4dPl2713OFJ3mZEN524LFwEwpCfDbw8Jj-3stPQuDFqe3pDd69zdKxjkxCp5mvUDFasCaC/s1600/slupki-betonowe-balkonowe-ozdobne-do-balustrady-5.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupek balkonowy tarasowy balustradowy&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1032&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGlmf0zXsbzJNtzFRLzYcHhYP7ro67Ut06qfbrrav2u3h0nu6zfjd0gNjimmRhDLMYrD9TRl4dPl2713OFJ3mZEN524LFwEwpCfDbw8Jj-3stPQuDFqe3pDd69zdKxjkxCp5mvUDFasCaC/s640/slupki-betonowe-balkonowe-ozdobne-do-balustrady-5.jpg&quot; title=&quot;słupek balkonowy tarasowy balustradowy&quot; width=&quot;440&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Balustradowy słupek balkonowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif8PEBc93BNQAarRdyugRpY7ejGMj75B0IjFdsp2wJJ1kBSMJivDZJ5ZIm8KtzZ1fVAiBjQBzwwvX_gdS86MVKGKRfTuifap6NSKXb43v8L9wxEA7hMOhmjLNNZfjVDU8PJd0QS5LBdVbD/s1600/slupki-betonowe-balkonowe-ozdobne-do-balustrady-6.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupek balkonowy tarasowy balustradowy&quot; border=&quot;0&quot; data-original-height=&quot;1476&quot; data-original-width=&quot;998&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEif8PEBc93BNQAarRdyugRpY7ejGMj75B0IjFdsp2wJJ1kBSMJivDZJ5ZIm8KtzZ1fVAiBjQBzwwvX_gdS86MVKGKRfTuifap6NSKXb43v8L9wxEA7hMOhmjLNNZfjVDU8PJd0QS5LBdVbD/s640/slupki-betonowe-balkonowe-ozdobne-do-balustrady-6.jpg&quot; title=&quot;słupek balkonowy tarasowy balustradowy&quot; width=&quot;432&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Balustradowy słupek balkonowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9S9jhqrKgH1R7dfLF8COxqV1W5xqyKCmmOGSX-VVe9lBYv28yzSOz4Yol4YhEpl-sVbSWqMc3XFUz6IdC6NzXr04Sv4hW8llOVUdao-mm1uoQUZEbD9CuEqADDMORLw8yJY21BYIod8Dn/s1600/slupki-betonowe-balkonowe-ozdobne-do-balustrady.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupek balkonowy tarasowy balustradowy&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1021&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9S9jhqrKgH1R7dfLF8COxqV1W5xqyKCmmOGSX-VVe9lBYv28yzSOz4Yol4YhEpl-sVbSWqMc3XFUz6IdC6NzXr04Sv4hW8llOVUdao-mm1uoQUZEbD9CuEqADDMORLw8yJY21BYIod8Dn/s640/slupki-betonowe-balkonowe-ozdobne-do-balustrady.jpg&quot; title=&quot;słupek balkonowy tarasowy balustradowy&quot; width=&quot;434&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Balustradowy słupek balkonowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/8417692664249283663/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2018/01/maa-architektura-supki-balkonowe-supki.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/8417692664249283663'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/8417692664249283663'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2018/01/maa-architektura-supki-balkonowe-supki.html' title='MAŁA ARCHITEKTURA: słupki balkonowe, słupki balustradowe.'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1KebfcZGwRFhAkqAokvLQXDddx8ai4eT6IQ8gvC5aD3I0yWZNHjjOxraaWBBMGTibAJ8hBj1xumcjXhsF7gjrprTdfrCiyopVrYZAMUpf4U-cDIBjQQFrYuzhz8flEeIDoSaZZXk0f0m1/s72-c/slupki-betonowe-balkonowe-ozdobne-do-balustrady-2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-4118006318285424046</id><published>2014-02-25T17:36:00.004+01:00</published><updated>2021-03-03T19:51:53.147+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filary-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-betonowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ogrodzeniowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="ogrodzenia-dworkowe"/><title type='text'>Kolumny toskańskie, kolumny doryckie, nieco szczegółów technicznych...</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot; style=&quot;font-size: large;&quot;&gt;Dlaczego chcielibyśmy zwrócić Państwa uwagę na&amp;nbsp; nasze kolumny?&lt;/span&gt;&lt;/b&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=1711331252361846793&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt; &lt;/a&gt;&lt;/div&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4O1R3aAQgmjnWYXB-ODE2yHShpE4kik0RcGvZvG1Be3_t289Kpy5YCbUcUe6mMDRuoSzU66ulBgoEHzkFXrMaE5s5_y7wbOE2t7K6Oft2X5KQfCZXcfQZXsG7w3k2qDXLr6jNknIR4auv/s1600/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie-5.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; border=&quot;0&quot; data-original-height=&quot;1340&quot; data-original-width=&quot;1600&quot; height=&quot;534&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4O1R3aAQgmjnWYXB-ODE2yHShpE4kik0RcGvZvG1Be3_t289Kpy5YCbUcUe6mMDRuoSzU66ulBgoEHzkFXrMaE5s5_y7wbOE2t7K6Oft2X5KQfCZXcfQZXsG7w3k2qDXLr6jNknIR4auv/s640/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie-5.jpg&quot; title=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna dorycka wg Vignoli (rzymsko-dorycka)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS5GHGXVlup5CriBWOnhdkSZ1LBu3rksqwEhIYvkPJxrHnY-n185Iz5LiOH-dHzwIvq08DIyPL1h19vGVfKMUXCm3cj_phj4CS-gkp0X45L8hr8EFBIlN9HedrEyikPDFMktd3C_I2uCzO/s1600/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie-6.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; border=&quot;0&quot; data-original-height=&quot;1340&quot; data-original-width=&quot;1600&quot; height=&quot;534&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS5GHGXVlup5CriBWOnhdkSZ1LBu3rksqwEhIYvkPJxrHnY-n185Iz5LiOH-dHzwIvq08DIyPL1h19vGVfKMUXCm3cj_phj4CS-gkp0X45L8hr8EFBIlN9HedrEyikPDFMktd3C_I2uCzO/s640/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie-6.jpg&quot; title=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska wg Vignoli&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyGpgfNRyGIuS8b_JACOqmQByel4KaL5FGbU8cP1aQqgkDtWxW31APnw625ZPMrDm81xyY5XRxFqhgkfD9JdDcnkhixzbLvi0h8flaC-X1U6sBFopwy5KfQdvjb-ou24apQRKD3j-hBNuZ/s1600/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie-7.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; border=&quot;0&quot; data-original-height=&quot;1340&quot; data-original-width=&quot;1600&quot; height=&quot;534&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyGpgfNRyGIuS8b_JACOqmQByel4KaL5FGbU8cP1aQqgkDtWxW31APnw625ZPMrDm81xyY5XRxFqhgkfD9JdDcnkhixzbLvi0h8flaC-X1U6sBFopwy5KfQdvjb-ou24apQRKD3j-hBNuZ/s640/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie-7.jpg&quot; title=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska wg Palladia&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=1711331252361846793&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot;&gt;&amp;nbsp;&amp;nbsp; Kolumny nasze wytwarzane są w stu procentach ręcznie. Do tego stopnia ręcznie, że w procesie produkcji znajduje się miejsce dla tak pierwotnych narzędzi prostych jak dźwignia, kołowrót czy śruba. Naszymi metodami mogliby produkować kolumny nawet starożytni przy zastosowaniu dostępnych ówcześnie technologii.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza Pracownia w mapach Google&lt;/a&gt;&lt;br /&gt;
&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;
&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&quot; /&gt; &lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot;&gt;&amp;nbsp;&amp;nbsp; Materiały z których wykonujemy nasze kolumny to najogólniej mówiąc kompozyty cementowe. W ich skład wchodzą wyłącznie cementy białe klas 52 i 70, naturalne kruszywa (w tym także bazaltowe używane w odpowiedzialnym budownictwie przemysłowym), uszlachetniacze (dodatki i domieszki firmy Sika) oraz zbrojenie.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot;&gt;Aby nadać naszym kolumnom należytą wytrzymałość zbroimy je co najmniej sześciokrotnie siatką z włókna szklanego. Dzięki unikatowej technologii naszego pomysłu jako jedyni stosujemy także&amp;nbsp; siatkę zbrojącą w warstwie wykończeniowej co zdecydowanie podnosi odporność finalnego produktu.&lt;/span&gt;&lt;/div&gt;
&lt;span face=&quot;&amp;quot;helvetica neue&amp;quot; , &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/4118006318285424046/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2014/02/blog-post_25.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4118006318285424046'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4118006318285424046'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2014/02/blog-post_25.html' title='Kolumny toskańskie, kolumny doryckie, nieco szczegółów technicznych...'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4O1R3aAQgmjnWYXB-ODE2yHShpE4kik0RcGvZvG1Be3_t289Kpy5YCbUcUe6mMDRuoSzU66ulBgoEHzkFXrMaE5s5_y7wbOE2t7K6Oft2X5KQfCZXcfQZXsG7w3k2qDXLr6jNknIR4auv/s72-c/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie-5.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-1931927157923281222</id><published>2012-10-19T10:14:00.009+02:00</published><updated>2021-03-03T19:55:22.280+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filary-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-betonowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ogrodzeniowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="ogrodzenia-dworkowe"/><title type='text'>MAŁA ARCHITEKTURA. Ogrodzenia dworkowe: betonowe słupki ogrodzeniowe.</title><content type='html'>&lt;br /&gt;
&lt;br /&gt;
JAKOŚĆ MA ZNACZENIE!&lt;br /&gt;
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Bardzo często spotykamy słupki ogrodzeniowe wylewane wprost na placu budowy. Używane do ich wykonania przenośne formy mają wiele niedoskonałości które pogłębiają się w miarę zużycia co uniemożliwia uzyskanie czystych, pełnych i zamierzonych kształtów ostatecznego wyrobu.&lt;br /&gt;
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Betonowe słupki ogrodzeniowe które wykonujemy odlewane są w miękkich formach z elastycznego tworzywa co zapewnia poprawność kształtu już w pierwszym etapie produkcji. Następnie poddawane są pracochłonnej, trzykrotnej obróbce wykańczającej.&lt;br /&gt;
Pierwszy etap to szpachlowanie zgrubne masą szpachlową o ziarnie do 0,25 mm będące wypełnieniem niewielkich ubytków na powierzchni odlewu będące pozostałościami po pęcherzach powietrza w masie betonowej. Drugim etapem jest pokrycie preparatem akrylowym stanowiące przygotowanie powierzchni przed ostatecznym wykończeniem. Trzeci etap to ostateczne wykończenie powierzchni masą o uziarnieniu do 0,1 mm.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjltfefxjCcn1vHcQuAMvMfAR6qRUG4Cegb9w97dHxcNFUahlx2L1xmt0GtJd9owAH_HDqsZhwPIYmm4u_zH8gSHyY9maZyM3PYkcZWpJqW6x_57jb-KRtfSkoq03xx9SiUmSUP0kGNOy3-/s1600/PA182883.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjltfefxjCcn1vHcQuAMvMfAR6qRUG4Cegb9w97dHxcNFUahlx2L1xmt0GtJd9owAH_HDqsZhwPIYmm4u_zH8gSHyY9maZyM3PYkcZWpJqW6x_57jb-KRtfSkoq03xx9SiUmSUP0kGNOy3-/s640/PA182883.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Typowy obraz słupka ogrodzeniowego wylewanego w przenośnej formie na placu budowy.&lt;br /&gt;NIE JEST TO NASZ PRODUKT! 😃&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBRvRn-CynmAf0sVOO4Jf617qeNrGFnAz0_KB6zJX6VB4sGXxEL5-dx6Nhr3VucXbjBKSCghKNQ_dvJjjljCRSha0vHzs3Azu2ZDcABGREPP4jdkfvRRCjuWEM0kIGBOokasmnjUbXASSn/s1600/PA182892.JPG&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;456&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBRvRn-CynmAf0sVOO4Jf617qeNrGFnAz0_KB6zJX6VB4sGXxEL5-dx6Nhr3VucXbjBKSCghKNQ_dvJjjljCRSha0vHzs3Azu2ZDcABGREPP4jdkfvRRCjuWEM0kIGBOokasmnjUbXASSn/s640/PA182892.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Odrażające niechlujstwem...&lt;/td&gt;&lt;/tr&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOKHhSpQQ6Miqk0vp9pJLEMcc_3jtml1PYLqeNdDrxh8KGvAwTzjQ8jjMSFWz2x6dwW5ohw6Tpq0TYswyjPQkGb2_SpLz_I0hk_zhz16O2AuAK0mRejvD8__piXepXMYAndmO0CqcE81N4/s1600/PA182888.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;476&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOKHhSpQQ6Miqk0vp9pJLEMcc_3jtml1PYLqeNdDrxh8KGvAwTzjQ8jjMSFWz2x6dwW5ohw6Tpq0TYswyjPQkGb2_SpLz_I0hk_zhz16O2AuAK0mRejvD8__piXepXMYAndmO0CqcE81N4/s640/PA182888.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;... i bardzo trudne, jeżeli w ogóle możliwe doprowadzenie do stanu perfekcyjnego.&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
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Staranność wykonania obiektów małej architektury takich jak słupki ogrodzeniowe czy balkonowe musi być zachowana już od samego początku. Odlew betonowy musi mieć ostre krawędzie i naroża już w stanie surowym aby nie &quot;dolepiać&quot; ich później w fazie wykończeniowej ze szpachlówek i klejów.&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6fIdTBw6_1cmHFWbcLQ8koIvFPqiiHw0gmCOggockog4Okc6Fzn__c4Z6WaLURbWUPfwH5luBaZFKypgbdkpONETKC456Cj1MPVTE3T_bkQO1ebwOA0Fc34vQrj1_03y_-v3CTM4a3oFf/s1600/2013_01_20_14_56_55_ProShot.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupki-betonowe, ogrodzenie-betonowe, słupki-balkonowe, mała architektura&quot; border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6fIdTBw6_1cmHFWbcLQ8koIvFPqiiHw0gmCOggockog4Okc6Fzn__c4Z6WaLURbWUPfwH5luBaZFKypgbdkpONETKC456Cj1MPVTE3T_bkQO1ebwOA0Fc34vQrj1_03y_-v3CTM4a3oFf/w578-h640/2013_01_20_14_56_55_ProShot.jpg&quot; title=&quot;słupki ogrodzeniowe&quot; width=&quot;578&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Dla porównania - ten sam szczegół co powyżej ale już w naszym wykonaniu...&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWKsxfV8rP4GSoc0IiZjXf-EAsoQVRgnsGB7FnCQ23GZFiSBts-eW0zH9AFpgW9_0LokjSoPEDl0arcke68OT6s0ciQ5KVfCimlF82T4wgH8zJqW9YUotKbaY3s1wf0jdmSnwkXxJJmLbJ/s1600/PA182878.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny-betonowe, ogrodzenie-betonowe, słupki-balkonowe, kolumny-ogrodzeniowe&quot; border=&quot;0&quot; height=&quot;472&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWKsxfV8rP4GSoc0IiZjXf-EAsoQVRgnsGB7FnCQ23GZFiSBts-eW0zH9AFpgW9_0LokjSoPEDl0arcke68OT6s0ciQ5KVfCimlF82T4wgH8zJqW9YUotKbaY3s1wf0jdmSnwkXxJJmLbJ/w640-h472/PA182878.JPG&quot; title=&quot;słupek ogrodzeniowy, mała architektura&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Głowica słupka ogrodzeniowego przed pomalowaniem, w takim stanie w jakim przekazujemy go Klientowi.&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3IQkCJb8ZxGZaOFnwQKUfiseJKPmEX52-XZn_k-l1qNa27s9bBXcScUlzcxram_YPjvqg5sLCiJH-4AoZ1ap1JZ3qgLqH5EnSWFmVHEhieP-HOpJTFJ9NLV2W0XvSHeeuN8wjjeKzmta-/s1600/s%C5%82upki+Wenecja.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupki-betonowe, ogrodzenie-betonowe, ogrodzenia-dworkowe, kolumna-betonowa&quot; border=&quot;0&quot; height=&quot;466&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3IQkCJb8ZxGZaOFnwQKUfiseJKPmEX52-XZn_k-l1qNa27s9bBXcScUlzcxram_YPjvqg5sLCiJH-4AoZ1ap1JZ3qgLqH5EnSWFmVHEhieP-HOpJTFJ9NLV2W0XvSHeeuN8wjjeKzmta-/w640-h466/słupki+Wenecja.jpg&quot; title=&quot;słupki balkonowe, mała architektura&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Słupki balkonowe.&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5lpUyrgLYhxMOkhjDUR0lJ8NkPee2vB0phFyskyTTzgFWtflxXe1s10CXJ5j5UpjLa2-ivpfrHBMxNO0GT39GVmNDDlEw50DcMHDOvDutQ3TYY_xGJj_62O6_SRAxD-57O_E8J7ZYd5YW/s1600/czapka+W.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupek-ogrodzeniowy, słupek-betonowy, ogrodzenia-betonowe, kolumna-ogrodzeniowa&quot; border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5lpUyrgLYhxMOkhjDUR0lJ8NkPee2vB0phFyskyTTzgFWtflxXe1s10CXJ5j5UpjLa2-ivpfrHBMxNO0GT39GVmNDDlEw50DcMHDOvDutQ3TYY_xGJj_62O6_SRAxD-57O_E8J7ZYd5YW/w640-h360/czapka+W.jpg&quot; title=&quot;kolumna-betonowa&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Zwieńczenie słupka ogrodzeniowego.&lt;br /&gt;
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W przypadku elementów wykonywanych w miękkich formach, z uwagi na ich specyfikę dopuszczamy tolerancję wymiarów w granicach 0,5% a więc zupełnie niezauważalną gołym okiem.&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://kolumnybetonowe.eu/&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh60x2T1psJ0a1JAUQVSNuhwhoJJ8jyMp5zaLCi5bpxCRtvbrslgW6vDPNhOfFCABtDaGTMVMyxj0tnnBcPMpA6Ja6WHdvzcoFxBrdy8aSPwRBR6Hdwb_DnXq8tqpR7lfCYfVNVpSAnZng/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-1.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupki-betonowe, kolumny-ogrodzeniowe, kolumny-betonowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1030&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh60x2T1psJ0a1JAUQVSNuhwhoJJ8jyMp5zaLCi5bpxCRtvbrslgW6vDPNhOfFCABtDaGTMVMyxj0tnnBcPMpA6Ja6WHdvzcoFxBrdy8aSPwRBR6Hdwb_DnXq8tqpR7lfCYfVNVpSAnZng/w438-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-1.jpg&quot; title=&quot;ogrodzenia-dworkowe&quot; width=&quot;438&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Przykład ogrodzenia typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSx_NqpvjOXuh-9Sd92nCnnx2g0xADOCdq6Dy_zq8sDgkxtn_QJShHJIAvVUpatSgleGHeojBuDUL-r1uh8Yl6AhTO9WZrkRC02SkaW_bGDPvTp9U-vWrzpDINgyjKSalAzGjFgPCBA-Q3/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-2.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumna-ogrodzeniowa, kolumn-betonowa, ogrodzenia-ozdobne&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;988&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSx_NqpvjOXuh-9Sd92nCnnx2g0xADOCdq6Dy_zq8sDgkxtn_QJShHJIAvVUpatSgleGHeojBuDUL-r1uh8Yl6AhTO9WZrkRC02SkaW_bGDPvTp9U-vWrzpDINgyjKSalAzGjFgPCBA-Q3/w420-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-2.jpg&quot; title=&quot;ogrodzenie-betonowe&quot; width=&quot;420&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPlvbuS8SYXeT1BQIFxKcLl2G853y-DbN4ONdqlQIZdX7YNZlV1RU3HskKDshXBzFxOrKrI8yOaty5i-4t03z0byfXg15py2cMT-PJrvIPpR-urKw3kLhtTxBmPg5NbV-_h4Q6s88N58MA/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-3.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny-ogrodzeniowe, ogrodzenie-betonowe, ogrodzenia-dworkowe&quot; border=&quot;0&quot; data-original-height=&quot;1083&quot; data-original-width=&quot;1600&quot; height=&quot;432&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPlvbuS8SYXeT1BQIFxKcLl2G853y-DbN4ONdqlQIZdX7YNZlV1RU3HskKDshXBzFxOrKrI8yOaty5i-4t03z0byfXg15py2cMT-PJrvIPpR-urKw3kLhtTxBmPg5NbV-_h4Q6s88N58MA/w640-h432/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-3.jpg&quot; title=&quot;słupki-betonowe&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Przykład ogrodzenia typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuC4acs4yqoC4UL87PEa_D3RkC2JiHsCnyAoG8YeaPAl235X-JsUxnVE0VOe6GUBzXohp4YNe8BTtgAwL_dDw6LHgiqiFlLG2rV4ljIw3LvyUcX9Z8W7INj_JHWmPOJFkEDHK3bFaQp0PK/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-4.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;słupki-betonowe, slupki-ozdobne, kolumny-ogrodzeniowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1000&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuC4acs4yqoC4UL87PEa_D3RkC2JiHsCnyAoG8YeaPAl235X-JsUxnVE0VOe6GUBzXohp4YNe8BTtgAwL_dDw6LHgiqiFlLG2rV4ljIw3LvyUcX9Z8W7INj_JHWmPOJFkEDHK3bFaQp0PK/w426-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-4.jpg&quot; title=&quot;kolumny-ozdobne, filary-betonowe&quot; width=&quot;426&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
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&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPjRXFXAlyPSxhvN5OQOvBRoae1KAGFlYh55wrFVqSE002yGNg7cMzeESqFCrJopgGmQO-Wz70WpZu-OEB0kpqyGLPWT0a8VUXfkNxlKHYiaYd2eqcSFeN66C1ve_12mDh2ck-F2eMDLoy/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-6.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;slupki-betonowe, ogrodzenie-betonowe, kolumny-ogrodzeniowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1006&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPjRXFXAlyPSxhvN5OQOvBRoae1KAGFlYh55wrFVqSE002yGNg7cMzeESqFCrJopgGmQO-Wz70WpZu-OEB0kpqyGLPWT0a8VUXfkNxlKHYiaYd2eqcSFeN66C1ve_12mDh2ck-F2eMDLoy/w428-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-6.jpg&quot; title=&quot;kolumny-betonowe&quot; width=&quot;428&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcucN1kt-CwMWUvEIwUlufjzGhX461-gDAZWTlni7MtdjQensNQ0Cir3Hs7aIimivdWCYpjrGrnOWmKNGuQSaj454x54HwwNWMjsR09E1srPAkzBo6S8E1VAt5vUDtG9UE_-3zdkr33g0-/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-8.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny-betonowe, kolumny-ogrodzeniowe, ozdobne-ogrodzenie-dworkowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1009&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcucN1kt-CwMWUvEIwUlufjzGhX461-gDAZWTlni7MtdjQensNQ0Cir3Hs7aIimivdWCYpjrGrnOWmKNGuQSaj454x54HwwNWMjsR09E1srPAkzBo6S8E1VAt5vUDtG9UE_-3zdkr33g0-/w430-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-8.jpg&quot; title=&quot;słupki-betonowe, ogrodzenie-betonowe, slupki-balkonowe&quot; width=&quot;430&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6wJ_iw0Y58VfZlpknSREazl1919SfH_1gZN5g92vsd9p2TQk_vELBdXDHc2z1pfymmPK6Z0eQciYzI2t6iTyusB91glDyEFfCLrMlJJulXF6hzuAYY0j5Mcf3VbsByuk_t0_wlvLai0A-/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-9.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny-betonowe, kolumny-ogrodzeniowe, ozdobne-ogrodzenie-dworkowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;1003&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6wJ_iw0Y58VfZlpknSREazl1919SfH_1gZN5g92vsd9p2TQk_vELBdXDHc2z1pfymmPK6Z0eQciYzI2t6iTyusB91glDyEFfCLrMlJJulXF6hzuAYY0j5Mcf3VbsByuk_t0_wlvLai0A-/w426-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-9.jpg&quot; title=&quot;slupki-betonowe, ogrodzenie-betonowe,&quot; width=&quot;426&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv1z1LdHYsFME3uxc2OsCms_1M6g1npw0rnJKcvYJsjxEA0NtRZ0YrQmuqAkvFSFG-fFpAykJdlUzMuIKCw6pCigy61-0OpaWnDgVO8NODzCadWpdPsIL5xt_Qvx89d7bctdX1U0Gm_-sP/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-10.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny-betonowe, kolumny-ogrodzeniowe, ozdobne-ogrodzenie-dworkowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;983&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv1z1LdHYsFME3uxc2OsCms_1M6g1npw0rnJKcvYJsjxEA0NtRZ0YrQmuqAkvFSFG-fFpAykJdlUzMuIKCw6pCigy61-0OpaWnDgVO8NODzCadWpdPsIL5xt_Qvx89d7bctdX1U0Gm_-sP/w418-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-10.jpg&quot; title=&quot;slupki-betonowe, ogrodzenie-betonowe&quot; width=&quot;418&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPOSsfQMw7N-cSEcTAE2OOs4_puGDC9qfD0Wta-O1noPhq5ZEgCM1wBEQb2dcdpr-pzKgXUlLSTB_aZCrowd-vJWe25BWGUe4hcSNYKILCO_WQjyyS29C9UHN4AlZsT3-Brua7SqAIrpA1/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-11.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny-betonowe, kolumny-ogrodzeniowe, ozdobne-ogrodzenie-dworkowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;956&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPOSsfQMw7N-cSEcTAE2OOs4_puGDC9qfD0Wta-O1noPhq5ZEgCM1wBEQb2dcdpr-pzKgXUlLSTB_aZCrowd-vJWe25BWGUe4hcSNYKILCO_WQjyyS29C9UHN4AlZsT3-Brua7SqAIrpA1/w404-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-11.jpg&quot; title=&quot;słupki-betonowe, ogrodzenie-betonowe,&quot; width=&quot;404&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNQPt34p3dq1MJ-OTsP6F8w7HygcPo200f-b5RD4mY8p_Ozn3YntKE10_9vq0I3Rx-CGsFypvtH8RHU_10u3s5evnIE_jPZf7a-5wceyRMk078tkAMFLATUTNMHBy9RerlL1GmEJFaQ_VO/s1600/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-12.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny-betonowe, kolumny-ogrodzeniowe, ozdobne-ogrodzenie-dworkowe&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;956&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNQPt34p3dq1MJ-OTsP6F8w7HygcPo200f-b5RD4mY8p_Ozn3YntKE10_9vq0I3Rx-CGsFypvtH8RHU_10u3s5evnIE_jPZf7a-5wceyRMk078tkAMFLATUTNMHBy9RerlL1GmEJFaQ_VO/w406-h640/ogrodzenia-slupki-betonowe-ogrodzeniowe-dworkowe-ozdobne-12.jpg&quot; title=&quot;słupki-betonowe, ogrodzenie-betonowe&quot; width=&quot;406&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Betonowy słupek ogrodzeniowy typu dworkowego.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/1931927157923281222/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/10/maa-architektura-ogrodzenia-balkony.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/1931927157923281222'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/1931927157923281222'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/10/maa-architektura-ogrodzenia-balkony.html' title='MAŁA ARCHITEKTURA. Ogrodzenia dworkowe: betonowe słupki ogrodzeniowe.'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjltfefxjCcn1vHcQuAMvMfAR6qRUG4Cegb9w97dHxcNFUahlx2L1xmt0GtJd9owAH_HDqsZhwPIYmm4u_zH8gSHyY9maZyM3PYkcZWpJqW6x_57jb-KRtfSkoq03xx9SiUmSUP0kGNOy3-/s72-c/PA182883.JPG" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Pomnikowa 42, 05-260 Marki, Polska</georss:featurename><georss:point>52.34225483289967 21.110154390335083</georss:point><georss:box>52.341951832899667 21.109537390335085 52.342557832899672 21.110771390335081</georss:box></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-4409287768459697374</id><published>2012-04-08T20:22:00.004+02:00</published><updated>2021-03-03T19:53:24.425+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="filary-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-betonowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ogrodzeniowe"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny-ozdobne"/><category scheme="http://www.blogger.com/atom/ns#" term="ogrodzenia-dworkowe"/><title type='text'>KOLUMNY TOSKAŃSKIE w całości i w częściach.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Jak wspominałem już wcześniej, kolumną znajdującą najczęściej zainteresowanie naszych Klientów jest kolumna toskańska. Trudno przy tym znaleźć jednoznaczną odpowiedź która z odmian jest popularniejsza:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
toskańska w/g Vignoli czy toskańska w/g Palladia. Różnica pomiędzy nimi jest na tyle subtelna a obie kolumny tak wdzięczne że wybór którejkolwiek z nich jest wyborem słusznym.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Istotnym z punktu widzenia Klientów jest podział ze względu na technologię wykonania. Jakkolwiek wszystkie nasze kolumny wykonywane są metodą toczenia - gdyż ta metoda jako jedyna zapewnia doskonałość geometryczną trzonu a także precyzyjną równoległość powierzchni skrajnych każdego elementu - kolumny mogą być wykonane jako monolityczna całość (w obrębie gdzie stanowią bryłę obrotową) lub zestaw elementów do montażu.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKOWxyaGrE-j735YpQBlZmM4ATzTfXZrXdLFAy4IZxcqol6Vdc5ntqc-MMQDUVyce7Nh9i4LRvsOxBSO1LsiHQTPKK55yzBQzHoIncEqCyqV_CSqDu_TzgWJZMLRQRk_DpaLv3Y21-FKYd/s1600/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-9.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; border=&quot;0&quot; data-original-height=&quot;1200&quot; data-original-width=&quot;1600&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKOWxyaGrE-j735YpQBlZmM4ATzTfXZrXdLFAy4IZxcqol6Vdc5ntqc-MMQDUVyce7Nh9i4LRvsOxBSO1LsiHQTPKK55yzBQzHoIncEqCyqV_CSqDu_TzgWJZMLRQRk_DpaLv3Y21-FKYd/s640/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-9.jpg&quot; title=&quot;kolumny betonowe budowlane toskańskie doryckie budowlane filary&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna z białego betonu w całości&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6d2fRj7EBwWntnJ-cHDaFkZSrG4WcLTin16DGwGVtG0uhC4oAGweNOjOZGFdsnfSeMCZQ2yFvgR2Mja-WtaXevxyIL1XxZ9TX6OuKL4l2CTjDk5dt6EGh32k7eXSbktDVLkBMG_RVENov/s1600/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; border=&quot;0&quot; data-original-height=&quot;1500&quot; data-original-width=&quot;930&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6d2fRj7EBwWntnJ-cHDaFkZSrG4WcLTin16DGwGVtG0uhC4oAGweNOjOZGFdsnfSeMCZQ2yFvgR2Mja-WtaXevxyIL1XxZ9TX6OuKL4l2CTjDk5dt6EGh32k7eXSbktDVLkBMG_RVENov/s640/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-doryckie.jpg&quot; title=&quot;kolumny betonowe, kolumny toskańskie, kolumny doryckie, kolumny budowlane, filary ozdobne&quot; width=&quot;396&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna betonowa toskańska&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
Jak widać na powyższej ilustracji, niezależnie od tego którą opcję wybierze Klient - efekt końcowy (przy założeniu staranności i kultury montażu) będzie taki sam. Wielką zaletą kolumn w całości jest możliwość uniknięcia większości pracochłonnych czynności związanych z wykończeniem, za kolumnami w częściach przemawia z kolei łatwiejszy transport.&lt;br /&gt;
&lt;br /&gt;
Tworzywem z którego wykonujemy nasze kolumny jest kompozyt oparty na spoiwie cementowym (cementy białe klas 52,5 oraz 70). Stosujemy kruszywa kwarcowe oraz bazaltowe, kolumny są kilkakrotnie zbrojone przy użyciu materiałów nie ulegających korozji. Kolumny wykonywane są w postaci rury o grubości ścianki w obrębie trzonu około 20 mm, po usytuowaniu ich w miejscu przeznaczenia wnętrze można wypełnić betonem uzyskując pełnowartościowy element nośny.&lt;br /&gt;
&lt;br /&gt;
Kolumna toskańska w całości o wysokości 280 cm waży około 220 kilogramów, a jej najcięższy element - trzon - około 130 kilogramów . Do jej postawienia swobodnie wystarczy dwu pracowników. O zmontowanie kolumny w częściach (ciężar żadnego elementu nie przekracza 50 kg) może pokusić się nawet pojedynczy człowiek.&lt;br /&gt;
&lt;br /&gt;
Poniżej zamieszczam dwie animacje schematycznie obrazujące różnice w procedurze montażu obydwu przypadków:&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWccGd6JoIMztHdua-nodnbdGoDP0H_Y7pOCaPEXHdFg75E5s8bDuWi9-hglJrTDwGsjHBv_YlJ7HXyZrLa4yEQTSG23dm9OuHihQ1PSjuT2BFiCtiXHGXLZ4qCxewbsmDxCpZiGQNwZ8T/s1600/ca%C5%82a.gif&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; border=&quot;0&quot; height=&quot;275&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWccGd6JoIMztHdua-nodnbdGoDP0H_Y7pOCaPEXHdFg75E5s8bDuWi9-hglJrTDwGsjHBv_YlJ7HXyZrLa4yEQTSG23dm9OuHihQ1PSjuT2BFiCtiXHGXLZ4qCxewbsmDxCpZiGQNwZ8T/s320/ca%C5%82a.gif&quot; title=&quot;kolumny betonowe, kolumny toskańskie, kolumny doryckie&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska w całości.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9rTH8DMxDLhJ2y-8DaZZoIwosH13H5G7-n4-f2ZozHvELy7uFvI5ZRSZ9lHsYXqdq1LE7Fypm3pS-XcjotXGxolXTNc_y-GCmjAAIKwiBjcCbF_HG_ju6-qYQ8nPcmseB2lvxPLmvfn1-/s1600/sk%C5%82adana.gif&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe budowlane ozdobne dworkowe filary&quot; border=&quot;0&quot; height=&quot;275&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9rTH8DMxDLhJ2y-8DaZZoIwosH13H5G7-n4-f2ZozHvELy7uFvI5ZRSZ9lHsYXqdq1LE7Fypm3pS-XcjotXGxolXTNc_y-GCmjAAIKwiBjcCbF_HG_ju6-qYQ8nPcmseB2lvxPLmvfn1-/s320/sk%C5%82adana.gif&quot; title=&quot;&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska w częściach.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;br /&gt;&lt;br /&gt;
&lt;a href=&quot;http://kolumnybetonowe.business.site/&quot;&gt;www.kolumnybetonowe.business.site&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/4409287768459697374/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/04/kolumny-toskanskie-w-caosci-i-w.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4409287768459697374'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4409287768459697374'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/04/kolumny-toskanskie-w-caosci-i-w.html' title='KOLUMNY TOSKAŃSKIE w całości i w częściach.'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKOWxyaGrE-j735YpQBlZmM4ATzTfXZrXdLFAy4IZxcqol6Vdc5ntqc-MMQDUVyce7Nh9i4LRvsOxBSO1LsiHQTPKK55yzBQzHoIncEqCyqV_CSqDu_TzgWJZMLRQRk_DpaLv3Y21-FKYd/s72-c/kolumny-betonowe-dworkowe-budowlane-ozdobne-toskanskie-9.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-5897959188296171061</id><published>2012-02-27T12:26:00.004+01:00</published><updated>2021-03-03T20:01:07.366+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumna jońska"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny jońskie"/><title type='text'>KOLUMNY JOŃSKIE</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Kolumna jońska&amp;nbsp; - jako będąca składnikiem porządku jońskiego - cytując Vignolę: &quot;bardziej wykwintnego&quot; (niż toskański czy dorycki) posiada &quot;najbardziej subtelne stosunki w swoich proporcjach modularnych&quot;. Pozwoliłem sobie zacytować tę nieomal poetycką frazę z uwagi na jej niezaprzeczalny urok - a przekładając na język potoczny: kolumna jońska jest kolumną wyraźnie smuklejszą od opisywanych poprzednio.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFUPibsJD6pxJ5Q2BV2enwRcm1oEHaNMOJINCJfX0_gp46swPJ3pZAOu8LXGMtfK754Nb_wsjO9nEAOZ1vATqkyx1fLzdZdtPFqCdTPHCwH54MqrpUvu7ETjUX_zuA7rFMdZ8XirMY4v-7/s1600/kolumna+jo%C5%84ska+rys.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;ionische saule&quot; border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFUPibsJD6pxJ5Q2BV2enwRcm1oEHaNMOJINCJfX0_gp46swPJ3pZAOu8LXGMtfK754Nb_wsjO9nEAOZ1vATqkyx1fLzdZdtPFqCdTPHCwH54MqrpUvu7ETjUX_zuA7rFMdZ8XirMY4v-7/s400/kolumna+jo%C5%84ska+rys.jpg&quot; title=&quot;kolumna jońska, kolumny jońskie&quot; width=&quot;132&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna jońska&lt;/td&gt;&lt;/tr&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Kolumna jońska charakteryzuje się stosunkiem wysokości całkowitej do średnicy dolnej jak 9-11:1, przy czym najczęściej zawiera się on w tej dolnej granicy. Zwężenie kolumny jońskiej (stosunek średnicy górnej do średnicy dolnej) jest także subtelne i zawiera się najczęściej w granicach 0,833-0,850.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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Głowice kolumn jońskich są bogato rzeźbione, zdobne w woluty, zasadniczy kształt i proporcje mają takie jak na załączonym, dość schematycznym rysunku. W praktyce niejednokrotnie różnią się szczegółami, najczęściej zdobieniem zewnętrznej powierzchni wolut.&lt;br /&gt;
Dolną część kolumny jońskiej zdobi charakterystyczna baza z dwoma torusami z których górny jest nieco mniejszy niż dolny. Nosi ona nazwę bazy attyckiej. &lt;br /&gt;
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Przykłady kolumn jońskich:&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjq3AgMZGJ8KYEC5jnJNsUe1X1EIY6aapKLxC6PEeQAT0A4OpFHw8jREC07r7FohXLxOIgXOvh7gspU_ThCZuNuJ56Bg8KHHLO9OyYHP-ICn1qQO6XJXsr4-QKGym9N7CLlsgWA2EE06Gb/s1600/kol+jon+at.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;145&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjq3AgMZGJ8KYEC5jnJNsUe1X1EIY6aapKLxC6PEeQAT0A4OpFHw8jREC07r7FohXLxOIgXOvh7gspU_ThCZuNuJ56Bg8KHHLO9OyYHP-ICn1qQO6XJXsr4-QKGym9N7CLlsgWA2EE06Gb/s200/kol+jon+at.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumny jońskie muzeum archeologiczne w Atenach.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9q6aC4wdAXFEDnKluSBmI1R6Xsp0CyRTORrg66yONRicxbuYLZYq0pSmq9qmQ9o39YU6TavkUSdms6e42trXtTC7UsizkiGhek4LJLY6PSnoirXjcMkT47N_KxXm-sTrA2w-ORMkOUeg3/s1600/g%C5%82o+jon+at.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;121&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9q6aC4wdAXFEDnKluSBmI1R6Xsp0CyRTORrg66yONRicxbuYLZYq0pSmq9qmQ9o39YU6TavkUSdms6e42trXtTC7UsizkiGhek4LJLY6PSnoirXjcMkT47N_KxXm-sTrA2w-ORMkOUeg3/s200/g%C5%82o+jon+at.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Głowica kolumny jońskiej.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1vRBzjuQaOgb8_YEwVET9AcYuN7PnViFsQzEuUi6GLcnJVwx5CE2jAEUGK-45W9StKcCcGZBelHFrxr08kyk5Z0EqhVXvVVMPynH1vksd4otOwWpf8zL3pRbDWAKr5f7ZJRMIeBN5KGsw/s1600/baz+jon+at.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1vRBzjuQaOgb8_YEwVET9AcYuN7PnViFsQzEuUi6GLcnJVwx5CE2jAEUGK-45W9StKcCcGZBelHFrxr08kyk5Z0EqhVXvVVMPynH1vksd4otOwWpf8zL3pRbDWAKr5f7ZJRMIeBN5KGsw/s200/baz+jon+at.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Baza kolumny jońskiej.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;div style=&quot;color: red;&quot;&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj39g-V44nlIZ5vrPxWS452M5sdslA59NdpWt7T01Cwkb2vF30Vk_4qP4jZSDzTEqlX_AtjOyiqsGwbiL-RUrf6vNI6ZDma_hKljYd8zPJ9G4kOKfQfzOibknXnOxEa4D4Pan92fI7yR0m/s1600/kol+jon+waw.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;143&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhj39g-V44nlIZ5vrPxWS452M5sdslA59NdpWt7T01Cwkb2vF30Vk_4qP4jZSDzTEqlX_AtjOyiqsGwbiL-RUrf6vNI6ZDma_hKljYd8zPJ9G4kOKfQfzOibknXnOxEa4D4Pan92fI7yR0m/s200/kol+jon+waw.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;color: white;&quot;&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumny jońskie. Wawel.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: red;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju_eEybBgMK6NlS4wDkDFj9LpL-Ez7SCqrsimHwGNLGUJxQmn0lJUw9F6f9q5rUimtDiF1Q_5BXWIbqFBFNEOMtuLE85BrvBsAARpuQID9kEuPzb59SEFRRYoGqEio7_BYJ6lo9n9O_tew/s1600/g%C5%82o+jon+waw.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;145&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju_eEybBgMK6NlS4wDkDFj9LpL-Ez7SCqrsimHwGNLGUJxQmn0lJUw9F6f9q5rUimtDiF1Q_5BXWIbqFBFNEOMtuLE85BrvBsAARpuQID9kEuPzb59SEFRRYoGqEio7_BYJ6lo9n9O_tew/s200/g%C5%82o+jon+waw.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;color: white;&quot;&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Głowica kolumny jońskiej. Wawel.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;color: white;&quot;&gt;
W chwili obecnej oferujemy naszym Klientom kolumny jońskie o wysokości 2,60 - 2,80 m.&lt;/div&gt;
&lt;div style=&quot;color: white;&quot;&gt;
Poniżej zamieszczam fotografię bazy i głowicy naszej produkcji.&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCX6WRrCrL_JtC9d6qxBFS6u-SQOtd_zeMR2yBixh1bq39KZ-bMyPOr7taNacim5GDyiIthh1rZNh73k7TUzjLIaKaphSIyGnbLVXaTTbTzwjuAuRlppu5NvASa8wEXVLCSela8liNQcyd/s1600/baza+att.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCX6WRrCrL_JtC9d6qxBFS6u-SQOtd_zeMR2yBixh1bq39KZ-bMyPOr7taNacim5GDyiIthh1rZNh73k7TUzjLIaKaphSIyGnbLVXaTTbTzwjuAuRlppu5NvASa8wEXVLCSela8liNQcyd/s320/baza+att.jpg&quot; title=&quot;kolumna jońska, ionische saule&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Baza attycka wg Witruwiusza.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl_LPUQfQd74kY8n-br2lQoGtnpe5AIBohPQ2kO5b3gPsew2jvt6l3EIBDlpNQfjtq-WLHgMGqpN9OtlezZXcVnf4hlnjUrRNX28PLt988icCygFhoPAWmAht1ZwxLPBgwKvEbvv3QCpZ6/s1600/jon.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;ionische saule&quot; border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhl_LPUQfQd74kY8n-br2lQoGtnpe5AIBohPQ2kO5b3gPsew2jvt6l3EIBDlpNQfjtq-WLHgMGqpN9OtlezZXcVnf4hlnjUrRNX28PLt988icCygFhoPAWmAht1ZwxLPBgwKvEbvv3QCpZ6/s320/jon.jpg&quot; title=&quot;kolumna jońska&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Głowica kolumny jońskiej.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigYy0VexxWPPfWwZxMZwf2qddPG4zAY7dVCaofaILVU0efXlyFC_hoxW1XVOSGDJ1liMTiA3jwyB6vjpnVg4s-H3vLapyu6owJm1-oH87LKOZwaLc4VrqgziHqBV9E_KTtrwECGt7tXV2u/s1600/kolumna+jo%C5%84ska+foto.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;ionische saule&quot; border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigYy0VexxWPPfWwZxMZwf2qddPG4zAY7dVCaofaILVU0efXlyFC_hoxW1XVOSGDJ1liMTiA3jwyB6vjpnVg4s-H3vLapyu6owJm1-oH87LKOZwaLc4VrqgziHqBV9E_KTtrwECGt7tXV2u/s640/kolumna+jo%C5%84ska+foto.jpg&quot; title=&quot;kolumna jońska&quot; width=&quot;218&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;kolumna jońska&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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Powyżej: kompletna kolumna jońska naszej produkcji.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIbUUfKC02n0JS-e-bqA2rBLIgHe9hZNTTpRtYSpDc7B_UMbnV9K9MXxkatyNFoFDrXhzCI2IljY1GBpprb1VBP7wUg9YAT_JJHK0ShXcBCn4G_KM_M7efprwjU8DED5wA3SmY36apuGI/s1600/PA262937.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;ionische saule, ionic column&quot; border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIbUUfKC02n0JS-e-bqA2rBLIgHe9hZNTTpRtYSpDc7B_UMbnV9K9MXxkatyNFoFDrXhzCI2IljY1GBpprb1VBP7wUg9YAT_JJHK0ShXcBCn4G_KM_M7efprwjU8DED5wA3SmY36apuGI/s320/PA262937.JPG&quot; title=&quot;kolumny jońskie, kolumna jońska&quot; width=&quot;239&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumny jońskie.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/5897959188296171061/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumny-jonskie.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/5897959188296171061'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/5897959188296171061'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumny-jonskie.html' title='KOLUMNY JOŃSKIE'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFUPibsJD6pxJ5Q2BV2enwRcm1oEHaNMOJINCJfX0_gp46swPJ3pZAOu8LXGMtfK754Nb_wsjO9nEAOZ1vATqkyx1fLzdZdtPFqCdTPHCwH54MqrpUvu7ETjUX_zuA7rFMdZ8XirMY4v-7/s72-c/kolumna+jo%C5%84ska+rys.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-285454530738768710</id><published>2012-02-14T09:26:00.004+01:00</published><updated>2021-03-03T20:02:07.208+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumna toskańska"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny toskańskie"/><category scheme="http://www.blogger.com/atom/ns#" term="Vignola"/><title type='text'>KOLUMNY TOSKAŃSKIE wg Vignoli (Vignola)</title><content type='html'>W przypadku kolumny toskańskiej wg Vignoli stosunek średnicy dolnej (a więc maksymalnej) do całkowitej wysokości kolumny wynosi 1:7. Zwężenie trzonu kolumny wynosi zasadniczo 8:10 ale może się zmieniać w zależności od wysokości kolumny w myśl poprawki optycznej Witruwiusza.&lt;br /&gt;
Kolumna toskańska w/g Vignoli jest kolumną którą odbieramy jako smuklejszą w porównaniu z kolumną toskańską w/g Palladia. Zwężenie trzonu kolumny u Palladia wynosi bowiem 3:4.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW3FG4_6hA3RIKnxowpqcOCbUudwSsIWdp7AZl_E83vJ0_X3qhl-Jp1RPxMKO3p13qV5hccEUQvFPjnmxePjo7rSS-2LK95mxt2wYczSBbjzDZajs3O_J0O-q5BSQmaLG0nFOkaNFAwy2y/s1600/toska%C5%84ska+wg+Vignoli.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe&quot; border=&quot;0&quot; height=&quot;318&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW3FG4_6hA3RIKnxowpqcOCbUudwSsIWdp7AZl_E83vJ0_X3qhl-Jp1RPxMKO3p13qV5hccEUQvFPjnmxePjo7rSS-2LK95mxt2wYczSBbjzDZajs3O_J0O-q5BSQmaLG0nFOkaNFAwy2y/s320/toska%C5%84ska+wg+Vignoli.jpg&quot; title=&quot;kolumny betonowe, kolumny toskańskie&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Szczegóły budowy kolumny toskańskiej w/g Vignoli&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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Plintus i baza kolumny pozostają bardzo podobne jak u Palladia, głowica i abakus są jednak zasadniczo odmienne.Astragal jest delikatniejszy, echinus ostrzejszy, szerszy i pozbawiony ćwierćwałka u swojej podstawy, natomiast abakus zyskuje dodatkową półeczkę czyli cymazję.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii1cJzaf8H7ZdW92Ju2SAYFIHtImtC_2OrH10cGJpcsb4p8SZ0EZXoRnmtufHHStN7psChaTjaEIaf0YVUFMwTpsbzOB42ivbCSZphvBPeWuMjRaDPp65iG8dLV2D0a4G-FjsmqFmN4Jh4/s1600/g%C5%82owica+kolumny+toska%C5%84skiej.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumna toskańska, kolumny toskańskie, Vignola&quot; border=&quot;0&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEii1cJzaf8H7ZdW92Ju2SAYFIHtImtC_2OrH10cGJpcsb4p8SZ0EZXoRnmtufHHStN7psChaTjaEIaf0YVUFMwTpsbzOB42ivbCSZphvBPeWuMjRaDPp65iG8dLV2D0a4G-FjsmqFmN4Jh4/s320/g%C5%82owica+kolumny+toska%C5%84skiej.jpg&quot; title=&quot;kolumny betonowe&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Głowica kolumny toskańskiej wg. Vignoli&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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Warto zauważyć że kolumny na powyższym zdjęciu są w stanie w jakim otrzymuje je Klient a więc w zasadzie wymagające już jedynie pomalowania.&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9-7T7cY3_lLsWuQFHLb7f2wLkaDNO5kC9tJBj5YEAPv8atzgG3VNaNgXlKh0HjAM-VIEcdLYhTfa4z1yZ6XTbw2fghTiNmeofrweQXpZTp68U7adCuS5CiP5naB8YedIv9g4OjvfLEVfp/s1600/Kolumny+toska%C5%84skie+wg+Vignoli+Zambrzyniec.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe&quot; border=&quot;0&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9-7T7cY3_lLsWuQFHLb7f2wLkaDNO5kC9tJBj5YEAPv8atzgG3VNaNgXlKh0HjAM-VIEcdLYhTfa4z1yZ6XTbw2fghTiNmeofrweQXpZTp68U7adCuS5CiP5naB8YedIv9g4OjvfLEVfp/s1600/Kolumny+toska%C5%84skie+wg+Vignoli+Zambrzyniec.jpg&quot; title=&quot;kolumny toskańskie&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumny toskańskie wg Vignoli.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimGRCh8plhMSE-0qMqBKr17fPP0kdqjCr7oP99jupmci6cqCI2wDdx2TBT3hcxT-e5XX92T2yyRojRStvr8opaMZZELUG0ZLLfR1w5LEIMe1aQx1YDKibhyphenhyphenb1mQH6PAC_TI0tD4zOwgPqb/s1600/toska%C5%84skie+vignola+525.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny doryckie, doric column, toskanische saule&quot; border=&quot;0&quot; height=&quot;234&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimGRCh8plhMSE-0qMqBKr17fPP0kdqjCr7oP99jupmci6cqCI2wDdx2TBT3hcxT-e5XX92T2yyRojRStvr8opaMZZELUG0ZLLfR1w5LEIMe1aQx1YDKibhyphenhyphenb1mQH6PAC_TI0tD4zOwgPqb/s320/toska%C5%84skie+vignola+525.JPG&quot; title=&quot;kolumny toskańskie, kolumny betonowe&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Nasze kolumny wysokości ok. 5,25m na placu budowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOvr0JnQcDW4wu-yRfICZNVs788Apca24VQFfhscXQA-r3O6s4UNzgqdyNJ2C2KQDHMWm-b0UNx8X5XQjxg0MFCdPgB8ybcU8mBkMxiOUkFVj_lJHlH1fhw65hyphenhyphenVCVpWA07OEmH1Xl1HCn/s1600/Kolumny+tosks%C5%84skie+wg+Vignoli+Radom.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe&quot; border=&quot;0&quot; height=&quot;223&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOvr0JnQcDW4wu-yRfICZNVs788Apca24VQFfhscXQA-r3O6s4UNzgqdyNJ2C2KQDHMWm-b0UNx8X5XQjxg0MFCdPgB8ybcU8mBkMxiOUkFVj_lJHlH1fhw65hyphenhyphenVCVpWA07OEmH1Xl1HCn/s1600/Kolumny+tosks%C5%84skie+wg+Vignoli+Radom.jpg&quot; title=&quot;kolumny toskańskie Vignola&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Tutaj w nieco późniejszym stadium...&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjImMFZzg0SH97yz2cWJPz8fG6MUzz4sVeN0iV44L1bia-mEFTFmfQd9J79vnU58KxQ-sESWGWw5gymy79LPo668NFdq96rYcfdR3vbd6YGzn3bqGy4sidRF21yli4Xvg2WWXS4Vzksum70/s1600/DSC_0032.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;toskanische saule, kolumny betonowe&quot; border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjImMFZzg0SH97yz2cWJPz8fG6MUzz4sVeN0iV44L1bia-mEFTFmfQd9J79vnU58KxQ-sESWGWw5gymy79LPo668NFdq96rYcfdR3vbd6YGzn3bqGy4sidRF21yli4Xvg2WWXS4Vzksum70/s320/DSC_0032.jpg&quot; title=&quot;kolumy toskańskie, kolumna toskańska&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumny toskańskie wg Vignoli - stan surowy.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihGEcAyY-wGu2Lh-q3du3k5oEI2MFJOMVtsryEKC_kYc3U1xonQyhsAk13hVyiQ8wzONjdKayQDWD0G8VjlFTClsh3f00RRwa6MjwKyflVOPFptxUUht7r9WW34O-YQ4_0uNpxfWzXRghh/s1600/Kolumny+toska%C5%84skie+wg+Vignoli+Konstancin.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumna toskańska Vignola&quot; border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihGEcAyY-wGu2Lh-q3du3k5oEI2MFJOMVtsryEKC_kYc3U1xonQyhsAk13hVyiQ8wzONjdKayQDWD0G8VjlFTClsh3f00RRwa6MjwKyflVOPFptxUUht7r9WW34O-YQ4_0uNpxfWzXRghh/s1600/Kolumny+toska%C5%84skie+wg+Vignoli+Konstancin.JPG&quot; title=&quot;kolumny toskańskie Vignola, kolumny betonowe&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;A tu po jakimś czasie...&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Zaprezentowana poniżej kolumna toskańska nie jest kolumną wg Vignoli w ścisłym tego określenia znaczeniu. Została bowiem dość znacznie pogrubiona względem pierwowzoru (o 25%). W ten sposób lepiej pasuje do konkretnej bryły architektonicznej - domu pracowni architektonicznej LK Projekt z Krakowa.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhukcX-LiJ-nhHrGMz9pDpWsUA85wVk2Wsw4hQsIUFsZ9NqEiw1LEWIVeH3otQvaGU5MxmZYKQ0QAq0zl8Sw3A4FzzisUGWP8xwM9sx34V-Am3SZ217x8KNXJfZxk-POh_LZrrl03idUsbQ/s1600/Kolumna+toska%C5%84ska+z+much%C4%85....jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe&quot; border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhukcX-LiJ-nhHrGMz9pDpWsUA85wVk2Wsw4hQsIUFsZ9NqEiw1LEWIVeH3otQvaGU5MxmZYKQ0QAq0zl8Sw3A4FzzisUGWP8xwM9sx34V-Am3SZ217x8KNXJfZxk-POh_LZrrl03idUsbQ/s320/Kolumna+toska%C5%84ska+z+much%C4%85....jpg&quot; title=&quot;kolumna toskańska, LK projekt, toskanische saule&quot; width=&quot;119&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska dworu polskiego.&lt;br /&gt;
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&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/285454530738768710/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-toskanska-wg-vignoli.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/285454530738768710'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/285454530738768710'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-toskanska-wg-vignoli.html' title='KOLUMNY TOSKAŃSKIE wg Vignoli (Vignola)'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhW3FG4_6hA3RIKnxowpqcOCbUudwSsIWdp7AZl_E83vJ0_X3qhl-Jp1RPxMKO3p13qV5hccEUQvFPjnmxePjo7rSS-2LK95mxt2wYczSBbjzDZajs3O_J0O-q5BSQmaLG0nFOkaNFAwy2y/s72-c/toska%C5%84ska+wg+Vignoli.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Pomnikowa 42, 05-260 Marki, Polska</georss:featurename><georss:point>52.3421954 21.1100759</georss:point><georss:box>52.3397704 21.1051404 52.344620400000004 21.115011399999997</georss:box></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-6270773857778231364</id><published>2012-02-10T11:03:00.007+01:00</published><updated>2021-03-03T20:02:46.974+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumna dorycka"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny doryckie"/><category scheme="http://www.blogger.com/atom/ns#" term="Vignola"/><title type='text'>KOLUMNY DORYCKIE w/g Vignoli. (Vignola)</title><content type='html'>Właściwą kolumnę dorycką, zgodną z antycznym pierwowzorem i najbardziej rozpowszechnioną przedstawiłem przy okazji opisu Partenonu.&lt;br /&gt;
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Vignola w swojej kolumnie doryckiej ustanowił stosunek całkowitej wysokości kolumny do jej średnicy dolnej jak 8:1 a zwężenie trzonu (stosunek średnicy górnej do średnicy dolnej) na 0,833.&lt;br /&gt;
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Kolumna dorycka wg Vignoli znana jest także pod nazwą alternatywną jako kolumna rzymsko - dorycka. Nazwa ta znajduje swoje źródło w fakcie iż Vignola konstruując swoją kolumnę dorycką inspirował się kolumnami rzymskiego teatru Marcellusa.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKSowucAHoRfc48cW37U8s_JvZJMAsn_sFvIe8gSywxj0UK-HCyqsFsoqXF-QaLRGsjx6lPFRdN0J2Zq-YYX2tuUf-WrgCT3aW0BWOhUPivTA1apTCQlJS33OyOfE-BmZB7evtvpdp5OEE/s1600/Doryckawg+Vignoli.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;kolumny doryckie&quot; border=&quot;0&quot; height=&quot;317&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKSowucAHoRfc48cW37U8s_JvZJMAsn_sFvIe8gSywxj0UK-HCyqsFsoqXF-QaLRGsjx6lPFRdN0J2Zq-YYX2tuUf-WrgCT3aW0BWOhUPivTA1apTCQlJS33OyOfE-BmZB7evtvpdp5OEE/s320/Doryckawg+Vignoli.jpg&quot; title=&quot;kolumna dorycka&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&quot;Vignola wydatnie powiększył wysokość kolumny skutkiem czego prześwit kolumnady stał się bardziej wysmukły niż w zasadach jego poprzedników&quot; [Vignola, PWN wyd. 1955]&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPU_kw6D7mSfmbKOAUC6gPhxKuGg4o0CUq9gjs0qTbvR47wyJ9dbgCNkIB8ldhM75ib_5UwbVi4INywldnXsSXn9RGNzB-b4PNPZrH2h9wVSvMeZIylMBszsx3CWhgwtDVJJMrUktoL0G7/s1600/kolumna+dorycka.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny doryckie&quot; border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPU_kw6D7mSfmbKOAUC6gPhxKuGg4o0CUq9gjs0qTbvR47wyJ9dbgCNkIB8ldhM75ib_5UwbVi4INywldnXsSXn9RGNzB-b4PNPZrH2h9wVSvMeZIylMBszsx3CWhgwtDVJJMrUktoL0G7/s400/kolumna+dorycka.JPG&quot; title=&quot;kolumna dorycka&quot; width=&quot;213&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna dorycka wg Vignoli wys. 540cm, średnica 70cm.&lt;/td&gt;&lt;/tr&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7_jXZMOIS90ttSimF03c3rTtzht4RoW-LpJoWNQ4Av1Qrvmlgm73d0_9mHr9LWRVXyWv9KQudWqTxmZBXJ9hEziaXgpPNA7KTiLDs6ezNRgURqWXQnPjliCCDxJ-z2CMRRwWWT2oR3Eju/s1600/dorvin.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny doryckie&quot; border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7_jXZMOIS90ttSimF03c3rTtzht4RoW-LpJoWNQ4Av1Qrvmlgm73d0_9mHr9LWRVXyWv9KQudWqTxmZBXJ9hEziaXgpPNA7KTiLDs6ezNRgURqWXQnPjliCCDxJ-z2CMRRwWWT2oR3Eju/s640/dorvin.jpg&quot; title=&quot;kolumna dorycka&quot; width=&quot;249&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna dorycka wg Vignoli&lt;/td&gt;&lt;/tr&gt;
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Kolumna dorycka może być zupełnie pozbawiona bazy, co upodabnia ją wówczas nieco do klasycznego greckiego pierwowzoru, lub przeciwnie, może znaleźć w jej przypadku zastosowanie baza attycka (taka jak w kolumnie jońskiej) dzięki czemu kolumna dodatkowo zyskuje na strzelistości.&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPk2jRVmhOxfhMsCYNLiVxPTaicI5ThtlU3FhnRkHHHVwHgsN1knlG9SeNdtk7BB8aNx5WyWbSbVAhING83-owOE6XhJjbCT6g2V3DEDxBinN8sOSibnaT7Khh59hoaOLbvmor0CFnKQPH/s1600/dorvinatt.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;dorische saule&quot; border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPk2jRVmhOxfhMsCYNLiVxPTaicI5ThtlU3FhnRkHHHVwHgsN1knlG9SeNdtk7BB8aNx5WyWbSbVAhING83-owOE6XhJjbCT6g2V3DEDxBinN8sOSibnaT7Khh59hoaOLbvmor0CFnKQPH/s320/dorvinatt.jpg&quot; title=&quot;kkolumna dorycka, kolumny doryckie&quot; width=&quot;125&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna dorycka z bazą attycką.&lt;/td&gt;&lt;/tr&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6gPeUpry3pXQVLXylTvF8pz9cEtY0saq9hhpfR8ToGN8VGsHRm1bd__PRlewnN2ZA2PhRqyOGDJ1MG41V_kZIWnRBZR6jvsSRGBGSp7SjhwoK_exNOIZaR14GEPlRGtsu-IC-Eq3o7oZA/s1600/dorvinbb.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;dorische saule&quot; border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6gPeUpry3pXQVLXylTvF8pz9cEtY0saq9hhpfR8ToGN8VGsHRm1bd__PRlewnN2ZA2PhRqyOGDJ1MG41V_kZIWnRBZR6jvsSRGBGSp7SjhwoK_exNOIZaR14GEPlRGtsu-IC-Eq3o7oZA/s320/dorvinbb.jpg&quot; title=&quot;kolumna dorycka, kolumny doryckie&quot; width=&quot;125&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna dorycka bez bazy.&lt;/td&gt;&lt;/tr&gt;
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Poniżej przykład kolumn doryckich dość znacznie pogrubionych. Stało się tak dlatego że Klient miał poprzednio zabudowane jakieś gargamele udające jedynie kolumny i zapragnął wymienić je na coś subtelniejszego...&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWNFIW_2JTdpGZ0iKUPM4ELlB404Jf4urBCqhBU9VU_AMLtYK-Dy9BP3SimgK2cmb3TiKS5Kx_ahsZFM_S0GKeRwWmZxAa-Kt65eNn8mcADizLbEOp7z-qFSQCiExm7VMKg2EZht0RNCGQ/s1600/DSC02746.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWNFIW_2JTdpGZ0iKUPM4ELlB404Jf4urBCqhBU9VU_AMLtYK-Dy9BP3SimgK2cmb3TiKS5Kx_ahsZFM_S0GKeRwWmZxAa-Kt65eNn8mcADizLbEOp7z-qFSQCiExm7VMKg2EZht0RNCGQ/s320/DSC02746.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumny doryckie fi trzonu 40/33 cm&lt;/td&gt;&lt;/tr&gt;
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&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/6270773857778231364/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-dorycka-wg-vignoli.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/6270773857778231364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/6270773857778231364'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-dorycka-wg-vignoli.html' title='KOLUMNY DORYCKIE w/g Vignoli. (Vignola)'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKSowucAHoRfc48cW37U8s_JvZJMAsn_sFvIe8gSywxj0UK-HCyqsFsoqXF-QaLRGsjx6lPFRdN0J2Zq-YYX2tuUf-WrgCT3aW0BWOhUPivTA1apTCQlJS33OyOfE-BmZB7evtvpdp5OEE/s72-c/Doryckawg+Vignoli.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Pomnikowa 42, 05-260 Marki, Polska</georss:featurename><georss:point>52.342271875145315 21.110315322875977</georss:point><georss:box>52.337421375145311 21.100444822875975 52.347122375145318 21.120185822875978</georss:box></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-1469180116670402075</id><published>2012-02-08T10:15:00.002+01:00</published><updated>2021-03-03T20:03:19.865+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumna toskańska"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny toskańskie"/><category scheme="http://www.blogger.com/atom/ns#" term="Palladio"/><title type='text'>KOLUMNY TOSKAŃSKIE w/g Palladia (Palladio)</title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkNtuKsn0cKXWwqLTh9IPjINf3BIrCLkYu96Y_SGNL7fO5h6-n2yalZYKE41A9AsjQYKHGYy2KNBlTjMDoKRrU8JFCZgeVtrF_2855wDwFwW4hUOj_jQWHEdFmJKCj_Hhjb7-wz-uVetC2/s1600/Toska%C5%84skawg+Palladia.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;284&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkNtuKsn0cKXWwqLTh9IPjINf3BIrCLkYu96Y_SGNL7fO5h6-n2yalZYKE41A9AsjQYKHGYy2KNBlTjMDoKRrU8JFCZgeVtrF_2855wDwFwW4hUOj_jQWHEdFmJKCj_Hhjb7-wz-uVetC2/s320/Toska%C5%84skawg+Palladia.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska wg Palladia&lt;br /&gt;
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Kolumna toskańska u Palladia charakteryzuje się stosunkiem wysokości do średnicy dolnej jak 7:1. Stosunek średnicy górnej do średnicy dolnej wynosi zasadniczo 3/4, ale może się on zmieniać w przypadku kolumn o większej wysokości zgodnie z zasadą poprawki optycznej Witruwiusza. Po prostu, obserwując kolumnę z dołu (z dołu, bo człowiek zazwyczaj: a) nie dorównuje wzrostem wysokości kolumny, b) nie jest ptakiem) - im ona jest wyższa a co za tym idzie jej górne partie są dla nas odleglejsze - mamy nieco zaburzone postrzeganie proporcji. Przez sztuczne pogrubienie (umiarkowane) górnej części trzonu możemy to zjawisko zniwelować.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5vrXMf_pSR1gMpJv-DiBid-JLNqN9I8aDCtaxWIGtYqsNdyNNANxZElyoWYD0czmujdAMWtEltcYE-D5egUVxNWgcBq9_I239PnzE9f1Zv9w-z25v8k3S1CiWhVL1oaZZbpoy_Tli_L1t/s1600/toskpall.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5vrXMf_pSR1gMpJv-DiBid-JLNqN9I8aDCtaxWIGtYqsNdyNNANxZElyoWYD0czmujdAMWtEltcYE-D5egUVxNWgcBq9_I239PnzE9f1Zv9w-z25v8k3S1CiWhVL1oaZZbpoy_Tli_L1t/s400/toskpall.jpg&quot; width=&quot;182&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska wg Palladia.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2HtqdmbcI2QiVp8nMrLJvQDDyy4sgbwunxf6mIVW_TmWd3TQqw_hJZFgGRWSZsANku4nhBgJCBqRsdFxUzsYEDSWyS7xzW4KXgMgd3tfvdc0Bl5d1dL3ECq5IiwGhijoPId9oy-ySMDtT/s1600/pow.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2HtqdmbcI2QiVp8nMrLJvQDDyy4sgbwunxf6mIVW_TmWd3TQqw_hJZFgGRWSZsANku4nhBgJCBqRsdFxUzsYEDSWyS7xzW4KXgMgd3tfvdc0Bl5d1dL3ECq5IiwGhijoPId9oy-ySMDtT/s320/pow.jpg&quot; width=&quot;274&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Uzasadnienie celowości poprawki optycznej.&lt;/td&gt;&lt;/tr&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGm1iL1WEu6zdMIbnGJdPs4enUoDpzXctw0EE4Lks4q8bqsXWA7V2zRmK2c4ZSS7n5ofVYGFUXcNZ6GYGfFWvvNzABzSiW_cLhX6263uE4NxTB8uzxEiEupLwDQyOMAFiqqzE1E7tImp8k/s1600/4+toska%C5%84skie.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGm1iL1WEu6zdMIbnGJdPs4enUoDpzXctw0EE4Lks4q8bqsXWA7V2zRmK2c4ZSS7n5ofVYGFUXcNZ6GYGfFWvvNzABzSiW_cLhX6263uE4NxTB8uzxEiEupLwDQyOMAFiqqzE1E7tImp8k/s320/4+toska%C5%84skie.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumny toskańskie w/g Palladio we wzorowym rozplanowaniu&lt;/td&gt;&lt;/tr&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/1469180116670402075/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-toskanska-wg-palladia-nieco.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/1469180116670402075'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/1469180116670402075'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-toskanska-wg-palladia-nieco.html' title='KOLUMNY TOSKAŃSKIE w/g Palladia (Palladio)'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkNtuKsn0cKXWwqLTh9IPjINf3BIrCLkYu96Y_SGNL7fO5h6-n2yalZYKE41A9AsjQYKHGYy2KNBlTjMDoKRrU8JFCZgeVtrF_2855wDwFwW4hUOj_jQWHEdFmJKCj_Hhjb7-wz-uVetC2/s72-c/Toska%C5%84skawg+Palladia.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Pomnikowa 42, 05-260 Marki, Polska</georss:featurename><georss:point>52.3421954 21.1100759</georss:point><georss:box>52.3397704 21.1051404 52.344620400000004 21.115011399999997</georss:box></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-4228511517533931005</id><published>2012-02-07T22:24:00.002+01:00</published><updated>2021-03-03T20:03:54.306+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumna dorycka"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny doryckie"/><title type='text'>Kolumny doryckie a dwór polski.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strike&gt;Znakomitym przykładem zastosowania kolumny doryckiej w wersji którą nazwałbym klasyczną jest dwór prezentowany poniżej. Inwestor powodowany poczuciem estetyki, wysublimowanym gustem oraz niezachwianym w swej konsekwencji dążeniem do osiągnięcia celu ambitnego słusznie nakreślonego podjął decyzję która budzi podziw - szczególnie w obecnych czasach. Nie uległ bowiem&amp;nbsp; pokusie zastosowania detalu bardziej dekoracyjnego a zdecydował się na kolumny o elegancji subtelnej, niejaskrawej i nienarzucającej się, osiągając doskonałą harmonię z całością projektu.&lt;/strike&gt; W tym przypadku każde słowo wydaje się być zbędnym - tu trzeba patrzeć i podziwiać a nie czytać...&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3-rZOZdfS3osKX7pKK0wiLltg6NjQAHodBjm6tvHGAbp0RqkwD7W7N5gdjcmhD9dFAyweb-sD20WISROUT6s9QbNNguM5ZfQdjExxOiysXDdNP12MnpJLwIjz-_Lc6z-LFCP70i2ciwYk/s1600/WP_20150605_14_57_12_Pro.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny betonowe, kolumny budowlane&quot; border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3-rZOZdfS3osKX7pKK0wiLltg6NjQAHodBjm6tvHGAbp0RqkwD7W7N5gdjcmhD9dFAyweb-sD20WISROUT6s9QbNNguM5ZfQdjExxOiysXDdNP12MnpJLwIjz-_Lc6z-LFCP70i2ciwYk/s640/WP_20150605_14_57_12_Pro.jpg&quot; title=&quot;kolumny doryckie, dwór polski, kolumny toskańskie&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Cóż więcej można tu dodać?...&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVXXU_S2WEoaBNP8_go-y8l_ZL0TPEYPDFIyLesNG9svyb_EQPceWfwiky-_uyJk8OF0uIr2ByPXQsDdv0mPw9wZ3P5RCdMQ2WUDJBPWufCBWTybDwbJ0IeXuLxXUINJkLZE1WksAPxU2y/s1600/WP_20150605_14_50_04_Pro.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny toskańskie, kolumny betonowe, kolumny budowlane&quot; border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVXXU_S2WEoaBNP8_go-y8l_ZL0TPEYPDFIyLesNG9svyb_EQPceWfwiky-_uyJk8OF0uIr2ByPXQsDdv0mPw9wZ3P5RCdMQ2WUDJBPWufCBWTybDwbJ0IeXuLxXUINJkLZE1WksAPxU2y/s640/WP_20150605_14_50_04_Pro.jpg&quot; title=&quot;kolumny doryckie, dwór polski&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Sam smak, sama kultura, sama elegancja...&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdXbKoLURqYTRh04qtwY2QWv45KCzwzYqzLvuwe7KCusgvlcA8sTvKSe-d1mU68-cgtwjy7hk-NqsuI1TFjiQx3Piy39c6N5o-OCc-Tuop6cbKkhUhT8ag4oTF5toSVevEA92G1a56lkab/s1600/WP_20150605_14_51_50_Pro.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;kolumny toskańskie, kolumny betonowe, kolumny budowlane&quot; border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdXbKoLURqYTRh04qtwY2QWv45KCzwzYqzLvuwe7KCusgvlcA8sTvKSe-d1mU68-cgtwjy7hk-NqsuI1TFjiQx3Piy39c6N5o-OCc-Tuop6cbKkhUhT8ag4oTF5toSVevEA92G1a56lkab/s640/WP_20150605_14_51_50_Pro.jpg&quot; title=&quot;kolumny doryckie, dwór polski&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Jeden obraz równy tysiącu słów...&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/4228511517533931005/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumny-doryckie-dwor-polski.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4228511517533931005'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4228511517533931005'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumny-doryckie-dwor-polski.html' title='Kolumny doryckie a dwór polski.'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3-rZOZdfS3osKX7pKK0wiLltg6NjQAHodBjm6tvHGAbp0RqkwD7W7N5gdjcmhD9dFAyweb-sD20WISROUT6s9QbNNguM5ZfQdjExxOiysXDdNP12MnpJLwIjz-_Lc6z-LFCP70i2ciwYk/s72-c/WP_20150605_14_57_12_Pro.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-6369120954785227834</id><published>2012-02-06T13:13:00.003+01:00</published><updated>2021-03-03T20:09:35.364+01:00</updated><title type='text'>KOLUMNY DORYCKIE czyli Partenon w świetle geniuszu jego budowniczych.</title><content type='html'>&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW43OgBn0N4jD3rOz1HaQToca7crC08Dws0Py1HXufYaJ3CwEtoYn6IedaQEtfjTBtvafYt29eEIHny16JF5jjbjniz6H5IIJv7UpjufbVSxkgp6jlzUTGLyOZnZP-zvbbunThPj6uYJLg/s1600/part.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;182&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW43OgBn0N4jD3rOz1HaQToca7crC08Dws0Py1HXufYaJ3CwEtoYn6IedaQEtfjTBtvafYt29eEIHny16JF5jjbjniz6H5IIJv7UpjufbVSxkgp6jlzUTGLyOZnZP-zvbbunThPj6uYJLg/s320/part.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Akropol ateński. Partenon.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
O Akropolu wszyscy zapewne słyszeli, niektórzy nawet widzieli, tym którzy nie wiedzą o czym mowa nie będziemy przybliżać (są dostępne źródła).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Do poznawania aspektów historycznych Akropolu podchodzę wstrzemięźliwie. Bardziej interesują mnie aspekty techniczne czy też technologiczne oraz ogólnie poziom wiedzy ówczesnych budowniczych.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;/div&gt;
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&lt;h2 class=&quot;modifiedSectionTitle&quot; style=&quot;text-align: justify;&quot;&gt;

















 &lt;span class=&quot;mw-headline&quot; id=&quot;Z.C5.82udzenia_optyczne&quot;&gt;Złudzenia optyczne&lt;/span&gt;&lt;span class=&quot;editsection&quot;&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA865WEVzx3V2zDwLI3IfwAhaFuGmOWmSOMBL6j4w7Zk7PIWkZos1MCWml0IxXyZc66wi8qvbtGl5PzqV-N3cS9sHzYbHxyDVmMXeI36H1AYNPf21Ud1ii6HMbh9m6vUe1Zkz3Ls-YJmhq/s1600/P1030419.JPG&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;259&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhA865WEVzx3V2zDwLI3IfwAhaFuGmOWmSOMBL6j4w7Zk7PIWkZos1MCWml0IxXyZc66wi8qvbtGl5PzqV-N3cS9sHzYbHxyDVmMXeI36H1AYNPf21Ud1ii6HMbh9m6vUe1Zkz3Ls-YJmhq/s320/P1030419.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Akropol. Partenon. Krzywizna.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
Podczas budowania Partenonu wprowadzono szereg krzywizn, które miały 
na celu wywołanie pożądanych złudzeń optycznych oraz dostosowanie fryzu doryckiego 
do wymogów zasady &lt;a href=&quot;http://pl.wikipedia.org/wiki/Tryglif&quot; title=&quot;Tryglif&quot;&gt;tryglifów&lt;/a&gt;.
 Środkowe części stylobatu zostały podniesione w stosunku do płaszczyzny
 poziomej o 6,8 (na krótszym boku) i 17,7 cm (na boku dłuższym). Aby 
uniknąć złudzenia wychylenia kolumn skrajnych na zewnątrz pochylono je 
do środka o 7 cm, dzięki temu zmniejszono także &lt;a href=&quot;http://pl.wikipedia.org/wiki/Mi%C4%99dzys%C5%82upie&quot; title=&quot;Międzysłupie&quot;&gt;międzysłupie&lt;/a&gt; (inaczej &lt;i&gt;interkolumnium&lt;/i&gt;), co pozwoliło na zachowanie zasady &lt;a href=&quot;http://pl.wikipedia.org/wiki/Tryglif&quot; title=&quot;Tryglif&quot;&gt;tryglifów&lt;/a&gt;.
 Na zmniejszenie interkolumnium wpłynęło także powiększenie średnicy 
skrajnych kolumn. Dla zachowania wrażenia pionu kolumn wprowadzono &lt;a href=&quot;http://pl.wikipedia.org/wiki/Entasis&quot; title=&quot;Entasis&quot;&gt;entasis&lt;/a&gt; na wysokości 2/5 trzonu. Zastosowane krzywizny dają złudzenie idealnego pionu i poziomu wszystkich elementów świątyni. [ten akapit stanowi w całości cytat z Wikipedii i jest tak trafny że nie ma tu nic do dodania.]&lt;br /&gt;
&lt;br /&gt;
Skąd budowniczowie Akropolu wiedzieli o tym już wówczas i skąd była to wiedza tak precyzyjna?&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Kolumny doryckie Partenonu.&lt;/span&gt;&lt;br /&gt;
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Jak nietrudno zauważyć kolumny doryckie Partenonu są całkowicie odmienne od tych z dzieła Vignoli. Dlaczego? Po prostu, Vignola przy opracowywaniu swoich zasad porządku doryckiego zainspirował się kolumnami rzymskiego teatru Marcellusa. W odróżnieniu od np. Witruwiusza uznał za niezbędne znacząco wyszczuplić - albo podwyższyć - kolumnę dorycką, nadając jej wysokość ośmiu średnic dolnych (trzonu).&lt;br /&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna dorycka wg Vignoli.&lt;/td&gt;&lt;/tr&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/6369120954785227834/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumny-doryckie-czyli-partenon-w-peni.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/6369120954785227834'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/6369120954785227834'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumny-doryckie-czyli-partenon-w-peni.html' title='KOLUMNY DORYCKIE czyli Partenon w świetle geniuszu jego budowniczych.'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjW43OgBn0N4jD3rOz1HaQToca7crC08Dws0Py1HXufYaJ3CwEtoYn6IedaQEtfjTBtvafYt29eEIHny16JF5jjbjniz6H5IIJv7UpjufbVSxkgp6jlzUTGLyOZnZP-zvbbunThPj6uYJLg/s72-c/part.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-1868900753082527155</id><published>2012-02-06T10:47:00.004+01:00</published><updated>2021-03-03T20:10:13.026+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumny"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny doryckie"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny jońskie"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny toskańskie"/><category scheme="http://www.blogger.com/atom/ns#" term="Vignola"/><title type='text'>VIGNOLA - O pięciu porządkach w architekturze.</title><content type='html'>&quot;Jacomo Barozzi da Vignola (1507-1573) znany powszechnie jako Vignola znakomity architekt i znawca perspektywy, oparł swój traktat na dokonanych przez siebie badaniach i pomiarach zabytków antycznych.&quot;&lt;br /&gt;
[cytat za wstępem Wydawnictwa do książki O pięciu porządkach w architekturze, wyd. PWN 1955]&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0A11NouihyphenhyphenTJfT6bitjXPBInznEGqm5y7vgSDX9GrfLeyS3BXbzWU36fFDMc0XBaZ102D5vJcbmxGcbJodK9WIR3e1J5hP6piL-32Utwc9wdQe_hZamqahm1Tg_VvMLLZ-7b6N0x7CZL7/s1600/5+porz%C4%85dk%C3%B3w.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0A11NouihyphenhyphenTJfT6bitjXPBInznEGqm5y7vgSDX9GrfLeyS3BXbzWU36fFDMc0XBaZ102D5vJcbmxGcbJodK9WIR3e1J5hP6piL-32Utwc9wdQe_hZamqahm1Tg_VvMLLZ-7b6N0x7CZL7/s320/5+porz%C4%85dk%C3%B3w.jpg&quot; width=&quot;202&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
[fotokopia z  książki O pięciu porządkach w architekturze, wyd. PWN 1955]&lt;br /&gt;
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Ilustracja przedstawia pięć porządków kolumn, celem zobrazowania zasady ogólnej oraz wzajemnych pomiędzy nimi proporcji. Od lewej: kolumna toskańska, kolumna dorycka (czy też rzymsko-dorycka), kolumna jońska, kolumna koryncka i kolumna kompozytowa. Nas w głównej mierze interesowały będą te dwie pierwsze, niekiedy też i trzecia, bowiem to właśnie kolumny toskańskie i kolumny doryckie najczęściej znajdują zastosowanie we współczesnym polskim budownictwie dworkowym. Wielokrotnie kolumny te ulegają tak daleko idącym modyfikacjom (często zgrabnym ale niekiedy wręcz haniebnym) że z przedstawionych powyżej wzorów pozostaje jedynie nazwa.&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w mapach Google&lt;/a&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;&lt;br /&gt;&lt;/a&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/1868900753082527155/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/vignola-o-pieciu-porzadkach-w.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/1868900753082527155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/1868900753082527155'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/vignola-o-pieciu-porzadkach-w.html' title='VIGNOLA - O pięciu porządkach w architekturze.'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0A11NouihyphenhyphenTJfT6bitjXPBInznEGqm5y7vgSDX9GrfLeyS3BXbzWU36fFDMc0XBaZ102D5vJcbmxGcbJodK9WIR3e1J5hP6piL-32Utwc9wdQe_hZamqahm1Tg_VvMLLZ-7b6N0x7CZL7/s72-c/5+porz%C4%85dk%C3%B3w.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-4992293824915588566</id><published>2012-02-05T18:06:00.002+01:00</published><updated>2021-03-03T20:11:52.161+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="kolumna toskańska"/><category scheme="http://www.blogger.com/atom/ns#" term="kolumny toskańskie"/><category scheme="http://www.blogger.com/atom/ns#" term="Palladio"/><category scheme="http://www.blogger.com/atom/ns#" term="Vignola"/><title type='text'>KOLUMNY TOSKAŃSKIE</title><content type='html'>&lt;br /&gt;
Kolumna toskańska (oraz jej modyfikacje) jest kolumną najczęściej stosowaną w polskim budownictwie dworkowym. Stanowi ona zdecydowanie najczęstszy wybór klientów, prawdopodobnie ze względu na swoją dostojność, elegancję i - powiedziałbym - wstrzemięźliwie ekspresyjną ozdobność. Kolumna toskańska jest bowiem (spośród pięciu podstawowych porządków architektonicznych) kolumną najmniej &quot;dekoracyjną&quot;. Jest jednocześnie kolumną o największym stosunku średnicy do wysokości (&quot;najgrubszą&quot;) a przez to okazałą . Cytując (zdaje się Witruwiusza) &quot;zwęża się wdzięcznie&quot; i pasuje zawsze i wszędzie.&lt;br /&gt;
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Przedstawiam tutaj dwie, subtelnie się różniące odmiany kolumny toskańskiej: według Palladia oraz według Vignoli.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://kolumnybetonowe.business.site/&quot; target=&quot;_blank&quot;&gt;Nasza pracownia w Mapach Google&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;&lt;div style=&quot;color: red;&quot;&gt;&lt;a href=&quot;https://kolumnybetonowe.eu/&quot; target=&quot;_blank&quot;&gt;www.kolumnybetonowe.eu&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;color: red;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;color: red;&quot;&gt;&lt;br /&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Aj9UYHXy_9Rho1JQa5NXUqSWCuoK7gwwTA8w3PO_xDIlOTy77qQxtXPjPmQ5XYNK2DO_czDrUWd6IJ09u4xXjw6vtkK8KtMkZhnbvPMLyZhDxLNETWD_cHGUjSd_nWi3knDg18zbZYGM/s1600/Kolumna+toska%C5%84ska+wg+Vignoli.jpg&quot; style=&quot;clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Aj9UYHXy_9Rho1JQa5NXUqSWCuoK7gwwTA8w3PO_xDIlOTy77qQxtXPjPmQ5XYNK2DO_czDrUWd6IJ09u4xXjw6vtkK8KtMkZhnbvPMLyZhDxLNETWD_cHGUjSd_nWi3knDg18zbZYGM/s320/Kolumna+toska%C5%84ska+wg+Vignoli.jpg&quot; width=&quot;97&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska wg Vignoli&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVG9vadGcysTHBaAMTZ9wz7jJomaPdItbMpvLCs4UIHRYI79yP6vDXpQplWn2LCoCg98CLC-jHnghl8NKaJdxlsoC9bjIKWXemO_q1mcad7yWwVi6tbXTRlxGe5Rff1ApVx0LbHvgxvjew/s1600/Kolumna+toska%C5%84ska+wg+Palladia.jpg&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVG9vadGcysTHBaAMTZ9wz7jJomaPdItbMpvLCs4UIHRYI79yP6vDXpQplWn2LCoCg98CLC-jHnghl8NKaJdxlsoC9bjIKWXemO_q1mcad7yWwVi6tbXTRlxGe5Rff1ApVx0LbHvgxvjew/s320/Kolumna+toska%C5%84ska+wg+Palladia.jpg&quot; width=&quot;97&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Kolumna toskańska wg Palladia&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/4992293824915588566/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-toskanska.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4992293824915588566'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/4992293824915588566'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/kolumna-toskanska.html' title='KOLUMNY TOSKAŃSKIE'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Aj9UYHXy_9Rho1JQa5NXUqSWCuoK7gwwTA8w3PO_xDIlOTy77qQxtXPjPmQ5XYNK2DO_czDrUWd6IJ09u4xXjw6vtkK8KtMkZhnbvPMLyZhDxLNETWD_cHGUjSd_nWi3knDg18zbZYGM/s72-c/Kolumna+toska%C5%84ska+wg+Vignoli.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1711331252361846793.post-6581279740140624026</id><published>2012-02-05T14:39:00.001+01:00</published><updated>2021-02-16T22:57:06.089+01:00</updated><title type='text'>Na początek...</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCNa7MXC5bb9UNXax0vvKvBsE7PjqP7b3bDatfBXC6jHGLPyBeQIITyNqrnrAc35FlXyBM0kNhAFoQwKKeNu5x_aC2hZ5HQrzqHBj197uA2KPuWHhUjTdaHzD_HqqAWSk1WqxwQ6ksSJtq/s1600/zdj%C4%99cie1+ret_2.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCNa7MXC5bb9UNXax0vvKvBsE7PjqP7b3bDatfBXC6jHGLPyBeQIITyNqrnrAc35FlXyBM0kNhAFoQwKKeNu5x_aC2hZ5HQrzqHBj197uA2KPuWHhUjTdaHzD_HqqAWSk1WqxwQ6ksSJtq/s320/zdj%C4%99cie1+ret_2.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Dworek polski, dwór polski pozostaje od dawien dawna jednym z najpopularniejszych stylów budownictwa w naszym kraju. Piękno, harmonia, jakiś urzekający spokój tych budowli, malownicze wpisywanie się w krajobraz, połączone z ich zwykłą, codzienną praktycznością zachwycają do dzisiaj i prowokują do naśladownictwa. Nawet obecnie (XXI wiek, poczucie estetyki mocno jednak ewoluuje w kierunku &quot;kultury&quot; plastiku) powstają w Polsce dworki a także wywodzące się z tego stylu rezydencje których właściciele mogą czuć się z nich dumni, a postronni (wyrobieni) obserwatorzy cieszyć się ich pięknem, proporcjami i atmosferą.&lt;br /&gt;
Niestety, pozytywne przykłady stanowią znikomą mniejszość w zalewie szmiry, tandety, bezguścia i gargamelizmu. Wypełzające spod ziemi liczne potworki dworkopodobne, wyższe niż szersze, kryte blachodachówką, podparte betonowymi słupkami jako żywo przypominającymi paliki do młodych drzewek, straszą i będą straszyć. Tymi przypadkami nie będziemy się tutaj zajmować...&lt;br /&gt;
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Rzeczą istotną jest, jak sądzę, otwartość, nie będę zatem udawał tutaj wyłącznie fascynata gustownej architektury, bezinteresownie i hobbistycznie opisującego zauważone gdzieś interesujące szczegóły i pragnącego podzielić się nimi ze światem. Nie, jestem po prostu producentem tego rodzaju architektonicznych elementów, czołowym o ile nie najlepszym, więc być może wpisy tutaj - o ile okażą się interesujące - staną się przy okazji jedną z form ich reklamy.&lt;br /&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://najpiekniejszekolumny.blogspot.com/feeds/6581279740140624026/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/na-poczatek.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/6581279740140624026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1711331252361846793/posts/default/6581279740140624026'/><link rel='alternate' type='text/html' href='http://najpiekniejszekolumny.blogspot.com/2012/02/na-poczatek.html' title='Na początek...'/><author><name>Piotr Hoppe</name><uri>http://www.blogger.com/profile/13606686972200874362</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCNa7MXC5bb9UNXax0vvKvBsE7PjqP7b3bDatfBXC6jHGLPyBeQIITyNqrnrAc35FlXyBM0kNhAFoQwKKeNu5x_aC2hZ5HQrzqHBj197uA2KPuWHhUjTdaHzD_HqqAWSk1WqxwQ6ksSJtq/s72-c/zdj%C4%99cie1+ret_2.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>