tag:blogger.com,1999:blog-44237970885935493522024-02-07T17:55:38.111-08:00Incalzire in pardoseala Galati- incalzire pardoseala, incalzire podea, incalzire termicaEchipa ofer servicii montaje profesionale încălzire in pardoseala ,in Galati și zonele limitrofe ,prețuri preferențiale (in funcție se metraje ) -reducerii considerabile la materiale . Așteptăm și oferim seriozitate.Montaje centrale termice diferite modele. Reparatii centrale termice Instalare termostat centrala Service centrale termice Montaj aerisitoare automate Montaj centrala termica Instalatii sanitare Instalator Autorizat.Anonymoushttp://www.blogger.com/profile/13258497900415649024noreply@blogger.comBlogger1125tag:blogger.com,1999:blog-4423797088593549352.post-49273931263830444322017-02-21T23:20:00.003-08:002018-03-27T14:52:55.109-07:00Incalzire in pardoseala Galati- incalzire pardoseala, incalzire podea, incalzire termica, instalatii termice<div class="separator" style="clear: both; text-align: center;">
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Echipa oferim servicii montaje profesionale încălzire in pardoseala ,in
Galati și zonele limitrofe ,prețuri preferențiale (in funcție se metraje
) -reducerii considerabile la materiale . Așteptăm și oferim
seriozitate.Montaje centrale termice diferite modele. Reparatii centrale
termice Instalare termostat centrala Service centrale termice Montaj
aerisitoare automate Montaj centrala termica Instalatii sanitare
Instalator Autorizat Gaze-panouri solare, sisteme solare pt.apa calda
menajera si incalzire, panouri fotovoltaice, invertoare, centrale
termice,incalzire in pardoseala etc. <br />
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<b><span style="background-color: #eeeeee;">Incalzirea prin pardoseala cu agent termic reprezinta o solutie
excelenta de a va incalzi locuinta. Odata cu implementarea acestui
sistem caldura va fi transmisa uniform prin tuburile care au fost
montate in sapa de beton a pardoselii, propagandu-se, ulterior, in toata
locuinta. Principalul avantaj al acestui sistem de incalzire il
constituie faptul ca se obtine eficienta maxima in incalzirea camerei.
Confortul va fi resimtit la maxim prin pardoseala calda, aceasta
propagand caldura pe o suprafata mult mai intinsa.</span></b><br />
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<b>Instalator non stop in Galati, interventii urgente instalatii, reparatii instalatii sanitare, desfundari urgente de coloane scurgere. Contacteaza-ne si vom alege solutia cea mai buna. 0746.773.653.</b><br />
<b> InstalTermic Galati este o firma specializata pe lucrari complexe din domeniul instalatiilor sanitare si instalatiilor termice oferindu-va servicii complete atat pentru apartamente, case, asociatii de proprietari cat si pentru spatii industriale.Contracte si mentenanta, oferte, cele mai bune ... reparatii subsol blocuri sau reabilitari subsol; inlocuire sau reparatie ...</b><br />
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<h2>
Calcul pret incalzire in pardoseala</h2>
Cu toate acestea, sunt multi cei care, cochetand pe de o parte cu
ideea de a isi instala sisteme de incalzire prin pardoseala in locuinta
proprie, sunt in acelasi timp nelamuriti in legatura cu pretul
incalzirii in pardoseala. De cele mai multe ori, pretul investitiei
initiale retine consumatorii casnici sa recurga la acest sistem de
incalzire, chiar daca, asa cum s-a demonstrat de nenumarate ori, dincolo
de pretul platit la montarea si darea in functiune a sistemului,
utilizatorii acestor sisteme reusesc <b>sa economiseasca intre 20% si 40%</b> la plata lunara a facturilor cu incalzirea.<br />
Pentru a clarifica mai bine aspectele care implica pretul incalzirii
in pardoseala, o sa ne referim la cele cateva criterii care determina
calculul final. Haideti sa vedem in continuare ce inseamna mai exact „<b>pretul incalzirii in pardoseala</b>”.<br />
<h3>
<a href="https://www.blogger.com/null" name="Marimea suprafetei"></a>Marimea suprafetei</h3>
Pretul final depinde de <b>marimea suprafetei luata individual</b>.
De exemplu, daca dorim sa montam un sistem de incalzire in pardoseala
intr-un spatiu mai mare, pretul pe metru patrat va fi mai mic decat daca
vom monta instalatia intr-un spatiu restrans. Ca si un exemplu general
de calcul, un circuit incalzitor cu o lungime de 100 ml pretabil pentru
suprafete mai mari este mai ieftin pe metru liniar decat unul de numai
25 ml pretabil pentru suprafete mici. Evident, intr-o casa avem atat
suprafete mici cat si suprafete mai mari, ceea ce face ca in final,
pretul total sa nu difere foarte mult de la o locuinta la alta.<br />
<h3>
<a href="https://www.blogger.com/null" name="Materialele folosite"></a>Materialele folosite</h3>
Pretul final depinde, evident, de <b>materialele folosite</b>. Exista optiunea de a se monta cabluri
clasice sau extraplate, sau plase de incalzire clasice sau extraplate.
Insumand materialele, senzorii si elementele de fixare, in medie pretul
pentru incalzirea in pardoseala poate ajunge la <b>12 – 14 EUR/mp, fara automatizare</b>. Evident, in functie de suprafete, se poate obtine un pret mai mic, de <b>10 – 11 EUR/mp</b> pentru locuintele spatioase, cum ar fi vile, hoteluri, pensiuni, incluzand grupurile sanitare, sau mai mare, in jur de <b>15-16 EUR/mp</b>, pentru locuintele cu camere mici, cum sunt unele apartamente de la bloc.<br />
<h3>
<a href="https://www.blogger.com/null" name="Automatizarea"></a>Automatizarea</h3>
Automatizarea sistemului de incalzire in pardoseala adauga niste cifre in plus la pretul final. <b>Senzorii si termostatele</b>
care opresc si pornesc automat caldura se calculeaza separat, iar in
functie de numarul acestora, pretul total poate sa creasca sau sa scada.
Un termostat poate fi montat pentru a deservi o singura camera, sau mai
multe, asa ca in functie de proiect si de numarul de termostate
instalate, pretul va varia in sus sau in jos.<br />
<h3>
<a href="https://www.blogger.com/null" name="Pret final incalzire in pardoseala"></a>Pret final incalzire in pardoseala</h3>
In general, se poate estima ca montarea unui sistem de incalzire in pardoseala costa in medie in jur de <b>30 de Euro pe metru patrat, incluzand materialele si manopera.</b>
In principiu, acest pret variaza intre 20 si respectiv 40 de euro pe
metru patrat, totul depinzand, asa cum am spus, de suprafata si de
materialele prevazute, de sistemele de automatizare si de necesitatile
clientului in ce priveste numarul de termostate instalate.<br />
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<h2>
Tipuri de incalzire electrica in pardoseala:</h2>
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<img alt="Incalzire in pardoseala- Covorasul incalzitor DTIR-150 " class="wp-image-2068" height="199" src="https://i1.wp.com/www.hobbit-integral.ro/wp-content/uploads/2013/06/covoras-150.jpg?resize=300,199" width="300" /><br />
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Incalzire in pardoseala- Covorasul incalzitor DTIR-150</div>
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<h3>
<b>1. Incalzirea cu cablu electric incalzitor</b></h3>
Aceasta varianta este folosita atunci cand exista posibilitatea<b> turnarii unei sape </b>iar cablul incalzitor va sta inglobat in aceasta.<br />
<h3>
<b>2. Incalzirea cu covoras electric incalzitor </b></h3>
Aceasta varianta este folosita atunci <b>c</b><b>and nu se toarna o sapa</b> iar covorasul este inglobat in adezivul care fixeaza gresia.<br />
Covorasul este format dintr-un cablu foarte subtire (de aproximativ
3mm) care este dispus pe un material de 50 cm latime si cu lungimea
intre 1 si 24 de metri. Aceasta varianta este mai scumpa decat cea cu cablu electric incalzitor.<br />
<h3>
<b>3. Incalzirea cu placi incalzitoare</b></h3>
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<img alt="Incalzire in paroseala- Plăcile de izolaţie Devicell™ DRY" class="wp-image-2062" height="199" src="https://i1.wp.com/www.hobbit-integral.ro/wp-content/uploads/2013/06/devidri.jpg?resize=300,199" width="300" /><br />
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Incalzire in paroseala- Plăcile de izolaţie Devicell™ DRY</div>
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Pentru aceasta varianta se foloseste un material de tip pasta, in
care este inglobat un cablu incalzitor si care se monteaza sub parchet.<br />
Suprafata minima pentru instalarea unui sistem de incalzire electrica
in pardoseala este de 0.5 m patrati. O suprafata maxima nu exista.
Astfel puteti instala acest tip de sistem de incalzire cam in orice
incapere<br />
<h2>
Costuri de achizitie</h2>
Pretul pe metru patrat este influentat de suprafata incaperii in care
doriti sa instalati un sistem de incalzirea electrica in pardoseala. In
incaperile mici (bai, camara, hol) pretul pe metru patrat este mai
ridicat iar in incaperile mari (dormitor, camera de zi etc) pretul pe
metru patrat este mai mic.<br />
Costurile de achizitie ale unui sistem de incalzire electrica in
pardoseala sunt mai mici decat cele ale unui sistem clasic de incalzire
cu radiatoare. Un alt avantaj al sistemului de incalzire electrica in
pardoseala se refera la montaj. Acesta este mai simplu si dureaza mai
putin.<br />
<b>Exemplu:</b><br />
Pentru o incapere de 20 de metri patrati (un dormitor) sistemul de incalzire electrica in pardoseala va fi format din:<br />
<ul>
<li>cablu incalzitor</li>
<li>elemente de fixat</li>
<li>termostat</li>
</ul>
Costul pentru acest sistem este de aproximativ 15 EUR pe metru patrat, deci de aproximativ 300 de euro.<br />
Durata de viata a unui sistem de incalzire este un alt factor in
procesul de alegere a modului de incalzire a locuintei. Spre exemplu, un
sistem de incalzire electrica in pardoseala DEVI are o durata de viata
cuprinsa intre 60 si 80 de ani si o perioada de garantie de 20 de ani.
Spre deosebire de sistemele DEVI, durata de viata a unei centrale
termice este de aproximativ 7-10 ani. De aceea, in cazul sistemelor DEVI
investia in echipamente nu trebuie repetata la anumite intervale de
timp.<br />
Sistemul DEVI de incalzire electrica in pardoseala nu necesita
revizii periodice sau inlocuiri de piese, astfel incat nu se genereaza
costuri ulterioare de intretinere, costuri pe care sistemele de
incalzire clasice cu radiatoare le presupun de obicei.<br />
<h2>
Putere si consum</h2>
Indiferent de varianta de incalzire electrica in pardoseala aleasa,
puterea instalata trebuie calculata in functie de rezultatul dorit:<br />
<ul>
<li>Pentru incalzire electrica in pardoseala ca sursa unica puterea instalata va fi de 100-150 W/mp</li>
<li>Pentru incalzire electrica in pardoseala ca sursa suplimentara de conform puterea instalata va fi de 60 – 100 w/mp</li>
</ul>
Puterea care trebuie instalata este influentata de conditiile
concrete ale locuintei in care se instaleaza sistemul. Principalul
factor este izolatia termica.<br />
Este foarte important sa nu confundati consumul de energie electrica
cu puterea instalata. Atunci cand sistemul de incalzire electrica in
pardoseala este in functiune, consuma exact cat este si puterea
instalata. O data atinsa temperatura setata, sistemul se va opri iar
apoi urmeaza o perioada in care sistemul se va porni sau se va opri
(pentru mentinerea temperaturii).<br />
Consumul de energie electrica va reprezenta o medie a kilowatilor
consumati pe ora in decursul unei zile, iar valorile medii sunt:<br />
<ul>
<li>Pentru incalzire electrica in pardoseala ca <b>sursa unica</b> c<b>onsumul este de aproximativ 15-25 W/mp/ora</b></li>
<li>Pentru incalzire electrica in pardoseala ca<b> sursa suplimentara de confort consumul este de aproximativ 10-12 W/mp/ora</b></li>
</ul>
Daca pentru controlul sistemului de incalzire se folosesc <b>termostatele DEVIREG programabile</b> atunci consumul poate fi <b>redus</b> <b>cu pana la 20%.</b><br />
<b>Termostatele DEVIREG</b> programabile pot fi <b>setate sa functioneze la anumite ore din zi </b>si
la anumite zile din saptamana. Astfel va puteti programa sistemul de
incalzire sa functioneze dupa programul specific familiei dumneavostra,
diminuand consumul inutil de energie electrica in perioadele in care
nimeni nu este acasa.<br />
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<h1>
<u><i><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;">Sisteme pentru degivrare</span></span></span></i></u></h1>
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<h3>
Ce este degivrarea si care sunt avantajele ei</h3>
Degivrarea se refera la multitudinea de tehnici care duc la topirea
zapezii si ghetii, cat si la prevenirea inghetului fluidelor. Este un
domeniu tehnic vast, care are aplicatii diverse, de la industria
aeronautica – prevenirea formarii unui strat de gheata pe elicele,
eleroanele si aripile avioanelor – pana la reteaua subtire de rezistente
a lunetei masinii dumneavoastra, atat de utila in iernile umede. <br />
<h3>
Care sunt costurile pentru degivrarea aleilor, rampelor si treptelor?</h3>
Asa cum am mai spus si in alte randuri, sistemele de degivrare sunt
cele mai elegante, confortabile, utile si sigure metode de a va asigura
ca suprafetele de sol dar si cele la inaltime (trepte, acoperisuri,
burlane) sunt ferite de inghet, umiditate si precipitatii pe tot
parcursul sezonului rece. Costurile pentru instalarea sistemelor de
degivrare ale aleilor, rampelor si treptelor variaza de la proiect la
proiect, dar se pot realiza estimari generale in functie de o serie de
date disponibile. <br />
<h3>
Cat costa degivrarea acoperisului?</h3>
Asa cum va spuneam si in ocaziile trecute, degivrarea acoperisului
este o masura necesara si importanta pentru va proteja locuinta, pe
dumneavoastra si chiar si bugetul dumneavoastra. V-ati putea intreba de
ce ati investi in degivrarea acoperisului in mediul urban, cand de fapt
nu poate fi vorba decat de cateva zile cu ninsoare abundenta pe sezon. <br />
<h3>
Unde folosim degivrarea?</h3>
Una din cele mai folositoare tehnologii din lume, degivrarea este
totodata una dintre cele mai putin cunoscute de publicul larg. In mod
nedrept, sistemele de degivrare sunt adeseori considerate produse de
lux, la care foarte multe persoane care isi construiesc o casa sau isi
deschid o afacere nu se gandesc deloc, sau considera dinainte ca ar fi
peste posibilitatile lor financiare.</div>
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<h3>
<b>AVANTAJELE DEGIVRARII:</b></h3>
– Mentin jgheaburile si burlanele <b>libere de gheata</b>;<br />
– Asigura <b>drenarea corespunzatoare</b> pentru apa rezultata din topire;<br />
– <b>Previne deteriorarea</b> sistemelor de colectare a apelor pluviale si a celor rezultate din topirea ghetii;<br />
– <b>Impiedica infiltratiile</b> de apa in poduri si mansarde datorate ghetii care se formeaza nefiresc sub acoperisuri;<br />
– <b>Previne deteriorarea</b> fatadelor constructiilor.<br />
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<h3>
INSTALATII IN PARDOSEALA GALATI</h3>
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Incalzire in pardoseala 0746.773.653<br />
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Anul 2016 vine cu super oferte la incalzire in pardoseala REHAU.
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Garantia noastra este data de lucrarile realizate in ultimi 15 ani. peste 750 de locuinte cu incalzire in pardoseala REHAU<br />
Date tehnice comparative<br />
CARACTERISTICA INCALZIRE IN PARDOSEALA INCALZIRE CU RADIATOARE<br />
CARACTERISTICA INCALZIRE IN PARDOSEALA INCALZIRE CU RADIATOARE<br />
Temperatura minima / maxima a agentului termic (apa) 35°C / 45°C 70°C / 90°C<br />
Modalitatea de transmitere a caldurii Radiatie Convectie<br />
Temperatura in camera la la nivelul pardoselii 22° – 23° C 15° – 16° C<br />
Temperatura in camera la la 1 m inaltime fata de podea 21° – 22° C 17° – 18° C<br />
Temperatura in camera la la 1,7 m inaltime fata de podea 20° – 21°C 23° – 24° C<br />
Incalzirea uniforma a incaperii DA NU<br />
Se formeaza curenti de aer in incapere NU DA<br />
Antreneaza circulatia prafului NU DA<br />
“Afumarea” peretilor NU DA<br />
Protectia la difuzia oxigenului protejeaza centrala termica si ii
mareste durata de viata (prin aparitia produsilor de coroziune care
scurteaza viata centralei termice) DA NU<br />
Durabilitatea sistemului Pana la 100 ani Pana la 30 ani<br />
Izolatie suplimentara prin aplicarea pe placa de beton a polistirenului DA NU<br />
Utilizarea centralelor in condensatie la randament maxim DA NU<br />
ECONOMIE DE ENERGIE 40 % 0<br />
Se combina in mod fericit cu sitemele de incalzire neconventionale (instalatii solare, pompe de caldura) DA NU<br />
Posibilitatea utilizarii sistemului si pentru racire DA NU<br />
Investitia initiala In medie, mai mare cu 30% fata de radiatoare<br />
Silentios – zgomot de curgere a apei redus DA NU<br />
Amplasarea mobilei pe oricare perete al incaperii DA NU<br />
Economia de energie<br />
Datorita randamentului energiei radiante al sistemelor Rehau de
incalzire in pardoseala, starea de confort se instaleaza chiar si la
temperaturi mai scazute ale mediului ambiant. Temperatura ambientala
poate fi redusa astfel cu 1oC pana la 2,5oC lucru ce determina o
economie de energie de 3-6% pe an. Protectia mediului Avand o capacitate
mare de incalzire chiar si la temperaturi de lucru scazute ale
agentului termic, sistemele de incalzire in pardosela pot fi combinate
cu cazane in condensatie, pompe de caldura si instalatii solare.<br />
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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=http%3A%2F%2Fwww.jwheatingservices.com%2Fwp-content%2Fuploads%2F91hY5k9A27L._SL1500_.jpg&imgrefurl=http%3A%2F%2Fwww.jwheatingservices.com%2Funderfloor-heating%2F&docid=YQwOd6z2Y62hIM&tbnid=doe6uBMEwZAfqM%3A&vet=1&w=1500&h=1125&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwgcKAIwAg&iact=mrc&uact=8" rel="noopener" style="height: 189px; left: 3.5px; width: 259px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="doe6uBMEwZAfqM:" 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" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=https%3A%2F%2Fwww.theselfbuilder.com%2Fimages%2F2014%2F06%2Fhow-to-lay-underfloor-heating.jpg&imgrefurl=https%3A%2F%2Fwww.theselfbuilder.com%2Fadvice%2Fheating-your-home%2F629-underfloor-heating&docid=5Jc7CwVrnNlHLM&tbnid=ZGbtvT1Exo1zEM%3A&vet=1&w=468&h=250&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwgdKAMwAw&iact=mrc&uact=8" rel="noopener" style="height: 164px; left: 0px; width: 306px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="ZGbtvT1Exo1zEM:" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=https%3A%2F%2Fstatic1.squarespace.com%2Fstatic%2F546f1cb3e4b02d64d100abd0%2F54db8a8de4b02497d8ef46a8%2F54db8a94e4b007a652a1c9b2%2F1441797403356%2FUnderfloor-Heating-Pipe-in-Hall.jpg&imgrefurl=http%3A%2F%2Fwww.iceenergy.co.uk%2Fwhat-is-underfloor-heating%2F&docid=7s9XOT9FpbEiAM&tbnid=2Mfs4jPa_Ub7uM%3A&vet=1&w=1000&h=759&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwgeKAQwBA&iact=mrc&uact=8" rel="noopener" style="height: 179px; left: 13px; width: 258px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="2Mfs4jPa_Ub7uM:" 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" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=https%3A%2F%2Fupload.wikimedia.org%2Fwikipedia%2Fcommons%2Fthumb%2F6%2F6b%2FUnderfloor_heating_pipes.jpg%2F240px-Underfloor_heating_pipes.jpg&imgrefurl=https%3A%2F%2Fen.wikipedia.org%2Fwiki%2FUnderfloor_heating&docid=Q59TsMkU0pAKqM&tbnid=MMu2Alz8RFafYM%3A&vet=1&w=240&h=180&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwgfKAUwBQ&iact=mrc&uact=8" rel="noopener" style="height: 144px; left: 0px; width: 192px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="MMu2Alz8RFafYM:" 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" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=http%3A%2F%2Fwww.castleplumbingessex.co.uk%2Fwp-content%2Fuploads%2F2013%2F01%2Funderfloor-heating.jpg&imgrefurl=http%3A%2F%2Fwww.castleplumbingessex.co.uk%2Funder-floor-heating-systems%2F&docid=Pr86Qun3L3LDeM&tbnid=8CBh-JgxXpBWeM%3A&vet=1&w=441&h=250&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwggKAYwBg&iact=mrc&uact=8" rel="noopener" style="height: 169px; left: 0px; width: 298px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="8CBh-JgxXpBWeM:" 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" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=https%3A%2F%2Fmodernize.com%2Fwp-content%2Fuploads%2F2015%2F10%2Funderfloor-heating-installation.jpg&imgrefurl=https%3A%2F%2Fmodernize.com%2Fhvac%2Fheating-repair-installation%2Funderfloor-heating&docid=aGBr4aseuCQRuM&tbnid=fUTqvKmlmzWkaM%3A&vet=1&w=1000&h=667&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwghKAcwBw&iact=mrc&uact=8" rel="noopener" style="height: 179px; left: 3.5px; width: 275px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="fUTqvKmlmzWkaM:" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=http%3A%2F%2Fwww.thermo-floor.co.uk%2Fimages%2Fanti-heave-underfloor-heating.jpg&imgrefurl=http%3A%2F%2Fwww.thermo-floor.co.uk%2F&docid=uXbbyRDE-dSKrM&tbnid=jqg1GTDrimgAMM%3A&vet=1&w=600&h=338&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwgiKAgwCA&iact=mrc&uact=8" rel="noopener" style="height: 168px; left: 0px; width: 299px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="jqg1GTDrimgAMM:" 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" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=http%3A%2F%2Fwww.cheshireplumbers.co.uk%2Fwp-content%2Fuploads%2F2015%2F08%2Funderfloor-heating.jpg&imgrefurl=http%3A%2F%2Fwww.cheshireplumbers.co.uk%2Funderfloor-heating%2F&docid=bQF57KFI9fVBUM&tbnid=Rd_QiqA0gum2iM%3A&vet=1&w=1000&h=664&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwgjKAkwCQ&iact=mrc&uact=8" rel="noopener" style="height: 183px; left: 0px; width: 276px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="Rd_QiqA0gum2iM:" 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" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=http%3A%2F%2Fwww.thefloorheatingwarehouse.co.uk%2Facatalog%2Ffloor_cutaway.jpg&imgrefurl=http%3A%2F%2Fwww.thefloorheatingwarehouse.co.uk%2Facatalog%2FWater_Underfloor_heating_Information.html&docid=34LQQkbblz_fJM&tbnid=Inhmv0cFcStz6M%3A&vet=1&w=800&h=672&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwgkKAowCg&iact=mrc&uact=8" rel="noopener" style="height: 186px; left: 25px; width: 245px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="Inhmv0cFcStz6M:" 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3nsjLnWkk4EAVyAoMxhTbqrnj3Vp6Up8EymlyHzrWEyzyGwZdhp7u2MyZaWOs69x7j62RSWB37NhwxHHI14bIQHo66gasx+x4x3aejGO/Zzy1GxzlSgAz1caccsN0KmBFBSgoduezsw3QwPuBPb5Vhypww2+4dmPkI3MyS017/dnv+MESrOWxyAOJ345D1nFllslcTqpRd53eEbNl0fOlmrSecXAqFZajDEMrMo8TDoiU/APRiSWoruq4kFagOeAJrQ7aRuy7CEACT3UAAAOq0pqxuqx9qFM0stLs2U4Gu9Ke72sFZP1RRZfkMyolBAdfMuFau/mWB74DIMVLQB0XlTPaTxPOQpk6dSjyL4+6UYfqZT+mK2sCfVnzE3MVbxmqW8YkLLaBis2Ww1Aq6n2g7D9MAGdabFYnPztjUHW3Msv/wBgQD9UBzrFo9FZ1nzZSqKnm7QzAfkvMOykbc212mWpZ5YIAJJWYjAAYkkzOaoKR5tpbTiaYnCWOcWzSTVnQ1U1B6TFR0SaMBVmAqCRjDtgopj6M0JM0g7POmoshTSVz4kTr5vUoUWi11E1rWg1R0r6BtaVYLZp9MrlUmAADBb95dusZw+jdI2CYOZkyiDL6qS5hUG5SjfNtQmowJrlWCxoefaBWolIdd8zHp+IEAHvhqxSdmfMe0qA4RHUAOVnqL6GppmQNR1A+BM7Ly3tBH/hC9NaFqfymN3R/JOzSqVUzCPtmortC5DujcRABQAAborKPlk4s89mcsZsxqTWazJ9xLz+02XdGbpYs01llMxl9A35hLMxKKSccqXqU1Yx3fLG1CTZJz3QzXCqClek3RXxIjy8aTb6y559saQ34Q0qe4T/AA1T1izGFFa6UXYYUXUi9jCk2xVNWBdtpIOPA404R0Ng5SoMKBdwA/vHEsx4efljxwzhiSMz67MzjqjxnBM9BSaPUrJp5GyI9bo0Ut0vXjXHHHuEePLayOrUetQyEEStIzV+sRr2mmPbEPS8KzPX0dTkadvoDs74kX2U3/uY8qs3KOaM8RxzOuNmycrxkcD4d8ZuEhqSO6ZK5/tEQhOXefcPjGHY+UkpqVcbf7DbGr/E1pUYefExKi26G3QUVCDPHv8AXlANpt9MFB1Y4nyx/uM4Bmz2YE17K7CMDTHOusdmEVkqaCgyIxoaCgqMsMCPHfHVp/p+5GMtXweaSSb3qu3HccIizHCuv3Y4DZh6pDDDAnaMq51pkM8qjKvA0mBTZwxxGP75VrQbY60qMbI0xFcsKbOsabzmNmqETlwGvZl8O3dEru3Z2YVIx76DdjnE0kk1rWgwxw1muWeFOEMVlaS72Arhv4Z9vlGro2w16q1atNw19mcEaNsF8KEoAczUYUwy90a3+G1Uky502WWoWwlurEACpWYhplqpDMpSISdBTZZvJOUEgVVkYqCK9Uq6kHHM1yyi/nLYmctXH3JoJP5JiLT24qNjtqdV5MwagRMkntYGYp9kQzaUtMv6SzzOKc3NX9LK/wCiAgt/jZX6STNTjKcgcXk84o7TDfxCx2notzM061rLmEcUPSHdAJ5a2dTRmCmtOlflmv4ZiAxdbnNpXBJLSz9Z1vjupTxh0Ky9rDZBgC8rcrzZY9ioXwgC2fNn5ufMdjkDKR/GWEbvaGs3JKQ2cx/wy5hRRwRTTvEcry20y1mcWOyWiZNnN0WBEovLqAVVShlzL5BBr0qDjBsgSbM/SunLZbpwsMm66sxWZi5ltQ1NWq10LQ1F8Gopx6XQvJpLLRPkUxVPSmG8ZiF6AVAE1mI4rgBF+gtA26yyiwWS8+YvScMqMpujoGsr5xVapBLVNY1zyj5tlSejySxovOqFVjsWcjNLJ2AlTCXpUqqidoSTNTm2sbTBqXmihB1FWmBQp3gikG6EsTSkAYtkBR5hmsSPrM5AF6lK0w45xoIwIBGRAI4GJQC4FChQPb7SJctnOoQAchy0t9+YJQOCYn8Ry8POOaaXWCLVNvksaVJJMUKY2jsikVmzDYO6FEzDRdjo4C/TVq7cfWcQBrTHd6piRqyhlBpicD39pOrOHvUxJwr64mmrjHlnYJxStMdXbtpwrh4xNmbZ26h2RCpOqmzCg7gNfqlaxVaLYJezgM8B62dsABMuWRieAG3bq4fGArVawtRgTrA2jAVPfgIFn2x33DLeRxipUjSOnfJDn4H6P0i0trxFTq3cI6Gx8pssSPPPyyw+GPJ0iQjVRS4M3Js9BsnKBGzOYxGJxPll/eNKVpRGrlicshkCa/aJrrrr4x5ap7IJk211yaHQrPVVnoThkcDw1YD1idsSvgDOmFRWuoUwrliCdddVcI84s2l5p6KipOGZy1+t0dPopjUFzediMBWg3AazqrDxE5JHTyJYZhXWeGJJA4YER0dg0MXNWF1BuoTw2DfGauhUaV87MaW1VYBLt4FSCK3gQcQMKRHmbdX5lpc0bXQyX9qSbp9iHRjLURttycWWKSbRNlCpN0lJqYkk9GarEYknAiM+0Wq0ycnkTtymZIbu+cUnsEUi2WpRS1WSeR9qUROHaFYTP0wVo3TlhvXQ8sP9lyZUz2JwUwyd+ihOUVqHXs1oCa2CLMp/tVY+zFkm32ac11rSCf8AllxLf/be63hHTJaEprUbxh3jCFaLNKnLR0SYuxgrjuNYVjx9BrPZpCCl0AH7S4HtOBil+TtjclllIrHNpRMpvblEHxiv/CtmX6ITJB/yZry1/wBsG4e1Y5/lba30dJ51rWr1a7LSfJBZ2pUKJsi4Rl1iDSFY0vsDcu9IiwKBKtE55zdWU3NT7q/bYTPnSuFMGzinkboTSCy0tMy7OZhVEmTGV5a/VdXmI7BiCQVJpSnbkcmrPa7YxttoswtEoMQou2d5gukMplzTdLy1NRdJY9xjuJPK1VYi0AyKtRBOlvJvC6uPOEGXW9ewvZAQclOo7BNj0ha1FJtmmlqtivMutCxoAVmg4CgxUZRZazNtKmU1kXm2IvfKCl2gNQRLRmL4gYG7xjWstpDio3Gm45EEYEHaIugJKLJZ7gIwxNTQUUGgHRX6owrxJOuL4UKABRyPLS35Sgd59w9bBHU2qeERmOAAJjyzSFrMyYznWe7YO6kNDStg81d8MsI4xGsXZpRNWh4jUwodhR56syu3tzx109/nEpk8DHOmdcgK4DHy84AnW6gupjXOmuAyC2LGOFRbOhySCn0kxJu68anbur5mB1Tbic4mEiQ9etkbRgkZuTYgsSpCh6xRIgIcCEBDmGA4icqXXhtiKprMWyZylqNeApmtMDvrDSJbNnQcsFwiKST3njsEdzonRFtkEsJQnKWvAS5qq69EA0SYt1jhtji9D2jmfoZiknO8KMfXGOpsfK+cnXQ02jEd8XVnPJuzppPKKTKPz6tJP/qJLywTumpel+UdLYNNSnW8ovL9qWyzU75ZJ8I5Ow8tZTihIx1H4GLWsGjpzX+aRH+3KJlPXbelkVPGsJxYlJHbSLZLfBXUnZWh9k4w9rscuaLs2WkxdjqGHcRHHHRE4fQ21nH2LVLWeP8Ac6Mwd5h0tVvk9azlwPrWWfeH/wAefj3GJpl5I125H2YYyedsx2yJryx/t1Kfpil9D22X9Hapc4bLRJAb/dklT2lTAsjltLBCzHEtvs2iW9nf2iDL8Y2xp2UE5x6qgFTMBDywNvOISKcYW4bdGHpHlFaLHLM21yGSUpUNNlTUnILzBR0Jl1xiRlWODGlZWlLSsy0s8gUoHW0KshwjCssrMUMjsGrnTPONDlZJtulLUkuWGSQGZZby5gZLuubMCnE0BIBKmhpnifSNE8n5Fns4s6orJTpVVemxHSZgBQkwuTT6V9x9EW6Rc5uUt2XKpLF0AoKIpAUpUUAYeMGzubmKyuFZCDeDCqka6g4UjJbkhYq3lk80dsp3lf8ASYRYvJiy/XV5o2Tp02avsTHK+EPYizO5LaNl2d5gss5pslppIQYyZKEdJVm41YMMgdgIrVo6oxGWgUAAAACgAFABsAGUSgGKFCiE6YFUk5AQCOY5b6RuqJQOLYngP38jHDs8X6atxnTWc6zhwGXrbWAa74ZcUW1iIXeYjgYmFEMsia7oUTpCgA8qWVT15xYBshQ/94gYwAiYMMM/W8fGHp67IAEIcQ1YdVqYBCG6J0pjCLARbZhMVr4JU0y3HbFUS5UQkSjMxyXz4RoJZhSlImlvH/Elqd46J8M4IltKbqvdOxx/UPhFpoxlbA2suyJSnmJ1WI7YOayuMaXhtXHyxioQ8UyLaGW3k9dFbfke8QVZ7co6rvLPePCBigiBkQU0GXp0tj05aF6rLMG4490bNk5aFcJilTvEefc0RkYtW2zFFK1Gw4juMF+hSPWZPKqRNW65VlpiGoRTeDHkPLnTsmdahI0fKWUKmUzIBctBYqKc2AVugg0oDWtdQgDSWnpJrLeWwqMWlNRhuuthFugtHSZLC0Sp14gVRXS6y1HcW1as4zk7dI2hHFWz07k1yNn2SSDJmWdpsxUM6XNRubLgnFXVqoQGoboFbog+Xpe02Jf+8y5qLeYmdKYT5IvMSL0theRRUDOuAjn7JygtKUvIW/Dj5VjdsPKdnF1pb4ihDKaEHAg1wMVijPKVnaaB0wtoWoKtheDISUda0qK4qQRQqcQabY1I8o5JN8jtEy5MBWZMasrVLlkEg11PggO0UFMjHoUnSqnWInFlOSNWFAyWsGLlmiFQJonHM8t9Jc3K5sZvgeGv3DtMdI7gCsebaetQnTWatQMBwHxxPbANbmA7RDhBBkiuBhglIpGpVxETUQxFIpm2ukMYSZhhRjTbaaw8PEVnEHXD19dkMPXvhwIxKHA9eMPEa1w+MXKmsw0JkVl1zyggSHK1VGYVpUCvrjFWLYCCLJfl9ViNfoRVURKQ9ms1MTifLhBgSLE0lX6RA28YHv8A3i9Jcp+o9Dsb4/sYtNGLTYG0oRU1ljQmWR1zFRtGI8Mu2KgYdJk7oDS+nVJEFJpRv+IofecD3xOkRaWIWI8i5J8ltbId+Ii75KxxUhx90+44xnNZhFZlsuIJEFtBsw6ZhgRQ7DgYw9O6UEsXVPTPgMcdlcsN8FWzlA8paNdfYrio/aM+T8ktbEskyQ+ZKtfQ6smFRluiZTvZGkNNcvgB0FoznWvv1AfaPwjp3sQMFWSyL1ZRVlUAZgdlCdlD2xYyEGhBB3xcIqiNSTbB5QmL1WYcCYv5+acDMen4j7oeFFUZ2yUklciRwjQs+mZyZNXjGeIeKEdTYuV7jrA9mMb1h5Xoc2pHnEOIVID1XSmnfmCVPWN0f1HsHiRHIPMY4iB5lvUBJYPRlrd/N9Y9/kIibYAIxfJ16caReCdYiLzQBANotgIzgFmLZQJFhdpttcBAYks5xgyyWInMRqybMFiroVGZKsdBjDRsk7BChZDo8nEOFqfXnEkQ64sLARFA2OqUHiYUqWX3Dz4RdYJro14Gm74xrpaJb9dKH7S4eXvENGUpeAUqSAKCLLkG/Ia4y2Dbsj8IHmSypowIO8UjRNMxaaKWlRW0mCYQgoVlUmfMTqsR5QUNIq30ksHeMD674quxFpUTiUpBkuVLfqTMdjZ94+ERm2Z1xKmm0YjvEAmVFsm2TEyY9sO2g2ZZWA9I2tZaljsNBWlTTIb4Mm6WlXSZqZAksuB/ftrGLbdGpbDWzWhWIH0UyqMKa9hOOdBClMqGnb+xz5L2ibvOA3AbeEdZY9GrLQKO07TtiOjdEGzKOcFHbCtRSud1WyPZGkIIQ2tj1J9LgA+T3akYH0PdGjom284wkzMb2CnWp+G7XFU1ot0XYXQm1MFEuUL3SqDMOPRXZuOOJygargUNyxlIJBzBIPEYQoYzb5L/AGiW9o1y7YQjYxHh6w0KACUDaRtfNIWHWNAvE6+zPsgisc/pS0X5tNSYfm1/DshSdIuEbYZIt5AFYIW2loxg0FWaaBGNnUbllRjvjXs0ndGLZbWBrjUs+kQdYhWM11pqibA6hAcu2AwQk0ajABOo1womr1hQDPKy+oQTIs+s5+UPZ5IXjrMFqItI5pTvgiJcK5Foh6Q6M7KlYjLCDJWkWAowDDYYHpESsS0NMPUSXyJQ7Mx44+MRmWJ1xpeG1cfDMdojPIiyTanTqkwJsez5LRDwRKt6TDSYlSfrDA9/xrF8/RlFLo1QMSGz7xn4RSl0GPaAKRTOIESEyorHOcobefoxkczwOruhSaSCEXJgOlrfzhop6I7KnX2RoaF0YRSYcD9XcNvGBdAWATGvNktMNpOVd0deqxEI3ua6ksflRVZbbNRw1b1FK47yCcewRorpGU3XkeyaeVIDKwgkXiZZM0V0lJXFLNU7XNfjAtstkycQZhwGSjBR2azvMVBYnFJCcmIRKGESiiBQ8NDwAD2+0c3LLa8hxOUc1LFI0NOTi0wJqUXuJPwHmYBjHVlvR06UaVjxIGIwozs1L1mkRfKtpEBwgYdgbUnSZ2wfJ0nvjmAYmHMVYHZJpCuuHjjxaWGuHgA//9k=" 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<a class="rg_l" href="https://www.google.ro/imgres?imgurl=http%3A%2F%2Fs7g3.scene7.com%2Fis%2Fimage%2F%2Fae235%3Fsrc%3Dae235%2F45465_P%26%24prodImageMedium%24&imgrefurl=http%3A%2F%2Fwww.screwfix.com%2Fc%2Fheating-plumbing%2Funderfloor-heating%2Fcat830968&docid=yvsJbGrob8DHvM&tbnid=gBZyk9rlctpbuM%3A&vet=1&w=330&h=330&bih=731&biw=1143&q=pictures%20with%20underfloor%20heating&ved=0ahUKEwj5xaqjk6PSAhXD7RQKHds1B2wQMwglKAswCw&iact=mrc&uact=8" rel="noopener" style="height: 186px; left: 0px; width: 186px;"><img alt="Imagini pentru pictures with underfloor heating" class="rg_ic rg_i" data-sz="f" name="gBZyk9rlctpbuM:" 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" 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<script async="" defer="" id="eXF-instal-0" src="//t1.extreme-dm.com/f.js"></script>Anonymoushttp://www.blogger.com/profile/13258497900415649024noreply@blogger.com0Strada Portului, Galați, Romania45.4340541 28.06579360000000645.4229116 28.045623600000006 45.445196599999996 28.085963600000007