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	<title>Kolektory Słoneczne &#187; WATT</title>
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	<description>Kolektory słoneczne dowiedz się więcej. Na co warto zwrócić uwagę przy zakupie, jakie pytania warto zadać sprzedawcy. Na jakie zyski możemy liczyć z tytułu posiadania instalacji solarnej. Z jakimi problemami możemy się spotkać podczas użytkowania solarów. Możliwość zadawania pytań oraz uzyskania odpowiedzi bez potrzeby wychodzenia z domu. To i wiele więcej znajdziecie na naszym blogu.</description>
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		<title>WATT</title>
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		<pubDate>Tue, 10 Jan 2012 12:24:37 +0000</pubDate>
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				<category><![CDATA[WATT]]></category>
		<category><![CDATA[bielsko-biała]]></category>
		<category><![CDATA[Kolektory próżniowe]]></category>
		<category><![CDATA[kolektory płaskie]]></category>
		<category><![CDATA[kolektory słoneczne]]></category>
		<category><![CDATA[podkarpackie]]></category>
		<category><![CDATA[rzeszów]]></category>
		<category><![CDATA[śląskie]]></category>
		<category><![CDATA[solary]]></category>
		<category><![CDATA[solary słoneczne]]></category>
		<category><![CDATA[zestawy solarne]]></category>

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ZAPOZNAJ SIĘ Z PEŁNĄ OFERTĄ PRODUCENTA





Najefektywniejsze  kolektory płaskie na  świecie WATT 4000 S/SU można kupić korzystając z  dofinansowania NFOŚiGW.  Aż osiem nowych zestawów solarnych specjaliści  WATT przygotowali  specjalnie dla klientów zainteresowanych kredytem na  zakup kolektorów  słonecznych z dofinansowaniem 45 proc. Nowe zestawy  solarne WATT skonfigurowano w [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://depsol.pl/index.php?option=com_content&amp;view=article&amp;id=90&amp;Itemid=86&amp;lang=pl"><img class="aligncenter" title="kolektory słoneczne info oferta handlowa watt zestawy solarne do podgrzewanie ciepłej wody uzytkowej oraz wspomagania ogrzewania centralnego kolektory płaskie oraz próżniowe" 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" 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<p style="text-align: justify;"><span style="font-size: small;">Najefektywniejsze  kolektory płaskie na  świecie WATT 4000 S/SU można kupić korzystając z  dofinansowania NFOŚiGW.  Aż osiem nowych zestawów solarnych specjaliści  WATT przygotowali  specjalnie dla klientów zainteresowanych kredytem na  zakup kolektorów  słonecznych z dofinansowaniem 45 proc. Nowe zestawy  solarne WATT skonfigurowano w oparciu o wysokowydajne  kolektory płaskie  WATT 4000 SU oraz kolektory próżniowe WATT CPC 9 VIP z  nowym  wydajniejszym lustrem. Tym samym ekskluzywne rozwiązania typu VIP  stają  się łatwiej dostępne w systemach służących do podgrzewania wody   użytkowej. W gotowym do montażu komplecie znajdują się ponadto   podgrzewacze renomowanej firmy Austria Email, regulatory ReSolWatt2,   grupa solarna, osprzęt solarny oraz uchwyty dachowe.</span></p>
<p style="text-align: justify;"><span style="font-size: small;">Zestawy  skonfigurowano pod wymagania NFOŚiGW, który dofinansowuje  kredyty na  zakup kolektorów słonecznych. Wysokość dotacji na kolektory  wynosi 45  proc. kwoty kredytu.</span></p>
<p style="text-align: justify;"><span style="font-size: small;"><strong>Watt</strong> od 1998 roku wytycza nowe kierunki rozwoju   technologii  solarnych i  poszukuje coraz efektywniejszych sposobów   wykorzystania   niewyczerpalnej energii słonecznej.<strong> </strong>Jest trzecim na  świecie  producentem kolektorów słonecznych (pod  względem  powierzchni   produkcyjnej). Należy też do producentów  wiodących na rynku  pod   względem sprzedaży w Polsce.</span></p>
<p style="text-align: justify;"><span style="font-size: small;"><strong>Watt</strong> jest jedynym w Polsce producentem dwóch typów kolektorów słonecznych.  Obok popularnych kolektorów płaskich, w fabryce <strong>Watt</strong> powstają  kolektory próżniowe U-type z wysokorefleksyjnym zwierciadłem  parabolicznym CPC (Compound Parabolic Concentrator).<strong> Watt</strong> jako uznany producent kolektorów słonecznych prowadzi równocześnie  własne badania nad wydajnością systemów solarnych. Doświadczenie i  wiedza przynoszą efekty. Stworzony przez <strong>Watt </strong>płaski   kolektor WATT 4000 S okazał  się najwydajniejszym kolektorem na świecie.   Sukces ten był możliwy  m.in. dzięki zastosowaniu unikatowego,   opatentowanego sposobu łączenia  miedzianych rurek z absorberem za  pomocą  lutowania strumieniowego.</span></p>
<p style="text-align: justify;"><span style="font-size: small;"><strong>Watt</strong> korzysta z materiałów wysokiej jakości i  najnowocześniejszych   technologii. Elementy systemów solarnych powstają w  oparciu o  podzespoły  renomowanych producentów europejskich.  Kooperujemy z  najlepszymi  dystrybutorami, instalatorami oraz  hurtowniami z Polski  oraz m.in. z  Anglii, Czech, Estonii, Finlandii,  Francji, Hiszpanii,  Irlandii, Malty,  Niemiec, Portugalii, Rumunii,  Słowacji, Szwecji,  Ukrainy, Węgier, Włoch,  Słowenii oraz Holandii.</span></p>
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