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	<title>Rayotec</title>
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	<link>http://rayotec.com/blog</link>
	<description>Solar and underfloor heating experts since 1987</description>
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		<title>Installing Electric Underfloor Heating Mats Under Tiles or Stone Floors</title>
		<link>http://rayotec.com/blog/installing-electric-underfloor-heating-mats-under-tiles-or-stone-floors/</link>
		<comments>http://rayotec.com/blog/installing-electric-underfloor-heating-mats-under-tiles-or-stone-floors/#comments</comments>
		<pubDate>Thu, 25 Apr 2013 15:21:42 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Electric underfloor heating]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=166</guid>
		<description><![CDATA[&#160; In this blog article I hope to highlight a few important points to help you decide which UFH product to choose for your tiled or stone floor. Please visit our website (www.rayotec.com) for more details or call us (01932 784848) to speak to our technical advisors. Do you choose UFH mats or loose cable? [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p><strong><span style="font-size: 14.0pt; font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-ansi-language: EN-GB; font-weight: normal; mso-bidi-font-weight: bold;" lang="EN-GB">In this blog article I hope to highlight a few important points to help you decide which UFH product to choose for your tiled or stone floor. </span></strong></p>
<p><strong><span style="font-size: 14.0pt; font-family: 'Calibri','sans-serif'; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: Arial; mso-ansi-language: EN-GB; font-weight: normal; mso-bidi-font-weight: bold;" lang="EN-GB">Please visit our website (<a href="http://www.rayotec.com/electric_underfloor_heating/">www.rayotec.com</a>) for more details or call us (01932 784848) to speak to our technical advisors.<br />
</span></strong></p>
<h3 class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="text-decoration: underline;"><span style="font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-GB;" lang="EN-GB">Do you choose UFH mats or loose cable?</span></span></strong></h3>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Loose Cable systems</span></strong></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Loose cable systems are ideal for smaller rooms with awkward shapes. Especially in small bathrooms you can heat right under the sink and to shower/both maximising heat output and eliminating cold spots.<em> (Rayotec do supply underfloor heating cable kits but they are not available on our online shop, please call on 01932 784848 for more details)</em><br />
</span></p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Mats</span></strong></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Electric underfloor heating mats make installation quick and easy. The wires have the correct separation allowing even heating at the correct output. The mats are self adhesive meaning in most cases the floor doesn&#8217;t need to be primed before installation.<span style="mso-spacerun: yes;">  </span>The quality of the mats are import as some mats have very flimsy mesh or are packed badly and will refuse to lay flat when installing. For more technical information or to find out prices for mats <a title="Electric underfloor heating mat details for under tiles" href="http://www.rayotec.com/electric_underfloor_heating/cable_underfloor_heating.php">click here</a>.<br />
</span></p>
<h3 class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="text-decoration: underline;"><span style="font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-GB;" lang="EN-GB">Mat layout guide</span></span></strong></h3>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Unless you are experienced underfloor heating installer or have a very simple room it is always best to ask for a mat layout plan from your supplier. Rayotec supply free CAD mat layout plans for any of our underfloor heating mat customers who require one. It stops mistakes like ordering the wrong size or starting in the wrong place. As the mats are self adhesive it is best to get it right the first time.</span></p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="text-decoration: underline;"><span style="font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-GB;" lang="EN-GB">Insulation</span></span></strong></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">If possible ALWAYS insulate under your underfloor heating system. There are special high density boards available that are designed so that you can tile straight on top of. The boards are available from only 6mm in thickness making possible to install in areas with limited floor height.</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">The major advantages of using insulation are:</span></p>
<p><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EN-GB;" lang="EN-GB"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Lower running costs</span><br />
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EN-GB;" lang="EN-GB"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Faster heat up time</span><br />
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EN-GB;" lang="EN-GB"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt 'Times New Roman';">       </span></span></span><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Easier installation</span></p>
<p>Rayotec sell a premium insulation board at a range of thicknesses prefect for any installation under tiles. For more details visit our <a title="Insulation boards for under tiles" href="http://www.rayotec.com/shop/?cid=6">main website</a>.</p>
<h3 class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="text-decoration: underline;"><span style="font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-GB;" lang="EN-GB">Thermostat</span></span></strong></h3>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">With underfloor heating you tend to have one thermostat per room. There are two basic types; digital and dial. The Digital is programmable giving far higher level of control and allows you to control running costs. </span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">The thermostat will need to be located somewhere were it can detect the average temperature of the room.<span style="mso-spacerun: yes;">  </span>Locations near windows, radiators, fireplaces etc should be avoided. The thermostats are not IP rated and therefore should not be installed in wet rooms (bathrooms etc).</span></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">A floor probe should always be installed to limit the temperature of the floor. For Thermstat details <a title="Underfloor heating thermostat details" href="http://www.rayotec.com/shop/product.php?pid=68">click here</a>.<br />
</span></p>
<h3 class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="text-decoration: underline;"><span style="font-size: 16.0pt; line-height: 115%; mso-ansi-language: EN-GB;" lang="EN-GB">Basic installation method for the underfloor heating mats</span></span></strong></h3>
<p class="MsoNormal" style="text-align: center;"><a href="http://rayotec.com/blog/wp-content/uploads/2013/04/How-to-install-an-electric-underfloor-heating-mat.jpg"><img class=" wp-image-172 aligncenter" title="How to install an electric underfloor heating mat" src="http://rayotec.com/blog/wp-content/uploads/2013/04/How-to-install-an-electric-underfloor-heating-mat-680x1024.jpg" alt="" width="476" height="717" /></a></p>
<p class="MsoNormal"><span style="mso-ansi-language: EN-GB;" lang="EN-GB"> For more infomation or prices pelase visit our <a title="Electric UFH home page" href="http://www.rayotec.com/electric_underfloor_heating/">website</a>.<br />
</span></p>
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		<title>3 Reasons why there has never been a better time to buy solar</title>
		<link>http://rayotec.com/blog/3-reasons-why-there-has-never-been-a-better-time-to-buy-solar/</link>
		<comments>http://rayotec.com/blog/3-reasons-why-there-has-never-been-a-better-time-to-buy-solar/#comments</comments>
		<pubDate>Tue, 23 Apr 2013 11:26:58 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Photovoltaic Solar Panels]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=161</guid>
		<description><![CDATA[&#160; 3 Reasons why there has never been a better time to buy solar 1)      Low Price Systems: Although the government subsidies have fallen in the last few years the price of panels have almost halved! The result is a great, tax free return on investment.   2)      Solar panels soon going up in price [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p class="MsoNormal"><strong style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">3 Reasons why there has never been a better time to buy solar</span></strong></p>
<p class="MsoListParagraphCxSpFirst" style="margin-top: 12.0pt; margin-right: 0cm; margin-bottom: 10.0pt; margin-left: 35.7pt; mso-add-space: auto; text-indent: -17.85pt; mso-list: l0 level1 lfo1;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EN-GB;" lang="EN-GB"><span style="mso-list: Ignore;">1)<span style="font: 7.0pt 'Times New Roman';">      </span></span></span><strong style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Low Price Systems:</span></strong><span style="mso-ansi-language: EN-GB;" lang="EN-GB"> Although the government subsidies have fallen in the last few years the price of panels have almost halved! The result is a great, tax free return on investment. </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 12.0pt; margin-right: 0cm; margin-bottom: 10.0pt; margin-left: 35.7pt; mso-add-space: auto;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB"> </span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 12.0pt; margin-right: 0cm; margin-bottom: 10.0pt; margin-left: 35.7pt; mso-add-space: auto; text-indent: -17.85pt; mso-list: l0 level1 lfo1;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EN-GB;" lang="EN-GB"><span style="mso-list: Ignore;">2)<span style="font: 7.0pt 'Times New Roman';">      </span></span></span><strong style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Solar panels soon going up in price due to EU Anti Dumping Tax: <span style="mso-spacerun: yes;"> </span></span></strong><span style="mso-ansi-language: EN-GB;" lang="EN-GB">The Chinese government has been accused of subsidising their solar manufacturers’ giving them an unfair advantage over foreign solar manufacturers. As a penalty the EU is deciding what rate the anti dumping tax is going to be set at has confirmed that any panels imported from China after March 6<sup>th</sup> 2013 will be back taxed. The UK solar industry has been trying to fight the tax saying that in effect the Chinese are subsidising UK solar installations. However it is inevitable that some anti dumping tax will be levied.<span style="mso-spacerun: yes;">  </span>For customers will to move quickly however there are some panels at the old pre anti-dumping tax prices still available but they are running out fast!</span></p>
<p class="MsoListParagraphCxSpMiddle" style="margin-top: 12.0pt; margin-right: 0cm; margin-bottom: 10.0pt; margin-left: 35.7pt; mso-add-space: auto;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB"> </span></p>
<p class="MsoListParagraphCxSpLast" style="margin-top: 12.0pt; margin-right: 0cm; margin-bottom: 10.0pt; margin-left: 35.7pt; mso-add-space: auto; text-indent: -17.85pt; mso-list: l0 level1 lfo1;"><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-ansi-language: EN-GB;" lang="EN-GB"><span style="mso-list: Ignore;">3)<span style="font: 7.0pt 'Times New Roman';">      </span></span></span><strong style="mso-bidi-font-weight: normal;"><span style="mso-ansi-language: EN-GB;" lang="EN-GB">Interest Rates low for foreseeable future: </span></strong><span style="mso-ansi-language: EN-GB;" lang="EN-GB">With the UK economy stagnated interest rates are on savings are predicted to stay low for years to come. The income and savings from solar are tax free and increase ever year with inflation and fuel price increases.</span></p>
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;"><span style="mso-bidi-font-family: Arial; mso-ansi-language: EN-GB;" lang="EN-GB">Contact us (<a href="mailto:info@rayotec.com">info@rayotec.com</a> or 01932 784848) to arrange a free survey and no obligation quotation to </span><span style="mso-ansi-language: EN-GB;" lang="EN-GB">see how much you can save and earn from solar.</span></p>
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		<title>Home Energy System</title>
		<link>http://rayotec.com/blog/home-energy-system/</link>
		<comments>http://rayotec.com/blog/home-energy-system/#comments</comments>
		<pubDate>Fri, 07 Sep 2012 11:53:32 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=135</guid>
		<description><![CDATA[Hello Smart Home 29% of the UK’s carbon emissions come from residential properties. Customers want smart, simple ways to control the energy they use in their homes. At the start of 2011 energy prices rose 9%, this trend is likely to continue. Rayotec&#8217;s Home Energy System is built to work with existing heating and hot [...]]]></description>
			<content:encoded><![CDATA[<h1><span style="color: #ff6600;">Hello Smart Home</span></h1>
<p><strong>29% of the UK’s carbon emissions come from residential properties</strong>.<br />
Customers want smart, simple ways to control the energy they use in their homes. At the start of 2011 energy prices rose 9%, this trend is likely to continue.</p>
<p>Rayotec&#8217;s Home Energy System is built to work with existing heating and hot water systems and new boiler installations. It also provides best-in-class monitoring of renewable energy systems like solar PV panels. We are revolutionising the way people use energy by allowing them to tell their homes exactly what they need and when they need it.</p>
<p><strong>47% of householders don&#8217;t know how to programme their current heating system*. 80% of homes in the UK don&#8217;t have basic heating controls at all.</strong></p>
<p>Rayotec&#8217;s Home Energy System makes it easy. Householders simply tell the system their weekly routine and preferences once and then they can forget about it. If their plans do change they can use their  iPhone app and our smart technology has the heating and hot-water ready for them when they get back. Not hours before or even worse, hours later.</p>
<p><img class="alignleft" src="http://www.passivsystems.com/portals/0/hello-smart-home-header.png" alt="PassivEnergy - Hello Smart Home" width="495" height="137" /></p>
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<h2> <span style="color: #ff6600;">1) Heating Control</span></h2>
<p>Our philosophy is simple. We believe that the way we use energy in the home is long-overdue a revolution. When so many areas of our lives have got better, cheaper and easier as a result of smart technology, why do we still manage our heating using clunky thermostats and impossible to understand boiler controls?<br />
<span style="text-decoration: underline;"><strong>Advanced Heating Control</strong></span><br />
PassivEnergy does all the things a modern heating controller can do – and a lot more besides.</p>
<ul>
<li>Optimum start turns on the heating only when it is needed, and over time it will learn when to turn it up and down to get the temperature just right, just-in-time.</li>
<li>Temperature smoothing carefully manages temperatures so your house doesn’t get too warm or too cold.</li>
<li>Weather compensation allows the system to adjust itself based on outside temperature.</li>
<li>PassivSystems’ Occupancy buttons offer an immediate ‘on/off’ override of the entire system for when people leave late or get home early.</li>
</ul>
<h2><span style="color: #ff6600;">2) Our smart hot water controls make sure you only heat the water you need</span></h2>
<ul>
<li>If a house has a well-insulated water tank, our system will choose the best time to heat the water based on boiler efficiency and cost savings (often when your home is being heated).</li>
<li>If a hot water tank is less well insulated, our system monitors the tank using sensors and learns when the customers use hot water and how much they need. Then, the system works out when to start heating hot water so it is ready just in time, significantly reducing the energy waste that comes from heating the same water twice.</li>
<li>If people go away on holiday, they can let Rayotec&#8217;s Home Energy System know in advance. As well as all the other energy saving features this will trigger, Advanced Hot Water Control will stop heating their water. It will also make sure there is a full tank of hot water for when they return.</li>
</ul>
<p><img class="alignleft" src="http://www.passivsystems.com/portals/0/hot-water-control-header.png" alt="PassivEnergy - Hot Water Control" width="490" height="135" /></p>
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<h2><span style="color: #ff6600;"><strong>3) Carry your home in your pocket</strong></span></h2>
<p>The Rayotec&#8217;s Home Energy System iPhone app puts consumers in control wherever they are, ensuring that a change in plans doesn&#8217;t result in energy waste. Our popular app lets users check the temperature of their home in real time. They can also over-ride their pre-programmed heating schedule. And if plans change beyond 24 hours, they can set a short vacation period and make sure the home is ready for them when they step back through the front door.</p>
<p>Please note that users must have our smart boiler heating controls installed and subscribe to our remote service for the iPhone app to work.</p>
<h2><span style="color: #ff6600;">4) Solar PV monitoring. Enjoy the sunshine</span></h2>
<p>The way people monitor their solar PV panels is the difference between an investment fully realised and an investment exposed to unnecessary risk.<br />
<strong></strong><br />
Our solar PV Broadband service lets you monitor your solar PV system in near real time through  our online monitoring dashboard. The regularity of the data feed means you can evaluate not only what your system is generating, but whether it is suffering from intermittent faults – something you simply don’t get with monitoring solutions providing data less often. It is the ultimate ‘peace of mind’ package for homeowners.</p>
<p><img class="alignleft" src="http://www.passivsystems.com/portals/0/solar-pv-header.png" alt="PassivEnergy - Solar PV" width="494" height="136" /></p>
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<h2><span style="color: #ff6600;">5) Smart Switching</span></h2>
<p>When your Solar PV system generates more electricity than your home uses, the Switching solution can automatically switch on your electric immersion heater, making the best use of surplus electricity by storing it as hot water. Even better, you can wirelessly control your other household electrical appliances with a click of a button on your in-home display.</p>
<p><img class="aligncenter" src="http://www.passivsystems.com/portals/0/smartswitching/passivcontroller_smartswitching.jpg" alt="PassivController Smart Switching" width="146" height="292" /></p>
<h2><span style="color: #ff6600;">Special Offer</span></h2>
<p>Currently we are providing the Rayotec Home Energy System at discounted prices when bought with one of our PV systems. Although this offer is for a limited time, it is <span style="text-decoration: underline;">always</span> valid for at least  14 days after the site visit of or sales surveyor to give customers the time to make an informed decision. The discount is available to every domestic PV customer irrespective of postcode, region, date, house type.</p>
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		<title>Rayotec Reaching New Heights at the O2 Arena Roofwalk!</title>
		<link>http://rayotec.com/blog/rayotec-reaching-new-heights-at-the-o2-arena-roofwalk/</link>
		<comments>http://rayotec.com/blog/rayotec-reaching-new-heights-at-the-o2-arena-roofwalk/#comments</comments>
		<pubDate>Tue, 31 Jul 2012 15:16:36 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Photovoltaic Solar Panels]]></category>
		<category><![CDATA[Co2]]></category>
		<category><![CDATA[electricity]]></category>
		<category><![CDATA[electricy]]></category>
		<category><![CDATA[Energy performance certificate]]></category>
		<category><![CDATA[EPC]]></category>
		<category><![CDATA[FITs]]></category>
		<category><![CDATA[gas]]></category>
		<category><![CDATA[install solar]]></category>
		<category><![CDATA[panels]]></category>
		<category><![CDATA[photovoltaic]]></category>
		<category><![CDATA[PV]]></category>
		<category><![CDATA[renewable]]></category>
		<category><![CDATA[renewable energy]]></category>
		<category><![CDATA[solar]]></category>
		<category><![CDATA[Solar Part L requirements]]></category>
		<category><![CDATA[solar power]]></category>
		<category><![CDATA[solar PV]]></category>
		<category><![CDATA[Sun]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=108</guid>
		<description><![CDATA[The O2 Roofwalk tourist attraction is now powered by solar thanks to the completion of a 23kWp system installed by Rayotec. New tourist attraction, Up at the O2, is now powered by solar PV. The new tourist attraction &#8216;Up At the O2&#8216; is based at the O2 Arena Greenwich, and allows visitors to walk the [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: left;"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">The O2 Roofwalk tourist attraction is now powered by solar thanks to the completion of a 23kWp system installed by Rayotec. </span></span></p>
<p style="text-align: left;">
<div class="mceTemp mceIEcenter" style="text-align: left;">
<dl id="attachment_110" class="wp-caption aligncenter" style="width: 401px;">
<dt class="wp-caption-dt"><a href="http://rayotec.com/blog/wp-content/uploads/2012/07/Up-at-the-O2-Dome1.png"><img class="size-full wp-image-110" title="Up at the O2" src="http://rayotec.com/blog/wp-content/uploads/2012/07/Up-at-the-O2-Dome1.png" alt="O2 Arena, Greenwich installs solar at new tourist attraction. " width="391" height="260" /></a></dt>
<dd class="wp-caption-dd">New tourist attraction, Up at the O2, is now powered by solar PV.</dd>
</dl>
</div>
<p style="text-align: left;">
<p style="text-align: left;" align="LEFT"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">The new tourist attraction <a href="http://www.theo2.co.uk/upattheo2"><strong>&#8216;Up At the O</strong><sub><strong>2</strong></sub></a><strong><a href="http://www.theo2.co.uk/upattheo2">&#8216;</a> </strong>is based at the O<sub>2</sub> Arena Greenwich, and allows visitors to walk the length of the dome 170ft above ground level, via a walkway suspended over its canopy. An observation platform enables climbers to enjoy spectacular 360-degree views of the capital and its many landmarks – which now includes 98 Jetion Solar PV panels on both the North and South pavilions on the dome!</span></span></p>
<p style="text-align: left;" align="LEFT">
<div class="mceTemp mceIEcenter" style="text-align: left;">
<dl id="attachment_114" class="wp-caption aligncenter" style="width: 374px;">
<dt class="wp-caption-dt"><a href="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-22.jpg"><img class=" wp-image-114   " title="Solar PV at the O2 Arena Roofwalk " src="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-22.jpg" alt="O2 Area Roofwalk installs solar PV" width="364" height="243" /></a></dt>
<dd class="wp-caption-dd">Jetion Solar PV panels at the O2 Roofwalk</dd>
</dl>
</div>
<p style="text-align: left;" align="LEFT">
<p style="text-align: left;" align="LEFT"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">Carry on reading for information about the design and installation process. </span></span></p>
<blockquote>
<p align="LEFT"><strong><span style="font-family: Verdana,sans-serif;">The system</span></strong></p>
</blockquote>
<p style="text-align: left;" lang="en-US" align="LEFT"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">The O<sub>2</sub> building, a well known London landmark and one of the world’s most individual contemporary structures required:</span></span></p>
<p style="text-align: left;">
<p style="text-align: left;" lang="en-US"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">8160kWh&#8217;s and 4136kg CO<sub>2</sub> saving on the North Pavilion </span></span></p>
<p style="text-align: left;" lang="en-US"><span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">9520kWh&#8217;s and 5036kg CO<sub>2</sub> saving on the South Pavilion</span></span></p>
<p style="text-align: left;" lang="en-US"><span style="font-family: Verdana,sans-serif;">Both new developments were designed as the entry and exit building for the new dome roofwalk which had to be completed a month before the arrival of the 2012 Olympics tourists.With both the North and South Pavilion of the O<sub>2</sub> building having great visual impact, the panels would be seen on ground level and from above on the newly developed roofwalk.  It was therefore essential that the solar design fitted to the strict O<sub>2</sub> design requirements and be aesthetically pleasing.</span></p>
<p style="text-align: left;" lang="en-US">
<div class="mceTemp mceIEcenter" style="text-align: left;">
<dl id="attachment_115" class="wp-caption aligncenter" style="width: 521px;">
<dt class="wp-caption-dt"><a href="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-roofwalk-side-design.png"><img class=" wp-image-115 " title="Solar PV Commercial Installation " src="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-roofwalk-side-design.png" alt="" width="511" height="215" /></a></dt>
<dd class="wp-caption-dd">Design for Solar Installation at O2 Arena Roofwalk</dd>
</dl>
</div>
<p style="text-align: left;" lang="en-US">
<p style="text-align: left;" lang="en-US"><span style="font-family: Verdana,sans-serif;">The O<sub>2</sub> Project was sub contracted to us by ISG Construction Ltd in May 2012.  Once winning the project, with only 2 weeks before starting works and only 2 weeks to complete, we were supplied with the final roof drawings; a design that was different to what was originally provided to us -the original design of the &#8220;saw tooth&#8221; roof was such that created great shading issues.  It meant that to achieve the specified requirements, a greater number of panels would be required, which simply, the available roof space would not allow meaning the system would need to be re-designed with the involvement of Rayotec solar engineers. After great works on SAP and structural advice, the solution included a change in the angle of the saw tooth roof to 10 degrees and a different panel model.  According to SAP, these new changes meant that both the kWhrs and CO<sub>2</sub> saving were achieved in line with the specifications. </span></p>
<p style="text-align: left;" lang="en-US">
<div class="mceTemp mceIEcenter" style="text-align: left;">
<dl id="attachment_116" class="wp-caption aligncenter" style="width: 501px;">
<dt class="wp-caption-dt"><a href="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-roofwalk-design.png-side-again.png"><img class="size-full wp-image-116" title="O2 roofwalk design Side elevation " src="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-roofwalk-design.png-side-again.png" alt="O2 roofwalk design Side elevation " width="491" height="146" /></a></dt>
<dd class="wp-caption-dd">O2 Roofwalk Design &#8211; Side Elevation</dd>
</dl>
</div>
<blockquote>
<p lang="en-US"><strong><span style="font-family: Verdana,sans-serif;">The installation</span></strong></p>
</blockquote>
<p style="text-align: left;" lang="en-US"><span style="font-family: Verdana,sans-serif;">Once the system was designed to the correct specifications, we then had the task of completing the installation and commissioning the system within two weeks, which our superstar engineers did with even several days to spare! </span></p>
<p style="text-align: left;">
<div class="mceTemp mceIEcenter" style="text-align: left;">
<dl id="attachment_118" class="wp-caption aligncenter" style="width: 310px;">
<dt class="wp-caption-dt"><a href="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-191.jpg"><img class="size-medium wp-image-118" title="Rayotec engineers after solar PV installation " src="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-191-300x200.jpg" alt="" width="300" height="200" /></a></dt>
<dd class="wp-caption-dd">Rayotec&#8217;s Happy Engineers After the O2 Roofwalk PV Installation!</dd>
</dl>
</div>
<p style="text-align: left;">
<p style="text-align: left;"><span style="font-family: Verdana,sans-serif;">Such a famous UK landmark that sources some of its energy from renewables, will display to the world that UK businesses are committed to reducing their carbon footprint and doing their part for sustainable energy for the future. The O<sub>2</sub> with its enormous entertainment facilities and restaurants and therefore high electricity consumption, has always been a building design that is keen to raise awareness about sustainability whether it be from recycling or through its newest addition – renewable energy. This PV system will be seen by millions who visit the dome from all over the world and advertise that UK is doing their part for a green future. </span></p>
<p style="text-align: left;">
<div class="mceTemp mceIEcenter" style="text-align: left;">
<dl id="attachment_121" class="wp-caption aligncenter" style="width: 525px;">
<dt class="wp-caption-dt"><a href="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-251.jpg-smaller1.jpg"><img class=" wp-image-121  " title="Solar PV panels at O2 Roofwalk site " src="http://rayotec.com/blog/wp-content/uploads/2012/07/O2-251.jpg-smaller1.jpg" alt="" width="515" height="344" /></a></dt>
<dd class="wp-caption-dd">Jetion Solar PV panels at O2 Roofwalk Site</dd>
</dl>
</div>
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		<title>Installing Electric Underfloor Heating Under Karndean, Amtico, Lino or Vinyl</title>
		<link>http://rayotec.com/blog/installing-electric-underfloor-heating-under-karndean-amtico-lino-or-vinyl/</link>
		<comments>http://rayotec.com/blog/installing-electric-underfloor-heating-under-karndean-amtico-lino-or-vinyl/#comments</comments>
		<pubDate>Tue, 24 Jul 2012 15:56:15 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Electric underfloor heating]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=100</guid>
		<description><![CDATA[&#160; This article highlights important considerations for choosing and installing electric underfloor heating systems under Karndean, Amtico, lino and vinyl flooring. For more information or prices please call us on 01932 784848 or visit our website (www.rayotec.com). Why Karndean, Amtico and Vinyl are ideal to install above electric underfloor heating mats. Because the Karndean, Amtico [...]]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p>This article highlights important considerations for choosing and installing electric underfloor heating systems under Karndean, Amtico, lino and vinyl flooring. For more information or prices please call us on 01932 784848 or visit our <a href="http://www.rayotec.com/electric_underfloor_heating/">website (www.rayotec.com)</a>.</p>
<h2><strong>Why Karndean, Amtico and Vinyl are ideal to install above electric underfloor heating mats.</strong></h2>
<ol>
<li>Because the Karndean, Amtico and vinyl are all very thin (about 7mm) that allow the heat from the electric heating mats to pass through easily. This gives the system a fast warm up time and high output making it an ideal floor covering.</li>
<li>The fact that floor covering is thin also means that when retrofitting the floor build up is minimal. This can prevent problems with door heights skirting boards or allows you to add more insulation.</li>
</ol>
<h2><strong>Things to look out for</strong></h2>
<ol>
<li><strong>Maximum temperature</strong> &#8211; Karndean, Amtico and vinyl should not be heated to over 27C. It is important to have a floor sensor provided as part of the thermostat to make sure that the underfloor heating never damages the flooring.</li>
<li><strong>Special Adhesive </strong>– The manufacturers often specify that the floor covering be stuck down using a high temperature version of their adhesive. The high temperature version normally have a model number beginning with HT to denote its ability to withstand higher temperatures.</li>
<li><strong>Level floors </strong>– It is important that all the floor covering as fixed onto completely flat and stable subfloor floors. We would always recommend the use of flexible tile adhesive above the heating mats. If installing on a suspended wooden floor the 6mm ply needs to fixed to the floor boards similar to good practice to when you tile.</li>
</ol>
<p style="text-align: center;"><img id="il_fi" class="aligncenter" title="Electric floor heating under Karndean" src="http://www.coreflooring.co.uk/image/4/800/799/0/19/600/600/0//uploads/products/karndean-logo-black-4e15f8063bc98.jpg" alt="" width="163" height="163" /> <img id="il_fi" class="aligncenter" title="Electric floor heating under Amtico" src="http://www.hardwoodcollections.com/images/productimages/Amtico_logo.gif" alt="" width="158" height="78" /></p>
<h2><strong>General installation guide</strong></h2>
<p><strong>(1)  </strong><strong>Preparing subfloor:</strong> Make sure that the subfloor is level and clean. If you are installing on a suspended floor with traditional floor boards then a 6mm layer of marine grade plywood will need fixed on top before laying the insulation.</p>
<p><strong>(2)  </strong><strong>Insulation:</strong> The type of insulation differs depending on the exact flooring, traffic over the area and subfloor construction. Please contact us (01932 784848) for details specific for your property. The insulation is stuck down with a flexible tile adhesive applied using a trowel.</p>
<p><strong>(3)  </strong><strong>Test mats<br />
</strong></p>
<p><strong>(4)  </strong><strong>Fixing the mats down: </strong>The mats have to be fixed down very securely otherwise they will float up when the self leveling compound is poured ontop. To ensure this happens the floor has to be kept completely clean so that the adhesive of the mat has maximum contact with the insulation.</p>
<p><strong>(5)  </strong><strong>Test mats<br />
</strong></p>
<p><strong>(6)  </strong><strong>The self leveling compound: </strong>Always use a flexible self leveling compound of at least 8mm thick.</p>
<p><strong>(7)  </strong><strong>Fixing the flooring ontop:</strong> Follow the flooring manufacturers guideline for laying the flooring. Many of them have their own high temperature adhesives which they recommend you using.</p>
<p><strong>(8)  </strong><strong>Turning the system on:</strong> The underfloor heating must be switched off 48 hours before, during, and 48 hours after the installation, then temperature gradually increased (typically 3°C/hr) to desired warmth.</p>
<p style="text-align: center;"><img class="aligncenter" title="Electric Floor Heating Under Amtico, Vinyl, Karndean and Lino" src="http://www.rayotec.com/electric_underfloor_heating/images/under-vinyl.jpg" alt="" width="394" height="257" /></p>
<p>For more information or prices please contact us on 01932 784848 or visit our <a href="http://www.rayotec.com/electric_underfloor_heating/cable_underfloor_heating.php">website</a>.</p>
<p style="text-align: center;"><em>This blog is only a guideline. Always read and follow the instructions of the self leveling compound and flooring manufacturer.</em></p>
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		<title>Installation of electric underfloor heating with approximate times</title>
		<link>http://rayotec.com/blog/installation-of-electric-underfloor-heating-with-approximate-times/</link>
		<comments>http://rayotec.com/blog/installation-of-electric-underfloor-heating-with-approximate-times/#comments</comments>
		<pubDate>Mon, 16 Jul 2012 08:47:43 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=92</guid>
		<description><![CDATA[Installation of electric underfloor heating with approximate installation times This article will discuss installation methods and times for electric underfloor heating mats over most floor coverings. You can also refer to main website for installation techniques and prices for systems under wood and carpet or tiles, Karndean or Amtico. This article only gives a summary [...]]]></description>
			<content:encoded><![CDATA[<h1><strong>Installation of electric underfloor heating with approximate installation times</strong></h1>
<p>This article will discuss installation methods and times for electric underfloor heating mats over most floor coverings. You can also refer to <a href="http://www.rayotec.com/electric_underfloor_heating/">main website</a> for installation techniques and prices for systems under wood and carpet or tiles, Karndean or Amtico.</p>
<p>This article only gives a summary of the installation steps. Before installing electric underfloor heating mats your should always read the far more comprehensive installation manual.</p>
<h2><strong>Installation of Electric underfloor heating mats vs loose cable</strong></h2>
<p>The advantages of Electric underfloor  systems which come as a loose cable is cost of kit. In very small areas with a very irregular shape it may be easier to install.</p>
<p>Electric underfloor heating mats however are far quicker and easier to install. As the cables are always the correct distance apart you eliminate the potential problems of hot and cold spot that you could have with loose cable electric underfloor heating systems.</p>
<p style="text-align: center;"><img class="aligncenter" title="Installation of electric underfloor heating mat" src="http://www.rayotec.com/electric_underfloor_heating/images/cable_mat_system.jpg" alt="Electric Underfloor Heating Mat" width="278" height="182" /></p>
<p>&nbsp;</p>
<h2><strong>Installation of electric underfloor heating under tiles</strong></h2>
<p><strong>Laying the insulation</strong></p>
<p>(1)    The insulation for under tiles always comes in the form of a dense board (eg Insomax). This board needs to fixed to a clean subfloor with a suitable flexible tile adhesive.  The normal method of applying tiles adhesive is to use a trowel with ridges to get a flat surface.</p>
<p>(2)    Once all the insulation has been fixed then perform a full electrical test on all the electric underfloor heating mats.</p>
<p>(3)    Next is to roll out and fix the electric under floor matting onto the floor according to your floor plan.  Make sure you always buy from a company that will provide a full floor plan to avoid any problems. Rayotec provides free floor plans with all purchases.</p>
<p>(4)    Fully test all the mats again</p>
<p>(5)    Install your thermostat</p>
<p>(6)    Lay your tiles/stone floor onto using a flexible tile adhesive.</p>
<p><img class="aligncenter" title="Installing Electric Underfloor Heating Mat Under Tiles" src="http://www.rayotec.com/electric_underfloor_heating/images/under-tile.jpg" alt="" width="405" height="274" /></p>
<p>&nbsp;</p>
<h3><strong>Time to install</strong></h3>
<ul>
<li>One man can fix about 50m<sup>2</sup> of Insomax insulation in half a day.</li>
<li>Two men can stick down 50m<sup>2</sup> of mats and test them in half a day.</li>
<li>The electrical connection time depends on the number of zones/thermomstats required</li>
</ul>
<p>&nbsp;</p>
<h2><strong>Installation of electric underfloor heating mats under Amtico, Karndean or Vinyl. </strong></h2>
<p>The installation method is exactly as when installing under tiles but the electric underfloor heating mats have to be covered with a minimum of 8-12mm flexible self levelling compound before sticking the Amtico, Karndean or Vinyl ontop.</p>
<h3><strong>Time to install</strong></h3>
<ul>
<li>One man can fix about 50m<sup>2</sup> of suitable insulation (tile backer board) in half a day.</li>
<li>Two men can stick down 50m<sup>2</sup> of mats and test them and cover in a flexible self levelling compound in one day.</li>
<li>The electrical connection time depends on the number of zones/thermomstats required</li>
</ul>
<p>Make sure that the insulation used is suitable for the self levelling compound and the potential traffic and point loading that it could be experiencing.</p>
<p style="text-align: center;"> <img class="aligncenter" title="Installing under underfloor heating under Amtico, Vinyl or Karndean" src="http://www.rayotec.com/electric_underfloor_heating/images/under-vinyl.jpg" alt="" width="458" height="298" /></p>
<h2><strong>Installation of electric underfloor heating under wooden floors or carpets</strong></h2>
<p>Although it is common for companies to supply traditional foam boards I have written these instructions using Palziv insulation as it much faster and easier to use and has better sound deadening properties. For details on Rayoflex Underfloor heating mats for under wood and carpet pelase visit our <a href="http://www.rayotec.com/electric_underfloor_heating/ribbon_underfloor_heating.php">main website</a>.</p>
<h3><strong>Laying the insulation</strong></h3>
<p>(1)    Fix the Palziv insulation down using double sides tape or carpet spray onto a clean floor.</p>
<p>(2)    Once all the insulation has been fixed then perform a full electrical test on all the electric underfloor heating mats.</p>
<p>(3)    Next is to roll out and fix the electric under floor matting onto the floor according to your floor plan.  We recommend the Rayoflex mats due to build quality and ease of insulation. Make sure you always buy from a company that will provide a full floor plan to avoid any problems. Rayotec provides free floor plans with all purchases.</p>
<p>(4)    Fully test all the electric heating mats again</p>
<p>(5)    Install your digital thermostat</p>
<p>(6)    Lay your carpet &amp; underlay or float your wooden floor on top. It is important to make sure that the tog value of the carpet and underlay and the thickness of the wood do not go above the maximum permitted to allow the heat to pass through.</p>
<h3><strong>Time to install</strong></h3>
<ul>
<li>One man can fix about 75m<sup>2</sup> of Palziv insulation in half a day.</li>
<li>Two men can stick down 50m<sup>2</sup> of mats and test them in half a day.</li>
<li>The electrical connection time depends on the number of zones/thermomstats required</li>
</ul>
<p><img class="aligncenter" title="Instalaltion of electric udnerfloor heating mat under carpet" src="http://www.rayotec.com/electric_underfloor_heating/images/wall-carpeting-installation.jpg" alt="Installation under Wall-to-Wall Carpeting" width="450" height="278" /><img class="aligncenter" title="Electric underfloor heating mat for under wood" src="http://www.rayotec.com/electric_underfloor_heating/images/foil-mat.jpg" alt="Electric Underfloor Heating Floor Types" width="245" height="155" /></p>
<p style="text-align: left;">More prices or more information please call us (01932 784848), email us (info@rayotec.com) or visit our<a href="http://www.rayotec.com/electric_underfloor_heating/">main website</a><a href="http://http://www.rayotec.com/electric_underfloor_heating/">.</a></p>
<p> All installation times are approximate and based on compentent installers.</p>
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		<title>Electric Underfloor Heating Under Wooden Floors</title>
		<link>http://rayotec.com/blog/electric-underfloor-heating-under-wood-floors/</link>
		<comments>http://rayotec.com/blog/electric-underfloor-heating-under-wood-floors/#comments</comments>
		<pubDate>Tue, 10 Jul 2012 13:56:58 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Electric underfloor heating]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=70</guid>
		<description><![CDATA[Electric Underfloor Heating Under Wooden Floors Wood is slowing overtaking tiles as the most popular floor covering used with underfloor heating. This article will discuss installing electric underfloor heating under wooden floors: 9 key points to always consider, what is the best type of wooden floor. Rayotec sell an advanced German engineered electric underfloor heating [...]]]></description>
			<content:encoded><![CDATA[<h1><strong>Electric Underfloor Heating Under Wooden Floors</strong></h1>
<p>Wood is slowing overtaking tiles as the most popular floor covering used with underfloor heating. This article will discuss installing electric underfloor heating under wooden floors: 9 key points to always consider, what is the best type of wooden floor. Rayotec sell an advanced German engineered electric underfloor heating mat that is specially designed to work under wooden floor. Further details can be found on our <a title="Rayotec electric underfloor heating web page" href="http://www.rayotec.com/electric_underfloor_heating/ribbon_underfloor_heating.php">main website </a>.</p>
<h2><strong>9 Key points to safely using electric underfloor heating under wood floors</strong></h2>
<p><strong>(1)    </strong><strong>Moisture content</strong></p>
<p>This is mainly an issue with solid wooden floors but it is important that the moisture content of the floor is kept at 8% or less to avoid warping. Check with the manufacturers upon ordering and make sure that the wood in transported and stored in a dry environment</p>
<p><strong>(2)    </strong><strong>Thickness of wood flooring</strong></p>
<p>Wood in not a great conductor of heat so the thinner it is the higher the output of the system and the faster the warm up time. The maximum recommended thickness is about 18mm (thicker floors are possible but at a lower output).</p>
<p><strong>(3)    </strong><strong>Floating floor</strong></p>
<p>Obviously you can’t nail a wooden floor down if you an electric underfloor heating mat underneath. All floors must be floating. It is possible to stick down wooden floors. Please contact us (01932 784848) for more details.</p>
<p><strong>(4)    </strong><strong>Wooden floor underlay</strong></p>
<p>It is possible to use a specialist wooden floor underlay over the electric underfloor heating mat but make sure it’s thin and is not the foil reflective type.</p>
<p><strong>(5)    </strong><strong>Maximum floor temperature</strong></p>
<p>Wooden floors should never get above 27C. The room thermostats should have a floor probes which will automatically shut of the underfloor heating if the floors get above this temperature. All of <a title="Thermostats for wooden floors" href="http://www.rayotec.com/shop/?cid=7">Rayotec’s thermostats</a> have floor probes to protect the flooring.</p>
<p><strong>(6)    </strong><strong>Let your flooring acclimatise</strong></p>
<p>After you have installed the wooden flooring do not turn on the underfloor heating until the flooring has acclimatised. The length of time depends on the thickness of wood but it is typically 7-14 days.</p>
<p><strong>(7)    </strong><strong>Expansion gap</strong></p>
<p>An expansion gap should always be left around the flooring. This is typically between 10-30mm (ask your flooring supplier for more details).</p>
<p><strong>(8)    </strong><strong>Earthed system</strong></p>
<p>Make sure that the underfloor heating protect you sell is earthed for safety reasons even if it not installed in a wet room. All of Rayotec’s electric underfloor heating mats are earthed.</p>
<p><strong>(9)    </strong><strong>Insulation</strong></p>
<p>Always use a suitable insulation under the electric underfloor heating. Not only does it reduce warm up time and running costs but it also protect the matting. Rayotec supply the advanced Palziv system that not only has fantastic insulation properties but is also much easier and faster to install when compared to traditional foam boards (<a title="Palziv floor insulation for under wooden floors" href="http://www.rayotec.com/electric_underfloor_heating/electric_underfloor_heating_insulation.php">More info on Palziv</a>)</p>
<p><strong> <img id="il_fi" class="aligncenter" title="Electric underfloor heating under wooden floors - Rayotec" src="http://inhomeplans.com/wp-content/uploads/2012/06/floating-wooden-floor.jpg" alt="" width="299" height="199" /></strong></p>
<h2><strong>What is the best flooring for electric underfloor heating?</strong></h2>
<p><strong>Electric underfloor heating under laminate floors</strong></p>
<p>Laminate flooring is the best to install over electric underfloor heating. As it is thin (about 7mm typically) the heat travels through it very easily giving you a good output and fast warm up time. Laminate generally copes well with changes of temperatures and doesn’t warp easily.</p>
<p><strong>Electric underfloor heating under engineered board</strong></p>
<p>Engineered boards are also very good with under floor heating. They range in thicknesses but generally the thinner the better. A typical thickness of 14mm would be perfect but up to 18mm in possible although with a slightly reduced output. Engineered boards are designed not to warp easily which is also a big benefit.</p>
<p><strong>Electric underfloor heating under solid wooden floors</strong></p>
<p>Solid wooden floors are not a problem as long as you ensure that the moisture content is 8% or lower and the wood ideally 18mm think or less. Always check with your flooringn company for suitability before ordering.</p>
<h2><strong>The Rayotec Underfloor floor heating system – Rayoflex </strong></h2>
<p>Rayotec sell the advanced German engineered Rayoflex mat. This is a fully earthed mat with an output of 150W/m<sup>2</sup> that is incredibly easy to install. In fact two competent people can lay over 100m<sup>2</sup>of Palziv insulation and Rayotec flex electric underfloor matting in a day! The mats range in size from 1m<sup>2</sup> to 10m<sup>2</sup> and multiple mats can be used to heat one room.</p>
<p>More information please refer to our <a title="Electric Underfloor heating website" href="http://www.rayotec.com/electric_underfloor_heating/">main website</a> or contact us directly on 01932 784848 or info@rayotec.com.</p>
<p><img class="aligncenter" title="Rayotec Electric underfloor heating mat for udner wooden floors" src="http://www.rayotec.com/electric_underfloor_heating/images/foil-mat.jpg" alt="Electric Underfloor Heating Floor Types" width="287" height="182" /><img class="aligncenter" src="http://www.rayotec.com/electric_underfloor_heating/images/laminate_wood_installation.jpg" alt="Installation under Laminate, Engineered and Real Wooden Floor" /></p>
<p>1. Wooden flooring 2. Heating mat 3. Insulation 4. Subfloor</p>
]]></content:encoded>
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		<title>EPC&#8217;s for Solar Panels</title>
		<link>http://rayotec.com/blog/epcs-for-solar-panels/</link>
		<comments>http://rayotec.com/blog/epcs-for-solar-panels/#comments</comments>
		<pubDate>Wed, 25 Apr 2012 14:59:32 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Photovoltaic Solar Panels]]></category>
		<category><![CDATA[Energy performance certificate]]></category>
		<category><![CDATA[EPC]]></category>
		<category><![CDATA[green deal]]></category>
		<category><![CDATA[green energy]]></category>
		<category><![CDATA[install solar]]></category>
		<category><![CDATA[installation]]></category>
		<category><![CDATA[panels]]></category>
		<category><![CDATA[photovoltaic]]></category>
		<category><![CDATA[PV]]></category>
		<category><![CDATA[renewable]]></category>
		<category><![CDATA[renewable energy]]></category>
		<category><![CDATA[solar]]></category>
		<category><![CDATA[solar power]]></category>
		<category><![CDATA[solar PV]]></category>
		<category><![CDATA[Sun]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=61</guid>
		<description><![CDATA[The UK government has recently introduced a new energy efficiency stipulation that states all UK households must have an energy performance certificate (EPC) of level D and above in order to receive the full FIT payment of 21p per kWh. So here at Rayotec we have put together some key information re. EPC&#8217;s should you [...]]]></description>
			<content:encoded><![CDATA[<p><span style="font-family: Verdana,sans-serif;">The UK government has recently introduced a new energy efficiency stipulation that states all UK households must have an energy performance certificate (EPC) of level D and above in order to receive the full FIT payment of 21p per kWh. So here at Rayotec we have put together some key information re. EPC&#8217;s should you be considering installing solar on your property. </span></p>
<h3><span style="font-family: Verdana,sans-serif;">What are Energy Performance Certificates?</span></h3>
<p><span style="font-family: Verdana,sans-serif;">Energy Performance Certificates are a rating that your home can receive for its energy efficiency. You will be given a current score and a potential score. These will range from 1 – 100, split across the following bands as in this example: </span></p>
<p>&nbsp;</p>
<div class="wp-caption aligncenter" style="width: 335px"><img style="border: 0pt none;" title="Energy Performance Certificate (EPC) for Solar panels" src="http://www.direct.gov.uk/prod_consum_dg/groups/dg_digitalassets/@dg/documents/digitalasset/dg_170265.gif" alt="" name="graphics1" width="325" height="260" align="BOTTOM" border="0" /><p class="wp-caption-text">Energy Performance Certificate (EPC) diagram</p></div>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Overall, you will receive a grade between A and G, with A being the most efficient. The average grade received is roughly a grade D – an estimated 50% of properties are below it, with 50% being a D or above.</p>
<h3><span style="font-family: Verdana,sans-serif;">Why do I need an EPC for solar panels?</span></h3>
<p><span style="font-family: Verdana,sans-serif;">For new installations from April 1st, 2012, you will need to reach at least a grade D in order to receive the 21p per kWh rate for your solar panels. If your property does not get an EPC or is not at grade D, you will still receive a good rate of 9p per kWh. However the cost of getting an EPC done is very low (or FREE if you install solar with Rayotec) and getting to grade D can be relatively simple. </span></p>
<h3><span style="font-family: Verdana,sans-serif;">What sort of measures would a house need to get up to grade D on their EPC?</span></h3>
<p><span style="font-family: Verdana,sans-serif;">The vast majority of homes will reach grade D and therefore be able to get solar panels without having to do anything. For households that score below D, measures such as cavity wall insulation, loft insulation and energy efficiency light-bulbs will go a long way in helping bring that score up. Rayotec can help you do this, free of charge, if you decide to install your solar panels with us. If you decide to install solar panels with us and your property does not have an EPC, Rayotec will send an EPC assessor to your property to give you an initial grade. If you need to implement any energy efficiency improvements such as cavity wall or loft insulation, or energy saving light-bulbs, we will carry out this work free of charge. If your house will not get to the required grade D without significant further expense (ie a new boiler), we would then refund your deposit in full and the solar installation will not go ahead. It will then be up to you to install these measures yourself to get the higher Feed In Tariff rate, should you still want to get solar panels. Please note that solar panels can actually be used as an energy efficiency measure in order to increase your EPC score. </span></p>
<h3><span style="font-family: Verdana,sans-serif;">Why is this necessary?</span></h3>
<p><span style="font-family: Verdana,sans-serif;">The government argue that there is no point paying a home to be generating renewable energy in order to cut carbon emissions when that home then has poor insulation and wastes a lot of energy, a bit like how there&#8217;s no point buying icing until you have a cake.</span></p>
<p>However, in reality this is illogical. If a house is energy inefficient and doesn&#8217;t have solar panels, it will be buying more energy from the national grid and wasting it, harming the environment. At least if a house has solar panels installed, the energy it&#8217;s wasting if it&#8217;s inefficient is coming from a renewable source.</p>
<p>Critics say that the real reason for this EPC for solar panels being introduced is to discourage home-owners from installing solar panels to keep down the costs of the Feed In Tariff scheme, which has already caused significant issues for the Department of Energy and Climate Change because they underestimated its popularity. Well, Rayotec are here to say that installing solar power with us under the new energy efficiency stipulations, is just as easy and straight-forward as it once was.</p>
<p><span style="font-family: Verdana,sans-serif;">For more information re. EPC&#8217;s and solar installations, please call our office on: 01932 784848 or visit our <a href="http://www.rayotec.com/solar_power/">main website.</a><br />
</span></p>
]]></content:encoded>
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		<title>Running costs of Electric Underfloor Heating</title>
		<link>http://rayotec.com/blog/running-costs-of-electric-underfloor-heating/</link>
		<comments>http://rayotec.com/blog/running-costs-of-electric-underfloor-heating/#comments</comments>
		<pubDate>Tue, 03 Apr 2012 13:13:52 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Electric underfloor heating]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=52</guid>
		<description><![CDATA[ With the price of fuel increasing between 15%-20% a year, the running costs of any heating system becomes an important consideration. This article speaks about the costs of running electric underfloor heating and how to reduce them. Please dont hesitate to contact us directy (01932 784848, info@rayotec.com) our main website  to discuss your particular project. [...]]]></description>
			<content:encoded><![CDATA[<p lang="en-GB"> With the price of fuel increasing between 15%-20% a year, the running costs of any heating system becomes an important consideration. This article speaks about the costs of running <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> and how to reduce them. Please dont hesitate to contact us directy (01932 784848, info@rayotec.com) our <a href="http://www.rayotec.com/electric_underfloor_heating/index.php">main website</a>  to discuss your particular project.</p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>Table of running costs</strong></span></p>
<p lang="en-GB">The table below shows the average running cost of different rooms within a family home. The calculations are based on an average cost of 10 pence per kWh and the room being insulated up to current building regulations, including the appropriate floor insulation.</p>
<table width="482" border="1" frame="HSIDES" rules="NONE" cellspacing="0" cellpadding="7">
<colgroup>
<col width="123" />
<col width="92" />
<col width="92" />
<col width="92" />
<col width="92" />
<col width="93" /> </colgroup>
<tbody>
<tr valign="TOP">
<td bgcolor="#c0c0c0" width="123"><span style="color: #000000;"><strong>Room</strong></span></td>
<td bgcolor="#c0c0c0" width="92"><span style="color: #000000;">Bedroom 1</span></td>
<td bgcolor="#c0c0c0" width="92">
<p style="text-align: right;"><span style="color: #000000;">Bedroom 2</span></p>
</td>
<td bgcolor="#c0c0c0" width="92"><span style="color: #000000;">Bedroom 3 </span></td>
<td bgcolor="#c0c0c0" width="92"><span style="color: #000000;">Bathroom &amp; Hall</span></td>
<td bgcolor="#c0c0c0" width="93"><span style="color: #000000;">Living Room &amp; Kitchen</span></td>
</tr>
<tr valign="TOP">
<td width="123"><span style="color: #000000;"><strong>Room Area</strong></span></td>
<td width="92"><span style="color: #000000;">12m<sup>2</sup></span></td>
<td width="92"><span style="color: #000000;">16m<sup>2</sup></span></td>
<td width="92"><span style="color: #000000;">18m<sup>2</sup></span></td>
<td width="92"><span style="color: #000000;">12m<sup>2</sup></span></td>
<td width="93"><span style="color: #000000;">26m<sup>2</sup></span></td>
</tr>
<tr valign="TOP">
<td width="123"><span style="color: #000000;"><strong>Heated Area</strong></span></td>
<td width="92"><span style="color: #000000;">10m<sup>2</sup></span></td>
<td width="92"><span style="color: #000000;">12m<sup>2</sup></span></td>
<td width="92"><span style="color: #000000;">14m<sup>2</sup></span></td>
<td width="92"><span style="color: #000000;">10m<sup>2</sup></span></td>
<td width="93"><span style="color: #000000;">22m<sup>2</sup></span></td>
</tr>
<tr valign="TOP">
<td width="123"><span style="color: #000000;"><strong>Running Cost/hr</strong></span></td>
<td width="92"><span style="color: #000000;">15p</span></td>
<td width="92"><span style="color: #000000;">18p</span></td>
<td width="92"><span style="color: #000000;">21p</span></td>
<td width="92"><span style="color: #000000;">15p</span></td>
<td width="93"><span style="color: #000000;">33p</span></td>
</tr>
<tr valign="TOP">
<td width="123"><span style="color: #000000;"><strong>Average Daily Cost</strong></span></td>
<td width="92"><span style="color: #000000;">60p</span></td>
<td width="92"><span style="color: #000000;">72p</span></td>
<td width="92"><span style="color: #000000;">84p</span></td>
<td width="92"><span style="color: #000000;">60p</span></td>
<td width="93"><span style="color: #000000;">£1.32</span></td>
</tr>
</tbody>
</table>
<p style="text-align: center;" lang="en-GB"><em> The average daily costs are based on keeping a room warm for 16 hours and with a 25% duty cycle. Matting is based on a 150W/m<sup>2</sup> model with a Rayotec digital thermostat and either Insomax or Palziv.</em></p>
<ul>
<li>
<p lang="en-GB"><span style="font-size: medium;"><strong>What affects the running costs?</strong></span></p>
</li>
</ul>
<p lang="en-GB"><span style="font-size: medium;"><strong>Insulation</strong></span></p>
<p lang="en-GB">The most important thing that effects running costs is insulation. The insulation of the floor, roof, walls and windows.</p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>Height of room</strong></span></p>
<p lang="en-GB">Rooms with vaulted ceilings need more energy to heat them up due to the higher volume of air. However underfloor heating is much more effective at heating rooms with high ceilings when compared to radiators. The heat of the radiators (convectional) tends to heat the top of the room before it reaches the bottom. Underfloor heating actually heats the area where people stand and sit making it more fuel efficient.</p>
<p style="text-align: center;" lang="en-GB"><img class="aligncenter" title="Benefits of Underfloor heating" src="data:image/png;base64,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" alt="" width="235" height="291" /></p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>Heat loss</strong></span></p>
<p lang="en-GB">Bathrooms or toilets with extractor fans will suck out all the warm air making the heating stay on for longer. Draughty rooms let the warm air escape also, increasing the amount of heating required.</p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>Desired temperature of room</strong></span></p>
<p lang="en-GB">The warmer the room the more energy is required for heating. It is best to keep rooms to the standard temperatures of 18C for bedrooms &amp; hallways, 21C for living spaces and 23C Bathrooms.</p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>Period of Heating</strong></span></p>
<p lang="en-GB">The longer you heat up a room the more it will cost. Each room should only be heated when it is being used to reduce running costs.</p>
<ul>
<li>
<p lang="en-GB"><span style="font-size: medium;"><strong>What can I do to reduce running costs of my underfloor heating system?</strong></span></p>
</li>
</ul>
<p lang="en-GB"><span style="font-size: medium;"><strong>Insulation</strong></span></p>
<p><strong>New Concrete floors: </strong>For a new concrete floor, insulate the subfloor with as much insulation as possible and install minimum 10mm insomax insulation on top of the screed.</p>
<p><strong>Suspended floors:</strong> In a suspended wooden floor insulate with a good quality foil faced insulation between the joists to reflect the heat upwards.</p>
<p><strong>All floors:</strong> Always insulate with Palziv or Insomax insulation. Insomax comes in various thickness’s - try to use the thickest possible.</p>
<p><strong>Cavity Wall insulation:</strong> Many UK homes do not have cavity wall insulation. Typical costs are just £150-£350 with a typical payback in just 2-3 years. It is an absolute must to reduce fuel bills.</p>
<p><strong>Loft insulation:</strong> By increasing loft insulation from 100mm to 270mm you can further decrease your energy bills with minimal costs (typically £100-£300).</p>
<p style="text-align: center;"><img class="aligncenter" title="Heat loss and Electric Underfloor heating" 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" alt="" width="271" height="233" /></p>
<p>&nbsp;</p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>Control </strong></span></p>
<p lang="en-GB">Good control is key to reducing fuels bills. All Rayotec underfloor heating systems are “zoned”. This means that every room or open space will have its own thermostat. This allows you to have full control with each room on the correct temperature. By having a digital programmable thermostat this added level of control becomes incredibly easy.</p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>Solar Electricity / Photovoltaics</strong></span></p>
<p>By installing a Photovoltaic system you can generate free electricity for your building. This free electricity goes to the fuse box and is distributed to which ever appliance is calling for power at the time (including <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a>). Rayotec has been installing solar systems for over 25 years and would be happy to provide you with a proposal for your property. Please see our main website for further details (<a href="http://www.rayotec.com/">www.rayotec.com</a>).</p>
<p lang="en-GB"> <span style="font-size: medium;"><strong>     •<strong> Cost of Electricity vs Gas</strong></strong></span></p>
<p lang="en-GB">Although the cost of electricity is currently higher than the cost of gas they are getting closer in cost. Even though it is predicted that the cost of electricity will go up by 14.1% this year (2012) the price of gas is predicted to go up by 19.8%! (source: bbc news website).</p>
<p> Rayotec can give indicative running costs for your project. Please contact out team (01932 784848 info@rayotec.com) or look on our website <a href="http://www.rayotec.com/electric_underfloor_heating/index.php">http://www.rayotec.com/electric_underfloor_heating/</a></p>
]]></content:encoded>
			<wfw:commentRss>http://rayotec.com/blog/running-costs-of-electric-underfloor-heating/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Advantages of electric underfloor heating over warm water underfloor heating</title>
		<link>http://rayotec.com/blog/advantages-of-electric-underfloor-heating-over-warm-water-underfloor-heating/</link>
		<comments>http://rayotec.com/blog/advantages-of-electric-underfloor-heating-over-warm-water-underfloor-heating/#comments</comments>
		<pubDate>Wed, 21 Mar 2012 16:25:06 +0000</pubDate>
		<dc:creator>reza@rayotec.com</dc:creator>
				<category><![CDATA[Electric underfloor heating]]></category>
		<category><![CDATA[electricity]]></category>
		<category><![CDATA[gas]]></category>
		<category><![CDATA[heating]]></category>
		<category><![CDATA[insulation]]></category>
		<category><![CDATA[Rayoflex]]></category>
		<category><![CDATA[UFH]]></category>
		<category><![CDATA[Underfloor heating]]></category>
		<category><![CDATA[warm water underfloor heating]]></category>
		<category><![CDATA[Webtech]]></category>

		<guid isPermaLink="false">http://rayotec.com/blog/?p=31</guid>
		<description><![CDATA[After being informed of the many benefits of underfloor heating, your next dilemma however is which system to go for; warm water underfloor heating or electric underfloor heating? This article highlights the advantages of electric underfloor heating over warm water underfloor heating. (1)                Ease of installation New Builds: Both electric and warm water underfloor heating [...]]]></description>
			<content:encoded><![CDATA[<p><strong></strong>After being informed of the many benefits of underfloor heating, your next dilemma however is which system to go for; warm water underfloor heating or <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a>? This article highlights the advantages of <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> over warm water underfloor heating.</p>
<p><strong>(1)                </strong><strong>Ease of installation</strong><strong></strong><strong></strong></p>
<p><strong><span style="text-decoration: underline;">New Builds: </span></strong></p>
<p>Both electric and warm water underfloor heating are very cheap and simple to install on new concrete floors.</p>
<p>Warm water underfloor heating however is more time consuming on suspended wooden floors as:</p>
<ul>
<li>Each joist has to be notched to allow the piping to pass</li>
</ul>
<ul>
<li>Expensive diffusion plates must be used to transfer the heat across the wooden floor</li>
<li>It is more difficult to work off a floor that isn’t solid (ie walking on joists).</li>
</ul>
<p><a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> is simply laid under the floor covering so is just as easy to install on top of a wooden suspended floor as installing on top of a concrete floor.<strong></strong></p>
<p><strong><span style="text-decoration: underline;">Refurbishments:</span></strong></p>
<p><strong></strong>Warm water underfloor heating is often difficult to install in refurbishments as the concrete floors are often already down so you have to build a false floor to accommodate the piping. Even installing under wooden suspended floors is time consuming (see above).</p>
<p><a href="http://rayotec.com/blog/wp-content/uploads/2012/03/floorpack5-large.jpg"><img class="aligncenter  wp-image-32" title="Advantages of Electric Underfloor heating" src="http://rayotec.com/blog/wp-content/uploads/2012/03/floorpack5-large.jpg" alt="" width="257" height="174" /></a></p>
<p><a href="http://www.rayotec.com/electric_underfloor_heating/">Electric underfloor heating</a> is incredibly easy as it simply lays under the new floor covering.</p>
<p><strong>(2)                </strong><strong>Warm up time</strong></p>
<p><strong><span style="text-decoration: underline;">Concrete floors:</span></strong></p>
<p>In a concrete floor the warm water underfloor heating pipes are buried in 75-90mm of screed. Although the screed is a relatively good conductor of heat it does take a while for the warm water underfloor heating pipes to heat the screed before the room can be heated.</p>
<p><a href="http://rayotec.com/blog/wp-content/uploads/2012/03/Electric-underfloor-heating-under-tiles.jpg"><img class="aligncenter size-medium wp-image-33" title="Electric underfloor heating under tiles" src="http://rayotec.com/blog/wp-content/uploads/2012/03/Electric-underfloor-heating-under-tiles-300x202.jpg" alt="" width="300" height="202" /></a></p>
<p>In the case of an <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> mat, a thin layer of insulation is placed on top of the concrete floor to reflect the heat upwards. As the heat only has to travel through the floor covering the warm up time is very fast.<strong></strong></p>
<p><strong><span style="text-decoration: underline;">Wooden suspended floors:</span></strong></p>
<p>Wood is not a great conductor of heat and as the warm water underfloor heating pipes have to be installed under the wooden floors it limits the choice of floor covering. It is fine if the floor covering is tiles or the wooden floor boards are to be the final covering. It is not however suitable for thick carpets or floating laminate / engineered wooden floors.</p>
<p>As <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> is installed onto the wooden floor boards you have much more freedom when choosing your final floor covering.</p>
<p><strong>(3)                </strong><strong>Delivery Time </strong></p>
<p><strong> </strong>The lead time is generally much shorter for <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> as the mats are standard off the shelf items.</p>
<p><strong>(4)                </strong><strong>Cost of Installation</strong></p>
<p><strong> </strong>The material cost of electric and warm water underfloor heating are often very similar. The installation time and therefore cost of installing is where they vary.</p>
<p>The most cost effective place to install warm water underfloor heating is within a new concrete floor. All other scenarios tend to be more expensive than <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a>. With <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> all installation scenarios are very fast and easy. The easiest and fastest floor coverings to install under are floating wooden floors or carpets. Tiles are a little more time consuming and the lengthiest are Amtico or Karndean floors as the mats have to be covered by a self levelling compound.</p>
<p><strong>(5)                </strong><strong>No boiler</strong></p>
<ul>
<li>The cost of installing a new boiler can easily be £2000 or more. By going all electric you can save all that money.</li>
<li>In a new build there is no need to run a gas pipe to your property from the street gas mains saving you money.</li>
<li>The ongoing maintenance and repair of boilers can cost hundreds of pounds every year.</li>
<li>Increased safety by reducing gas appliances in the property.</li>
</ul>
<p><strong>    (6)      Cupboard space</strong></p>
<p>Warm water underfloor heating systems require a manifold on each floor, for large properties there may even be multiple manifolds on each floor. This obviously takes up valuable space which you could put to better use. There are no manifolds required for <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> systems.</p>
<p><strong>     (7)     Floor height when retrofitting</strong></p>
<p>When retrofitting warm water underfloor heating on top of an existing concrete floor, you have to build a false wooden floor to accommodate the piping. By raising the floor height you have a whole range of problems such as door height, sideboards, kitchen units, electric sockets etc. As <a href="http://www.rayotec.com/electric_underfloor_heating/">electric underfloor heating</a> is so thin it doesn’t effect the floor height avoiding all these problems.</p>
<p>If you would like more information on any of these points or get a price for a system then either contact us directly (tel: 01932 784848, e-mail: <a href="mailto:info@rayotec.com">info@rayotec.com</a> or look at our website <a href="http://www.rayotec.com/electric_underfloor_heating/">http://www.rayotec.com/electric_underfloor_heating/</a></p>
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