"Residential Foam Roofing Helps to Maintain a Constant Temperature in Your Home"
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<link href="//maxcdn.bootstrapcdn.com/bootstrap/4.1.1/css/bootstrap.min.css" rel="stylesheet" id="bootstrap-css"> <script src="//maxcdn.bootstrapcdn.com/bootstrap/4.1.1/js/bootstrap.min.js"></script> <script src="//cdnjs.cloudflare.com/ajax/libs/jquery/3.2.1/jquery.min.js"></script> <!------ Include the above in your HEAD tag ----------> <h1 style="text-align: left;"><strong>Residential Foam Roofing Helps to Maintain a Constant Temperature in Your Home</strong></h1> <p style="text-align: justify;">Some homeowners remain skeptical about the longevity claims made by applicators of <a href="https://foamroofsolutions.com/commercial-residential-spray-foam-roofing-in-north-bay-area/" rel="noopener noreferrer" target="_blank"><strong>residential foam roofing in the Bay Area</strong></a>. The truth is however, that spray foam roofing can last even longer than these claims state.</p> <p style="text-align: justify;">Spray polyurethane foam (or SPF) roofing can in fact last more than 50 years, while continuing to provide high reliability throughout its lifetime. In addition to being durable, spray polyurethane foam is also quick and easy to apply.</p> <p style="text-align: justify;">Spray foam roofs don&apos;t require frequent maintenance or repair work because foam itself is incredibly tough and stable. Once it’s been applied in liquid form it then hardens to form a solid, water-proof membrane over the top of an existing roof.</p> <p style="text-align: center;"><img 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"></p> <p style="text-align: justify;">Because SPF roofing is so quick and easy to apply, it’s very affordable too, particularly when compared to other types of roofing materials which all cost substantially more to install, fix and maintain. And not only does SPF roofing perform better than these materials, but it also has the potential to last longer too.</p> <p style="text-align: justify;">Forming an impenetrable barrier when dry, SPF foam seeps into all crevices, gaps, and cracks, preventing rainwater from penetrating and stopping leaks from ever forming.</p> <p style="text-align: justify;">Not only can you save costs with spray foam roofing, but you also help to protect the environment. If it&apos;s residential foam roofing in the Bay Area you&apos;re looking for, you should get in touch with professionals who can provide the best possible services at the most competitive prices - Foam Roof Solutions offers you both.</p> <p style="text-align: justify;"><a href="https://foamroofsolutions.com/" rel="noopener noreferrer" target="_blank"><strong>Foam Roof Solutions</strong></a> work with a conglomerate of seasoned roofing contractors to deliver high-quality foam roofing service.</p>

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