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	<title>Modular Rising</title>
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	<link>http://www.modularrising.com</link>
	<description>Modular Rising builds modular homes and commercial properties for up to 20% less than other builders.</description>
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		<title>What is a Modular Home or Building?</title>
		<link>http://www.modularrising.com/blog-posts/what-is-a-modular-home.html</link>
		<comments>http://www.modularrising.com/blog-posts/what-is-a-modular-home.html#comments</comments>
		<pubDate>Sat, 24 Nov 2012 23:24:08 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Blog Posts]]></category>
		<category><![CDATA[architecture]]></category>
		<category><![CDATA[building]]></category>
		<category><![CDATA[construction]]></category>
		<category><![CDATA[home]]></category>
		<category><![CDATA[modular]]></category>
		<category><![CDATA[modular home]]></category>
		<category><![CDATA[office]]></category>
		<category><![CDATA[property]]></category>
		<category><![CDATA[site-built]]></category>
		<category><![CDATA[stick-built]]></category>
		<category><![CDATA[traditional homes]]></category>

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		<description><![CDATA[The Modular Process Modular homes and buildings are constructed out of many assembled cubicles, called modular sections or modular boxes. These modular sections are constructed off-site, transported to the building parcel, and built into a finished home. As our video shows, the everyday house or commercial building can be constructed by simply stacking and manipulating [...]]]></description>
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<h5><span style="color: #005100;"><strong>The Modular Process</strong></span></h5>
<p>Modular <a title="Residential" href="http://www.modularrising.com/residential"><span style="text-decoration: underline;">homes</span></a> and buildings are constructed out of many assembled cubicles, called modular sections or modular boxes. These modular sections are constructed off-site, transported to the building parcel, and built into a finished home. As our video shows, the everyday house or <a title="Commercial" href="http://www.modularrising.com/commercial"><span style="text-decoration: underline;">commercial building</span></a> can be constructed by simply stacking and manipulating modular sections. Instead of building these sections on land, the sections are built in a state-of-the-art factory and transported to the property.</p>
<h5><span style="color: #005100;"><strong>Modular vs. Site-Built Properties</strong></span></h5>
<p>The framing, roofing, plumbing, cabinetry, interior finish, heating, air conditioning, and electric wiring are exactly what you would expect in a conventional site-built property. The significant difference is the location of construction. As its name suggests, site-built properties are built right on-site, exposing the material to <a title="Weathering the Storm: Modular Homes Are Built to Last" href="http://www.modularrising.com/blog-posts/weathering-the-storm-modular-homes-are-built-to-last.html"><span style="text-decoration: underline;">inclement weather</span></a>, vandalism, and other adverse conditions. In contrast, modular properties are constructed in climate-controlled facilities, which protects the materials from degradation.  The homes are then transported from the facility to the site, which requires modular companies to implement several different reinforcement measures (such as gluing and screwing of building material) to ensure sturdiness during travel.  Moreover, modular companies must comply with interstate building codes thereby resulting in stronger, higher quality properties.</p>
<p>The costs for modular construction are also lower than site-built construction for two main reasons: (1) building material is purchased in bulk and (2) construction is handled in an efficient, assembly-like manner. This translates into an average 20% savings for modular built properties.</p>
<p>Modular homes and commercial buildings can also be constructed in as little as 12 weeks.  This is because modular homes are built indoors using full-time indoor crews. Therefore, modular companies do not suffer the downsides of subcontractor no shows, <a title="Weathering the Storm: Modular Homes Are Built to Last" href="http://www.modularrising.com/blog-posts/weathering-the-storm-modular-homes-are-built-to-last.html"><span style="text-decoration: underline;">bad weather</span></a>, and other common time concerns.</p>
<h5><span style="color: #005100;">The Future of Building</span></h5>
<p>Modular construction is truly the future of building. Currently, all construction sites whether residential or commercial use pre-fabricated components. These components include: pre-hung doors, roof trusses, interior moldings, drywall, kitchen and bath cabinets, windows, heat sources, roof shingles, siding, fireplaces, flooring, and even room-by-room units. The only issue is how much actual work will be done at the site.</p>
<p>Pre-constructed homes have actually been fabricated in the United States since the 1880s. Several progressive builders began to improve upon this process around the mid-to-late twentieth century and continued to enhance the craft until there was no recognizable difference between site-built and modular properties.</p>
<p>Despite the overt benefits described above, many conventional companies are reluctant to learn and invest in alternative building methods because the savings would predominantly benefit the customer. If such companies do not know how to build modular homes, they will not inform customers about the inherent benefits. This has left an opportunity for seasoned builders to learn and hone the craft and show customers why modular construction is superior in <a title="Designs" href="http://www.modularrising.com/designs" target="_blank"><span style="text-decoration: underline;">design</span></a>, build, and efficiency. Modular construction is now 25% of the building industry and continuously growing as consumers become more familiar with its benefits.</p>
<p>&nbsp;</p>
<p><strong><span style="text-decoration: underline;"><a href="mailto:info@modularrising.com" target="_blank">Email us</a></span></strong> to learn more about modular construction. For information about financing a modular home or commercial property, visit our <strong><a title="How to Finance a Modular Home or Commercial Building" href="http://www.modularrising.com/blog-posts/how-to-finance-a-modular-home-or-commercial-building.html" target="_blank"><span style="text-decoration: underline;">Financing</span></a></strong> page.</p>
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		<title>How to Finance a Modular Home or Commercial Building</title>
		<link>http://www.modularrising.com/blog-posts/how-to-finance-a-modular-home-or-commercial-building.html</link>
		<comments>http://www.modularrising.com/blog-posts/how-to-finance-a-modular-home-or-commercial-building.html#comments</comments>
		<pubDate>Sat, 24 Nov 2012 22:49:28 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Blog Posts]]></category>

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		<description><![CDATA[Financing a Modular Home or Commercial Building Obtaining a modular home mortgage or commercial loan is no different from financing any other type of home or commercial building. Lenders will consider the applicant’s individual credit strength and financial history by reviewing, among other things, your credit report and credit score. The interest rate, down payment [...]]]></description>
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<h5><span style="color: #005100;"><strong>Financing a Modular Home or Commercial Building</strong></span></h5>
<p>Obtaining a <a title="What is a Modular Home or Building?" href="http://www.modularrising.com/blog-posts/what-is-a-modular-home.html"><span style="text-decoration: underline;">modular</span></a> home mortgage or commercial loan is no different from financing any other type of <a title="Residential" href="http://www.modularrising.com/residential"><span style="text-decoration: underline;">home</span></a> or <a title="Commercial" href="http://www.modularrising.com/commercial"><span style="text-decoration: underline;">commercial</span></a> building. Lenders will consider the applicant’s individual credit strength and financial history by reviewing, among other things, your credit report and credit score. The interest rate, down payment and special terms will be based on this information and other lender-specific considerations.</p>
<p>If you are interested in purchasing a <a title="Designs" href="http://www.modularrising.com/designs"><span style="text-decoration: underline;">Modular Rising Home</span></a>, you are free to use any mortgage broker offering modular financing. Modular Rising is also happy to assist you during this process. If you have any questions about financing a modular home or obtaining a modular commercial loan, please feel free to <a title="Contact Us" href="http://www.modularrising.com/contact-us"><span style="text-decoration: underline;">contact us</span></a> anytime! </p>
<h5><span style="color: #005100;">Lenders</span></h5>
<p><a title="First Eastern Mortgage" href="http://mariannej.firsteastern.com"><img 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" alt="" width="264" height="138" /></a><a title="Wells Fargo Home Mortgage" href="https://www.wellsfargo.com/mortgage/articles/modular "><img 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" alt="" width="262" height="138" /></a><a title="Citizens Bank" href="https://www.citizensbank.com/mortgages/default.aspx"><img 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" alt="" width="265" height="136" /></a><a title="Financing a Modular Home" href="mailto:info@modularrising.com"><img src="data:image/png;base64,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" alt="Modular Rising, modular home builder, how to finance a modular home, modular mortgages, modular commercial loans, modular loans" width="260" height="136" /></a></p>
<p>&nbsp;</p>
<h5><span style="color: #005100;"><strong>Mortgage Calculator</strong></span></h5>
<p>For your convenience, we have provided a Mortgage &amp; Loan Calculator. The calculator estimates your down payment and interest rate based on purchase price and loan term. It also gives estimates for property taxes, property insurance, and PMI. We have also included a list of the current average U.S. mortgage rates.</p>
<div style="width: 300px; float: left; margin: 0px; padding: 10px 10px 10px 0;"><!-- MORTGAGE LOAN CALCULATOR BEGIN --><br />
<script type="text/javascript">// <![CDATA[
mlcalc_default_calculator = "mortgage";
mlcalc_currency_code = "usd";
mlcalc_amortization = "year_nc";
mlcalc_purchase_price = "150000";
mlcalc_down_payment = "10";
mlcalc_mortgage_term = "30";
mlcalc_interest_rate = "5.5";
mlcalc_property_tax = "3,000";
mlcalc_property_insurance = "1,500";
mlcalc_pmi = "0.52";
mlcalc_loan_amount = "150000";
mlcalc_loan_term = "15";
// ]]&gt;</script></p>
<p>
<script type="text/javascript">// <![CDATA[
if(typeof jQuery == "undefined"){document.write(unescape("%3Cscript src='" + (document.location.protocol == 'https:' ? 'https:' : 'http:') + "//ajax.googleapis.com/ajax/libs/jquery/1.3.2/jquery.min.js' type='text/javascript'%3E%3C/script%3E"));mlcalc_jquery_noconflict=1;};
// ]]&gt;</script>
</p>
<div id="mlcalcWidgetHolder" style="font-weight: normal; font-size: 9px; font-family: Tahoma; padding: 0; margin: 0; border: 0; background: transparent; color: #e5e5e5; width: 300px; text-align: right; padding-right: 10px;">
<script type="text/javascript">// <![CDATA[
document.write(unescape("%3Cscript src='" + (document.location.protocol == 'https:' ? 'https:' : 'http:') + "//www.mlcalc.com/widget-wide.js' type='text/javascript'%3E%3C/script%3E"));
// ]]&gt;</script></p>
<p>Powered by <a style="font-weight: normal; font-size: 9px; font-family: Tahoma; color: #e5e5e5; text-decoration: none;" href="http://www.mlcalc.com/">Mortgage Calculator</a></p>
</div>
<p>&nbsp;</p>
</div>
<div style="width: 300px; float: left; margin: 0px; padding: 10px 10px 10px 0;"><!-- MLCALC RATES BEGIN --><br />
<script type="text/javascript">// <![CDATA[
if(typeof jQuery == "undefined")document.write(unescape("%3Cscript src='" + (document.location.protocol == 'https:' ? 'https:' : 'http:') + "//ajax.googleapis.com/ajax/libs/jquery/1.3.2/jquery.min.js' type='text/javascript'%3E%3C/script%3E"));
// ]]&gt;</script></p>
<div id="mlcalcRatesWidgetHolderCA" style="font-weight: normal; font-size: 9px; font-family: Tahoma; padding: 0; margin: 0; border: 0; background: transparent; color: #e5e5e5; width: 300px; text-align: right; padding-right: 10px;">
<script type="text/javascript">// <![CDATA[
document.write(unescape("%3Cscript src='" + (document.location.protocol == 'https:' ? 'https:' : 'http:') + "//www.mlcalc.com/mortgage-rates/widget-wide.js' type='text/javascript'%3E%3C/script%3E"));
// ]]&gt;</script></p>
<p>Powered by <a style="color: #e5e5e5; text-decoration: none;" href="http://www.mlcalc.com/mortgage-rates" target="_blank">Mortgage Rate</a></p>
</div>
<p>&nbsp;</p>
</div>
<div style="clear: both;"> </div>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Weathering the Storm: Modular Homes Are Built to Last</title>
		<link>http://www.modularrising.com/blog-posts/weathering-the-storm-modular-homes-are-built-to-last.html</link>
		<comments>http://www.modularrising.com/blog-posts/weathering-the-storm-modular-homes-are-built-to-last.html#comments</comments>
		<pubDate>Mon, 29 Oct 2012 17:35:18 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Blog Posts]]></category>
		<category><![CDATA[coastal modular homes]]></category>
		<category><![CDATA[costal homes]]></category>
		<category><![CDATA[elevated homes]]></category>
		<category><![CDATA[elevated modular homes]]></category>
		<category><![CDATA[hurricane]]></category>
		<category><![CDATA[hurricane modular]]></category>
		<category><![CDATA[hurricane sandy]]></category>
		<category><![CDATA[inclement weather]]></category>
		<category><![CDATA[modular]]></category>
		<category><![CDATA[modular beach homes]]></category>
		<category><![CDATA[modular homes de]]></category>
		<category><![CDATA[modular homes fl]]></category>
		<category><![CDATA[modular homes jersey shore]]></category>
		<category><![CDATA[modular homes long island]]></category>
		<category><![CDATA[modular homes me]]></category>
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		<category><![CDATA[modular inclement weather]]></category>
		<category><![CDATA[raised homes]]></category>
		<category><![CDATA[sandy modular]]></category>
		<category><![CDATA[stilt homes]]></category>
		<category><![CDATA[storm]]></category>
		<category><![CDATA[storm modular]]></category>
		<category><![CDATA[super storm sandy]]></category>
		<category><![CDATA[tornado]]></category>
		<category><![CDATA[tornado modular]]></category>
		<category><![CDATA[tropical storm]]></category>
		<category><![CDATA[tropical storm modular]]></category>
		<category><![CDATA[tropical storm sandy]]></category>

		<guid isPermaLink="false">http://www.modularrising.com/?p=389</guid>
		<description><![CDATA[Modular buildings have proven to be structurally superior to their stick-built counterparts. Modular structures can survive some of the most inclement weather, including hurricanes, tornadoes, tropical storms, etc. Here is an excerpt from the FEMA Building Performance Report based on observations during and after Hurricane Andrew. Wood-Frame Modular Buildings Overall, relatively minimal structural damage was [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: right;">
<input onclick="window.print()" type="button" value="Print This Page" /></p>
<p style="text-align: left;">Modular buildings have proven to be structurally superior to their stick-built counterparts. Modular structures can survive some of the most inclement weather, including hurricanes, tornadoes, tropical storms, etc. Here is an excerpt from the <span style="text-decoration: underline;"><a href="http://www.modularrising.com/wp-content/uploads/2012/10/FEMA-Hurricane-Andrew-Building-Performance-modular-extract.pdf">FEMA Building Performance Report</a></span> based on observations during and after Hurricane Andrew.</p>
<p><span style="text-decoration: underline;"><em>Wood-Frame Modular Buildings</em></span></p>
<p><em>Overall, relatively minimal structural damage was noted in modular housing developments. The module-to-module combination of the units appears to have provided an inherently rigid system that performed much better than conventional residential framing. This was evident in both the transverse and longitudinal directions of the modular buildings.</em></p>
<p><em>&#8230;Connection of units provides inherent reinforcement to overall construction with doubled members.</em></p>
<p><em>&#8230;Short span of rafters contributes to increased overall structural stiffness.</em></p>
<p><em>&#8230;Structural integrity of individual units (necessary to resist lifting and transportation forces) ensures sound components for systems of connected units.</em></p>
<p>Figure 20 of the Report is a diagram showing the &#8220;[i]nherent structural strength of modular construction.&#8221;</p>
<p>View full excerpt here: <span style="color: #1d0acc;"><strong><span style="text-decoration: underline;"><span style="text-decoration: underline;"><a href="http://www.modularrising.com/wp-content/uploads/2012/10/FEMA-Hurricane-Andrew-Building-Performance-modular-extract.pdf"><span style="color: #1d0acc; text-decoration: underline;">FEMA &#8211; Hurricane Andrew Building Performance (modular extract)</span></a></span></span></strong></span></p>
<p>&nbsp;</p>
<p style="text-align: left;"><span style="text-decoration: underline;"><strong><a title="Contact us" href="http://www.modularrising.com/contact-us">Contact us</a></strong></span> to learn more about building a structurally sound home to last for generations. For coastal and water front locations, Modular Rising also builds custom, elevated <span style="color: #0000ff;"><strong><a title="Fine Designs - Sample MR Stilt Home" href="http://www.modularrising.com/designs/fine-designs/attachment/the-delawarian"><span style="text-decoration: underline; color: #0000ff;">stilt homes</span></a></strong></span>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>**Limited-Time Offers**</title>
		<link>http://www.modularrising.com/blog-posts/coupons.html</link>
		<comments>http://www.modularrising.com/blog-posts/coupons.html#comments</comments>
		<pubDate>Sat, 20 Oct 2012 01:25:45 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Blog Posts]]></category>
		<category><![CDATA[coupons]]></category>
		<category><![CDATA[deals]]></category>
		<category><![CDATA[discounts]]></category>
		<category><![CDATA[prices]]></category>
		<category><![CDATA[sales]]></category>
		<category><![CDATA[specials]]></category>

		<guid isPermaLink="false">http://www.modularrising.com/?p=689</guid>
		<description><![CDATA[]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><div class='cctor_coupon_container cctor_aligncenter'><a href='http://www.modularrising.com/cctor_coupon/modularhomeprices' target='_blank' title='Click to Open in Print View'><img class='cctor_coupon_image' src='http://www.modularrising.com/wp-content/uploads/2013/03/Coupon-New-Customer-Special-Cropped1-300x150.png' alt=''title=''></a><div class='cctor_opencoupon'><a href='http://www.modularrising.com/cctor_coupon/modularhomeprices' target='_blank'>Click to Open in Print View</a></div><!--end .opencoupon --></div><!--end .cctor_coupon_container --></p>
]]></content:encoded>
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