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	<title>Napier &#38; Blakeley Articles and News &#187; Insurance</title>
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		<title>Don&#8217;t gamble with CPI and general cost guides for adequate insurance cover!</title>
		<link>https://napierblakeley.info/insurance/dont-gamble-with-cpi-and-general-cost-guides-for-adequate-insurance-cover/</link>
		<comments>https://napierblakeley.info/insurance/dont-gamble-with-cpi-and-general-cost-guides-for-adequate-insurance-cover/#comments</comments>
		<pubDate>Tue, 27 Feb 2024 07:14:14 +0000</pubDate>
		<dc:creator><![CDATA[Napier &#38; Blakeley]]></dc:creator>
				<category><![CDATA[Insurance]]></category>
		<category><![CDATA[CPI]]></category>
		<category><![CDATA[Napier & Blakeley]]></category>
		<category><![CDATA[Quantity Surveyors]]></category>

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		<description><![CDATA[Relying solely on Consumer Price Index (CPI) changes to form the basis of your building insurance cover could leave you under insured and vulnerable.  Why?  Building costs fluctuate independently of CPI, making this approach unreliable.  Also using broad cost guides doesn&#8217;t accurately capture the unique factors affecting construction costs and asset value, such as asset [&#8230;]]]></description>
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" width="373" height="305" />Relying solely on Consumer Price Index (CPI) changes to form the basis of your building insurance cover could leave you under insured and vulnerable.  Why?</b>  Building costs fluctuate independently of CPI, making this approach unreliable.  Also using broad cost guides doesn&#8217;t accurately capture the unique factors affecting construction costs and asset value, such as asset type and location.</p>
<p>As experienced Quantity Surveyors, Napier &amp; Blakeley stands apart as trusted industry providers. We have appropriate Professional Indemnity insurance to support the provision of advice around Reinstatement Cost Assessments and with nearly four decades of leadership, we offer:<span id="more-3812"></span></p>
<ul>
<li>Real-time cost data from over 500 construction projects annually;</li>
<li>Expertise in estimating project costs including demolition, professional fees, timelines and cost escalations; and</li>
<li>Wealth of experience and support from property investors, legal and financial sectors, government agencies, and numerous clients.</li>
</ul>
<p>Ensure your assets are properly protected. Trust N&amp;B for tailored guidance on insurable values, backed by unparalleled expertise.</p>
<p><b>Let us help you manage your risks with accurate Reinstatement Cost Assessments.  Contact our team today.</b></p>
<p><span style="color: #ff0000;"><b>NATIONAL</b></span><br />
<span style="color: #000000;"> <a title="Rob Howells" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2197326%2F_J83reeMbpF98lcdObBHh8PUp3w1fkAl7S4pif.1.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984882744%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=iFLo6Q7Iy9FYMW1lHncPHwxi2Br3ThpPxENgO2h2Lt0%3D&amp;reserved=0"><span style="color: #000000;">Rob Howells</span></a><span style="text-decoration: underline;">,</span> Managing Director <span style="color: #ff0000;">|</span> 0437 649 082 <span style="color: #ff0000;">|</span> <a title="rhowells@napierblakeley.com" href="mailto:rhowells@napierblakeley.com"><span style="color: #000000;">rhowells@napierblakeley.com</span></a></span><br />
<span style="color: #000000;"> <a title="Craig Smith" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936390%2F_J83reeMbpF98lcdObBHiFisff0Uzxp4wt18y512.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984887481%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=7d%2Bg9Z5umJavbuq6ntfsfFMNLuX1FNMAcqeC0JvAeVY%3D&amp;reserved=0" target="_blank"><span style="color: #000000;">Craig Smith</span></a>, National Director of Quantity Surveying<span style="color: #ff0000;"> |</span> 0407 371 664<span style="color: #ff0000;"> |</span>  <a href="mailto:csmith@napierblakeley.com"><span style="color: #000000;">csmith@napierblakeley.com</span></a></span><br />
<span style="color: #000000;"> <a title="Coco Williams" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936405%2F_J83reeMbpF98lcdObBHKksx2a5NfGTSEnb27U5J.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984892114%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=9SrWwplSo3VPAxhAdpjjLmXcbvp64ssH7IHFMJwXHXo%3D&amp;reserved=0" target="_blank"><span style="color: #000000;">Coco Williams</span></a>,<b> </b>National Head of Client Services <span style="color: #ff0000;">|</span> 0418 348 712 <span style="color: #ff0000;">|</span> <a title="cowilliams@napierblakeley.com" href="mailto:cowilliams@napierblakeley.com"><span style="color: #000000;">cowilliams@napierblakeley.com</span></a> </span><br />
<span style="color: #000000;"> <a href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936375%2F_J83reeMbpF98lcdObBHhwqIaTAwyLDtFFXHTiA9.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984896709%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=oBeqGjPjjgROF2GiQIPpy%2B8KCLF9zQhWp6d1vTbyFjI%3D&amp;reserved=0"><span style="color: #000000;">Michael Ross</span></a>, National Head of Tax<span style="color: #ff0000;"> |</span> 0403 841 175 <span style="color: #ff0000;">|</span> <a title="mross@napierblakeley.com" href="mailto:mross@napierblakeley.com"><span style="color: #000000;">mross@napierblakeley.com</span></a></span></p>
<p><span style="color: #ff0000;"> <b>MELBOURNE</b></span><br />
<span style="color: #000000;"> <a title="John Atkins" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936388%2F_J83reeMbpF98lcdObBHaCm40mju2CEWtEDPB9K5.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984901112%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=5xGwJlChvW978UY%2FGxrAyNbIQicLdcZaX7Ge9t%2FXFdo%3D&amp;reserved=0" target="_blank"><span style="color: #000000;">John Atkins</span></a>, Director <span style="color: #ff0000;">|</span> 0456 644 052<span style="color: #ff0000;"> |</span> <a title="jatkins@napierblakeley.com" href="mailto:jatkins@napierblakeley.com"><span style="color: #000000;">jatkins@napierblakeley.com</span></a></span></p>
<p><span style="color: #ff0000;"> <b>SYDNEY</b></span><br />
<span style="color: #000000;"> <a title="Peter Hammond" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936334%2F_J83reeMbpF98lcdObBHOTr_khtvgVY0XnkSDmiX.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984905592%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=sHGVNNWEFqq7EpTeu0lxwxrqISjkQyVnlZ8XPxXhjKY%3D&amp;reserved=0"><span style="color: #000000;">Peter Hammond</span></a><span style="text-decoration: underline;">,</span> Director<span style="color: #ff0000;"> |</span> 0419 980 901 <span style="color: #ff0000;">|</span> <a title="phammond@napierblakeley.com" href="mailto:phammond@napierblakeley.com"><span style="color: #000000;">phammond@napierblakeley.com</span></a></span></p>
<p><span style="color: #ff0000;"> <b>BRISBANE</b></span><br />
<span style="color: #000000;"> <a title="Paul Cosker" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936353%2F_J83reeMbpF98lcdObBHrLr.rI2h8I5SaEvgcf_7.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984910132%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=H2Pt710yAvxcaKmV2gpUs0H6bKTrw3yWJHkd%2BFfd%2FmY%3D&amp;reserved=0" target="_blank"><span style="color: #000000;">Paul Cosker</span></a>, Director <span style="color: #ff0000;">|</span> 0434 400 107 <span style="color: #ff0000;">|</span> <a title="pcosker@napierblakeley.com" href="mailto:pcosker@napierblakeley.com"><span style="color: #000000;">pcosker</span></a><a title="pcosker@napierblakeley.com" href="mailto:pcosker@napierblakeley.com"><span style="color: #000000;">@napierblakeley.com</span></a></span></p>
<p><span style="color: #ff0000;"> <b>PERTH</b> </span><br />
<span style="color: #000000;"> <a title="Scott Muirden" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936399%2F_J83reeMbpF98lcdObBH2ULqCNKvskT5QobKMXn_.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984914728%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=9g0xzrFwYJtfUxhJMfGVAVdmKDZv%2FJfFhznWOPQUwkA%3D&amp;reserved=0"><span style="color: #000000;">Scott Muirden</span></a>, Director<span style="color: #ff0000;"> |</span> 0450 393 099 <span style="color: #ff0000;">|</span> <a title="smuirden@napierblakeley.com" href="mailto:smuirden@napierblakeley.com"><span style="color: #000000;">smuirden@napierblakeley.com</span></a></span><br />
<span style="color: #000000;">  </span><br />
<span style="color: #ff0000;"> <b>ADELAIDE</b></span><br />
<span style="color: #000000;"> <a title="Sam Grindley" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936377%2F_J83reeMbpF98lcdObBHWffGMsQAFFnh15WtPLfr.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984919204%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=NDnIeCuasBo4ell1L1MD69N5rI8611C%2BGx9dk1j8HAs%3D&amp;reserved=0"><span style="color: #000000;">Sam Grindley</span></a>, Associate Director <span style="color: #ff0000;">|</span> 0460 032 142 <span style="color: #ff0000;">|</span> <a title="sgrindley@napierblakeley.com" href="mailto:sgrindley@napierblakeley.com"><span style="color: #000000;">sgrindley@napierblakeley.com</span></a></span></p>
<p><span style="color: #ff0000;"> <b>NEW ZEALAND</b></span><br />
<span style="color: #000000;"> <a title="Daniel Small" href="https://aus01.safelinks.protection.outlook.com/?url=https%3A%2F%2Femail.webchameleon.com.au%2Fch%2F20547%2F2dvrz7t%2F2936409%2F_J83reeMbpF98lcdObBHNfvPv3OqEAFK1RlDn4zl.html&amp;data=05%7C02%7Cfmaguire%40napierblakeley.com%7C674d1fd2f624439d438708dc37176e3e%7C7cbfb4c4cea1456a844caf6ad537e75a%7C0%7C0%7C638445820984923917%7CUnknown%7CTWFpbGZsb3d8eyJWIjoiMC4wLjAwMDAiLCJQIjoiV2luMzIiLCJBTiI6Ik1haWwiLCJXVCI6Mn0%3D%7C0%7C%7C%7C&amp;sdata=%2FJA6crzAKJvGRsgBetyk%2FqZaawveNN%2Fq3GbYgGPvWZY%3D&amp;reserved=0" target="_blank"><span style="color: #000000;">Daniel Small</span></a>, Director <span style="color: #ff0000;">|</span> +64 20 493 6595<span style="color: #ff0000;"> |</span> <a title="dsmall@napierblakeley.com" href="mailto:dsmall@napierblakeley.com"><span style="color: #000000;">dsmall@napierblakeley.com</span></a></span></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Property Reinstatement Cost Assessments &#8211; Are your property assets correctly insured ?</title>
		<link>https://napierblakeley.info/insurance/property-reinstatement-cost-assessments-are-your-property-assets-correctly-insured/</link>
		<comments>https://napierblakeley.info/insurance/property-reinstatement-cost-assessments-are-your-property-assets-correctly-insured/#comments</comments>
		<pubDate>Wed, 21 Nov 2012 23:31:19 +0000</pubDate>
		<dc:creator><![CDATA[Napier &#38; Blakeley]]></dc:creator>
				<category><![CDATA[Insurance]]></category>
		<category><![CDATA[Alastair Walker]]></category>
		<category><![CDATA[Craig Smith]]></category>
		<category><![CDATA[Development Advisory & Quantity Surveying]]></category>
		<category><![CDATA[Gavin Peach]]></category>
		<category><![CDATA[John Mathew]]></category>
		<category><![CDATA[Napier & Blakeley]]></category>
		<category><![CDATA[Paul Cosker]]></category>
		<category><![CDATA[Paul Mazoletti]]></category>
		<category><![CDATA[Peter Frith]]></category>
		<category><![CDATA[Peter Guerra]]></category>
		<category><![CDATA[Peter Hammond]]></category>
		<category><![CDATA[Peter Osborn]]></category>
		<category><![CDATA[property assets]]></category>
		<category><![CDATA[Property Depreciation]]></category>
		<category><![CDATA[Property Reinstatement Cost Assessments]]></category>
		<category><![CDATA[Quantity Surveyors]]></category>
		<category><![CDATA[Rob Howells]]></category>
		<category><![CDATA[Sustainable Property Solutions]]></category>
		<category><![CDATA[Transaction & Asset Advisory]]></category>

		<guid isPermaLink="false">http://napierblakeley.info/?p=841</guid>
		<description><![CDATA[Construction costs are subject to constant change, so if you are insured are you confident that you are not either under or over insured in a changing cost market? Quantity Surveyors are the only construction cost trained professionals that can make sure your assets have the appropriate insurance replacement cost cover. A Quantity Surveyors purpose [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><a href="http://napierblakeley.info/wp-content/uploads/2012/11/Building-on-fire-22.11.12-resized.jpg"><img class="alignleft size-medium wp-image-844" style="margin: 5px; border: black 1px solid;" title="Building on fire 22.11.12 resized" alt="" src="http://napierblakeley.info/wp-content/uploads/2012/11/Building-on-fire-22.11.12-resized-300x199.jpg" width="300" height="199" /></a>Construction costs are subject to constant change, so if you are insured are you confident that you are not either under or over insured in a changing cost market?</p>
<p>Quantity Surveyors are the only construction cost trained professionals that can make sure your assets have the appropriate insurance replacement cost cover.</p>
<p>A Quantity Surveyors purpose is to predict and manage construction costs. They are specifically trained to do so and they don’t value, they don’t build, they don’t design, they don’t buy and sell property. They are independent and professional consultants.</p>
<p>So here’s a quick list of Property Reinstatement Cost Assessments do’s and don’ts :<span id="more-841"></span></p>
<p><strong><a href="http://napierblakeley.info/wp-content/uploads/2012/11/Fireman-putting-out-fire-22.11.12-resized.jpg"><img class="size-medium wp-image-843 alignright" style="margin: 5px; border: black 1px solid;" title="Fireman putting out fire 22.11.12 resized" alt="" src="http://napierblakeley.info/wp-content/uploads/2012/11/Fireman-putting-out-fire-22.11.12-resized-200x300.jpg" width="200" height="300" /></a>Do’s:</strong></p>
<ul>
<li>Make sure you&#8217;re not under or over insured</li>
<li>Include all relevant costs in your insurance</li>
<li>Estimate costs based on current market rates</li>
<li>Escalate costs going forward appropriately</li>
<li>Consider the time involved to demolish, re-plan and re-build</li>
<li>Include costs for professional fees for re-design</li>
<li>Consider cost not &#8216;value&#8217;</li>
<li>Assume nothing, as risk is risk, and risk management is good</li>
<li>Be nice to your family and friends when they &#8216;offer you construction advice&#8217;</li>
</ul>
<p><strong>Don&#8217;ts:</strong></p>
<ul>
<li>Don&#8217;t forget to contact us to assist you</li>
</ul>
<p>Napier &amp; Blakeley’s Quantity Surveyors prepare reinstatement cost assessments for billions of dollars worth of properties every year, including many of the largest property portfolios and our knowledge and experience in this area is second to none.</p>
<p>So call us today to make sure your property insurance needs are covered.</p>
<p><strong>Contacts</strong></p>
<p><span style="color: #000080;"><strong>Development Advisory &amp; Quantity Surveying</strong></span><br />
Peter Hammond &#8211; 02 9299 1899 &#8211; <a href="mailto:phammond@napierblakeley.com">phammond@napierblakeley.com</a><br />
Craig Smith &#8211; 03 9915 6300 &#8211; <a href="mailto:csmith@napierblakeley.com">csmith@napierblakeley.com</a><br />
Paul Cosker &#8211; 07 3221 8255 &#8211; <a href="mailto:pcosker@napierblakeley.com">pcosker@napierblakeley.com</a></p>
<p><span style="color: #3366ff;"><strong>Transaction &amp; Asset Advisory<br />
</strong></span>Rob Howells &#8211; 03 9915 6300 &#8211; <a href="mailto:rhowells@napierblakeley.com">rhowells@napierblakeley.com</a><br />
Alastair Walker &#8211; 02 9299 1899 &#8211; <a href="mailto:awalker@napierblakeley.com">awalker@napierblakeley.com</a><br />
Gavin Peach - 02 9299 1899 &#8211; <a href="mailto:posborn@napierblakeley.com">gpeach@napierblakeley.com</a></p>
<p><span style="color: #ff9900;"><strong>Property Depreciation<br />
</strong></span>John Mathew &#8211; 03 9915 6300 &#8211; <a href="mailto:jmathew@napierblakeley.com">jmathew@napierblakeley.com</a><br />
Peter Guerra &#8211; 02 9299 1899 &#8211; <a href="mailto:pguerra@napierblakeley.com">pguerra@napierblakeley.com</a><br />
Peter Osborn &#8211; 02 9299 1899 &#8211; <a href="mailto:psoborn@napierblakeley.com">psoborn@napierblakeley.com</a><br />
<strong><br />
</strong><span style="color: #008000;"><strong>Sustainable Property Solutions<br />
</strong></span>Peter Frith &#8211; 03 9915 6300 &#8211; <a href="mailto:pfrith@napierblakeley.com">pfrith@napierblakeley.com</a><br />
<strong><br />
</strong></p>
<p>&nbsp;</p>
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		<item>
		<title>If you’re not properly insured &#8230;  then it will be a real disaster</title>
		<link>https://napierblakeley.info/insurance/if-you%e2%80%99re-not-properly-insured-then-it-will-be-a-real-disaster/</link>
		<comments>https://napierblakeley.info/insurance/if-you%e2%80%99re-not-properly-insured-then-it-will-be-a-real-disaster/#comments</comments>
		<pubDate>Wed, 25 May 2011 00:53:48 +0000</pubDate>
		<dc:creator><![CDATA[Napier &#38; Blakeley]]></dc:creator>
				<category><![CDATA[Insurance]]></category>
		<category><![CDATA[Quantity Surveying]]></category>
		<category><![CDATA[Building & Sustainability Consulting]]></category>
		<category><![CDATA[Capital Expenditure Planning]]></category>
		<category><![CDATA[Craig Smith]]></category>
		<category><![CDATA[Disaster]]></category>
		<category><![CDATA[Earthquake]]></category>
		<category><![CDATA[Flooding]]></category>
		<category><![CDATA[Insurance Reinstatement Costs]]></category>
		<category><![CDATA[Napier & Blakeley]]></category>
		<category><![CDATA[Paul Cosker]]></category>
		<category><![CDATA[Peter Hammond]]></category>
		<category><![CDATA[Property Depreciation]]></category>
		<category><![CDATA[Property Reinstatement Cost Assessments]]></category>
		<category><![CDATA[Property Replacement Insurance]]></category>
		<category><![CDATA[Strategic Asset Management]]></category>
		<category><![CDATA[Technical Due Diligence]]></category>

		<guid isPermaLink="false">http://napierblakeley.info/?p=424</guid>
		<description><![CDATA[Damage to property and buildings by fire and other disasters, natural or otherwise, costs Australians hundreds of millions of dollars every year. In the last year this has been even more defined by the recent floods in Queensland and Victoria. Notwithstanding the substantial number of properties that suffered as a result of the recent floods, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><strong><span style="color: #003366;"><a href="http://napierblakeley.info/wp-content/uploads/2011/05/Joined-up-photo-disaster.jpg"><img class="size-medium wp-image-425 alignright" title="Joined up photo disaster" src="http://napierblakeley.info/wp-content/uploads/2011/05/Joined-up-photo-disaster-300x106.jpg" alt="" width="300" height="106" /></a>Damage to property and buildings</span> </strong>by fire and other disasters, natural or otherwise, costs Australians hundreds of millions of dollars every year. In the last year this has been even more defined by the recent floods in Queensland and Victoria.</p>
<p>Notwithstanding the substantial number of properties that suffered as a result of the recent floods, the most common building disaster in Australia is fire, so it is important to be prepared. Luckily we have only had one earthquake in recent history and although the chances of these occurrences are low, the devastation they can do has been clearly seen in Christchurch.<span id="more-424"></span>Napier &amp; Blakeley’s property reinstatement cost assessments determine the amount a property needs to be insured for to cover the possibility of damage or complete destruction from a disaster. This should include the demolition of the remaining component of the property followed by the reconstruction and all associated fees, such as design, management and permit fees.</p>
<p>In conjunction with recent meteorological events construction markets nationally have gone through significant changes in cost in recent years. A number of years ago costs increased significantly and in some markets in more recent times costs have gone backwards. So it is now more important than ever to accurately update insurable costs.</p>
<p>Fire or disaster can have a direct impact on business operations within a building and many building owners do not adequately factor items such as loss of profits or business interruption into the building insurance equation, leaving themselves under insured.</p>
<p>Over insurance can also be detrimental to business performance. Insuring a property for more than its true worth provides no tangible benefit and may increase the building’s outgoings unnecessarily.</p>
<p>Our reports ensure that you are insured for the right amount and the assessments we provide take many factors into account in determining the cost of reinstating property.  Our quantity surveyors are experts in determining the true demolition and reconstruction costs of a property.<strong><br />
</strong></p>
<p><strong><em>Valuers value, architects design and builders build, but none are real cost experts.</em></strong></p>
<p>A qualified quantity surveyor is the only qualified construction cost professional capable of determining construction costs of buildings.</p>
<p><span style="color: #003366;"><strong>Related Topic on Napier &amp; Blakeley Blog </strong></span><span style="color: #003366;"><span style="color: #000000;"> </span></span><span style="color: #003366;"><span style="color: #000000;"><span style="color: #000000;"><a class="alignleft" style="width: 275px; height: 27px;" title="Property Depreciation and Natural Disasters" href="http://napierblakeley.info/insurance/property-depreciation-and-natural-disasters/#more-365" target="_blank"><br />
Property Depreciation and Natural Disasters</a></span></span></span></p>
<p><span style="color: #003366;"><strong> </strong></span></p>
<p><span style="color: #003366;"><strong>Contact<br />
</strong></span><span style="color: #003366;"><br />
<span style="color: #000000;">If you want further information on Property Reinstatement Cost Assessments, or any other Napier &amp; Blakeley services please contact any of our offices below:</span></span></p>
<p>Melbourne - Craig Smith                   <br />
03 9915 6300                           <br />
<a title="mailto:csmith@napierblakeley.com" href="mailto:csmith@napierblakeley.com">csmith@napierblakeley.com</a> </p>
<p>Sydney - Peter Hammond<strong>                <br />
</strong>02 9299 1899                    <br />
<a title="mailto:phammond@napierblakeley.com" href="mailto:phammond@napierblakeley.com">phammond@napierblakeley.com</a> </p>
<p>Brisbane - Paul Cosker   <strong>                  <br />
</strong>07 3221 8255                           <br />
<a href="mailto:pcosker@napierblakeley.com">pcosker<a title="mailto:pcosker@napierblakeley.com" href="mailto:pcosker@napierblakeley.com">@napierblakeley.com</a></a></p>
<p><span><strong><span style="color: #003366;"><br />
Napier &amp; Blakeley services:</span></strong></span> </p>
<ul>
<li>Technical Due Diligence</li>
<li>Capital Expenditure Planning</li>
<li>Quantity Surveying</li>
<li>Strategic Asset Management</li>
<li>Building &amp; Sustainability Consulting</li>
<li>Property Depreciation</li>
</ul>
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		<item>
		<title>Property Depreciation and Natural Disasters</title>
		<link>https://napierblakeley.info/insurance/property-depreciation-and-natural-disasters/</link>
		<comments>https://napierblakeley.info/insurance/property-depreciation-and-natural-disasters/#comments</comments>
		<pubDate>Thu, 24 Feb 2011 02:09:03 +0000</pubDate>
		<dc:creator><![CDATA[Napier &#38; Blakeley]]></dc:creator>
				<category><![CDATA[Insurance]]></category>
		<category><![CDATA[Property Tax]]></category>
		<category><![CDATA[Capital Allowances]]></category>
		<category><![CDATA[Depreciation]]></category>
		<category><![CDATA[Division 40]]></category>
		<category><![CDATA[Division 43]]></category>
		<category><![CDATA[Napier & Blakeley]]></category>
		<category><![CDATA[Property Depreciation Allowances]]></category>
		<category><![CDATA[Tax Depreciation]]></category>

		<guid isPermaLink="false">http://napierblakeley.info/?p=365</guid>
		<description><![CDATA[Over the last 6 months, with the unfortunate spate of different Natural Disasters occurring Napier &#38; Blakeley have been requested from numerous clients what effect does it have on their existing and future capital allowances for their investment properties. The question arises where funds from a third party such as an insurer pays for capital [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><a href="http://napierblakeley.info/wp-content/uploads/2011/02/3-photos.jpg"><img class="alignleft size-full wp-image-366" title="3 photos" alt="" src="http://napierblakeley.info/wp-content/uploads/2011/02/3-photos.jpg" width="572" height="86" /></a><br />
Over the last 6 months, with the unfortunate spate of different Natural Disasters occurring Napier &amp; Blakeley have been requested from numerous clients what effect does it have on their existing and future capital allowances for their investment properties.</p>
<p>The question arises where funds from a third party such as an insurer pays for capital works.</p>
<p><strong><span style="color: #003366;">No Insurance </span><br />
</strong>Where there is no insurance claim, then all demolished capital items may be written off from the date of demolition.  All newly installed and refurbished costs may be claimed once works have been completed.<br />
<em><span style="color: #003366;">Tip – ensure you keep all records of expenditure including all associated on costs such as skip hire, professional fees and the like. </span></em></p>
<p><em><span style="color: #003366;"><span id="more-365"></span></span></em><strong><span style="color: #003366;">Insured asset replacement</span><br />
</strong>Depreciation is broken into two main components being Division 40 and 43.  Each of these elements need to be adjusted separately.</p>
<p><span style="color: #003366;"><strong>Division 43 </strong>(Buildings)</span><strong><br />
</strong>Consideration needs to be made as to the value of money received to replace the asset and the written down value at the time of destruction.  If the value of the insurance payout is greater than the written down value then no balancing adjustment (write off) is available.  The new asset is eligible to claim Division 43 deductions.</p>
<p><em title="http://email.webchameleon.com.au/ch/20547/2d8b547/1379939/985b54kqt.html"><span style="color: #003366;"><a class="alignleft" title="View a Legal case for Division 43" href="http://law.ato.gov.au/atolaw/view.htm?rank=find&amp;criteria=AND~insurance~basic~exact&amp;sis=depreciation&amp;target=JA&amp;style=java&amp;sdocid=AID/AID2003703/00001&amp;recStart=1&amp;PiT=99991231235958&amp;recnum=4&amp;tot=780&amp;pn=ALL:::ALL" target="_blank">View a Legal case for Division 43</a></span></em></p>
<p><span style="color: #003366;"><strong> </strong></span><span style="color: #003366;"><strong>Division 40</strong> (Depreciating assets or plant and equipment)<br />
</span>If a replacement asset is provided then the taxpayer can choose to apply the money received to reduce the cost base of the replacement asset.  This means that the destroyed asset may not have been written off but the new written down value of the asset after adjustment may be depreciated.<br />
<em><span style="color: #003366;">Tip – timing is important when applying this relief. </span></em></p>
<p>i.e. a table with a written down value of $100 is destroyed by flood.  The taxpayer receives an insurance payout of $150, used to acquire a new table.  The taxpayer can choose not to treat the $50 as income, but to use the amount to reduce the cost base of the replacement to $100.<strong> </strong></p>
<p>It is important to identify the assets within your existing schedules that are/have been removed so as to ascertain their value at the time of removal.</p>
<p><strong><span style="color: #003366;">Napier &amp; Blakeley’s services</span> </strong>are tailored to each clients needs when it comes to maintaining accurate depreciation schedules and asset registers &#8211;  it is a service we call Property Tax Profiling (PTP<sup>TM</sup>).</p>
<p>Napier &amp; Blakeley are the foremost provider of tax depreciation schedules throughout Australia providing not just value for money but the very best returns.</p>
<p>Please do not hesitate to contact us for all of your depreciation needs.</p>
<p>Queensland &#8211; Paul Mazoletti<br />
0408 749 202<br />
<a href="mailto:pmazoletti@napierblakeley.com">pmazoletti@napierblakeley.com</a></p>
<p>South Australia - John Mathew<br />
0414 559 326<br />
<a title="mailto:djmathew@napierblakeley.com" href="mailto:djmathew@napierblakeley.com">jmathew@napierblakeley.com</a></p>
<p>&nbsp;</p>
<p>The above information relates only to properties used to derive an income.  As with all situations relating to tax you must ensure that you receive specific advice based on your circumstances, this information is general in nature and should not be solely relied upon.</p>
<p><strong><span style="color: #003366;">Napier &amp; Blakeley services:</span></strong></p>
<ul>
<li>Tax depreciation estimates</li>
<li>Tax depreciation schedules</li>
<li>Asset registers</li>
<li>Technical due diligence</li>
<li>Condition assessments</li>
<li>Make good assessments</li>
<li>Capital expenditure forecasting</li>
<li>Insurance replacement costs assessments</li>
</ul>
<p dir="ltr">QLD /  NT  -  Paul Mazoletti &#8211; 07 3221 8255<br />
NSW / ACT / WA / NZ  -   Alastair Walker - 02 9299 1899<br />
VIC /  SA  / TAS  -  Peter Frith,  John Mathew -  03 9915 6300</p>
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		<title>Are your Fire Insurance Assessments up to date?</title>
		<link>https://napierblakeley.info/insurance/are-your-fire-insurance-assessments-up-to-date/</link>
		<comments>https://napierblakeley.info/insurance/are-your-fire-insurance-assessments-up-to-date/#comments</comments>
		<pubDate>Sun, 08 Aug 2010 01:21:27 +0000</pubDate>
		<dc:creator><![CDATA[Napier &#38; Blakeley]]></dc:creator>
				<category><![CDATA[Insurance]]></category>
		<category><![CDATA[Disaster]]></category>
		<category><![CDATA[Quantity Surveying]]></category>
		<category><![CDATA[Reinstatement Cost Assessments]]></category>

		<guid isPermaLink="false">http://napierblakeley.info/?p=68</guid>
		<description><![CDATA[Damage to property and buildings by fire and other disasters, natural or otherwise, costs Australians hundreds of millions of dollars every year. In Australia, the most common building disaster is fire, so it is important to be prepared.   Napier &#38; Blakeley’s fire insurance assessments are called reinstatement cost assessments. The function of these assessments [&#8230;]]]></description>
				<content:encoded><![CDATA[<p class="NBText" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-family: Arial;"><span style="font-size: 9pt;"><a href="http://napierblakeley.info/wp-content/uploads/2008/09/smoke.jpg"><img class="alignright size-medium wp-image-69" title="smoke" src="http://napierblakeley.info/wp-content/uploads/2008/09/smoke.jpg" alt="" width="300" height="195" /></a>Damage to property and buildings by fire and other disasters, natural or otherwise, costs Australians hundreds of millions of dollars every year. In </span><span style="font-size: 9pt;">Australia</span><span style="font-size: 9pt;">, the most common building disaster is fire, so it is important to be prepared. </span></span></p>
<p class="NBText" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;"> </span></span></p>
<p class="NBText" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;">Napier &amp; Blakeley’s fire insurance assessments are called reinstatement cost assessments. The function of these assessments is to determine the amount a property needs to be insured, to cover the possibility of damage from a disaster. This can include the demolition of the remaining component of the property followed by reconstruction. </span></span></p>
<p class="NBText" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;">Construction markets nationally have gone through significant upturns in cost in recent years. While the increase in these costs may have slowed, they are still far greater than they were a few years ago. </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;"><span id="more-68"></span></span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;">Fire or disaster can have a direct impact on the business operations within a building and many building owners do not adequately factor items such as loss of profits or business interruption into the building insurance equation, leaving themselves under insured. </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;">Over insurance is equally detrimental to business performance. Insuring a property for more than its true worth provides no tangible benefit and may increase the building’s outgoings unnecessarily.</span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;">Napier &amp; Blakeley will ensure you are insured for the right amount. The assessments we provide take many factors into account in determining the cost of reinstating property. Our quantity surveyors are capable of determining the true demolition and reconstruction costs of a property. Valuers value, architects design and builders build, but none are real cost experts</span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt; text-align: justify;"><span style="font-size: 9pt;"><span style="font-family: Arial;">Full assessments by Napier &amp; Blakeley are vital in analysing the true extent of loss in the event of a disaster and enable property owners to secure the right insurance cover at the best available premium.<span style="mso-spacerun: yes;">  </span>Our quantity surveyors are skilled in the area of construction costs and have daily exposure to changes in the marketplace affecting labour, materials and procurement. </span></span></p>
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		<title>Sherwood fire sparks timely warning about Property Insurance</title>
		<link>https://napierblakeley.info/insurance/sherwood-fire-sparks-timely-warning-about-property-insurance/</link>
		<comments>https://napierblakeley.info/insurance/sherwood-fire-sparks-timely-warning-about-property-insurance/#comments</comments>
		<pubDate>Mon, 08 Sep 2008 01:54:50 +0000</pubDate>
		<dc:creator><![CDATA[Napier &#38; Blakeley]]></dc:creator>
				<category><![CDATA[Insurance]]></category>
		<category><![CDATA[Asset Management]]></category>
		<category><![CDATA[Disaster]]></category>
		<category><![CDATA[Plant]]></category>
		<category><![CDATA[Quantity Surveying]]></category>
		<category><![CDATA[Tenancy]]></category>

		<guid isPermaLink="false">http://napierblakeley.info/?p=87</guid>
		<description><![CDATA[The recent warehouse fire in the Brisbane suburb of Sherwood should send a significant warning to property owners and managers about property replacement cost assessments. The damage to the Sherwood warehouse was massive. From a property owner’s perspective, it was critical that they were not under-insured.   Unfortunately, all too often we see companies that [&#8230;]]]></description>
				<content:encoded><![CDATA[<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><a href="http://napierblakeley.info/wp-content/uploads/2008/09/fi.jpg"><img class="alignright size-medium wp-image-88" title="fi" src="http://napierblakeley.info/wp-content/uploads/2008/09/fi.jpg" alt="" width="300" height="253" /></a>The recent warehouse fire in the </span><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US">Brisbane</span><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"> suburb of Sherwood should send a significant warning to property owners and managers about property replacement cost assessments. The damage to the Sherwood warehouse was massive. From a property owner’s perspective, it was critical that they were not under-insured. </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Unfortunately, all too often we see companies that lose their assets (due to fire, flooding etc) without first ensuring they are adequately insured. This is an expensive mistake.</span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Everyday, property owners are at risk of under-insurance due to a variety of factors. The case study below demonstrates the difference between an insurance replacement cost assessment prepared by a qualified Quantity Surveyor and a property valuation estimate.</span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">The example is based on a 10,000m2 property which has a 4,000m2 industrial building, including a 500m2 office component.</span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<table class="MsoTableGrid" style="margin: auto auto auto 26.6pt; border-collapse: collapse; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 480; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext;" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr style="mso-yfti-irow: 0;">
<td style="padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; border: windowtext 1pt solid;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Item</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: windowtext 1pt solid; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Quantity Surveyor</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: windowtext 1pt solid; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Valuation</span></span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Current building replacement cost</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$2,480,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$2,480,000</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Additional building cost for office areas</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$290,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$290,000</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Cost of external hardstand, landscaping and services</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$600,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Demolition cost of existing structure</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$240,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Demolition cost of existing hardstand</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$120,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Additional cost of asbestos removal</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$200,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Additional costs to achieve current building code compliance </span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$100,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Replacement cost of Landlord owned tenancy fitouts</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$250,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Total replacement cost</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$4,280,000</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$2,770,000</span></span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Cost of re-design and professional fees</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$270,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Cost of council fees and charges</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$80,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 12;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Total development costs</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$4,630,000</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$2,770,000</span></span></strong></p>
</td>
</tr>
<tr style="mso-yfti-irow: 13;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Cost escalation between disaster date and final completion of new building (18 months)</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$463,000</span></span></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; background-color: transparent; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Not considered</span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 14; mso-yfti-lastrow: yes;">
<td style="border-bottom: windowtext 1pt solid; border-left: windowtext 1pt solid; padding-bottom: 0cm; padding-left: 5.4pt; width: 184.95pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="247" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Total replacement cost</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$5,093,000 (1,273/m2)</span></span></strong></p>
</td>
<td style="border-bottom: windowtext 1pt solid; border-left: #ece9d8; padding-bottom: 0cm; padding-left: 5.4pt; width: 94.05pt; padding-right: 5.4pt; background: silver; border-top: #ece9d8; border-right: windowtext 1pt solid; padding-top: 0cm; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt;" width="125" valign="top">
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><strong style="mso-bidi-font-weight: normal;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">$2,770,000 (692/m2)</span></span></strong></p>
</td>
</tr>
</tbody>
</table>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"><span id="more-87"></span></span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">The above example is commonly found when discussing costs and risks with our property owner clients. Inadequate insurance cover leads to the property owner essentially becoming a co-insurer of the property and often relates to protracted negotiations in the event of a claim. This ratio (50% under-insurance in the above example) still applies if there is only a partial damage or loss. </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">In the other extreme, excess insurance cover provides no benefit to the insurer and will unnecessarily increase the asset’s outgoings.</span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;">Insurance against fire and related perils can be extended to cover the breakdown of plant and machinery. An analysis of the plant to be insured, including an assessment of its reinstatement cost and current condition, can also be provided. Properties with multiple buildings on one site should have separate replacement costs for each building and ownership of tenant fitouts needs to be taken into account. These fitouts can, in some cases, equate to a similar cost to the base building, especially when the fitout includes a high value of plant and equipment.</span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US"><span style="font-family: Arial;"> </span></span></p>
<p class="MsoNormal" style="margin: 0cm 0cm 0pt;"><span style="font-family: Arial;"><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US">Napier &amp; Blakeley have an extensive database of properties including over 4,000 industrial properties in </span><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US">Queensland</span><span style="font-size: 9pt; mso-bidi-font-family: Arial; mso-ansi-language: EN-US;" lang="EN-US">. Many of our clients ask us to prepare an accurate assessment initially and then provide annual desktop updates based on construction cost indices and forecasts. More thorough reviews need to be completed after a few years of general indexed updates or when there have been significant changes to the asset or the legislative environment. These include tenant fitouts, renovations or extensions, changes to the BCA and significant variations to the material/labour supply in the local market. Napier &amp; Blakeley will protect you from the substantial risks of under insuring your assets. </span></span></p>
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