<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-9650327</id><updated>2012-02-09T06:42:25.369-08:00</updated><category term='Gordon Brown'/><category term='Insurance'/><category term='replacement'/><category term='value'/><category term='Prime Minister'/><category term='recession'/><category term='http://www.blogger.com/img/blank.gif'/><category term='dollar'/><category term='investment'/><category term='repair'/><category term='gold'/><category term='euro'/><category term='yen'/><category term='Jewellery'/><title type='text'>Valuing Man</title><subtitle type='html'>A British valuer, Appraiser to our American cousins, struggling against a tide of mediocrity and getting more  cynical about politicians daily.
A committed Libertarian, check it out, You know it makes sense</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://jewelleryvaluer.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9650327/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://jewelleryvaluer.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>ianvaluer</name><uri>http://www.blogger.com/profile/06109273750672628285</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='20' src='http://3.bp.blogspot.com/-tD7fJ7xCPl0/TptAvgkr50I/AAAAAAAAACo/G5K2oGH5pYg/s220/DSC00162.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>8</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-9650327.post-4861368102312204691</id><published>2012-02-09T05:20:00.000-08:00</published><updated>2012-02-09T06:34:25.501-08:00</updated><title type='text'>Integrity in Valuations</title><content type='html'>I was pondering the ideas of different skill sets the other day, prompted by the TV advert for a well known Car Breakdown Service who would come and repair your boiler, It was the use of the word "cowboys" as a derogatory comment, and appeared to indicate that if you didn't use the Car Breakdown Service, you could be dealing with a cowboy. I am sure that many Independent Qualified Plumbers would take exception to this.&lt;br /&gt;&lt;br /&gt;I then saw the story about a well known Auction House who "valued" a piece of Historic Jewellery for £35,000 and which subsequently sold for over £300,000. Too late to save the original owners house which had to be sold.&lt;br /&gt;&lt;br /&gt;The original Auction house dismissed the piece when first seen as a Late 17th Century Copy when in fact it dated back to the time of Henry VII (Reigned 1509-1547)&lt;br /&gt;&lt;br /&gt;The first owner sold it for the smaller sum &lt;span style="font-style:italic;"&gt;Based on the advice of the Auctioneer&lt;/span&gt; and was horrified when it sold again 2 years later for 10 times as much.&lt;br /&gt;&lt;br /&gt;The story starts here if you want to read it &lt;a href="http://www.dailymail.co.uk/news/article-2098079/Lord-Coleridge-sues-Sothebys-valuing-family-heirloom-sold-300k-35k.html"&gt;http://www.dailymail.co.uk/news/article-2098079/Lord-Coleridge-sues-Sothebys-valuing-family-heirloom-sold-300k-35k.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;The more I pondered this the more I considered the ethics of a seller valuing anything that they had an interest in and felt I had to put pen to paper (finger to keyboard in this case).&lt;br /&gt;&lt;br /&gt;I have worked for large multiple Jewellers and valued for them, however the National Association of Goldsmiths under whose auspices I was registered, frowned upon valuers valuing items recently sold or valuing items which were to be sold by the valuer or valuers employer. If you broke this rule too many times or blatantly, Your precious Registration, for which one had worked so hard to obtain, could be taken away.&lt;br /&gt;&lt;br /&gt;I worked for a large national valuation company and found they were valuing items for jewellers with no actual buyer in sight, again I refused to put my name at the bottom of any such document, despite being told this was "The XXXXXXXXX Way".&lt;br /&gt;&lt;br /&gt;My view is that this could be construed as an Inducement to Buy, particularly the method which they were using to value some goods,for example items from the far east or Internet/TV companies were being willfully overvalued.&lt;br /&gt;&lt;br /&gt;These considerations have led me to this post, &lt;span style="font-weight: bold;"&gt;Who Should Value Your jewellery?&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;Firstly the person Valuing should be a Qualified Valuer, note I said Valuer not Jeweller.&lt;br /&gt;&lt;br /&gt;In the UK, this person should be a Member of the NAG and preferably a member of the Institute Of Registered Valuers (what was known until a few years ago as A Registered Valuer)&lt;br /&gt;They certainly should have a Gemmological Qualification such as FGA, PJGemDip etc.&lt;br /&gt;They should have the Professional Jewellery Valuers Diploma.&lt;br /&gt;They really should be totally Independent of the seller.&lt;br /&gt;I have seen many "Valuations" (known in the States as Appraisals) issued by the seller, particularly the type of sellers who congregate around Cruise ship ports. These documents are often for far more than the actual selling price.&lt;br /&gt;&lt;br /&gt;Auctioneers, now this is a thorny subject, they are actually acting as a seller but many Auction Houses offer a Valuation Service, but their main income derives from Commissions when selling so can their valuations really be Independent? There are some who I would trust implicitly, others, some really big names here who get their "estimates" wildly wrong so how can they really be "valuers"?&lt;br /&gt;&lt;br /&gt;By Photo via the Internet, Now this is really just plain wrong and I am really surprised that 2 Dragons from Dragons Den got involved in such a shady business. You cannot tell the difference between a First class Diamond, a moderately good diamond, a CZ or a Moissonite from a Photo, therefore you cannot VALUE IT. This is just a con. See also &lt;a href="http://daviddupuy.wordpress.com/2010/09/10/new-post/"&gt;http://daviddupuy.wordpress.com/2010/09/10/new-post/&lt;/a&gt;  for a similar view from Ireland.&lt;br /&gt;&lt;br /&gt;&lt;img style="width: 132px; height: 132px;" 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" alt="" /&gt; &lt;img style="width: 128px; height: 128px;" 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" alt="" /&gt;           &lt;img style="width: 131px; height: 131px;" 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" alt="" /&gt;    &lt;img style="width: 131px; height: 131px;" 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" alt="" /&gt;                           &lt;br /&gt;There are 3 images above, One is a moderate quality Diamond, One is Moissonite, One is a good diamond and one is Cubic Zirconium, Can you tell the difference, Because I certainly cannot and I've been a jeweller for 40 years. I certainly couldnt put an accurate value on them and thats what this company Claim to be able to do, I also note that the Priciple at this company is an Ex Auctioneer, which pretty much explains everything. By the way that is not the order of the images either.&lt;br /&gt;&lt;br /&gt;So to sum up, make sure your Valuer is a Valuer, not the seller, connected with the seller or just someone who owns/manages a jewellery Shop.&lt;br /&gt;Ensure they are qualified as a valuer and recognised as such.&lt;br /&gt;If you must have an item valued by an Auctioneer, ensure you know exactly what purpose the value stated is for, eg, Insurance, Selling, Probate etc etc.&lt;br /&gt;&lt;br /&gt;Make sure they are Independent, for advice on why Independence is so important visit &lt;a href="http://www.independent-jewellery-valuers.org/"&gt;http://www.independent-jewellery-valuers.org/&lt;/a&gt; They will also be able to find a totally Independent Valuer in your area. The valuers fees will be transparent and you will know that these members &lt;span style="font-weight: bold;"&gt;Never&lt;/span&gt; sell or &lt;span style="font-weight: bold;"&gt;Trade&lt;/span&gt; in jewellery and have no interest in pushing the price up or down.&lt;br /&gt;&lt;br /&gt;It is also worth noting that if you contact the Valuer Directly, rather than through a jewellers, you may even save money, as the jewellers will want a profit on the Valuers Fee, A point to strongly consider before trotting into the Jewellers and asking them to value it.&lt;br /&gt;&lt;br /&gt;The order of the rings above by the way is CZ, Good Diamond, Moissonite, Commercial Diamond.&lt;br /&gt;&lt;br /&gt;Thank you for reading.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9650327-4861368102312204691?l=jewelleryvaluer.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jewelleryvaluer.blogspot.com/feeds/4861368102312204691/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9650327&amp;postID=4861368102312204691' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9650327/posts/default/4861368102312204691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9650327/posts/default/4861368102312204691'/><link rel='alternate' type='text/html' href='http://jewelleryvaluer.blogspot.com/2012/02/integrity-in-valuations.html' title='Integrity in Valuations'/><author><name>ianvaluer</name><uri>http://www.blogger.com/profile/06109273750672628285</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='20' src='http://3.bp.blogspot.com/-tD7fJ7xCPl0/TptAvgkr50I/AAAAAAAAACo/G5K2oGH5pYg/s220/DSC00162.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9650327.post-654618702104358439</id><published>2011-10-24T10:00:00.000-07:00</published><updated>2011-10-24T10:24:42.393-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='http://www.blogger.com/img/blank.gif'/><title type='text'>What is Fluorescence?</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;b&gt;&lt;span style="line-height:115%; font-family:&amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;mso-ascii-theme-font:minor-latin;mso-fareast-font-family: Calibri;mso-fareast-theme-font:minor-latin;mso-hansi-theme-font:minor-latin; mso-bidi-Times New Roman&amp;quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:EN-GB;mso-fareast-language:EN-US;mso-bidi-language:AR-SAfont-family:&amp;quot;;font-size:11.0pt;"  &gt;What is fluorescence?&lt;/span&gt;&lt;/b&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:11.0pt;"  &gt;&lt;br /&gt;&lt;span style="font-size:100%;"&gt;Certain diamonds emit &lt;/span&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-3WkqnTdTIB8/TqWaOYfTWZI/AAAAAAAAADY/Rwt9XCmsS-M/s1600/Fluorescence%2B3.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 200px; height: 130px;" src="http://4.bp.blogspot.com/-3WkqnTdTIB8/TqWaOYfTWZI/AAAAAAAAADY/Rwt9XCmsS-M/s200/Fluorescence%2B3.jpg" alt="" id="BLOGGER_PHOTO_ID_5667105277998225810" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:100%;"  &gt;a subtle&lt;/span&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:100%;"  &gt; blue glow when exposed to ultravi&lt;/span&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:100%;"  &gt;olet rays. This interesting phenomenon is called fluorescence. Many light sources including the sun, fluorescent office light&lt;/span&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:100%;"  &gt;s, and "black" lights emit ultraviolet rays. In normal lighting c&lt;/span&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:100%;"  &gt;onditions, fluorescence cannot be seen.&lt;br /&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt; 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 mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;Different strengths of fluor&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-Q1ufeqPS3Dg/TqWbRuJwoBI/AAAAAAAAADw/5myLAfCjRa8/s1600/Fluorescence%2B2.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 90px;" src="http://2.bp.blogspot.com/-Q1ufeqPS3Dg/TqWbRuJwoBI/AAAAAAAAADw/5myLAfCjRa8/s320/Fluorescence%2B2.jpg" alt="" id="BLOGGER_PHOTO_ID_5667106434864685074" border="0" /&gt;&lt;/a&gt;escence can be exhibited in diamonds, brought about by the presence of sub-microscopic particles. It is one of the identifying characteristics of a particular diamond and can be seen sometimes in daylight and under some artificial lights due to the presence of UV radiation. The most common form found is blue fluorescence. The presence of fluorescence does often affect the price of a diamond, with strong fluorescence resulting in a slightly lower price. Occasionally strong blue fluorescence can result in a slight milky appearance to the diamond as mentioned above. It is therefore necessary to view such diamonds "in the flesh" as often, this slight milkiness cannot be observed.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;The presence of fluorescence can actually be advantageous in certain diamonds. Lower coloured diamonds that are very slightly tinted in colour when viewed from the side, can appear much whiter when viewed table-top up, due to the presence of blue fluorescence. This itself can result in a slightly higher price on such lower colour diamonds due to this "improving" characteristic.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;Observed in everyday life, fluorescence will probably not be observed by the wearer unless under certain conditions. At a nightclub for example, any one of a set of diamonds may be seen to "glow" when viewed under the UV lights. This is at no detriment to your jewellery and under normal conditions this not noticed.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;In simple terms, fluorescence is the tendency for a diamond to absorb radiation from an ultra violet light and emit it as visible light. The most common colour of fluorescence is &lt;b&gt;blue&lt;/b&gt;.&lt;/span&gt;&lt;/p&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt; 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  &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;Grading Fluorescence&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;A diamond's fluorescence can be given a grade from "none" to "very strong", with faint, medium and strong in between.&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://3.bp.blogspot.com/-3fwAozu7y2M/TqWbiRmCCOI/AAAAAAAAAD8/yeqpcvsZ4bs/s1600/Fluorescence1.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 176px; height: 320px;" src="http://3.bp.blogspot.com/-3fwAozu7y2M/TqWbiRmCCOI/AAAAAAAAAD8/yeqpcvsZ4bs/s320/Fluorescence1.jpg" alt="" id="BLOGGER_PHOTO_ID_5667106719256414434" border="0" /&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=" line-height: 115%; Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:100%;"  &gt;Fluorescence can either be graded manually, or with the aid of machines&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size:100%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="line-height: 115%; font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;font-family:&amp;quot;;font-size:100%;"  &gt;&lt;br /&gt;Most Diamond laboratories indicate the strength of fluorescence on their diamond certificates for identification purposes. The appearance of fluorescence in diamonds exposed to strong ultraviolet lamps ranges from very faint (barely perceptible) to very strong (a neon-blue glow). Some diamonds show no fluorescence at all.&lt;br /&gt;&lt;br /&gt;In a minute number of cases, diamonds with very strong fluorescence and a special arrangement of clarity characteristics may look slightly "cloudy," but consumers rarely encounter such diamonds. Fluorescence may also have a slightly positive influence on the appearance of certain off-coloured diamonds, thereby making them more desirable to own.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves&gt;false&lt;/w:TrackMoves&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; 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  &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;&lt;span style="font-size:100%;"&gt;  &lt;/span&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;Colour vs. Fluorescence&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:100%;"&gt;  &lt;/span&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;Blue fluorescence has the ability to "cancel out" or reduce the tint of more yellow (lower colour grade) diamonds. A &lt;a href="http://lgdl.gia.edu/pdfs/W97_fluoresce.pdf" target="_blank"&gt;GI&lt;/a&gt;&lt;/span&gt;&lt;a href="http://lgdl.gia.edu/pdfs/W97_fluoresce.pdf" target="_blank"&gt;&lt;span style="font-size:100%;"&gt;&lt;span style="mso-fareast-language:EN-GB;mso-no-proof:yes"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://lgdl.gia.edu/pdfs/W97_fluoresce.pdf" target="_blank"&gt;A survey&lt;/a&gt;&lt;span style="mso-fareast-language:EN-GB;mso-no-proof:yes"&gt;&lt;/span&gt; even found that more fluorescent, especially more yellow and therefore lower graded diamonds were favoured over their non-fluorescent counterparts.&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:100%;"&gt;  &lt;/span&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;Effect on Pricing&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;span style="font-size:100%;"&gt;  &lt;/span&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-size:100%;"&gt;It is generally accepted that the greater a diamond's fluorescence, the less it will sell for. However in the UK, fluoescence is barely mentioned and often discounted from a price perspective.&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;  &lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves/&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathpr&gt;    &lt;m:mathfont val="Cambria Math"&gt;    &lt;m:brkbin val="before"&gt;    &lt;m:brkbinsub val="&amp;#45;-"&gt;    &lt;m:smallfrac val="off"&gt;    &lt;m:dispdef/&gt;    &lt;m:lmargin val="0"&gt;    &lt;m:rmargin val="0"&gt;    &lt;m:defjc val="centerGroup"&gt;    &lt;m:wrapindent val="1440"&gt;    &lt;m:intlim val="subSup"&gt;    &lt;m:narylim val="undOvr"&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:latentstyles deflockedstate="false" defunhidewhenused="true" defsemihidden="true" defqformat="false" defpriority="99" latentstylecount="267"&gt;   &lt;w:lsdexception locked="false" priority="0" semihidden="false" unhidewhenused="false" qformat="true" name="Normal"&gt; 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 line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;  &lt;p class="MsoNormal"&gt;&lt;b&gt;Cloudiness or Oiliness Caused By Fluorescence&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;A very small number of stones with strong or very strong fluorescence appear "oily" or "cloudy". Whilst this is quite rare, it is always advisable to look at a stone with strong or very strong fluorescence before purchasing.&lt;/p&gt;  &lt;p class="MsoNormal"&gt;&lt;b&gt;Other Colours of Fluorescence and Phosphorescence&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal"&gt;Whilst very rare, diamonds can emit yellow or orange fluorescence, whilst some diamonds may even continue to glow after the UV light source has been removed. These diamonds display &lt;b&gt;phosphorescence&lt;/b&gt;.&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-weight: bold;"&gt;Buying Tip:&lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="font-weight: bold;"&gt;&lt;/span&gt;When looking at diamonds, ask your jeweller if you can observe the stone in a dark corner under UV light, remember that the phenomenon is totally harmless and can be great fun in a Night Club environment where your stone will glow with a magical brilliance. Dont reject the stone, enjoy it.&lt;br /&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;All &lt;a href="http://jewellers-online.org/"&gt;NAG Registered Valuers&lt;/a&gt; and members of theAassociation of Independent jewellery Valuers (&lt;a href="http://http://www.independent-jewellery-valuers.org/"&gt;AIJV&lt;/a&gt;) will be able to advise if your stone is fluorescent or not&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/9650327-654618702104358439?l=jewelleryvaluer.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jewelleryvaluer.blogspot.com/feeds/654618702104358439/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=9650327&amp;postID=654618702104358439' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/9650327/posts/default/654618702104358439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/9650327/posts/default/654618702104358439'/><link rel='alternate' type='text/html' href='http://jewelleryvaluer.blogspot.com/2011/10/what-is-fluorescence.html' title='What is Fluorescence?'/><author><name>ianvaluer</name><uri>http://www.blogger.com/profile/06109273750672628285</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='20' src='http://3.bp.blogspot.com/-tD7fJ7xCPl0/TptAvgkr50I/AAAAAAAAACo/G5K2oGH5pYg/s220/DSC00162.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-3WkqnTdTIB8/TqWaOYfTWZI/AAAAAAAAADY/Rwt9XCmsS-M/s72-c/Fluorescence%2B3.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-9650327.post-8263416283803113253</id><published>2011-10-17T08:31:00.000-07:00</published><updated>2011-10-17T08:44:20.773-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Insurance'/><category scheme='http://www.blogger.com/atom/ns#' term='repair'/><category scheme='http://www.blogger.com/atom/ns#' term='Jewellery'/><category scheme='http://www.blogger.com/atom/ns#' term='replacement'/><title type='text'>Jewellery, replace &amp; Repair options</title><content type='html'>&lt;!--[if !mso]&gt; &lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:officedocumentsettings&gt;   &lt;o:allowpng/&gt;  &lt;/o:OfficeDocumentSettings&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:worddocument&gt;   &lt;w:view&gt;Normal&lt;/w:View&gt;   &lt;w:zoom&gt;0&lt;/w:Zoom&gt;   &lt;w:trackmoves&gt;false&lt;/w:TrackMoves&gt;   &lt;w:trackformatting/&gt;   &lt;w:punctuationkerning/&gt;   &lt;w:validateagainstschemas/&gt;   &lt;w:saveifxmlinvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;   &lt;w:ignoremixedcontent&gt;false&lt;/w:IgnoreMixedContent&gt;   &lt;w:alwaysshowplaceholdertext&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;   &lt;w:donotpromoteqf/&gt;   &lt;w:lidthemeother&gt;EN-GB&lt;/w:LidThemeOther&gt;   &lt;w:lidthemeasian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:lidthemecomplexscript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;   &lt;w:compatibility&gt;    &lt;w:breakwrappedtables/&gt;    &lt;w:snaptogridincell/&gt;    &lt;w:wraptextwithpunct/&gt;    &lt;w:useasianbreakrules/&gt;    &lt;w:dontgrowautofit/&gt;    &lt;w:splitpgbreakandparamark/&gt;    &lt;w:enableopentypekerning/&gt;    &lt;w:dontflipmirrorindents/&gt;    &lt;w:overridetablestylehps/&gt;   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priority="66" semihidden="false" unhidewhenused="false" name="Medium List 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="67" semihidden="false" unhidewhenused="false" name="Medium Grid 1 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="68" semihidden="false" unhidewhenused="false" name="Medium Grid 2 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="69" semihidden="false" unhidewhenused="false" name="Medium Grid 3 Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="70" semihidden="false" unhidewhenused="false" name="Dark List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="71" semihidden="false" unhidewhenused="false" name="Colorful Shading Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="72" semihidden="false" unhidewhenused="false" name="Colorful List Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="73" semihidden="false" unhidewhenused="false" name="Colorful Grid Accent 6"&gt;   &lt;w:lsdexception locked="false" priority="19" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="21" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Emphasis"&gt;   &lt;w:lsdexception locked="false" priority="31" semihidden="false" unhidewhenused="false" qformat="true" name="Subtle Reference"&gt;   &lt;w:lsdexception locked="false" priority="32" semihidden="false" unhidewhenused="false" qformat="true" name="Intense Reference"&gt;   &lt;w:lsdexception locked="false" priority="33" semihidden="false" unhidewhenused="false" qformat="true" name="Book Title"&gt;   &lt;w:lsdexception locked="false" priority="37" name="Bibliography"&gt;   &lt;w:lsdexception locked="false" priority="39" qformat="true" name="TOC Heading"&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;  /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Table Normal";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-priority:99;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin-top:0cm;  mso-para-margin-right:0cm;  mso-para-margin-bottom:10.0pt;  mso-para-margin-left:0cm;  line-height:115%;  mso-pagination:widow-orphan;  font-size:11.0pt;  font-family:"Calibri","sans-serif";  mso-ascii-font-family:Calibri;  mso-ascii-theme-font:minor-latin;  mso-hansi-font-family:Calibri;  mso-hansi-theme-font:minor-latin;  mso-bidi-font-family:"Times New Roman";  mso-bidi-theme-font:minor-bidi;  mso-fareast-language:EN-US;} &lt;/style&gt; &lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapedefaults ext="edit" spidmax="1029"&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;o:shapelayout ext="edit"&gt;   &lt;o:idmap ext="edit" data="1"&gt;  &lt;/o:shapelayout&gt;&lt;/xml&gt;&lt;![endif]--&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"&gt;&lt;b style="mso-bidi-font-weight:normal"&gt;&lt;u&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-fareast-language:EN-GB"&gt;Insurers usually agree to settle claims – but often do so in a way that the policyholder considers inappropriate. &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;/p&gt;&lt;div style="text-align: left;"&gt;&lt;img 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" alt="" /&gt;&lt;span style="font-size: 12pt; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: 12pt; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-fareast-language:EN-GB"&gt; The insurer may, for example, offer to repair a damaged item when the policyholder wants instead to receive a replacement. In other instances, the insurer agrees to a replacement but insists that it is obtained from a specific retailer.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:EN-GB"&gt;Most household policies now provide '&lt;i&gt;new-for-old&lt;/i&gt;' cover but leave it to the insurer (not the policyholder) to decide whether the claim should be settled by repair, replacement, reinstatement or cash settlement. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height: normal; text-align: left;"&gt;&lt;span style="font-size: 12pt; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;Where insurers opt for repair, if the repairer is chosen by the insurer – or its agents (suc&lt;/span&gt;&lt;span style="font-size: 12pt; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;h &lt;/span&gt;&lt;/p&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: left;"&gt;&lt;span style="font-size: 12pt; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;"&gt;as loss adjusters) – It is likely to be concluded that the &lt;i&gt;insurer&lt;/i&gt; will be responsible for ensuring any defici&lt;/span&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;mso-fareast-language:EN-GB"&gt;encies in the repair are put right. If the policyholder has insisted that a particular repairer should carry out the work, then it is likely to be concluded by the insurer that the &lt;i&gt;policyholder&lt;/i&gt; will be responsible for the quality of that work. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:EN-GB"&gt;Where insurers opt for replacement, it is important to consider whether a reasonable replacement can be obtained in the way the insurer has proposed. &lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"&gt;&lt;span style="font-size:12.0pt;font-family:&amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; mso-fareast-font-family:&amp;quot;Times New Roman&amp;quot;;mso-fareast-language:EN-GB"&gt;If, for example, the item concerned is jewellery that is antique or specially-commissioned, then it would be considered unfair for the insurer to insist on the policyholder buying a modern substitute from a major high-street retailer. In such cases, the normal advice of an appraiser would be that policyholders should be allowed to choose where they purchase a replacement and are entitled to a cash settlement (without the deduction of any discount) if they are unable to find an acceptable replacement.&lt;/span&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="mso-margin-top-alt:auto;mso-margin-bottom-alt:auto; line-height:normal"&gt;&lt;img 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
