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	<title>Perle di coltura.com &#187; Perle di Tahiti</title>
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	<description>Guida alle perle coltivate e naturali</description>
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		<title>Superficie delle perle di Tahiti</title>
		<link>http://www.perle-di-coltura.com/2011/06/superficie-delle-perle-di-tahiti.html</link>
		<comments>http://www.perle-di-coltura.com/2011/06/superficie-delle-perle-di-tahiti.html#comments</comments>
		<pubDate>Wed, 01 Jun 2011 10:15:04 +0000</pubDate>
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				<category><![CDATA[Perle di Tahiti]]></category>
		<category><![CDATA[perle di coltura]]></category>
		<category><![CDATA[Superficie delle perle]]></category>
		<category><![CDATA[Valore delle perle]]></category>

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		<description><![CDATA[Una perla perfetta (Qualità Gemma o Top Gemma) deve possedere una superficie realmente priva di solchi, graffi, piccoli difetti, avvallamenti o differenze cromatiche. Una perla di altissima qualità vanta una superficie dolce ed interamente liscia, infine un colore eccezionale. Per comporre una collana con una trentina di perle assolutamente perfette è necessario selezionarle (da occhi [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Una <a title="Gioielleria della perla" href="http://www.gemperles.it" target="_blank"><strong>perla perfetta</strong></a> (Qualità Gemma o Top Gemma) deve possedere una superficie realmente priva di solchi, graffi, piccoli difetti, avvallamenti o differenze cromatiche.<span id="more-512"></span></p>
<p style="text-align: left;">Una perla di altissima qualità vanta una superficie dolce ed interamente liscia, infine un colore eccezionale.</p>
<p style="text-align: left;">Per comporre una <a title="Collane in perle di Tahiti" href="http://www.gemperles.it/collane-perle-tahiti.html" target="_blank"><strong>collana</strong></a> con una trentina di perle assolutamente perfette è necessario selezionarle (da occhi esperti) tra oltre 300 000 perle.<br />
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" alt="" width="542" height="542" /><br />
</a><br />
(<em>Per maggiori informazioni consultate la nostra <a title="Guida alle perle di Tahiti" href="http://www.gemperles.it/perle-di-tahiti.html" target="_blank">guida delle perle di Tahiti</a></em>)</p>
<div class="shr-publisher-512"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><!-- End Shareaholic LikeButtonSetBottom Automatic --><div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.perle-di-coltura.com/2009/10/superficie-perle.html" rel="bookmark" class="wherego_title">Superficie delle perle</a></li><li><a href="http://www.perle-di-coltura.com/2009/09/superficie-delle-perle-di-coltura-tahiti.html" rel="bookmark" class="wherego_title">Superficie delle perle di coltura di Tahiti</a></li><li><a href="http://www.perle-di-coltura.com/2011/03/perle-d%e2%80%99acqua-dolce-con-nucleo-sferico.html" rel="bookmark" class="wherego_title">Perle d’acqua dolce con nucleo sferico</a></li><li><a href="http://www.perle-di-coltura.com/2011/04/collana-in-perle-di-tahiti-barocca.html" rel="bookmark" class="wherego_title">Collana in perle di Tahiti barocca</a></li><li><a href="http://www.perle-di-coltura.com/2009/12/caratteri-esterni-delle-perle.html" rel="bookmark" class="wherego_title">Caratteri esterni delle perle</a></li><li>Powered by <a href="http://ajaydsouza.com/wordpress/plugins/where-did-they-go-from-here/">Where did they go from here?</a></li></ul></div>]]></content:encoded>
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		<title>Collana in perle di Tahiti barocca</title>
		<link>http://www.perle-di-coltura.com/2011/04/collana-in-perle-di-tahiti-barocca.html</link>
		<comments>http://www.perle-di-coltura.com/2011/04/collana-in-perle-di-tahiti-barocca.html#comments</comments>
		<pubDate>Mon, 11 Apr 2011 17:42:38 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>
		<category><![CDATA[Gioielli in perle di coltura]]></category>
		<category><![CDATA[perle barocche]]></category>
		<category><![CDATA[Perle di Tahiti]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=317</guid>
		<description><![CDATA[Esiste un&#8217;affinità selettiva tra gli esseri e le cose. Questo è il motivo per il quale GemPerles dedica le sue collane in perle di Tahiti barocche a tutte le donne soggette ad apprezzarne la bellezza ed a riconoscerne il  giusto valore, l&#8217;originalità e l&#8217;esplosione dei riflessi che vengono a comporre queste perle inimitabili. Queste perle [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Esiste un&#8217;affinità selettiva tra gli esseri e le cose. Questo è il motivo per il quale GemPerles dedica le sue <a title="Collane in perle di Tahiti" href="http://www.gemperles.it/collane-perle-tahiti.html" target="_blank"><strong>collane in perle di Tahiti barocche</strong></a> a tutte le donne soggette ad apprezzarne la <span id="more-317"></span>bellezza ed a riconoscerne il  giusto valore, l&#8217;originalità e l&#8217;esplosione dei riflessi che vengono a comporre queste perle inimitabili.</p>
<p>Queste <a title="Informazioni sulle perle di Tahiti" href="http://www.gemperles.it/perle-di-tahiti.html" target="_blank"><strong>perle di Tahiti</strong></a> barocche provengono direttamente dall&#8217;atollo di Marueta in Polinesia francese. Quest&#8217;atollo favorisce naturalmente la crescita dei molluschi per profondità delle acque, delle fluttuazioni, per la temperatura ed ovviamente per la purezza intaccata di quest&#8217;ambiente. Acque limpide e plancton in abbondanza garantiscono una crescita altrettanto generosa con risultati sbalorditivi.</p>
<p>Non aspettate ulteriormente e venite a scoprire queste perle di Tahiti montate in collane… Una serie limitata, direttamente da <a title="Gioielleria della perla" href="http://www.gemperles.it" target="_blank"><strong>Casa GemPerles</strong></a> !</p>
<p style="text-align: center;"><a href="http://www.perle-di-coltura.com/wp-content/uploads/2011/04/Schermata-2011-04-11-a-19.51.20.png"><img class="size-full wp-image-325 aligncenter" title="Schermata 2011-04-11 a 19.51.20" src="http://www.perle-di-coltura.com/wp-content/uploads/2011/04/Schermata-2011-04-11-a-19.51.20.png" alt="" width="470" height="250" /></a></p>
<div class="shr-publisher-317"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><!-- End Shareaholic LikeButtonSetBottom Automatic --><div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.perle-di-coltura.com/2010/11/gioielli-manufatti-perle-dacqua-dolce.html" rel="bookmark" class="wherego_title">Gioielli e manufatti realizzati con perle d&#8217;acqua dolce</a></li><li><a href="http://www.perle-di-coltura.com/2009/11/collana-perle-coltivate.html" rel="bookmark" class="wherego_title">Collana perle coltivate</a></li><li><a href="http://www.perle-di-coltura.com/2011/04/collana-di-perle-quale-lunghezza-scegliere.html" rel="bookmark" class="wherego_title">Collana di perle : Quale lunghezza scegliere ?</a></li><li><a href="http://www.perle-di-coltura.com/2009/11/perle-di-tahiti-riconoscimento.html" rel="bookmark" class="wherego_title">Perle di Tahiti : Riconoscimento internazionale</a></li><li><a href="http://www.perle-di-coltura.com/2011/04/video-perle-dacqua-dolce.html" rel="bookmark" class="wherego_title">Video sulle perle d&#8217;acqua dolce</a></li><li>Powered by <a href="http://ajaydsouza.com/wordpress/plugins/where-did-they-go-from-here/">Where did they go from here?</a></li></ul></div>]]></content:encoded>
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		<title>Perle di Tahiti</title>
		<link>http://www.perle-di-coltura.com/2010/01/perle-di-tahiti.html</link>
		<comments>http://www.perle-di-coltura.com/2010/01/perle-di-tahiti.html#comments</comments>
		<pubDate>Tue, 12 Jan 2010 17:36:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>
		<category><![CDATA[Perle di Tahiti]]></category>
		<category><![CDATA[Perle nere]]></category>
		<category><![CDATA[Perle polinesiane]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=167</guid>
		<description><![CDATA[Le perle di Tahiti rappresentano una varietà di perle unica e molto particolare; queste sono dotate di una colorazione naturale particolarmente scura unita a riflessi di svariati colori. Gli allevamenti Le famose perle nere di Tahiti sono attualmente coltivate in un vasto settore del Pacifico meridionale e specialmente nell&#8217;arcipelago della Polinesia Francese (Tuamotu-Gambier). Malgrado il [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><a style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" href="http://2.bp.blogspot.com/_Noe9bJpImfg/S1OPy28lbsI/AAAAAAAAAqo/7IuHPixM1g8/s1600-h/Perle+di+Tahiti.png"><img src="http://2.bp.blogspot.com/_Noe9bJpImfg/S1OPy28lbsI/AAAAAAAAAqo/7IuHPixM1g8/s320/Perle+di+Tahiti.png" border="0" alt="" /></a>Le <a href="http://www.gemperles.it/"><strong>perle di Tahiti</strong></a> rappresentano una varietà di perle unica e molto particolare; queste sono dotate di una colorazione naturale particolarmente scura unita a riflessi di svariati colori.<br />
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<strong>Gli allevamenti </strong></p>
<p>Le famose perle nere di Tahiti sono attualmente coltivate in un vasto settore del<span id="more-167"></span> Pacifico meridionale e specialmente nell&#8217;arcipelago della Polinesia Francese (<span style="font-style: italic;">Tuamotu-Gambier). </span>Malgrado il loro nome, non vi sono allevamenti perliferi di ostriche dalle labbra nere sull&#8217;isola di Tahiti che risulta essere solamente la località nella quale avviene il commercio delle perle Polinesiane.</p>
<p><strong>Perle ed economia</strong></p>
<p>Queste perle vantano il rilancio dell&#8217;economia polinesiana che negli ultimi 20 anni ha fatto incredibili progressi in termini di sviluppo. Una volta screditata con la diminuzione degli investimenti francesi, ora l&#8217;economia polinesiana rappresenta una vera e propria risorsa.</p>
<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://4.bp.blogspot.com/_Noe9bJpImfg/S1XI8rCezCI/AAAAAAAAAsg/a9VmztOCNhU/s1600-h/Perla+di+tahiti.jpg"><img src="http://4.bp.blogspot.com/_Noe9bJpImfg/S1XI8rCezCI/AAAAAAAAAsg/a9VmztOCNhU/s400/Perla+di+tahiti.jpg" border="0" alt="" /></a></div>
<p><strong>I molluschi perliferi </strong></p>
<p>Queste perle sono prodotte esclusivamente da un&#8217;ostrica nota con il nome di &#8220;<em>Pinctada margaritifera</em>&#8221; o &#8220;<em>Madreperla dalle labbra nere</em>&#8220;. Questo mollusco dalle labbra nere è di notevoli dimensioni ed in età adulta raggiunge anche i 5kg di peso complessivo per un lughezza di 30cm. Come la &#8220;<em>Pinctada maxima</em>&#8221; che produce le <a href="http://www.gemperles.it/gioielli-perle-australia.html"><strong>perle dei Mari del Sud</strong></a>, anche questo mollusco è noto per essere molto fragile; per la produzione perlifera, infatti, è necessario che isa stabile l&#8217;ambiente in cui vivono i molluschi. Inoltre, queste ostriche sono note per la loro scarsa produttività, di conseguenza il valore di queste favolose perle ne risentirà notevolmente rendendo questo prodotto un&#8217;esclusività a tutti gli effetti.</p>
<p>Questi molluschi si nutrono di vegetali, di plancton ed altri esseri microscopici. Questo nutrimento, così prezioso è trasportato dalle forti correnti marine.</p>
<p><strong>C</strong><strong>olore delle perle di Tahiti</strong></p>
<p>Le perle di Tahiti, comunemente chiamate <a href="http://www.gemperles.it/anelli-perle-tahiti-nere.html"><strong>perle nere</strong></a>, in realtà non sono mai realmente nere; presentano delle colorazioni scure dovute ad un colorante naturale presente nelle secrezioni del suo mollusco perlifero. Presentano infatti un colore di fondo neutro arrichito da toni e riflessi dei colori più svariati (verde, pavone, melanzana, argento&#8230;).</p>
<div class="separator" style="clear: both; text-align: center;"><a style="margin-left: 1em; margin-right: 1em;" href="http://3.bp.blogspot.com/_Noe9bJpImfg/S0xkrdUjbwI/AAAAAAAAApQ/QJSfIVTXEtk/s1600-h/Collana+Tahiti.jpg"><img src="http://3.bp.blogspot.com/_Noe9bJpImfg/S0xkrdUjbwI/AAAAAAAAApQ/QJSfIVTXEtk/s320/Collana+Tahiti.jpg" border="0" alt="" /></a></div>
<p><strong>Qualità della superficie</strong></p>
<p>Note per la loro lucentezza eccellente, queste perle hanno un lustro che riflette le immagini e la luce proprio come uno specchio. Le dimesioni generose di queste perle, che raggiungono in casi rari anche i 14mm, ne hanno fatto un articolo molto ricercato e del tutto esclusivo.</p>
<div class="shr-publisher-167"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><!-- End Shareaholic LikeButtonSetBottom Automatic --><div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.perle-di-coltura.com/2011/04/collana-di-perle-quale-lunghezza-scegliere.html" rel="bookmark" class="wherego_title">Collana di perle : Quale lunghezza scegliere ?</a></li><li>Powered by <a href="http://ajaydsouza.com/wordpress/plugins/where-did-they-go-from-here/">Where did they go from here?</a></li></ul></div>]]></content:encoded>
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		<title>Perle di Tahiti : Riconoscimento internazionale</title>
		<link>http://www.perle-di-coltura.com/2009/11/perle-di-tahiti-riconoscimento.html</link>
		<comments>http://www.perle-di-coltura.com/2009/11/perle-di-tahiti-riconoscimento.html#comments</comments>
		<pubDate>Thu, 05 Nov 2009 16:24:47 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>
		<category><![CDATA[Perle di Tahiti]]></category>
		<category><![CDATA[Perle nere]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=124</guid>
		<description><![CDATA[Un ingaggiamento di qualità Due avvenimenti hanno considerevolmente stimolato il riconoscimento delle perle di Tahiti. Per primo, il Gemological Institute of America ha riconosciuto ufficialmente il colore naturale delle perle di coltura di Tahiti in 1976. Successivamente, la Confederazione Internazionale dei gioielli, oreficeria, diamanti, pietre e perle (CIBJO) ha adottato il termine &#8220;Commerciale&#8221; delle perle [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><span style="font-weight: bold;">Un ingaggiamento di qualità</span></p>
<p>Due avvenimenti hanno considerevolmente stimolato il riconoscimento delle <a href="http://www.gemperles.it/gioielli-perle-tahiti.html"><span style="font-weight: bold;">perle di Tahiti</span>.</a></p>
<p>Per primo, il <a href="http://www.gemperles.it/valutazione-perle-di-coltura.html"><span style="font-weight: bold;">Gemological Institute of America</span></a> ha riconosciuto ufficialmente il colore naturale delle perle di coltura di Tahiti in 1976.</p>
<p>Successivamente, la Confederazione Internazionale dei <a href="http://www.gemperles.it"><span style="font-weight: bold;">gioielli</span></a>, oreficeria, diamanti, pietre e perle (CIBJO) ha adottato il termine &#8220;Commerciale&#8221; delle perle di coltura di Tahiti nel 1989.</p>
<div class="shr-publisher-124"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><!-- End Shareaholic LikeButtonSetBottom Automatic --><div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.perle-di-coltura.com/2009/09/spessore-della-madreperla-della-perla.html" rel="bookmark" class="wherego_title">Spessore della madreperla della perla di Tahiti</a></li><li><a href="http://www.perle-di-coltura.com/2011/04/collana-in-perle-di-tahiti-barocca.html" rel="bookmark" class="wherego_title">Collana in perle di Tahiti barocca</a></li><li>Powered by <a href="http://ajaydsouza.com/wordpress/plugins/where-did-they-go-from-here/">Where did they go from here?</a></li></ul></div>]]></content:encoded>
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		<title>Superficie delle perle di coltura di Tahiti</title>
		<link>http://www.perle-di-coltura.com/2009/09/superficie-delle-perle-di-coltura-tahiti.html</link>
		<comments>http://www.perle-di-coltura.com/2009/09/superficie-delle-perle-di-coltura-tahiti.html#comments</comments>
		<pubDate>Mon, 14 Sep 2009 14:08:39 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>
		<category><![CDATA[Perle di Tahiti]]></category>
		<category><![CDATA[Superficie delle perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=35</guid>
		<description><![CDATA[Oggi rivolgiamo la nostra attenzione ad uno dei criteri qualitativi delle perle di Tahiti : La superficie delle perle. Per ovvi motivi i professionisti della perla di coltura di Tahiti preferiscono parlare di &#8221; grado di imperfezioni &#8221; della superficie di una perla al posto di termini come &#8221; buco, appiattimento, ecc&#8230; &#8220;, parole inevitabilmente [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Oggi rivolgiamo la nostra attenzione ad uno dei criteri qualitativi delle perle di Tahiti : La <a style="font-weight: bold;" href="http://www.gemperles.it/superficie-perle.html">superficie delle perle</a>.
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<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_Noe9bJpImfg/Sq5JYKTmyYI/AAAAAAAAALM/rXz06Am3tJc/s1600-h/thalassa20366_0001.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 200px; height: 144px;" src="http://3.bp.blogspot.com/_Noe9bJpImfg/Sq5JYKTmyYI/AAAAAAAAALM/rXz06Am3tJc/s200/thalassa20366_0001.jpg" alt="" id="BLOGGER_PHOTO_ID_5381319284186597762" border="0" /></a>Per ovvi motivi i professionisti della <a style="font-weight: bold;" href="http://www.gemperles.it/gioielli-perle-tahiti.html">perla di coltura di Tahiti</a> preferiscono parlare di &#8221; <span style="font-style: italic;">grado di imperfezioni</span> &#8221; della superficie di una perla al posto di termini come &#8221; buco, appiattimento, ecc&#8230; &#8220;, parole inevitabilmente negative per un soggetto così delicato come la <a style="font-weight: bold;" href="http://www.gemperles.it/">perla di coltura</a>.</div>
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Gli <a style="font-weight: bold;" href="http://www.gemperles.it/documentario-perle-di-coltura-thalassa.html">allevatori perlicoltori di Tahiti</a> utilizzano generalmente 4 gradi qualitativi per qualificare le perle di Tahiti : A, B, C e D. I venditori di perle (al dettaglio) preferiscono utilizzare il termine neutro &#8221; superficie &#8221; nelle descrizioni qualitative delle loro perle. La superficie di una perla, suddivisa in gradi ed arricchita da aggettivi tali che &#8220;moderate, leggere o molto leggere&#8221;, precisano la presenza o no di imperfezioni sulla perla.</div>
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		<title>Spessore della madreperla della perla di Tahiti</title>
		<link>http://www.perle-di-coltura.com/2009/09/spessore-della-madreperla-della-perla.html</link>
		<comments>http://www.perle-di-coltura.com/2009/09/spessore-della-madreperla-della-perla.html#comments</comments>
		<pubDate>Mon, 14 Sep 2009 14:06:55 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>
		<category><![CDATA[madreperla delle perle]]></category>
		<category><![CDATA[Perle di Tahiti]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=32</guid>
		<description><![CDATA[Lo spessore della madreperla influenza la longevità e talvolta la bellezza di una perla di coltura di Tahiti. Se una perla di coltura possiede uno strato spesso di madreperla (sommato ad una cura ragionevole della gemma), la sua bellezza durerà una vita. Talvolta le perle possiedono uno strato di madreperla sottile (sommato ad una scarsa [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_Noe9bJpImfg/Sq5F0Cic2TI/AAAAAAAAALE/XYXzJZm_VVs/s1600-h/color-grading.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 400px; height: 167px;" src="http://1.bp.blogspot.com/_Noe9bJpImfg/Sq5F0Cic2TI/AAAAAAAAALE/XYXzJZm_VVs/s400/color-grading.jpg" alt="" id="BLOGGER_PHOTO_ID_5381315365091203378" border="0" /></a></p>
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<p>Lo spessore della madreperla influenza la longevità e talvolta la bellezza di una <a style="font-weight: bold;" href="http://www.gemperles.it/gioielli-perle-tahiti.html">perla di coltura di Tahiti</a>. Se una perla di coltura possiede uno strato spesso di madreperla (sommato ad una cura ragionevole della gemma), la sua bellezza durerà una vita.
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Talvolta le perle possiedono uno strato di madreperla sottile (sommato ad una scarsa cura); in questo caso la sua madreperla andrà sgretolandosi poco a poco lasciando intravedere il nucleo.</div>
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Il governo della Polinesia ha stabilito una soglia minima di spessore corrispondente a 0,8mm per una perla di coltura di Tahiti. Tutte le perle con uno spessore inferiore a 0,8mm sono vietate alla commercializzazione e distrutte.</div>
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Per saperne di più : Consultare la nostra <a style="font-weight: bold;" href="http://www.gemperles.it/perle-di-tahiti.html">guida delle perle di Tahiti</a>.</div>
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