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	<title>Perle di coltura.com</title>
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	<description>Guida alle perle coltivate e naturali</description>
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		<title>Regali di San Valentino Gemperles</title>
		<link>http://www.perle-di-coltura.com/2012/02/regali-gioielli-san-valentino.html</link>
		<comments>http://www.perle-di-coltura.com/2012/02/regali-gioielli-san-valentino.html#comments</comments>
		<pubDate>Thu, 02 Feb 2012 10:13:50 +0000</pubDate>
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				<category><![CDATA[News]]></category>

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		<description><![CDATA[In occasione di San Valentino fate ardere il suo cuore. Illuminatela con le nostre nuove collezioni di gioielli in perle di coltura, oro e diamanti per rendere questa festa indimenticabile. GEMPERLES festeggia il 14 Febbraio 2012 proponendovi le sue esclusività in promozione per una breve durata. Consigliamo inoltre… Gioielli in perle d&#8217;acqua dolce Gioielli in perle Akoya [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>In occasione di <span style="color: #ff0000;"><strong>San Valentino</strong></span> fate ardere il suo cuore. Illuminatela con le nostre nuove collezioni di gioielli in perle di coltura, oro e diamanti per rendere questa festa indimenticabile.</p>
<p><span id="more-537"></span></p>
<p><strong><a href="http://www.gemperles.it/">GEMPERLES</a> festeggia il 14 Febbraio 2012 proponendovi le sue </strong><strong>esclusività in <a title="Gioielli in promozione San Valentino 2012" href="http://www.gemperles.it/promozioni.html?___store=it">promozione</a> per una breve durata.</strong></p>
<p><a href="http://www.perle-di-coltura.com/wp-content/uploads/2012/02/205300_10150153906973097_50628478096_6746879_8366232_n.jpg"><img class="alignright size-full wp-image-545" style="border-style: initial; border-color: initial; float: right; border-width: 0px;" title="205300_10150153906973097_50628478096_6746879_8366232_n" src="http://www.perle-di-coltura.com/wp-content/uploads/2012/02/205300_10150153906973097_50628478096_6746879_8366232_n.jpg" alt="" width="300" height="250" /></a></p>
<p><em>Consigliamo inoltre…</em></p>
<p><a title="Gioielli in perle d'acqua dolce" href="http://www.gemperles.it/gioielli-perle-acqua-dolce.html"><strong>Gioielli in perle d&#8217;acqua dolce</strong><br />
</a> <a title="Gioielli in perle Akoya" href="http://www.gemperles.it/gioielli-perle-akoya.html"><strong>Gioielli in perle Akoya</strong><br />
</a> <a title="Gioielli in perle di Tahiti" href="http://www.gemperles.it/gioielli-perle-tahiti.html"><strong>Gioielli in perle di Tahiti</strong><br />
</a> <a title="Gioielli in perle d'Australia" href="http://www.gemperles.it/gioielli-perle-australia.html"><strong>Gioielli in perle dei Mari del Sud (Australia)</strong><br />
</a><strong><a title="Gioielli in oro e diamanti" href="http://www.gemperles.it/gioielli-diamanti.html"> Gioielli in oro e diamanti</a> </strong></p>
<p>Ritrovateci su <a title="facebook" href="http://it-it.facebook.com/pages/Gemperlesit/142529152486863">Facebook</a> et <a title="twitter" href="http://twitter.com/#!/Gemperles_it">Twitter</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Promozioni di Natale</title>
		<link>http://www.perle-di-coltura.com/2011/11/promozioni-di-natale-2.html</link>
		<comments>http://www.perle-di-coltura.com/2011/11/promozioni-di-natale-2.html#comments</comments>
		<pubDate>Tue, 29 Nov 2011 12:42:52 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[News]]></category>

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		<description><![CDATA[Promozioni Gemperles per Natale Scoprite i nostri gioielli in promozione per questo periodo di fine anno&#8230; - Una selezione di gioielli a prezzi esclusivi, - Spedizione in omaggio su tutti i prodotti del sito, - Collana in vetro di murano omaggio, - Più di 120 gioielli in consegna rapida. Sontuosi scrigni da gioielleria, certificato di [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><h1><strong>Promozioni Gemperles per Natale</strong></h1>
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" alt="" width="150" height="150" /></h1>
<h2>Scoprite i nostri gioielli in promozione per questo periodo di fine anno&#8230;<img title="Continua..." src="http://www.perle-di-coltura.com/wp-includes/js/tinymce/plugins/wordpress/img/trans.gif" alt="" /></h2>
<p>- Una selezione di gioielli a prezzi esclusivi,<br />
- Spedizione in omaggio su tutti i prodotti del sito,<br />
- Collana in vetro di murano omaggio,<span id="more-530"></span><br />
- Più di 120 gioielli in consegna rapida.</p>
<p><strong>Sontuosi scrigni da gioielleria, certificato di autenticità</strong></p>
<p><img class="alignright" 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" alt="" width="117" height="117" />I vostri gioielli sono confezionati con la massima cura all&#8217;interno di lussuosi scrigni da gioielleria. Pronti per essere donati, i nostri scrigni risultano essere ugualmente un ottimo mezzo per conservare la delicatezza dei vostri gioielli, ben custoditi all&#8217;interno di un morbido astuccio.</p>
<p>Gli scrigni sono arricchiti da un elegante fiocco ed accompagnati da un certificato di autenticità co-prodotto dal laboratorio GIA.</p>
<p><strong>Gioielli in omaggio</strong></p>
<p><img class="alignright" 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" alt="" width="80" height="80" /></p>
<p>Per qualsiasi ordine realizzato sul nostro sito, Casa Gemperles sarà felice di offrirvi una collana con ciondolo in vetro di Murano.</p>
<p>La nostra collezione di collane con ciondoli in vetro di Murano è stata creata da artigiani specializzati nella soffiatura del vetro.</p>
<p>Gioielli in perle di coltura&#8230;</p>
<p><a href="http://www.gemperles.it/parure-perles-eau-douce-6-5-7mm-aaa-5.html"><strong>Parure in perle d&#8217;acqua dolce di provenienza Cinese</strong></a></p>
<p><img class="alignright" title="Parure de bijoux en perles de culture d'eau douce" src="http://www.perles-de-culture.info/wp-content/uploads/2011/11/parure.png" alt="Parure de bijoux en perles de culture d'eau douce" width="160" height="160" /></p>
<p>Parure composta da una collana (6.5/7mm) e da un braccialetto (6.5/7mm) in perle di coltura bianche proposte nella qualità esclusiva AAA.</p>
<p>Un abbinamento di gusto con perle selezionate tra i migliori crudi.</p>
<p>Infilatura : Le perle, sono montate su doppio filo di seta ed annodate con cura tra di esse per evitare ogni genere di sfregatura. (Filo concepito per le perle, specialmente importato dal Giappone)</p>
<p><a href="http://www.gemperles.it/collana-perle-akoya-7-7-5mm-aaa.html"><strong>Collana in perle Akoya dal Giappone</strong></a></p>
<p><img class="alignright" title="Collier perles de culture Akoya, mer du Japon" src="http://www.perles-de-culture.info/wp-content/uploads/2011/11/collier.png" alt="Collier perles de culture Akoya, mer du Japon" width="160" height="160" /></p>
<p>Queste perle sono stupefacenti! Ognuna di queste perle bianche presenta un diametro compreso tra i 7 e i 7.5mm. Dal lustro particolarmente brillante (producono un vero e proprio effetto specchio), sono perfettamente rotonde e presentano dei timidi riflessi dorati. Di qualità AAA, queste perle di mare Akoya (migliore allevamenti di Kobe) rappresentano un articolo molto richiesto.</p>
<p>Idealmente, questa composizione classica è abbinata con una camicetta o un vestito da sera. Le perle sono di provenienza giapponese.</p>
<p>Infilatura : Le perle, sono montate su doppio filo di seta ed annodate con cura tra di esse per evitare ogni genere di sfregatura. (Filo concepito per le perle, specialmente importato dal Giappone)</p>
<div class="shr-publisher-530"></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>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 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>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle di Tahiti]]></category>
		<category><![CDATA[perle di coltura]]></category>
		<category><![CDATA[Superficie delle perle]]></category>
		<category><![CDATA[Valore delle perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=512</guid>
		<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 />
<a href="http://www.gemperles.it/collane-perle-tahiti.html"><img src="data:image/jpeg;base64,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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>Dimensione delle perle di Tahiti</title>
		<link>http://www.perle-di-coltura.com/2011/05/dimensione-delle-perle-di-tahiti.html</link>
		<comments>http://www.perle-di-coltura.com/2011/05/dimensione-delle-perle-di-tahiti.html#comments</comments>
		<pubDate>Wed, 25 May 2011 13:56:21 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle di Tahiti]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=499</guid>
		<description><![CDATA[Il diametro di una perla di Tahiti è compreso tra gli 8mm ed i 16mm. In media, la maggior parte di queste perle ha una misura pari a 10/11mm. Le perle, oltre i 12mm, sono decisamente più rare. Questo spiega il noro notevole valore. Gemperles è nota per la sua capacità nel riuscire a proporre [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Il diametro di una <a title="Gioielli Perle di Tahiti" href="http://www.gemperles.it/perle-di-tahiti.html" target="_blank"><strong>perla di Tahiti</strong></a> è compreso tra gli <strong>8mm ed i 16mm</strong>. In media, la maggior parte di queste perle ha una misura pari a <strong>10/11mm</strong>.<span id="more-499"></span></p>
<p>Le perle, oltre i 12mm, sono decisamente più rare. Questo spiega il noro notevole valore.</p>
<p><a href="http://www.gemperles.it" target="_blank"><strong>Gemperles</strong></a> è nota per la sua capacità nel riuscire a proporre perle dal diametro superlativo e con una qualità di superficie perfetta.</p>
<p>Vengono comunemente chiamate «Perle di Tahiti qualità Top Gemma» o «Perle di Tahiti qualità Gemma».</p>
<p><img class="alignnone" 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" alt="" width="545" height="115" /></p>
<p><em>(Per maggiori informazioni consultate la nostra <a title="Guida delle perle di Tahiti" href="http://www.gemperles.it/perle-di-tahiti.html" target="_blank"><strong>guida delle perle di Tahiti</strong></a>)</em></p>
<div class="shr-publisher-499"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><!-- End Shareaholic LikeButtonSetBottom Automatic --><div id="wherego_related"> </div>]]></content:encoded>
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		</item>
		<item>
		<title>Caratteristiche delle coltivazioni perlifere</title>
		<link>http://www.perle-di-coltura.com/2011/05/coltivazione-diverse-perle.html</link>
		<comments>http://www.perle-di-coltura.com/2011/05/coltivazione-diverse-perle.html#comments</comments>
		<pubDate>Thu, 19 May 2011 08:41:53 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Allevamenti perliferi]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=486</guid>
		<description><![CDATA[Abbiamo deciso, a seguito di frequenti richieste, di proporvi una tabella illustrante le diverse qualità di molluschi produttori di perle e le loro caratteristiche. Si tratta di un fattore che influisce sul valore dei vostri gioielli in perle di coltura. Nome scientifico e comune Origine dell’ostrica Età del primo innesto Diametro del primo innesto Numero [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Abbiamo deciso, a seguito di frequenti richieste, di proporvi una  tabella illustrante le diverse qualità di molluschi produttori di perle e  le loro caratteristiche.<span id="more-486"></span> Si tratta di un fattore che influisce sul  valore dei vostri <a title="Gioielli in perle di coltura" href="http://www.gemperles.it" target="_blank"><strong>gioielli in perle di coltura</strong></a>.</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="70" valign="top"><strong>Nome scientifico   e comune</strong></td>
<td width="70" valign="top"><strong>Origine   dell’ostrica</strong></td>
<td width="70" valign="top"><strong>Età del primo   innesto</strong></td>
<td width="70" valign="top"><strong>Diametro del   primo innesto</strong></td>
<td width="70" valign="top"><strong>Numero di nuclei   per mollusco</strong></td>
<td width="70" valign="top"><strong>Periodo di   crescita delle perle</strong></td>
<td width="70" valign="top"><strong>Numero di   innesti possibili</strong></td>
</tr>
<tr>
<td width="70" valign="top">Hyriopsis cumingi   (triangle shell – acqua dolce)</td>
<td width="70" valign="top">Riprodotte in   vivaio – Ripescate in ambiente naturale</td>
<td width="70" valign="top">Dai 6 ai 7 mesi</td>
<td width="70" valign="top">Dai 5 cm ai 6 cm</td>
<td width="70" valign="top">Da 40 a 50</td>
<td width="70" valign="top">Dai 2 ai 6 anni</td>
<td width="70" valign="top">Da 1 a 2</td>
</tr>
<tr>
<td width="70" valign="top">Pinctada Fucata   (Akoya)</td>
<td width="70" valign="top">Riprodotte in   vivaio – Raccolta di larve selvatiche</td>
<td width="70" valign="top">Dai 24 ai 36 mesi</td>
<td width="70" valign="top">Dai 5 cm ai 13 cm</td>
<td width="70" valign="top">Da 1 a 5</td>
<td width="70" valign="top">Dagli 8 ai 24 mesi</td>
<td width="70" valign="top">1</td>
</tr>
<tr>
<td width="70" valign="top">Pinctada Margaritifera   Cumingi (Labbro nero – Tahiti)</td>
<td width="70" valign="top">Allevamento delle   larve</td>
<td width="70" valign="top">Dai 30 ai 36 mesi</td>
<td width="70" valign="top">Dai 7 cm ai 13 cm</td>
<td width="70" valign="top">1</td>
<td width="70" valign="top">Dai 22 ai 26 mesi</td>
<td width="70" valign="top">Da 2 a 4</td>
</tr>
<tr>
<td width="70" valign="top">Pinctada Maxima   (Labbra argentate / dorate – Mari del Sud)</td>
<td width="70" valign="top">Raccolta in natura   ed allevamento in vivai</td>
<td width="70" valign="top">Circa 24 mesi</td>
<td width="70" valign="top">Dai 12 cm ai 17 cm</td>
<td width="70" valign="top">1</td>
<td width="70" valign="top">Dai 20 ai 24 mesi</td>
<td width="70" valign="top">3 (massimo)</td>
</tr>
</tbody>
</table>
<div class="shr-publisher-486"></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/2011/05/kokichi-mikimoto-2.html" rel="bookmark" class="wherego_title">Kokichi Mikimoto e le perle coltivate</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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		</item>
		<item>
		<title>Kokichi Mikimoto e le perle coltivate</title>
		<link>http://www.perle-di-coltura.com/2011/05/kokichi-mikimoto-2.html</link>
		<comments>http://www.perle-di-coltura.com/2011/05/kokichi-mikimoto-2.html#comments</comments>
		<pubDate>Tue, 17 May 2011 16:01:23 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle e storia]]></category>
		<category><![CDATA[Allevamenti perliferi]]></category>
		<category><![CDATA[Mikimoto]]></category>
		<category><![CDATA[perle coltivate]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=475</guid>
		<description><![CDATA[La maggior parte delle persone attribuiscono a Mikimoto l&#8217;invenzione delle tecniche di coltivazione delle perle, anche se, Mikimoto non è l&#8217;unico al quale dobbiamo essere grati. I cinesi , infatti, producevano perle blister coltivate già nel tredicesimo secolo. Essi inserivano piccole statuette adiacenti alla superficie interna delle valve dei molluschi d&#8217;acqua dolce. Nei secoli che [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p><img class="alignright" 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" alt="" width="200" height="267" />La maggior parte delle persone attribuiscono a <em>Mikimoto</em> l&#8217;invenzione delle tecniche di coltivazione delle perle, anche se, <em>Mikimoto</em> non è l&#8217;unico al quale dobbiamo essere grati.<span id="more-475"></span></p>
<p>I cinesi , infatti, producevano <em>perle blister</em> coltivate già nel tredicesimo secolo. Essi inserivano piccole statuette adiacenti alla superficie interna delle valve dei molluschi d&#8217;acqua dolce.</p>
<p>Nei secoli che seguirono furono in molti a tentare di ottenere perle coltivate utilizzando i metodi di coltura più svariati. Tuttavia le tecniche oggi impiegate ebbero origine in Giappone, grazie all&#8217;opera di individui che operavano in proprio.</p>
<p>Tra questi spiccano anche due contemporanei di <em>Mikimoto</em>: <em>Tokichi Nishikawa</em> e <em>Tatsuhei Mise</em>. Inoltre esistono prove testimonianti che la loro opera derivava dagli studi dell&#8217;australiano William Saville-Kent.</p>
<p><em>Mikimoto</em>, dotato di forte personalità, seppe interpretare la coltura delle <strong><a title="Gioielli in perle di coltura" href="http://www.gemperles.it" target="_blank">perle</a></strong>, e, sfruttando le sue abilità commerciali, gli permisero di trasformare questa passione un un&#8217;attività commerciale inizialmente sperimentale.</p>
<p>Fin dalla gioventù <em>Mikimoto</em> dimostrò le sue capacità, occupandosi della vendita di ortaggi durante il giorno ed aiutando il padre con il suo negozio la sera.</p>
<p>Cominciò la sperimentazione di svariate tecniche, con diversi insuccessi, e nonostante tutti gli consigliassero di desistere, egli continuò i suoi esperimenti.</p>
<p>Nel 1893, <em>Mikimoto</em> estrasse dal suo raccolto le prime perle blister coltivate. Erano poche (solo 5), ma costituivano il coronamento dei suoi sforzi. Nel 1896 ottenne un brevetto per il suo metodo e concentrò i suoi sforzi nella coltivazione.</p>
<p>Successivamente riuscì ad ottenere in affitto una zona disabitata nell&#8217;isola di <em>Tatokijima</em>, dove si trasferì con tutta la sua famiglia. Nel 1898 estrasse il suo primo raccolto da cui poté offrire cinque perle blister all&#8217;imperatore <em>Meiji</em>. Dopo due anni, il suo secondo raccolto produsse ben 4.200 perle. Nel 1905, una marea rossa distrusse 850.000 ostriche perlifere nelle sue coltivazioni.</p>
<p>Tuttavia quando aprì le conchiglie degli animali morti per un controllo, scoprì che coque di esse avevano prodotto <a title="Forma delle perle" href="http://www.perle-di-coltura.com/2009/10/forma-perle.html" target="_blank"><strong>perle coltivate intere e sferiche</strong></a>. Così nonostante i problemi, incoraggiato riprese i suoi studi concentrandosi sulla ricerca di un metodo che gli consentisse di produrre perle sferiche con continuità e nel 1919 riuscì nel suo intento.</p>
<p>Alla sua morte, nel 1954, le sue aree di coltivazione vantavano 6 milioni di ostriche perlifere e la sua industria di produzione delle perle dava lavoro a più di 100.000 dipendenti.</p>
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		<title>Le maree rosse ed i molluschi perliferi</title>
		<link>http://www.perle-di-coltura.com/2011/05/le-maree-rosse-ed-i-molluschi-perliferi.html</link>
		<comments>http://www.perle-di-coltura.com/2011/05/le-maree-rosse-ed-i-molluschi-perliferi.html#comments</comments>
		<pubDate>Mon, 09 May 2011 12:55:43 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>

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		<description><![CDATA[Per oltre un secolo, il fenomeno noto sotto il nome di maree rosse, ha gravemente danneggiato i produttori perliferi di tutto il mondo. Questo è dovuto ad un&#8217;altissima concentrazione di organismi marini microscopici detti fitoplancton. In alcune circostanze infatti (innalzamento delle temperature marine), le situazioni climatiche agiscono in favore di questi organismi facendoli sviluppare eccessivamente [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Per oltre un secolo, il fenomeno noto sotto il nome di <em>maree rosse</em>, ha gravemente danneggiato i produttori perliferi di tutto il mondo. Questo è dovuto ad un&#8217;altissima concentrazione di <span id="more-422"></span>organismi marini microscopici detti fitoplancton. In alcune circostanze infatti (innalzamento delle temperature marine), le situazioni climatiche agiscono in favore di questi organismi facendoli sviluppare eccessivamente formando in acqua marina chiazze di colore rosso facilmente reperibili ad occhio nudo (definite blooms: fioriture).</p>
<p>Questi organismi hanno la capacità di consumare tutte le sostanze nutritive presenti in acqua per poi morire inabissandosi sul fondo dell&#8217;oceano ed iniziare decomporsi. Il processo di decomposizione fa assorbire tutto l&#8217;ossigeno presente nell&#8217;acqua rendendo soffocante la vita marina. Inoltre morendo, questi piccoli organismi secernono sostanze torriche che avvelenano i pesci e le altre creature marine (comprese le ostriche perlifere).</p>
<p>In Giappone, quando la coltura perlifera era ancora agli inizi, le <em>maree rosse</em> si rivelarono particolarmente devastanti. Il primo fenomeno a noi noto risale al 1892, anno in cui questi fenomeno distrussero l&#8217;intera coltivazione di Kokichi Mikimoto. A quel tempo, infatti, la coltivazione dei molluschi che producevano <a title="Gioielli in perle di coltura" href="http://www.gemperles.it/" target="_blank">perle</a> avveniva sul fondale marino e non in ceste sospese.</p>
<p>&nbsp;</p>
<div class="shr-publisher-422"></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/2011/05/lucentezza-delle-perle-di-tahiti.html" rel="bookmark" class="wherego_title">Lucentezza delle perle di Tahiti</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>Lucentezza delle perle di Tahiti</title>
		<link>http://www.perle-di-coltura.com/2011/05/lucentezza-delle-perle-di-tahiti.html</link>
		<comments>http://www.perle-di-coltura.com/2011/05/lucentezza-delle-perle-di-tahiti.html#comments</comments>
		<pubDate>Fri, 06 May 2011 13:00:23 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle di Tahiti]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=418</guid>
		<description><![CDATA[Il grado di lucentezza delle perle di Tahiti può variare dal discreto all’eccellente. A differenza di altre varietà che rientrano in questa gamma, come le Akoya e gran parte delle perle d’acqua dolce, le perle coltivate di Tahiti acquisiscono la loro lucentezza in modo naturale. A volte, appena estratte possono presentare un aspetto leggermente offuscato, [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Il grado di lucentezza delle <a title="Gioielli in perle di Tahiti" href="http://www.gemperles.it/gioielli-perle-tahiti.html" target="_blank"><strong>perle di Tahiti</strong></a> può variare dal discreto all’eccellente. A differenza di altre varietà che rientrano in questa gamma, come le <a title="Gioielli in perle Akoya" href="http://www.gemperles.it/gioielli-perle-akoya.html" target="_blank"><strong>Akoya</strong></a> e gran parte delle <a title="Gioielli in perle d'acqua dolce" href="http://www.gemperles.it/gioielli-perle-acqua-dolce.html" target="_blank"><strong>perle d’acqua <span id="more-418"></span>dolce</strong></a>, le perle coltivate di Tahiti acquisiscono la loro lucentezza in modo naturale. A volte, appena estratte possono presentare un aspetto leggermente offuscato, ma è sufficiente una leggera levigatura per rimediare l’inconveniente.</p>
<p>L’eccezionale grado di lucentezza delle perle di Tahiti può assumere uno splendore da definirsi quasi metallico che conferisce un carattere decisamente esotico al prodotto, particolarmente se abbinato ad un colore di superficie cangiante.</p>
<div class="shr-publisher-418"></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/2011/05/perle-coltivate-australia-forma-non-sferica.html" rel="bookmark" class="wherego_title">Perle australiane di forma non sferica</a></li><li><a href="http://www.perle-di-coltura.com/2011/04/regalo-perle-festa-della-mamma.html" rel="bookmark" class="wherego_title">Regalo di perle per la festa della mamma</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 australiane di forma non sferica</title>
		<link>http://www.perle-di-coltura.com/2011/05/perle-coltivate-australia-forma-non-sferica.html</link>
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		<pubDate>Tue, 03 May 2011 17:06:33 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle Australiane]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=414</guid>
		<description><![CDATA[Le ostriche che, durante una fase casuale del loro ciclo produttivo, non riescono a dare origine ad una perla coltivata di forma sferica, possono essere utilizzate per la produzione di perle mabe o blister. In questo caso, il tecnico incolla un nucleo di plastica a fondo piatto sulla superficie interna della conchiglia, al di sotto [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Le ostriche che, durante una fase casuale del loro ciclo produttivo, non riescono a dare origine ad una <a title="Gioielli perle e diamanti" href="http://www.gemperles.it" target="_blank"><strong>perla coltivata di forma sferica</strong></a>, possono essere utilizzate per la produzione <span id="more-414"></span>di perle <em>mabe</em> o <em>blister</em>. In questo caso, il tecnico incolla un nucleo di plastica a fondo piatto sulla superficie interna della conchiglia, al di sotto del tessuto del mantello. Solitamente, in ciascuna delle due valve vengono incollati sette nuclei che possono essere di qualsiasi forma.</p>
<p><strong>Perle mabe coltivate</strong></p>
<p>Le perle mabe sono formate da perle coltivate e poi assemblate. Sebbene quasi tutti i tipi di mollusco, sia d’acqua dolce che d’acqua salata, sia bivalve che con una sola conchiglia, abbiano i mezzi per produrre questo tipo di perle, la stragrande maggioranza delle coltivazioni avviene utilizzando molluschi appartenenti alla specia P. Maxima o Pteria penguin. In Giappone ed in Australia forniscono oltre l’85% del volume totale di perle mabe coltivate presenti sul mercato.</p>
<p><strong>Perle blister coltivate</strong></p>
<p>I molluschi danno origine naturalmente alla formazione di perle blister quando una spugna o qualsiasi altro tipo di parassita penetra nel loro guscio. La produzione di una perla blister naturale è quindi il risultato di un meccanismo di difesa adottato dal mollusco per difendersi dall’invasore che viene ricoperto da strati di nacre per lenire l’irritazione.</p>
<p>Le aziende che optano per la produzione di perle blister coltivate non devono fare altro che simulare il processo naturale incollando un nucleo alla superficie interna della conchiglia, al di sotto del tessuto del mantello. Dopo un periodo di coltivazione variabile dagli 8 ai 12 mesi, il tecnico schiude le due valve, rimuove il corpo del mollusco e ritaglia la zona di guscio che circonda la perla blister coltivata. La parte di conchiglia rimasta, con la sua lucida conchiglia madreperlacea, diventa parte integrante della gemma e del <a title="Gioielli Diamanti e perle" href="http://www.gemperles.it" target="_blank"><strong>gioiello</strong></a> che gli artigiani decideranno di crearvi attorno.</p>
<div class="shr-publisher-414"></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/2011/05/lucentezza-delle-perle-di-tahiti.html" rel="bookmark" class="wherego_title">Lucentezza delle perle di Tahiti</a></li><li><a href="http://www.perle-di-coltura.com/2011/05/le-maree-rosse-ed-i-molluschi-perliferi.html" rel="bookmark" class="wherego_title">Le maree rosse ed i molluschi perliferi</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>Regalo di perle per la festa della mamma</title>
		<link>http://www.perle-di-coltura.com/2011/04/regalo-perle-festa-della-mamma.html</link>
		<comments>http://www.perle-di-coltura.com/2011/04/regalo-perle-festa-della-mamma.html#comments</comments>
		<pubDate>Wed, 27 Apr 2011 09:33:21 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=408</guid>
		<description><![CDATA[Quest&#8217;anno, GemPerles vi propone circa 40 gioielli in promozione esclusivamente per la festa della mamma. Alcuni di questi, come le collane in perle di Tahiti sono pezzi assemblati unici. Potrete visualizzarli cliccando sui gioielli in promozione per la festa della mamma. Le perle La perla ha da sempre riscontrato un enorme successo nella festa della [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Quest&#8217;anno, <strong><a href="http://www.gemperles.it" target="_blank">GemPerles</a></strong> vi propone circa 40 <a title="Gioielli in promozione" href="http://www.gemperles.it/promozioni-gioielli.html" target="_blank"><strong>gioielli in promozione</strong></a> esclusivamente per la festa della mamma. Alcuni di questi, come le collane in perle di Tahiti sono pezzi assemblati<span id="more-408"></span> unici. Potrete visualizzarli cliccando sui gioielli in promozione per la festa della mamma.</p>
<p><strong>Le perle </strong></p>
<p>La perla ha da sempre riscontrato un enorme successo nella festa della mamma. La perla, grande mistero della natura&#8230; La sua nascita è dovuta ad uno delle maggiori coincidenze. Se il nacre risulta essere incapace di espellere il corpo estraneo all&#8217;interno del mollusco, l&#8217;animale secerne una sostanza madreperlacea per proteggersi dall&#8217;intruso.</p>
<p><strong>Le mamme </strong></p>
<p>Le mamme che indossano una collana di perle si distinguono dalle altre. La lucentezza di queste gemme trascende la loro bellezza&#8230; L&#8217;arte di GemPerles risiede nel talento di saper unire i diversi colori ottenendo un effetto simile a quello dell&#8217;arcobaleno.  Quest&#8217;effetto dona una bellezza eccezionale ed è riconosciuto al primo sguardo dagli esperti del mestiere. Per ottenere un prodotto che rasenta la perfezione, una collana di perle unica, bisogna avere a disposizione centinaia di migliaia di perle tra cui selezionare per ottenere un&#8217;opera.  Quindi, per questa nuova festa alle porte, sorprendetela offrendole un regalo unico e che non dimenticherà per il resto della sua vita.</p>
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