<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Perle di coltura.com &#187; Perle</title>
	<atom:link href="http://www.perle-di-coltura.com/category/perle/feed" rel="self" type="application/rss+xml" />
	<link>http://www.perle-di-coltura.com</link>
	<description>Guida alle perle coltivate e naturali</description>
	<lastBuildDate>Thu, 08 Mar 2012 14:44:55 +0000</lastBuildDate>
	<language>en</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.3.1</generator>
		<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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/05/coltivazione-diverse-perle.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</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" src="data:image/jpeg;base64,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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>
<div class="shr-publisher-475"></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/2010/01/pesca-molluschi-perle.html" rel="bookmark" class="wherego_title">Ricerca delle perle nei molluschi</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/2010/01/lavorazione-perle.html" rel="bookmark" class="wherego_title">Lavorazione delle perle</a></li><li><a href="http://www.perle-di-coltura.com/2009/10/forma-perle.html" rel="bookmark" class="wherego_title">Forma delle perle</a></li><li><a href="http://www.perle-di-coltura.com/2010/11/lavorazione-delle-perle-akoya.html" rel="bookmark" class="wherego_title">Lavorazione delle perle Akoya</a></li><li><a href="http://www.perle-di-coltura.com/2009/12/perle-di-coltura-linnesto-meleagrine.html" rel="bookmark" class="wherego_title">Le perle di coltura e l&#8217;innesto delle meleagrine</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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/05/kokichi-mikimoto-2.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<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>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=422</guid>
		<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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/05/le-maree-rosse-ed-i-molluschi-perliferi.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<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>
<div class="shr-publisher-408"></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/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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/04/regalo-perle-festa-della-mamma.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Video sulle perle d&#8217;acqua dolce</title>
		<link>http://www.perle-di-coltura.com/2011/04/video-perle-dacqua-dolce.html</link>
		<comments>http://www.perle-di-coltura.com/2011/04/video-perle-dacqua-dolce.html#comments</comments>
		<pubDate>Fri, 15 Apr 2011 09:31:54 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=387</guid>
		<description><![CDATA[Siamo lieti di annunciarvi che è finalmente disponibile la versione italiana del video Gemperles. Tramesso sulla rete televisiva francese Arte, tratta le perle d&#8217;acqua dolce: la produzione, la selezione, l&#8217;acquisto e molto altro&#8230; Chi ha letto questa pagina ha visionato anche:Collana di perle : Quale lunghezza scegliere ?Powered by Where did they go from here?]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Siamo lieti di annunciarvi che è finalmente disponibile la versione italiana del video <strong><a title="Gioielleria Gemperles" href="http://www.gemperles.it" target="_blank">Gemperles</a></strong>. Tramesso sulla rete televisiva francese Arte, tratta le perle d&#8217;acqua dolce: la produzione, la <span id="more-387"></span>selezione, l&#8217;acquisto e molto altro&#8230;</p>
<p><object width="540" height="328"><param name="movie" value="http://www.youtube.com/v/ek1hjgMu824?hl=it&amp;fs=1" /><param name="allowFullScreen" value="true" /><param name="allowscriptaccess" value="always" /><embed type="application/x-shockwave-flash" width="540" height="328" src="http://www.youtube.com/v/ek1hjgMu824?hl=it&amp;fs=1" allowscriptaccess="always" allowfullscreen="true"></embed></object></p>
<div class="shr-publisher-387"></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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/04/video-perle-dacqua-dolce.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/04/collana-in-perle-di-tahiti-barocca.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Collana di perle : Quale lunghezza scegliere ?</title>
		<link>http://www.perle-di-coltura.com/2011/04/collana-di-perle-quale-lunghezza-scegliere.html</link>
		<comments>http://www.perle-di-coltura.com/2011/04/collana-di-perle-quale-lunghezza-scegliere.html#comments</comments>
		<pubDate>Sun, 10 Apr 2011 13:21:13 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=308</guid>
		<description><![CDATA[Eccovi qualche breve cosiglio per fare la scelta giusta&#8230; Collana girocollo : dai 38 ai 40 cm Una collana girocollo è una collana che si posiziona alla base del collo, con una lunghezza che va dai 38 ai 40 centimetri (Choker). Questa collana, molto elegante, viene indossata per valorizzare scollature a “V”, a barchetta o [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Eccovi qualche breve cosiglio per fare la scelta giusta&#8230;<span id="more-308"></span></p>
<p><strong> </strong></p>
<p><strong>Collana girocollo : dai 38 ai 40 cm</strong></p>
<p>Una<img class="alignleft" src="data:image/gif;base64,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" alt="" width="41" height="39" /> collana girocollo è una collana che si posiziona alla base del  collo, con una lunghezza che va dai 38 ai 40 centimetri (Choker). Questa  collana, molto elegante, viene indossata per valorizzare scollature a  “V”, a barchetta o abiti che lasciano le spalle scoperte. Lo possiamo  ugualmente associare ad una collana principessa a condizione che  l’abbinamento non risulti troppo carico !</p>
<p><strong>Collana principessa : dai 43 ai 45 cm</strong><!--more--></p>
<p id="longdesc3">Collana classica chiamata  “principessa”. È una collana dalla lunghezza standard <img class="alignleft" src="data:image/gif;base64,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" alt="" width="41" height="39" />compresa tra i 43 e  i 45 cm che scende leggermente sul busto. Questo tipo di collana si adatta ad ogni occasione; perfetta con maglioni a girocollo o camicette  poco scollate.</p>
<p><strong>Collana matinée : 50 cm</strong></p>
<p><img class="alignleft" src="data:image/gif;base64,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" alt="" width="41" height="39" />Superiore alla lunghezza standard, questa lunghezza ha il vantaggio di  procurare una certa leggerezza e rende molto piacevole portare il  gioiello. Questa lunghezza molto confortevole si adatta ad abiti formali  e da sera come di giorno.</p>
<p><strong>Collana opéra : dai 70 ai 90 cm</strong></p>
<p><img class="alignleft" src="data:image/gif;base64,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" alt="" width="41" height="39" />Una collana “opéra” o “sautoir” è una collana con una lunghezza compresa  tra i 70 cm e i 90 cm. Come ci suggerisce il nome, questa collana è  l’ideale nelle serate. Risulta un ottimo abbinamento anche con le tenute  del quotidiano.</p>
<p><strong>Collana rope : 90 cm e oltre</strong></p>
<p><img class="alignleft" src="data:image/gif;base64,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" alt="" width="41" height="39" />Una collana lunga, chiamata “rope”, ha una lunghezza di 90 cm e oltre.  Questo stile era utilizzato da Coco Chanel negli anni 30’. È possibile  sdoppiarlo passandolo due volte intorno al collo.</p>
<p><strong>Collana lunga : 120 cm</strong></p>
<p><img class="alignleft" src="data:image/gif;base64,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" alt="" width="41" height="39" />Una “collana lunga” è una collana con una lunghezza che parte dai 120  cm. Può essere facilmente sdoppiata, annodata e procura molti piaceri  alla sua proprietaria. Una lunghezza che permette di mettere a frutto  ogni genere di creatività.</p>
<p><strong>Collane in perle di coltura : </strong></p>
<p><a title="Collane in perle d'acqua dolce" href="http://www.gemperles.it/collane-perle-acqua-dolce.html" target="_blank"><strong>Collane in perle d&#8217;acqua dolce</strong></a></p>
<p><a title="Collane in perle Akoya" href="http://www.gemperles.it/gioielli-perle-akoya.html" target="_blank"><strong>Collane in perle Akoya</strong></a></p>
<p><a title="Collane in perle di Tahiti" href="http://www.gemperles.it/gioielli-perle-tahiti.html" target="_blank"><strong>Collane in perle di Tahiti</strong></a></p>
<p><a title="Collane in perle d'Australia" href="http://www.gemperles.it/gioielli-perle-australia.html" target="_blank"><strong>Collane in perle d&#8217;Australia</strong></a></p>
<p>&nbsp;</p>
<div class="shr-publisher-308"></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-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/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/garanzia-qualitativa-delle-perle-akoya.html" rel="bookmark" class="wherego_title">Garanzia qualitativa delle perle Akoya</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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/04/collana-di-perle-quale-lunghezza-scegliere.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>GemPerles trasmessa sulla rete televisiva Arte</title>
		<link>http://www.perle-di-coltura.com/2011/04/gemperles-trasmessa-su-rete-televisiva-arte.html</link>
		<comments>http://www.perle-di-coltura.com/2011/04/gemperles-trasmessa-su-rete-televisiva-arte.html#comments</comments>
		<pubDate>Sat, 09 Apr 2011 16:38:13 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=301</guid>
		<description><![CDATA[Il 27 gennaio 2011, la rete televisiva francese Arte ha mandato in onda un documentario sui molluschi, conchiglie bio per eccellenza (Magazine Global Mag). A questo proposito, Casa GemPerles, leader nella vendita delle perle di coltura online in Francia ed Italia, è stata giustamente contattata per parteciparvi. Il personale di Arte si è unito a [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>Il 27 gennaio 2011, la rete televisiva francese <strong>Arte</strong> ha mandato in onda un documentario sui molluschi, conchiglie bio per eccellenza (<strong>Magazine Global Mag</strong>). A questo proposito, <a title="Gioielleria della perla GemPerles" href="http://www.gemperles.it" target="_blank"><strong>Casa GemPerles</strong></a>, leader nella vendita delle <a title="Gioielleria della perla online GemPerles" href="http://www.gemperles.it" target="_blank"><strong>perle di coltura online</strong></a> in <strong>Francia</strong> ed <strong>Italia</strong>, è stata giustamente contattata per parteciparvi. Il personale di <strong>Arte</strong> si è unito a noi in occasione di una delle nostre visite presso gli allevamenti perliferi. Questa visita mira ad indicare come si acquistano le perle di coltura.<span id="more-301"></span></p>
<p>Ci siamo quindi recati presso uno dei nostri <strong>allevamenti di perlicoltori partner</strong>. Tuttavia, la maggior parte della pellicola è stata tagliata e lo spettatore non ha avuto la possibilità di poter visionare le scene di vita quotidiana dedicate ai produttori perliferi.</p>
<p>Fortunatamente, <strong>GemPerles</strong> ha conservato tutte le immagini del set e, molto presto un esclusivo filmato di 4 minuti circa. Questo video, interamente realizzato dalle giornaliste di ActuAsia per conto di Arte, è stato riprogrammato al fine di prestare unicamente attenzione alle perle di coltura. Sarà possibile vedere:</p>
<ul>
<li>Visita ad un lago perlifero, l&#8217;apertura del mollusco perlifero.</li>
<li>I diversi laboratori del produttore di perle (selezionamento automatizzato e manuale).</li>
<li>Le interviste di <strong>GemPerles</strong>.</li>
<li>La fase dell&#8217;acquisto delle perle.</li>
<li>Molto altro ancora&#8230;</li>
</ul>
<p><img src="data:image/jpeg;base64,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" alt="" width="250" height="150" /><img src="data:image/jpeg;base64,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" alt="" width="250" height="150" /></p>
<p><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD//gA7Q1JFQVRPUjogZ2QtanBlZyB2MS4wICh1c2luZyBJSkcgSlBFRyB2NjIpLCBxdWFsaXR5ID0gOTAK/9sAQwADAgIDAgIDAwMDBAMDBAUIBQUEBAUKBwcGCAwKDAwLCgsLDQ4SEA0OEQ4LCxAWEBETFBUVFQwPFxgWFBgSFBUU/9sAQwEDBAQFBAUJBQUJFA0LDRQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQU/8AAEQgAswEsAwEiAAIRAQMRAf/EAB8AAAEFAQEBAQEBAAAAAAAAAAABAgMEBQYHCAkKC//EALUQAAIBAwMCBAMFBQQEAAABfQECAwAEEQUSITFBBhNRYQcicRQygZGhCCNCscEVUtHwJDNicoIJChYXGBkaJSYnKCkqNDU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6g4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2drh4uPk5ebn6Onq8fLz9PX29/j5+v/EAB8BAAMBAQEBAQEBAQEAAAAAAAABAgMEBQYHCAkKC//EALURAAIBAgQEAwQHBQQEAAECdwABAgMRBAUhMQYSQVEHYXETIjKBCBRCkaGxwQkjM1LwFWJy0QoWJDThJfEXGBkaJicoKSo1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoKDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uLj5OXm5+jp6vLz9PX29/j5+v/aAAwDAQACEQMRAD8A+9Y5+BzUon9xWcsoxTxJmvcOixpJN7ipluOOtZSy1IJsVJaNYXPvUiz9KxhcEU8XJqQubHn56mpFuAKxRdn1p63Z9aizC6Nn7R9Kek+O4rGF0TTxcn1qbBc2BckcHOPani7HuKyEuCO9SC4yKVh3NZLnJ61KtwBWQkp9alDnPWkNGqLr3oN174rNWSn+bx/9ekPUvG55pPtJ9axNZ1/TvD+nTX+p3kFhZQqWknuJAiKPcmvG5P20fhMt/wDZl8SNIu8J9oW0l8vJ75K5wPXHapbSHZnvbXBPeojMc9a57QPG/h7xWm7RtasdTGM4tbhJCB7gGtnr0qk09iHFj3lqJp8d6RoyehpBBnqaLojlYhmqF5M1Z+yr6mmNboO9LnQcjK5JNAhkfopqYhE6Z4pDeeX3qXPsTydxFs2/iYCpRZjtk1XfU8ntmozq7r3A/Cpbkw5Youvb8YP8qryRlRwTiqsmsSH+Oq0uqM3Vqn3iXyosyHBxnFV2I9aqvfZ7VA9+wPFVqYuxafPPNV5GYd6pyXrsTjIqu1w571aTMJNF1yT3qBuvLYqo0sh9TUTs/fNMwZdYgfxD86jaRAeW59qotJjOTUTXBB4oM2bazjAqQTis1Zhiniau1nuGks4pwnrOEw9acs3vUDuaQuBTxOKzRN71Kkw9qhlGgJQacHFUlmGe1TJOuKhsdi0GqRWqoJgaesoz1qWwsXVb3qRWqosoqRZRU3KSLqPmpVb3qiJRThN71NyrF8EU7cMVRE/vUV7dyx2c7wgNKsbFARwWxxUtspJH5sft1/tD3fjP4j3nhPTpvK0Lw9O9q4Q4M9ypxKT67WBUD/ZJ718wQy3mpEG1gmnVOuxC2Pyrf1i4ufFEF5rNzYtdXVxcs1zeuMlnJ3MfxJyT74r0b4RQ3VlZM0dsgtpDjcw5Jrgq1uRXR6VKjdpWPN9G8Y+JPDGowXenTX9hcQurrJEWQhgcg8V+uf7PnxLvPit8KdG8QX1ube+lQxTrtIDOhwWGex4P41+fd7d6G96I7y5tFm38JvUnP0zmvvv9nrX7LW/hNobWMsTLbI1rIIsYV0YjBx3xtP40Yev7R2sTiaHIk0eoCQikMvtVYye9MaQjuK7bnn2Lf2jFRyT56VSec+uKhadvWgllx5GI61XkBPeq7XBA61C91nvT1M2kWGAHU1A7Ad6ge496ga4A707kNE7v71Azj1qB7nnrUD3H0p3MWi08uBwaheU9zVSS5x3qu9yaZky403vULziqTXPvUTXHvVWOdu5ea5OMA1C9z6nmqTXHvULT0GbZea4AqFrnmqTT1E853daDNs30m4FP873rNWfgU8Te9ddz2zSEtPEo9azBP708T+9Q2I0xLUizcVmCf3qRZ+OtQ2O5pibjrUiz+9Zaz1Is9QykaqzipFnrLWapEn561NyjVWb3qVZ+OtZSz+9SrN71NyjUE/FOE+O9ZqzU8Te9SUjQE/XmkNx71R873r55/av+P8XgDwpe6Dot0T4hu49sskJ5tIj1OR0dhwB1AO7j5cy3YtI+WLXQLfTNS8S6fcyrPaafrF1bxvbkSQ3cYYhWyp5HzHp3J4yKv6bBY2OltYrG0dsMr98k/mTmvK/AnxQkt9Sawn3SQTlig6mN+uB7Hn8q6n/hMIZBLDGytIDnaTXzeITjN+ep9BSqXhHy0Cz8IeHbfxQszSGYDlY5nGxPxJ5Nfon+z7e2D/CfQ4dPiW3htleBo1JYBg5ycnrnOfxr87PC3hWfxl4s0jS1kITU7+G3K7AUi3OF3nJ5xnPSv090qwstD0+Gx061isrKBdscECBUQewFehgk2nJs5cZKLiopa7m55+KY1zmqJmppnr0zyrFxrioXnqs0/vULT07kNFl56hebiq7ze9QPPTuZtFh56geeq7z1A09Bm0TvP71A89QST1Xef3p3MWWHn61C03vVZ5/eoHn96owZaef3qJp6qNcYqJp/emmYSLjTVE03vVRp/eomnouZsuNNULzfNVVp896ri+SVn2tnadp+tMzN43qooJPcDj3OKct6jOyhgWXqK4KD4jaJdkQf2latdPgrAsoJyMZA/HNaf/CRJ58m2PPC8k/Wt1rsezJpbnXrcD1p4nrkf+Ei6fuwPxqRPESY5Ug+xpNMnmR1wuPepFn965iHW4ZBzJtP+0atJqiEfK4P41m7jujoVuPepFn965ltZSNgGmRSegJ6/wCc1KusJvC+cu49BnrUO5SkjpVn96lW49655dRJH3xj1p41D1cfnUFqR0a3HvUi3Fc6uoY/j/WoV8T2nmeWLqJnz90MCR9aRaaOsFxTvtPvXLN4jiUfK28+1cz4z+JS+FPDt/rM7qILaLeqAjLseFUH3JA/GizK50R/HH442vwz0g2lpKkuv3KHyYsbvJU8eYw/kD1PsDXwh4v1q41p7iaadpru5cu8sh3MxJySSfWsbxn8RtW8Z+IrvUTKlzdXU5ae6lyUHOCqD/ZxgdhgDmuUl1W4ScO9y05O7O9QAB+H4Vi2dMYtu5zlxN/wjvi+zlwIT9pjYqxAATo2Ccg8E5znjPBr0fxj4Enubn+07K5FoBGzSbm2qGAOCSTwCRg8/wDfRya8s8aMviG2baMXMGSpz1xgkfkc/hWn4M8Qah498OXXhi9uJJbi3tpJLQF2BlwOFJB+YjjAOeg/ujDj7OUXCor9i3OdOXNF2PvH9hL4feH9U+FGj+ONQ0uO68SzXVxsvppJH2qkjIpVC2xSNp5Az719ZC5yetfJn7A/iuFfgHBps0irLp2q3NrsJAIztmz9P3h59q+jG8VWS3SW3np5zKzgA9gQDz/wIURikrJEyld3kzpzc8daabketczL4mt4h9/djrg8VXi8ZWVzCJIZldCcBlOc1pZmXMjq2uB61C1yPWuXn8XWsKszzBVAySSB/Wqw8Z2kqbknR15wQw/xpWZDlE6x7gVA9z71yD+MYdzfv4gD0y4rG1TxpFcBI1u4xiRC2yXaR868HHsafKzFzR6A1zUD3NcH/wAJvEzSK15GjbiMFx0HGf8APrWbN4806S4MbX6kjILMSBnOMZNO3dmTn2R3V7rUWn21xc3MgSGLLFj0VQMn+teW+Kf2mPCXhw7ftf8AaEhPS0+YAe/p9KpfEDxha23gnU7hJvNjaNjx9COh98V8CalqMk91Judl3HcpJziuOddJ2idscI3FSn16H314Z/an8GeJbwWxupbCQnGbmMqufrjGK9Pt9Xt7+BZra4juIW5WSNwyn8RX5VS6m9uwfzMNzhlOOa7j4afHjV/BGqo1rdHyXYCW3c5jb6r/AFGCKUa7W+qMamFX2T9HmuhzzUTXQ9a8y8NfGPSfEuiW1/G4h81fmjc8o3Qj86sXPxM05JRGs4ZiOdgJ2/Wu5STV0zyZpp2aPQWugehqJrn3rzlviLZMMtNIp9ApqJPiRpwlx9pZT7qf5VV13MXfsejtccday7SVH85g7jMh43H0FcIfizAJZQ1pJ5aj5HB5c/TtWbD8VoI1O2Bzk5Oex/OlzLuTZ9jxOxXUIQYmkjaOMYYTAPjhQCp79G6HHNdJB8T9d0SD7OlyEhGPmZeAOflBOaqeJvDJEaNp8c1xAw+c7gwH5c1yssa2rG1UTo4XpI5Kj25/lXAq7Wj0PblFvY7iX4o67MNq35xkkANjvmq8fjzW1ckXjkZ5Pmfn39653TdD066bY9+tvPt3ASAuO3cZ9/yrp9E8PR3k89os1s6uQ6jzI0wSSON7Lnuajmm3pJiaj2Llv8RtWeVhPdlFxypk6+vf/OK14viRci02NdztkY/dnPFWLPwl5HidrS2tHluYud106Kp6MR9585DLjnn869DtreTSYLaLZHaieNj5cqrGItigsSdkg6ZPQDgjqQa2i6ltWL3X0PK4vH94k5lSS8k2+xJ/zxWgnj/UJIhILfUG28j5f8frXoUGjk6nLe2155gjcnCGNjI2A20NuOCVYEDYOB2yCZrvxNa6FE8Vxq6aVG5UySXMuWTKjOS4TjkDK554HOcP3l1CyOBTx/rtw8cS2d+/mKcBmGT+HfpWB8Rvi7rvgPwzPqEkdzBK7CCHzZOBI2SM/QKx/CvTLL4laZdPDBB4hgjeQMyxzXZklkHYqsYPByCBknAzjg15/wDHHVfAPi6wTRPEnieAy2cguIZJroIucOmNmWYjnnGD0PYAy3Ja3NIqLZ8o6p8evGF3ffaZfEeoCUHgR3DKBzngA4Fe1/A34za54+nfQri+M+pqhlgkkJ3zKPvLx1IHP0z6V4t4u+GNtpHhOdraWFpoZGlMr/e27sKvqcqR+I96zfhHqd58P/GOm+INiMbZnzAcgurIyHDD7pwxIPOCAazoVfrCbh0OytS9lZS6n3fDN4r8vjVI02j5hgkKMZHP0/DivHP2hvE+r28Ol+Hb/UiWuSbh44jghB8qkEZHOW57c98V00f7U/hMhz/ZmoQu5Y7V8v5eG2/MG7byOnZMcKAfn34rePLTxp8XtWvdPmebTFiCWnnKVZI9qkrgk9GZ+e/J71u+eOkjCnCPNcyZ7qO2hYqojVF2IijAA9qw5btVtZJJG2qAeTTr2bzY87sZ6e9Z1xIFhUdRnBz3qGzuijFM7DV0iUlg43cemMfyIqbwdqL+HfHmm3BzGBcqHPQgE7XA/AmsC8lNrqyANxGSEz6ZGBSatqMskwlK7HVxyrZ6cZ6e1SnZ3MpO6dz7M+BmllfFvizSorySzhkEd/EsZIQAErIceih4xn/ZPcjPtkvgi5Rpd+pzIUZg29wNu0jdk9MDOSegGDnBBPz98GPEcFz8X/CV083kWmu2ktpIVIGQ8ZIT0J82WIEd8AV9gxlnv3Eiyfb7YJc3NsFx5zIAqzQOeBlVI8vp83O0kltJrUzSTVzhk8J3UcYVtQnSPfgjI4IwW9+OcilPhK6/1Z1CZehIGwc4B649z19K7W5T7PpqXkrRQwSsC+7CIkT5O0K52oclTh9wLZxtyCHvAPtcisGt5pCBBFL/AK0SMgDDMh2SbQuSQz5JxgBQDNgsjgr3wleXcTo2oXUisoOGxx8wGD9DwfSl/wCESuo28s6jc5iIRl3AbCSAM+mc8A88g13qxSSW5lZjAkKtJJOysqhFk/1Y8zacFEIJZsDOR61WTymj+0SzJDpoCFZn4hjU/MH3krwQ2wCNmAwp9guVEtHGL4XupQpGo3gLpkDePUZPsMEHPTB6k4rMuvB2ZI5/tUoeRNwk3YY4Pb6c/l7Yr0GK3meHzpoZJHjLggHptfcd0jhMqQTkbSMdO4NfYZbSCS3l+2NM9vKZbcbo/wDWrz5rDY2CG+6gbBBAFCiuhk3fc4v/AIQeR2fN/ekqdpHmsMZJGSOcdOP1xVObwpaadc2y3Vzey+Z+8iaVt0bgY5PbvkAdx14xXetskljFoj3xVtipZMUjVCflLXDZYhSgyIzwcZU9Tzni6/j0m/2TzxGMLkwQRBEVs555JY4xyfU8DoMqtoQbR04OCqVkpao5DxrZWlr4QutPsjORLF5YEjb+AOvP9K+WLj4b+IZnuz9kULHE80eWOXC8kDjg8jrgc9a+mdX8XWsiFQVk6/L6+1eceONZuXsNRi0+0ubSa7hMMl1cOCUjIAIRQxweB2HPPNeZzOKPcqKEnufLtzrkcsZBOGFYjasVuEZWw4OGwevoag1ZJLG4a3lI3Rkrk1n20clzdxxKNzs2FxXfCF9F1PBq1Lbn3F8BvCY8Q/DtNQuZJlUzNyh+VV9Tjp35OB6kV6S/w70+JAwlnCyHCSPMNr5HBDdCf9lcmn/Ba10wfDbQrLS7oW+o2ttGWlTgSOQxw399M7uPrgg811l7PDZz7bvGjTSONt3Dzb3DEDIk425J4Afk5+U5NddOnyxSktTx6k1KblE4xvh5aNKYjJeo/RY9xL5x1KjkL/nNQx/D2xy224uWMahpWWc4APfPTsePY128mmtHF5MiR2jsrM01uu61O0fxRNwuQSSB/wB9GluLT7ZAxiVZLcgyRG3ZWZlYj5dkny4PXOR6DHfTkXYx5mcM/wAPrRlkIupyVcrkyHGBgn8cfXPrUEHge2KfvJZVIJAzMy5AOM42mu4uHErWu07rkkuiNmJ2ZSvCxS5+UADJBHTI5OaqLBMpZBCzsjFWkaKRg5z1B8zp0/Wjkj2I5mtzye51G901sWIjuAq5ea6IhBPoAiZ+v9a0U8QCe2T7TaRSSEcqG3r+ZritQ1u1hdZFuCGJJKlsAHpjNTafr0UpWOPaSeS2/P4V4jqvoe57NLVG7dW1nMrSQxNbykc7WHHvgg1ix6bNaboH1C9kRjuYPJnf1PI49eMYrZQlyrxAbiOWLE/pVl7T7bGCcLIv8R7/AEBNTzN6FOKaM3RfE2t6XrEVwrvdCHaE8yVsHAwB1yK9S0r46X1xEYZdGjnmC5bZPhcf8Cry6eHyGIfAUcZf5Rn+pqtNAsw6gr0wpySPoKuOJnT0uS6aZ9Bab4uTxPBCb7QIVtWkBMj3EbhXx1I6jg9T9K8U/aNf4b+E723t9ZOuvc3luDHFpc67SN20HL8Ajr9Mda428iks0l8p3UHkDdiuW8V+Crb4mJY/bNSurKaBHBYp52/OMHlhjBH4+1axx0JS5WrMz5LMwtKv/AnhHxKt3YR6hqFnErOdP8RLbXNs4+XO8Ajk/OBxnLKc8c6fiD476PqQsrS08NeH9CFnfLfrPYab88cyEcDdJs2HG0rsxg8DvXqvhT9lT4W+I9HhiaXWmvH+Yzm8US447bNoBP8As/jXzZ8YvCVr4H8e6roQeZobe5f7M8zMyhMkryVBY4Iyemd3UYNd6ltYdr3Zd8VfEW78R3Ul7fSReZIAX+zxCNGI6naOBk88dzxXOw+JTcZ2/IB6965zXJIrC3tbdHV5WXzZCuTjdgqM/TB4/vVStbnepLHvnHtWsWoaRVhObk9TtG1IlcoeTVjRnY6hJKpBcwNGT6ZK1ykF23GRjIrpfClyPNuCSMqhPJ6/5wKubujSm/eNO+l2bYx2HIqjcNiDb3HNKZPNnZmbODUNy+6I54rmZ33OU1V/M1YEkEgE1FesHzxjLDvRqJP9rSc5IAwfwpGjMjg+p71Jy3vc9j+EWpx6pqPgCwll8p4taigLfKSsTyIScNwfunrkcV+kL3U1zZQvcO2m6lG+yBruXd5xGOWjikUPnn5c8HtX5P6Ux0nS7C+EzB/taKoXohy2Tnsev51+ofhjXbPxv4W0nXLZLDVL37PHIkjspEUrIpddwVihBPIAyCMVvLZMaNqHdd2f27SrL7PM8jmWzu0NlHcs3DPIPLZicZIJHPGaW+1O0n1Eada3jPc2UDPLpFoUVnQqFXDHBjI3KQQy9qS4tX1nShb6jugkflxY3UiYwcjDrtb09Kii1ZNPv7LRYrS/kQRAC6MTPCgVeA8p6sce5JPPWpEy5ZWhhls7wxxWu218qQXK+ddpnnabgucgHqPmyec1UFw0V29va2smoX0ahJbvUg8KPGTuwsixFXIyOAPxqGDRnuLGa212eHXUeXzFE9oiqgwAF28g455PPNSaxqd1bWjjTbeG+vV+7bSXHlAjjJJwcYz6UyGM1OXTNHsjc+ItThkhYGAvqEyw27A/MFKEiMn5eCRng84qK0S91llnvS1np4A8nThGitjBBErK7hh0K7CvvnszQbae0tBLeST/AGqdFaaCS5MyQvjlUYgcZJGcDOBUHiXxJDoNj5kskkbyHZEyWktyA3bKxjP6j61XmzKTIvF2pnwvoCW+mbdOz924ZGEFsgOXkd/LdEA9XwOpzxXzV8Xfjr8I9WluIrLxTq6akXPmXem2zzxM3c7ZSoI9NhA9M1W/am8f6HD4FufDOmanZv4g1S4RtTksLdoh5IZpNrctht2wFS2fvZx0r4wu7C3hGI2Le561Eo3WqJU3B3ifVHhrxZoPhnw2njC91aXVtDZjHD5ojS5kmy37vyVkYoflJ+bAxg5xXmuvftM3+t31x/xJbSOxdyYwrMZVX0LdD+CivIbfUZPs0VlPM8llHI0scLsSiOwUMwXoCQignvtHoKsaxaf2bdKseVjkUMgPI+mf61zrDw3NXiaj6kuv+JF1a/e5gtHs2c5dHfzAT/3yK9M+EPwln1XxQJ/ENgp05rKSSIi7RC7Mh8tkw4J2k7uOPlwfSvIVkEoJGQR1X0qxYancaVdw3dpcSW1zAwkjkjbaykcgitIw5LOOljCdRzvzH0p8GfjsnhieLRtbcyaTG5EcmSJLJieWQgghc/eXOD+efrO18Ut5tqsxhvNPuY8w38G5zI5IIBRUIUYP3i3b8vy6kvpbmFtRDYk8zbKvQEnPI+vNfU/7HPxU1C8vbnwlfPJcWiwm4s5W58rBG6PPoc5H0PrUU5SjK19GFeEZrmitT6ovNPnhYzaXMttLuZzA4/cSMx+ZnAG4n6EU1mimlvFubRrVjEqy3ykRCUY52urbxj3xjtWU1pqGm6oh0yO3aynk33cl3dSvKDn/AJZqcgce4HtV6W+0/U5JLF5bW7kUbpLYsrkAHqy/X1ruPKew1o7y1tJ2t3TV7do0W2tZG27VxgkyncWyO5/rWhA8VnBFCqiFEQKsajIUDtWdLazC6t2gvHtrWIBTaxxpsYD3xkfge1UdV8X2+lXbW8ttfSMADugtHkXn3AxQny6si19D56/4QbSbqYiQzOUO4b3759q1ItCtrKImFBCn+yPy69afazfaVUQxEAdVGM5/PimzLcgsEiCIByHA6f1r5qVrH0T1WpetZI3QfZ2Iyecr19ulWbaVoZiWmQODynWsu3mlWNxI6Qsh+VeOB/nFW4LxWKqQzPjJlHFYKa7maaRs3USalCY2+Xnq3IFc7PpM8cwAmi2DooOWP06Y+taBuElaFvNMa+oPX9DVxzE9uM43Zz5hYbcfTH65/Ct7qrr1KvY5PUHtLWJVkXy5gDlWYnI9f8+tNEy3ETALMoPICLtH4Z6//WrfmtyBgTKyHB25IqGSJokBily3BJcnANck6ae5Ti5GdZajJpk6GSK5ULjaIpNhA+vY15b8bviYdb05tCs7aSJFunSUTbZZG2hQME8gE9xySDyea9O1vxQul2vnXUiGLy2ctg5woyea8f8AGngq5g8O23iCNyb1EEs4bhVeRid2f9iR859B7V04aaUlGbuk9ATlFPl6ni+vzeZqt32VZGCrnhQDgD6AACltMrGSeScV1UHwp1K2m1BNaQ2UkdjNc2qB1fz3XAC/KTj7w9+lcnA2IvpXtQnGXws4tnqaEbblJ3deMCtfQHxeL823PH0yMf1rn/OO30GcVo6TMVuOSMkVu3oawfvI6Zf4ieOSSR6VFLJkHP3j69qh+0gbgO3QegoaLKF5XPAzsT/Gsj0L9jndVk+zasS6MNwUgkZyMYz+laENj59i13G4dF6+v5VU1G8la1MRA8ppVZjjPKqQoz16MfalstQa2YBSRGy7XUfxA9qDBP3nc3LTbJBPZyOVt7gLKv1HXHuDhvwPrX3h+zl8QxdfBvw6u1Tcw6h/ZEvBxuzvHT0jZevXFfBMEbPZsN2DGwkhYjB9x+NfWn7HD2+q+GfEVnKCYoNRgv0UMRtkZOvHvH+lb7wt1RUtro+odbsRrlmbdr27s1PWSzm8t/zq5BJ5MEcQdnCKF3OcscDqT61mi496Uz+9TYz5irea9qR1uC1sLCC8sA+26uvtYDwcZx5eOT07964n4xfETSvgx4al1q20y1fV7tzBbxrGE8xj8zM7AZKjAJ9TjpnI3PBmm3mjSa8l2zyC41KW6hkcjmNguBx6ba+Y/wBuLxDctrOg6cYZY7SC2eZZypCSO7AMAehIEa/Td70Q11ZndtXZ53r/AO1t8Rr97pU142sc3y7be3iTYM5wh27h9c5964fxJ8cfF/im1ktNT169vbdpxciOWUkLJzgqP4QMnAGAOwrgJ7ncx5zVRpe9NzfQxcjbuNWNxuaViSeevU1lTXG9ic9aqtMcdajMmahyuQ2PMmWIPet25uxfaIhY5eAKMnr6Vzm7mtSyYHSdQycYVCP++jQmQVkfaQQeen1FSNKNpOeaqbyO1PWQN2pXAmR3EZjYkQls8djXuf7J/jG28I/EAW19IsMV7GYvOcDaBgnr1ByB+BOe2PDo8TbE/wBrp9a9P+B1hep410fUBFutbbU4YVnI+VnZuUHvt3H6D6VhK8dUbRtJWZ+gtlqltqVqlzayieB87XUEA4OO/wBKhh06ytbqW6gtIIbmXPmTRxhXfnPJAyaw/Evi5vDkEZj0y81F5Adq2ke4Aj1PathLrzI1JGMjOPSu5O7t1PMZQ0LUtdur/UV1XTrextI3AtHhm8xpVyclvTjbxjua13ck8EfiKrmbNVLoXMkgMNyIVxypj3c+vWqRkzyszBUDxwjd3JIGPesq5lmuZHM8vlAZ2qhwB+PrV25ntQd6qFJOPuZaqV1fQb5Cq7ieQjoTj/PPFfLSaaPoXqZ0brPM6Rp5p7s/T8av28rW8eGijlJ6hTjAqBHJVmfdGP4cAAE/lTbe9WOZVJQhjj5hzn6iuV2juzOxtG8CqFhgd0xkqqhT9eauiRmibbLlF5UScZ9uM/rWKmJZ3f7QCcYKL0zV2AoGHmhh2wAMD8Oa2jOUWXZsmlYrFv8AOHHyjnAJNQT3PHMgl2rncHPBPfgU50Z5C6KREM4J4zioXUxJwI0Bx98ZJ/H9K6aiTV0EX0OM8ZTf2i1tYMHcXlwkbRopbKD5pPzRCPyp2u6a2p6FeWjiSFbiJolVxkDIxzgeuP0p8k7X/i5mDjybC3CEquMtKckD3CovXs59a0pnleWNskFc48yMnI/z/nrXC3y2Nk7HHQ6hFrHh/wAKa3cyBikqQXWUyMSZhfcf+um049BXgOtaS2j6td2hxiKZ4s5/utj+le36ZarPpnjTQ5c/aLeaSeAISAvmL5kfAPQOM15f8SIlOuW18h3w6lbRXigDHLDBX67ga9XDO032f/Dr82c82mtTlJWEYHIVRxk1PpdwwukdBtUZ+Y9elB0UyfPPcqkwGfJcMCO+Bxj88VLZhIyfMYoF468GvTvcwWjRfuLpkcZwFPRgaLiVzbJFFJiSU5JOTgVXvZfLj5ycc8fpVK1uZp280kOAO45+lQjscraGi2mSLbEfPcSMOoHQDn8KdpyxLsk2eYxbBJ/Sobe7IkO4AnHJYE4pP7RisQqwo80ZB+dVPbqcelWK6TuaU0lykoedSEPyjbyoFfTn7EcjQr44GTsLWBX8rj/CvmLT/Etm5CMrnPVQM5+tfTX7HM8Yk8ZKjKA/2JkTdzgfaM/0qkwm01oz6hNy3rTftbqep/Gqfmn1phlNapnM2Xm1BwPvVyHxL8D6T8UvDM+jazGTEx3wzx8SQSYwHU+vPToelbrSZzUDyH1o0IcmfGnif9i7xTp80Q0fVbDV4WLBmlzbsg7Eg7gc+xrkNM/Zn8VXl9rUV40Flb6XlXuBmRZ5AoYpEAAXwCM+nTk8V9x+JfEln4W0O91a/dktLSMyyFBliB2HuTgD3NeSfDbxUnxP+FVzffareTVxdz3F7CuUEDM7bVyf+me05HBxjOc4ynHT3SqfK5Ln2Phy9t2srmS3YkvGxVgRjBBx3qtur0j41X9vqGs28kYR5yGJuEeOQSrxg70PI69QDXm/FZQlzRuwrQVObigzU6SstvIgztbAP55qvVuOxlfS57wY8mKaOFsnncwcjH4I36VZgQJKVODzT1GTleRUGKcjYoAsJIyNwSCO9fY/7Nnhxde+GOjNNDFFb2upSXZZc+ZLIpwpPHYcdT+lfJ/g7QLvxf4l07R7FWkuLyZYhgZ2gnlj7AZJ9hX6I+EPDNj4K8OWWi6chS1tU2gscsxJyzH3JJP40JXZMnZaHR+coHSql9rum6Wm+/1C1sI+u+5lCDHrjqfwBoZ6o3+nWOpBftdnBdbfu+dGHx9M1vrbQ5H5mjaalBqFrDc28glgmQSRyL0ZSMgj6inmYZrOg8u1hSGFFiiQBVRBgKB0AFOM3Jp+pk2kzymKzQunmTjIHO4nrVLUZ7oNttLeKWIHJlmcLuI7D1rOinu0mxhTgjPzlv6fX26VaiW5lA3Su4YZAYY4/p2/Kvl2j6JotwfaJrONNSjSSV3+5Evy4HT5jjt/OnPp8e8ywxFHIwQefyqvJdoinbnCtkkMMVFFfXDIwijV2BHIOMCsHZ6MLMvCUqgUgDb0KgBvz7UsF24jKrGikHGZRvJ98hunPf0rJbUdQjld2gyqr8oyuD2z1p/9ozzQk3SLGevyHr9fQ0ubUWp0gnlVUEjkuwye4P61keIdSm0jSbu82ieK2jMskcSDJUe56fWpLW9ifCuZC5HBVcc/XFY3je5uNS0/T9HkiWKTV7uKBnjlO8Rg75SOOgRG7d674VIT0M7NDPAN4ur+H5NUmhWK41Gd7pkLbtgzsQYHX5ESr95ILcFrYsxXIIkJAUEfmRz/APXrYttMs7SONLZI7S3iURrCpJIVVwORj8scVW1EWzqq+SHfkBn6nn6VyYha3N4u6sfOvxusFn8Rw30ZJR7ceaVT7uHK889soPqR61m39st54H0rVEA8m0L2SiRiz7y2/PQDABOP94V6n8R/DlrqPh65a48k3EMMjW4DGMo2AcAZ+bO0da8c0a5F14O1GxIO6K4jnTng5BBGPw/WvSwcnUhGK3ic9Vcl33M27uXJDEeZkZyetJquniHw3YamLiXzprqWEwGDYgRVjIdXB+bJZwRjjYOTnipPKWwvAYcV3fxN0R9H8H+G7Ro/LMG5X+dDlioZj8pOOc9f6V21KnLOMe/+RhHZs4u4vGDu0bFVYYA6jFR2s6YMcmBnkEACo9O0u71KRba1iklmfO1FGSeM8CqDq0cg3Zyp79quzNPaX1Nt5Y1XylU5brsY4NMuLkRGGZSEaFgwCj7o9Kg+2RwLneMY4wQTUOp3UZt0jR1kd/mJXsP8aV7Gt9GzqnsLbVyl3YMqtIQJFXjn29D7V9YfswaSuj+D7q9bIknunDl1+ZlCxheeOh3/AJ18Y+DJGfXrK2BbbcTxxMq4yQzgEDPGea+0/CCXfhnQ4LG1fakZGVmYFdxYZYEE46j6c8VbnFOz3I5+ZWPa/tAOKb5pZmHQDofWuPsPFayLCJnjikCfMm8ZZsfdXPU1tJqsY4Zz0zuK8D2pqSkrozuabuRUEkuOprPttYjuwpRg+7qAQdpFR3+tW1lYT3c8qpbQozyOeihRk/yqoyT2IZ4F+1x49+x6TbeHreXBl/f3AB69Qi/+hMR7Ka+fPBfxGvPBngrxfpFvEXGtwxQeaGx5WCwY/ijOPxFWPit4rm8beKbm7l4E0hlClQSg6Ku7rgKFHXtXKr50ds9qjsiykM8YPyyY6fiM05N306CVtmYbH86bT50MUjKQRz3qM1mK4VfJn/sYoxxAswYL6sV7/gP1NUQMsBnvWxeIU0gj+9MW/Qf40JXJbsY9KopoFOBoGfRv7G2mJ/b3iDVmQZt7eO2RmHQyMWOP+/Y/Ovqk3me9fN/7It/AfDGu2qx4uIrtJHk9VZMKPwKP+de+rMM1rBK1zlqSfNY1BcsaXzjWelwBUvn9OasxuWWbIOea5jVPGVv4WuvsUsinKiRQxOVU8Y6exreNwdjbcbscA9K4C68JX+q3c9zd+X5zv3I6dse1c9bZWVznqwU7KxirZOnLuEtAQu5XA3EdO+T3pk+oRparEipuZgQ4xgLz39854pn2K7uJIfPdki2naWHyk+wH9easW9pbPceXuWVkGPm6BhnBP5Zr56TXU+l5jKubUzSRxxS84LghcqAeCOfpU9kYkJC3rCRnCM44zz93t1J6j0ran0yRTu2xAA4+U4/EfjzVVdMt7NS5ijXHAIG5s+uTnJ96x5XuXztqxDllnaQXSswwCHTJX0//AFGrME4lBUxBz/DJxt96SGSGAb0ieRhx5jkk/pTfPZCGbO0/Mx6Ko/E/oKm13oyHdmk95I0CkIoK53KBk/kK5NLkal8RZZV8sJo1oIwGXrNKcn8kXHturQF3OpEzp5FsMsxP8I75/Cuf8CRC+0afUrqIhtUuXuydu3CMcIMnttVCOO9aQT1Y2dzb6mZJGTzY5rgHPCDaD6Y54/P3qK5cyCd2chh97GTg5xgf48VSt5FihbbgxgYEhYZByPQdz6n0q0qQFFaNIpQx8vfIvzqMjqf4uc9feuqMIyViLuLuc/fQXV40YwqqxypcLjqQckgYHHqBXzraabJpWr63ZSFkWDdER7hxj9Aa+npp4o0BnmKYbZhHwDzzhemeeleDePo47DxhqMkDZS8him5OcHlTz68Z/GunBxVOs13Qq8nKBymnQpLrFmo2RkToGmYZ2jcOcV13xRtJbPRdOt53kkYSElnzknH3uCVOfzGPeuHSQQ3ayqAsiMG3Dg5Fdv8AFi+SWwsVFtdRASkrJcnO4BQOCTk1011etTfqZQ+CSML4b31xpvjLSbuzmFrc28vmJNgfKQDzgnke1Ufide2+o+NtVvLfT10xZ5fMe0UgrHIQPMC46Lv3EDsCBVj4ez+V4mtJHClE3sS4JXhG9KZ8T7VLbxISIkiDwq+E4B6gn8wR+FVKp++UPL9QS/d38zjGx9TTMjNPZx0UYpoGeTW5BseEGlXxPpHkAGf7XF5YLBRu3jHJ4HPc19YeGr68S3f7XE0ThSTF5gbftAyeOAMg8df6/KfglxH4w0N3UOovoCVPQjzF4r6zkZLRzeCCVUY5c5IRR7KBzkE8/wA8V4mYOScbHVRjzJlufxSqWzJcJHPbllGJdpBIOQTngevtiuv0HxRbatborXAEmBtEbbgwHOd3OTjnr2+tea3l2km2QxDY6/MBggNsPOccZ9ce3Q1X0y6l08vsVozGM4DZYp1x+PTPtXJQxNSGm5M42R6poGuQRxPGjgC3+TYTztzkn68muA/aM8cR6J4di0OzfbcX7K8oU/djzwPbJBP/AAA+tRaT4jttOmuZrj93aFxKd/bG4uPXjr9RXgPjzxRP4q8Qy6jOCrTyGYR5/wBWv3Y0/BRivZwNXnhr0Oa7Zizm2t9ZuhITvd1woGev+R+dMvowkyFGAZDkg8EexB6VC8MF7qE7Team5i+QvOOw/wA+lafmR28C5neWMDCR3EKygD2DZx+FelrrYV11MuaaOY/v7dHPqBj+VV5rbTtuRGU9sE/4Vfe4sHP7y1VfeJ3iJ/763KPypkbRqSYUlYdgcSD8xj+VRd9hadzLNnZyFQgcNn0P+NW9VFuunxQRiXz0RmlLkbTnG3bxnoOc1tWepvolvPcRPNZ3U8bQSSRz7FaJhhkKbMkHv82DXKvOblrhzzwB+FD03JM3NKozxSAc08frUln1J+yjZRW/g/VrxWBlmvvKdR1ARFI/9DavcBLx1rwn9lkCPwdqj55a+Ix9I0/xr2rzfeto7HDUfvF4S47043BxjNUBKaXzKozLy3W3ika5yapl6Qvk0hHKWeoT34eN2RhH/HKdoz357HpVFWWZXmguYFUnIMadRnGc55PaoYdPjS1hjkm8oKMkbv3jNnjGcAcVm30At1IAxGshkI3fNkAYBx06n8ulfIv0PftqXHlmkdo452WYcMzxsVJz9RkfQ1eWRogkr7SsYwx+YDP0zxWfFPcXUT7YD5kB3bUbcwye3+GameNokaKU7IlO77+4k8Hr+fWkpJBe25ONQ3RHEeC2RGDyT+Ppyagt9QdTKfs5I2glz1IPtmopY4nGYGA2Abjk56561S8kohRppISQdrr9c4/T261nezY7o53x14pEenXWnxXTi+vAtpFGB8oMhAyW6Z2knqK6SG7jsLaCwtXSHyo0QBuSFHGDj046VyGofD+81XW7XV/tgMdvjYu3cTjJBxxk859vWutk0iYTxMjxOzBS7tGDjg8cEcZ9+1dD5HFRT9fUaepcgvFeBnXDOp4CKXJ+gwM/rU/2tJHkinXcuBF+4UBzjqqjjrxzmsm/0ZrYKq6tJbylT+6ihVQuevJUn6DP51hXngfRobC5v7+/upRHHulknkbEpz0x0PJ4GP5100qlNe63qRK7ZqavrdvpNmZ5UkEOSEeOMzlQcDHAwucEDJXqK8y+Jdzd6jaw6rNYvZW4zFErnc/zHILkcA/KcKM455q94q0xbPTE1DRbVrcRcNMuS6g9z2X0yD3HrXK3V9qGueE5Wu79rhorsZgmOAAF4IPfOWH/AAEfh6VLldnEwm2k0zkEuCXBLV1nxLjvv7U022uYtqpZxyqgAU/MOSQOhwB1/rXOrp8UxUBpI2bopAwT7HNdH4k/s/WNQElo72CQQpAY7oFmZhkFuM+3FbyiudOXQhN8rsTfDXT5LjUZ5wiYhjKAP6sCM/gM8/SmfGIXD61aTTlXBg8uPBJAUMTjn/e/yc1veCtLvrSAqLjykkB3OqkbgOgwFyfX8a5n4oh4bu0gZQECtIrBQu7J5JHr8o5NcHOp4q6Z1cnLS1OEKsT0pSNoo344ppOa9E5TX8JS+T4n0iTk7LyFsL14cV9SQ38FwzoLghw+2QbjuQ45wpJyOD0OPevlbw2pfxBpiKAWa6iADYIPzjrnivpWCG4vWS1eZ4vJd/O3ghduBtAYDnkt0Pf2NeNj0m43O7DtJO5rzQzfasJeJIhH7tSjeap7AseMe1Z0FhqcBlmi23CbR90E8jkjAGPX6VDLFNerJ5weLZIRDIj4OM8g9eCAe2R0+k+lqqQ+XIwt4XchBtIbJyVByM8Hbg9eefWvItHdnROMGjB8fBU8MT3KXOSFRUC8llLqrAsB2yfzPrz4xqDh5pmByoUAt6elexfECPU7rwvqUQDzFHFxtk3AgIBuZS2ScgDI45A/Hww3aujZjRiVIG7PBz1+te9gXH2bUXfU8yUeV2R0Lzx31tDcQ/PNCAG2qfxqxHEu3cwBGCVBHvXJWGpSadcb1JKHhl9RW9Fr1lCgIfzH7KR0r2IyT3MJJrYvPp6THGSpxknPArK1KxsrIFpG8x/QDH9KhufEsiFyoVmY5GegrH1C+e9uXYuWXPy59KJSRKi7hI8coLHj0Gc4p1hHvRxj7zY/ACqzD5Rz+FXrVvIsi3Rm4H41ktWWzLwVJHccU5etPuSPtEhHQnNNSkM92/Zi8QtDf6rozt8ksYuowezKQrfmGX/vmvoYS18y/s1eHr3VvG8tzbIWitbZ95zjcT0Ue+AT/wABr6dGlXe0sEDKASCGBz8objn0INT7anB8spJM5qkJN3SEEuaXzcUjafcKASqlSQuQ4I53Y79PlbntilbT7hJYYyqlpmCJhxgkhSO/oy9fWq9tS25l95lyT7C+b70hlye9JFY3EyBkTcCnmAgjpkj+YPHtUV1DNZzGKZSkgAJXPTIBH6GqVWEpcsZK5DjJK7WhwkFuk98+8FgifKNxwOvar+qRIlqkgUbiE/zj8B+VFFfJT+0e690ZUdxJHeQ7HKZQk7eM/d/xNRhjdXt6JTvGSeex+c5/Siis30CWxYictZx5P3pAD7jms7UpGgAeM7GA/h46nmiis30IjsV47uZJrbD9QM5AOeavXFxJHZTyKxWTyi24djjrRRUReqLZVW6muCkckruuzkMxOa1rawt7ua4jmiV0WRMKenBGP5n86KK6IbiTOW1kCS3i3AEMGUjHGAMgY+teZ3ejWbz3mYANqFhhiOcj0PuaKK7KUpK9mbWVjN0bEGvwwxqqoZdudo3AbuzdR06g16RpWh2Ek8KtaxsrliykZBIzg/Wiiu6s3zR9CIaLQ6Wx0+3C+X5eU68kk8n1/AV5h8e4kTUdFZUVS1odxUYzhyP5CiiscP8AxUXV+A8obgUUUV7TODqa3hI48T6R/wBfkP8A6GK+kru+ng0uWVJCHDtg4B/jI/lRRXi4744/11Oqn/DZSsQbnxKFkZighL7QxAJDEDIHXgDrXSQHfPGxALEOh4HQc4oorxpdTNtnKWN1NeYmmldpGC5O7APzqOg46HFeIeNLOHTvE2oW9tGIoUf5UHQcA0UV6uAf7ySLqL3Uc855phOMUUV7hzdRcnIFOx0PeiimHU2PFthBpnii/tbZPLt4pNqJknAwO55rPuTiGMdgOKKKI/CS9yrdH98T9P5U0HBoopgj6R/Zkne08N6q8TbHe4Cs2OcbVP8AOvaotYvEYFZsYORhRjsPT0AH04ooolSpy1lFP5HJKclLRjF1CdYzGHwgXbjaOnPt/tN+dK2pXMkiyNIN6yeaCFAw3HPT2H5UUVKpU9+VfcRzy2uIuoTqVw4GwALhR8vU8cccknNQ3E8k8geR2dtoGWOTgDA/QUUVXJGLvFWZjOTa1Z//2Q==" alt="" width="249" height="151" /><img src="data:image/jpeg;base64,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" alt="" width="250" height="149" /></p>
<p><img src="data:image/jpeg;base64,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" alt="" width="250" height="149" /><img src="data:image/jpeg;base64,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" alt="" width="250" height="150" /></p>
<p><img src="data:image/jpeg;base64,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" alt="" width="250" height="149" /><img src="data:image/jpeg;base64,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" alt="" width="249" height="151" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<div class="shr-publisher-301"></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/tappeto-perle-baroda.html" rel="bookmark" class="wherego_title">Tappeto di perle da 5.5 milioni di dollari</a></li><li><a href="http://www.perle-di-coltura.com/2011/04/garanzia-qualitativa-delle-perle-akoya.html" rel="bookmark" class="wherego_title">Garanzia qualitativa delle perle Akoya</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>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/04/gemperles-trasmessa-su-rete-televisiva-arte.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Tappeto di perle da 5.5 milioni di dollari</title>
		<link>http://www.perle-di-coltura.com/2011/04/tappeto-perle-baroda.html</link>
		<comments>http://www.perle-di-coltura.com/2011/04/tappeto-perle-baroda.html#comments</comments>
		<pubDate>Fri, 08 Apr 2011 08:39:49 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=296</guid>
		<description><![CDATA[La sua storia avvincente narra che nel 1865 il Mharaja indiano di Baroda, Gaekwar Kande Rao (noto per essere particolarmente affezionato ai gioielli di perle e diamanti; nel 1867 acquistò la &#8220;Stella del Sud&#8220;, uno dei diamanti più grandi al mondo), lo aveva commissionato come dono per adornare la tomba del profeta Maometto di Medina.  [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>La sua storia avvincente narra che nel 1865 il <em>Mharaja</em> indiano di Baroda, <strong>Gaekwar Kande Rao</strong> (noto per essere particolarmente affezionato ai gioielli di <a title="Perle di coltura Online" href="http://www.gemperles.it/" target="_blank"><strong>perle</strong></a> e <a title="Diamanti Online" href="http://www.gemperles.it/gioielli-diamanti.html" target="_blank"><strong>diamanti</strong></a>; nel 1867 acquistò la &#8220;<em>Stella del Sud</em>&#8220;, uno dei diamanti più<span id="more-296"></span> grandi al mondo), lo aveva commissionato come dono per adornare la tomba del profeta <strong>Maometto di Medina</strong>.  Purtroppo il <em>Maharaja</em> morì prima prima del completamento dell&#8217;opera ed il favoloso tappeto rimase come patrimonio di questa ricca famiglia.</p>
<p>Il tappeto venne esibito in pubblico alla <em>Delhi Exhibition</em> nel 1902, al <em>Metropolitan Museum of Art</em> nel 1985. Ed infine nel marzo del 2009, venduto per 5.5 milioni di dollari al <em>Sotheby&#8217;s</em> del Qatar.</p>
<p>Se per valutare un tappeto persiano viene contato il numero di nodi, con questo tappeto ogni regola viene stravolta. Esso comprende oltre 500.000 <a title="Valore delle perle" href="http://www.gemperles.it/dimensione-perle.html" target="_blank"><strong>perle</strong></a>, così come numerosi <a title="Informazioni sui diamanti" href="http://www.gemperles.it/diamante.html" target="_blank"><strong>diamanti</strong></a>, <a title="Informazioni sullo zaffiro" href="http://www.gemperles.it/zaffiro.html" target="_blank"><strong>zaffiri</strong></a>, <a title="Informazioni sul rubino" href="http://www.gemperles.it/rubino.html" target="_blank"><strong>rubini</strong></a> e <a title="Informazioni sullo smeraldo" href="http://www.gemperles.it/smeraldo.html" target="_blank"><strong>smeraldi</strong></a> cuciti su seta. Questo pezzo rappresenta la continuazione del periodo d&#8217;oro dell&#8217;arte indiana del periodo di Mughal caratterizzandolo con un tema floreale.</p>
<div class="shr-publisher-296"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><!-- End Shareaholic LikeButtonSetBottom Automatic --><div id="wherego_related"> </div>]]></content:encoded>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/04/tappeto-perle-baroda.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Gioielli di Liz Taylor all&#8217;asta</title>
		<link>http://www.perle-di-coltura.com/2011/04/gioielli-perle-diamanti-liz-taylor-asta.html</link>
		<comments>http://www.perle-di-coltura.com/2011/04/gioielli-perle-diamanti-liz-taylor-asta.html#comments</comments>
		<pubDate>Mon, 04 Apr 2011 13:49:30 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle]]></category>

		<guid isPermaLink="false">http://www.perle-di-coltura.com/?p=285</guid>
		<description><![CDATA[L&#8217;attrice americana Liz Taylor, la cui recente scomparsa avvenuta lo scorso 23 marzo all&#8217;età di 79 anni, mette all&#8217;asta, in onore della sua Fondazione contro l&#8217;Aids, dona la sua intera collezione di gioielli con un valore pari a 100 milioni di euro. Liz Taylor, sposatasi ben 8 volte, possedeva una collezione di gioielli senza paragoni [...]]]></description>
			<content:encoded><![CDATA[<!-- Start Shareaholic LikeButtonSetTop Automatic --><!-- End Shareaholic LikeButtonSetTop Automatic --><p>L&#8217;attrice americana <strong>Liz Taylor</strong>, la cui recente scomparsa avvenuta lo scorso 23 marzo all&#8217;età di 79 anni, mette all&#8217;asta, in onore della sua <strong>Fondazione contro l&#8217;Aids</strong>, dona la sua intera collezione di gioielli con un valore pari a <strong>100</strong> milioni di euro.<span id="more-285"></span></p>
<p>Liz Taylor, sposatasi ben 8 volte, possedeva una collezione di gioielli senza paragoni che è stata immortalata in tutto il suo splendore nel suo libro <strong>&#8220;</strong><strong>My Love Affair witch Jewelry&#8221;</strong> pubblicato nel 2002.<a href="http://www.perle-di-coltura.com/wp-content/uploads/2011/04/elizabeth-taylor-la-peregrina_4659cf21415909b90f12c494c625eb22.jpg"><img class="alignright size-full wp-image-287" title="elizabeth-taylor-la-peregrina" src="http://www.perle-di-coltura.com/wp-content/uploads/2011/04/elizabeth-taylor-la-peregrina_4659cf21415909b90f12c494c625eb22.jpg" alt="" width="126" height="154" /></a></p>
<p>Di questa vasta collezione composta da pezzi unici, mettiamo in evidenza tre gemme record, entrambi gradito regalo da parte del marito Richard Burton, conosciuto nel &#8217;63 sul set del film Cleopatra: i <a title="Diamanti online" href="http://www.gemperles.it/gioielli-diamanti.html" target="_blank">diamanti</a> Krupp da 33 carati ed il secondo da 69. Infine, da non dimenticare la perla Peregrina, perla appartenuta a Maria Tudor ed attualmente montata da Cartier in una lussuosissima <a title="Collane in perle di coltura" href="http://www.gemperles.it/gioielli-collane.html" target="_blank"><strong>collana di perle</strong></a> dal valore prossimo ai 2 milioni di euro.</p>
<div class="shr-publisher-285"></div><!-- Start Shareaholic LikeButtonSetBottom Automatic --><!-- End Shareaholic LikeButtonSetBottom Automatic --><div id="wherego_related"> </div>]]></content:encoded>
			<wfw:commentRss>http://www.perle-di-coltura.com/2011/04/gioielli-perle-diamanti-liz-taylor-asta.html/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>

