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	<title>Gioielli Gioiellerie</title>
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	<link>http://www.gioielli-gioiellerie.com</link>
	<description>Portale di informazione dedicato al mondo dei gioielli</description>
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		<title>Nuova collezione Kingdom of Animals</title>
		<link>http://www.gioielli-gioiellerie.com/2012/03/nuova-collezione-kingdom-of-animals/</link>
		<comments>http://www.gioielli-gioiellerie.com/2012/03/nuova-collezione-kingdom-of-animals/#comments</comments>
		<pubDate>Thu, 08 Mar 2012 15:19:21 +0000</pubDate>
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				<category><![CDATA[Informazioni e news]]></category>

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		<description><![CDATA[KINGDOM OF ANIMALS, collezione prestigiosa che mette in scena animali leggendari. Uno stile che esibisce gioia e carattere mettendo all&#8217;opera tutta la maestria degli artigiani Gemperles. ATTO I : IL GATTOCiondolo prestigioso concepito e realizzato presso il nostro laboratorio di creazioni orafe.KINGDOM OF ANIMALS è qui rappresentato da un gatto. Questo ciondolo in oro bianco 18 [...]
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			<content:encoded><![CDATA[<div><span style="color: #000080;"><strong><a href="http://www.gemperles.it/gioielli-collezione-kingdom-of-animals.html">KINGDOM OF ANIMALS</a></strong></span>, collezione prestigiosa che mette in scena animali leggendari. Uno stile che esibisce gioia e carattere mettendo all&#8217;opera tutta la maestria degli artigiani Gemperles.<span id="more-172"></span></div>
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<p><img class="alignright size-medium wp-image-555" style="border-style: initial; border-color: initial; float: right; border-width: 0px;" title="pap072-ciondolo-diamanti-perla-australia" src="http://www.perle-di-coltura.com/wp-content/uploads/2012/03/pap072-ciondolo-diamanti-perla-australia-300x300.jpg" alt="" width="300" height="300" /></p>
<div><span style="color: #000080;"><strong>ATTO I : IL GATTO</strong></span>Ciondolo prestigioso concepito e realizzato presso il nostro laboratorio di creazioni orafe.<span style="color: #000080;"><strong>KINGDOM OF ANIMALS</strong> </span>è qui rappresentato da un gatto. Questo ciondolo in oro bianco 18 carati (9,70 gr) è finemente decorato da 181 diamanti per un peso complessivo di 0.945 carati. Gli occhi blu del felino sono composti da due zaffiri.</p>
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<div>Il gioiello è montato da una stupefacente perla d&#8217;Australia di colore bianco, proposta nel diametro compreso tra i 16 e i 17 millimetri. Composizione singolare ed unica per la particolare lucentezza della perla che esibisce una qualità GEMMA.</div>
<div></div>
<div>Per maggiori informazioni su questo prodotto visitate il sito <a href="http://www.gemperles.it/catalog/product/view/id/17059/s/ciondolo-perla-australia-bianca-16-17mm-gemma-oro-bianco/category/73/">GEMPERLES</a>.</div>
<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><p>No related posts.</p>]]></content:encoded>
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		<title>Promozioni di Natale</title>
		<link>http://www.gioielli-gioiellerie.com/2011/12/promozioni-di-natale/</link>
		<comments>http://www.gioielli-gioiellerie.com/2011/12/promozioni-di-natale/#comments</comments>
		<pubDate>Wed, 07 Dec 2011 14:32:27 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Informazioni e 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 [...]
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			<content:encoded><![CDATA[<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-165"></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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7k9nrHjx7P8AueuRv/67Z8pVEfgFScn1U/2iPwoL57T/AHcdi7FETuTDyO35XF1nI+7xmAAuecIMgN/hw/nQW7253l2p3LAJ9Bt8TZx8QzDGlR3UH+tAeafwYCg3PWg/GYKpLGwHUk9AKACCAQbg9QRQftBC+6feT2y7XZotv3BiplLyBw4G+5nDIL8WjhDsh+XO1BUXdX7rdhkiXF7P0jY/L/d7TaW+hl+tMVDfkG8AzUFP9xbzububNbO7p3M2wZW5xQyHhBGCPCOBbRra/jxvROGf2f2L3b3nN6HaOu9TEQiOfc5B9LChI6H9QgmRh8UjDH52oOjPbX9vHaHaE8W12J/6g7kQ8k2OUgEUDf8A60F2WO1vqJLfiPCiFrUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUGj7s7I7R7uwfse5NVj7PHW4i9Zf1I+VuRilXjJGTxFyjA0HO/fX7OMhRLldk7j1UALLqdp9RsCeMeVGB4noodOnxagoXuj28727Omt3HpMzWqHPDL488csPik8XONv8tBHo5gXYqUa3mEl+LKR1ButjQS3Ve63uNqlWPE7p2uOo6LAcqSaMLa49OOUso/yUEv7Z9/vdafe6zXbLets9Vk5ePBkYc8GMWkSWVUa0kcSSBl5XU8vEeBFBvfd33Y90uz++tr2tru45MbV69McYarBj8ikkSs7GQxl+RYk9WPXwoK5ze9d/3DH6W+3ufsoQxdcfMypXQn5iItw/yCg1X3mmgbjGA0rMB6cYuzMfDoOpolYXaHtB7s92tG+BpzqNbKAw2e0Jx04kEhlisZnv8AAhbUMr07H/a12bp3ize6MiTufYp5hDOojwEPQ9MYFvUt1H6jMp/pohc+Nj4+Njx4+NEkOPCojhhjUIiIosqqosAAPACg+lAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoPMkcciNHIodGFmRgCCD8CDQQXuP2L9pe4Wkk2PbWIMiX68jFU4sl/6uUBjuf40Fe7P9mvt9PM8mu2+0wA9iIi8M6KR8ucYe38WoNKf2lYHb2XgbyHueXIOuzMfKfHmxEAljgkEpjDI91ZuP1eH4UG87n/AG5a33I38nd+bvZ8EZiLG+DDBG1jAzJf1XY3v/qUGVpP2fe1WBIJNhLsdxY39HJyBHF8/px0hb/xUFndte3HYXbAH9h0OFgSA39eOJTN0/8Aytyk/wDFQSSgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUGo7oyMeHWL6/IrNPFjoqAFi87iJSFPiFL8m+Sgn4UGB7b5sOb2bgZMLc45DMVYgqbeu9ujAMOnzFBJqBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQY2Xs9bh/+7y4ce/8A6sip/wCYirRSZ5QjL8xNrq8w2w8yDJI8RDKkn/lJpNZjnBllVVJQQjfdtYm+7xmTPyJYMrD1t+3nU+WCTIMsWTlRqfI8ygohv9KkeHKgwe3e3INF37iw4Owyths5NXbuzIlN45yhAxcmVV8iZDtzVAP+GD8r0Fi0GBtd9pdRCZdnnQ4cYFyZXVTb8Aepq1aTPKETKCZ/7jPZvCl9J+4oZXBs3oq7gEdOpC2q39frBltdH7ze2W7C/Yb7HcseNn5IAfkWYBb/AM6f1T01R5QmUE8E8SywSLLE3VZEYMp/gRVJjCz3UBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKCFd6+6fb3bXPFWWPK2qi7Y/MLHCLgGTJl6iJFvc1vtbE29GO5vRWO7nDuv3x72388hl2zavRljEMPXxkZWQl/8AeL0JihciyvIeXxArr2tuItpEYifr8GG7u5r6zy47q1ky8OTIaZNSmdIT6Zm2U8uXISbnxJKD8fLV/wCmM9/ir/d0fM5Xb8RWZtYcHJjv6kmDK8TKLC3pMjeZr8vFPhWV9mIjMacdGtN6ZnE8uOad9pe9Pf3bQTIx+5v7p24hAaPOifJliT4BiguAPAt/mrntGmecN9F+9hfuH7Y7igX+5xnUzHweQgxMvwkBF7K3w6n8aymq8Nj7jd79n5HaSzQZX3wyMpcWF8Fz66NYtIVKDmoKKVLDp5qpMDD7K7l7J7I9vcOPGORJFI0+RHikGTLPOVjedn48bdF5SkdAKtFJ66ImVed+fuG3mRGINZkR6eKfkI5gGaIBBdvUzQOKt8AIx4/GtYrEdEayovc7iTIY7Lu7NbYSZA9XD1iM4WzG4kmF1Zug8Cbf6KvM9bTp2NOj91m32uUi/aYceNiyD/lsaKIM0z/lQRxhB5hf+QJPQVts0idZiYjp6ufd3MaRz6+j8yBnTSLlS4sXOMBXysNPs5r+UNGSgCubn6XU3+dbTXOscejD+zTEzzTj289xO79RPMmLkuuRA7RLEtlgPBxFzliJLEFzx8DY/jVbbflzgrvRWdJ9XS3YPuph9xGHB2UB123mD+gj9I8j0jxf0ieoIP5T1ri3dia6uvb3q25J9WDYoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBXHuT7gpgu+h1+RLjZUqMs+whiMnpueKpEjEhVZmkXlJ1CfxPTs9vsZ1tycvuN+axpzc2d1ffbFoMDBxnDZxMYheQcQcchv+aDv1X1VL+m9w3wLHy112p9+NXD/djWZ5f57fuiT4UeRnNFrFbbZYUSTyvKwQTIrM8kjusa2blxCX6cfqPSqTMROIjK9fKYzbT9mFG7T4DCbIb7CICWTHVWNme6eoOIAHw5AkXP8AConNuc6NdInSPy7vnBiSZTY6QJecryPpgsRxBMhDOVvbwNrgfjVYnEQ0nV831ebrshtlgRucZQF2MDjkPTY8SXuACOo8QOtZbldfKvzX292P4zz6Pp2yuTiKB6gGMZDwKnkFR/EMvif4VnTk2lue4Ny+PgNJi5SwZ6LfGu/GXiL9UF72tfp4GrzM4RHNh9obnJTLyvudm8YdkEQnnu8soHm6sfN0t0Px6CqV1565WnMwkjdl91925mJmSMMbSwyBlnzOR9UqbKIccWZ1ufq6KfnXXt+2tuc/xq833X/09vZ0/lftH+ZSDUe1ulwdhj5+4xcjb7PJb1IsjLHDGYDxMcPyX/ETXdX2+1WfL+U+v7PL3fe7+7pGKR2jn9WR3Z2LGonn1jjGy+RWUBzFG6MLBkcX9M9bXHS3j0ra/wD6RqjY9xNJ8bItqtVvdnllEx4xHrChzsiJGKYz8T6Jjg8xlaR1PFlXgD1Fr3rgtFo1eh/5zONdeOfEvzY6fuaDKGVCY3zV5hMWMsvGIKZQX4sAQPUL+Y3HW/hWfnbu1iNuOmiRaDa7DJyjrthlTR7DG4/dQxmWaOEtZ0yFyyloywuVRibX5G46BE50meOOiNKxmsacdHSPtr3nJusSXWbGaObb6/o2TC3OHLhB4rkwvZeSMfjbrXDu7eNY5PR27+UJsKxaFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoNJ3fvG0+mkmh65059DBjC82aZweNkF+RFr2+Ph8a12dvyt6M93citcuZe7+4s6LChx5MiczSykx4mE6tK3rKWlKZ0qK0ULOS3PjcMGDG4AHpzOIx9nlREWtNtPjP7dUCxcWebGycdmXIwgQjLjLZC/FgYk5gh2kPjKb2NyOtjWUTOs9Gs4m0TH8uNf9Jpha3G12BHHBkJjMxbipKGUyeBaX1FfgP6mJNwABUR6LTXx5qq7iijxNxmYeIFaOLlIkbclEfi0jrFa7J14ryJuetUvbHLHHVpSNNUq7A0k0u3zEVWbMjb7aGKYqTGpv6jcEuEW6Wv4eFPHv1VncWrh9tYWuEqRL68+QC2bPL5xMzCzLZvFCPga7Nm809ZeP72s7uOnjywjGT7Tdpy5TTwrma6RiC0WJKrY/T5RyhiP9qovs7c6xpKK/wD0/dUjExW/x5o1n/t4zs7Zz5GH3CjCVy0f3cEnqBfyh2j5joOnQVhf2edYtn5Omn/2rTpO3Pylv+3/AGd02hkGRs403W0T6MyVSMOOx6ejCbcyD+aW/wDq1rs+3pXWfysw957zf3NK/hT05z81gzmWdxLK7POAP1b9b26kV0+WXLFMfGGViapVxTkshM9v94zXIT+B8LnrVbX1w6tmsRGWrzZMXI2P28Vw0MY+6EjqqluhX0S3Vm+YPga0pmI1c3uIiZ9UMi0GXgdxbkYssKtNHHl4+JKnGQI6lZZFluoKyyHgyg8ifwrm9xXE6cnpez3POkeUcuIbNsfFmlkx8mKfEy40TJijkxY4vXhtzZ0M7yxemzIw6ryLeFgTXN5d+bstXRr9ji67Mhg13cuLnZ+FhOcnHw0ZIJBIXaKfISQWQLM5ACstyQOoBJqcZhlHlWfxnDY9q5UvaW3wt9gmbJwIzjwZhnFp48jKUu0UsfRynp/RNbi/JR9VVtWMY+36Orb3Mz6up4pUkjSRL8HUMtxboRcdDXnzDteqBQKBQKBQKBQKBQKBQKBQKBQKBQKBQUp78d7Nqs3Fw4M5IV4mPMimjMuOivZ1llULyPBlQ+Rh0/jXdsR418nJv1i84np+qlNhJttxuzr87LfMz3i9XJmRpI4MPFlHMmYxxkSSPG4K8YrC/FgByJ2nymcc3HMUiMxHjH3lIe2NTj574+4+6k3OV6TYurUczDHDGSoLyISkkoTzcYlEafE1WcWnnmGm3msTmMZZmbDFDHJkBmvKQ0TOpUeUFi0I5H6k/MxIP9VWxrkmVKbHOydhm5+xj4QrLkNJJlSSBUvG5EUcgkDjj04gAEG/mIBrPPOWmMYjj4rf9mtNFp8GLNMP2uVt4vUkiAI9JOnpIrNJK73VeZLEG78SoCip29uPHM83n+49xnc8Yn8Y/VPcp40dlbox6Lb4i/8A2VpETPJWaZesbE8xkccgPpU+B/hatY2q5zLKaMoRlFMrLx+Ab4/wrWMclfDGstWYmyJGAjvJHI7KORa4J4n8PEVHLOSa5ln4GskEgM11hBuAfH52qs30XrtS2WbPBEjySD9OFSQBfoR1BFuvSq1iWlrYRNMQ5ObJlMWedyskrleKh3+oKP6CT0Ygfyrq5Q822s6sDufC5906iH02labWTFlbhxf9UD01DHz8gQPHr4Dxrk3rZ07PU9lGKTnu+0ev22E2X9tjtF+pjrBFNFPPkesrrJjhIpHQL6krN5SSQGbiDx83PONXZE6xDA7nn1ONLMq7yTE3W1yftcqPKiyMtOaxrBI0OK8U750/nHohuCm/lt9Yi1vGJzOp45mJmPxfHWdn5MHbG8ys/Cx8CWHAnmh7kyIszWNORKk0EmQss3ombKkMb/qdImBVVNqVryzrnjX4Iru5tiPTjsv/ANst2+57L1+Y/MyBTG5lJMhZDY87/GuPdjV6NOWEqrNcoFAoFAoFAoFAoFAoFAoFAoFAoFA+NBR3uBm5mFj7/bZuL91pTJL9xFN6t8hV/RjiiY+X4leHlUWLkk2r1NvEVx6PI3fz3dNNVB6Bc/ZZORiDKmTL3Egh2mXsA8DRNNkWjnjmQNISpAaRpR5nsoNxWcZmJ4+jbdiImOWnGq4zhzazWnW4SNkaSGKPFkWWZ5TFl2DzExvwsJSfMiyE3N2NWrXEFrRM680a7izyI80QTyT5EUSxnrwWXgnUi/UXEYYfED8aRKPHEeioNdhHG2OLjbCLCy83ZS8ItevpTuI8uXgfVksfSureTzchyD+XjWOJ8tcc9Glp0zEzj6cl9Y6JhIvUiOA8Y7kmyR9OjH6/nf4+NepGzEadnzkWnOvWW6x1GfCM5+hksVX+lB4f7XjWcxh6NZzybTAdpSC8JAHQPew6/IVEpjD7bRvTjgW9lBew+PQDrVqdWW5PJqNI4kaNrgckcgAXuA5Nyfn4U3IRSfyb14pJ4WeJuL9HBBvfp5l/nWMaNstRtmMsf28LrxDc53LcSlj0Vj/pvWlc83Nv7kcnz1eNhujAY8qFHaTFIY/Ry8HN+RUcv59PlUx5cp0cuYhGO6M/W/8AWOZPLIsC6eNMdSOWVJJNNGHPpRRCQKF4FrEcyfkKxvSInL1vbxMbeO7cSQ5+TroNJJjDLnzk+yy4CAkxaKNJI8iaVBZVRiGKnwbpcG9ZzjGWtJxOkss6zF12LlxYLJrcvOMcEv22TJ6iRwxfoxlguRIxQszRiRkHI8fAAiIrrpqi9tJyiHcGw7sHcMuNl7U90RYbSxYHbOqhy4sc5CtDkTybESNLJPiqZCrGSVruALCoxMa8ejWlqzGmnrn5/r+i4fYiUydm5FhaMZ85iUEsFVuLBAx6nhfj1+Vcu9OZy79vksesWhQKBQKBQKBQKBQKBQKBQKBQKBQKB8aDlPu/Pk1Xd8ubOY9pjNs5gMWcTkJ6cly8LA3Vy4DWVT9FenE41+Dz9ysWzGMPWlm1OZkaLYvlFcHazMMbDhieQQoJnfjKipHCZDI7NMhkk4yWcm/VrWmJjOHHWsxfGeOOSc7UQS4gYwyTLHKF45aY6PEvmK8THw+tfzryNunjURGje0zlXfcOPkxavcZk0EqwYql/XxntArIODCR/K3mC8zazcaTOJytOsYVTBPD/ANSanaYGA2NhHOiWDHGXNMUaIo7rFMUMrRsPOwILA9Ft8caaWiYXvia2ie3ZeGyUTS4+C0hf6pGFvMRGxHSMsLXKDnbwFetMPnazoym3a4rDFZbKWAEcd+gJHgB1K1S1XRsXSvDz8YxAxGwYdQDxFv8ALWc0lvN4a7cZs+WhGOQJGXjGxbjxU9SeQ+m/h0rWsRDC9s6ywsRsiAwD1ry4yiPmCTa178fwpauinlq2uu3WSYUUIoPhzUX8fA2/Cs/6YXnemWNNhEZn3UbWaRv11tcNyN2PE/5qr/XrmJYTbL7rnf22PM2M3HJODC0wxwbyM1mZEt5evQfhdhWkVzGFY1tqr/sb76XHXI3WJkfc7jIeeLJymjGNEkjhkmli/TWS/FxyaTgycVv1rjjWZtMcccnsXmI0rMaLI1kNo8eBUtkYEcmDIiyLFLMsiu8iKrdRHGIkQDlyPHzCpnnMyiEX7u74xdVlgbLt3Y5WHFEjrJgTxZsE+OHMs0eUZI1RetiFQhom8wZSb1nN8fHjj1b12otHP6yheJ7kzT8guIBkYUs8suLu58p8rYtsXjU+vFiHGhnaCHiF9bleIdPACo8pnk2jY1/Kc54/26G9jsD7L28w06kSSSOpbxIB4An/AGK5N7+Ts2+Sf1kuUCgUCgUCgUCgUCgUCgUCgUCgUCgfGgoD3D02Nqc3uDOyMDUzZjOcqDI2EM6AwswHFJYS7mYFgy+lFcW8x616dZzWJeVuz/6TGZRvS7zbLnancpMdjgS7LGx8PMdUQQCVxG0ZWFF5JG0hsEXoDZvML1NrTNdNXPWlYviYxP6pLtXw9hDkOJMKSDEnGPHModJEmeZInPBynBJeZAJJUXJ/Cnlzb8phqu5MTX4sWRka7X4+SmPkLLdpBM/D1FLrEMlliZ4w6lGFuPiamkYnlqz3Jma9lSWCR/22VFTaxPJGcUl4nyIsuV5pnEsY5t1Ahbg/E3PgFFUisxpy5/de0xOvTT4RhZWJthkpg7ElZEnxxDPIBxIksCPITyS5W4v87mvRpOa5ePuUmJmGFKMt8v7qJeqMHDdTxIPS1r1dNdG8XIMcY87Y6utyos45fMEm3wN7HpREPcGZOAAwWJ1XqnJgCRYCzC/iOvj1qIhabSzIHjYLycxB1sxUBiqeHUH+HSmrOfiysDGlsiqOpJ4n8vE3JN/DxFVtMKNrPPEkSCUBnc8XUEXIAuPx6eNViE5QLu/uTKzsHC1mDkjX4gkc5mcY53+3nYrwnVYxZwgZWfrZSDy6LWe7MxnHN1e3pEYzx/ywtTvdPpMYY2Jk85+QxUjw4zEkuXCFj4ZDFCLN5CAUIe7cfNWdpitcQ6KRa1szGnNLI9tq8PVQwyYufkOsnpTbH7NB6maOIkkaeVoeAzGZgGZ+IBW9jcVhNsc3TFPLlMNTld7pr48VY9jm6CPHndslNg6ZkgjKM7OFxFklWJSURHBPkZrg3FIt3xpx1WttTPKc5+TzNtt6vZ23002RrcqLZvi6/XwRG2eiuyk8uEMSy+jAVUux5qR5gOQqZ7ybG3XMTGnf9/8ADozt3VrqtFga5Rb7aBEYf4gPN4f4r151pzL1Y5NjVUlAoFAoFAoFAoFAoFAoFAoFAoFAoFBSnvhrs3D2SZuLK2Om4SLFGS0np48U6SBlfIHiVWyuhUqQ4F7i6nu2LTNPg49+sZzKue5+ztBk9zQy5WN9kJhCk8oym18ebNDYiaJFM3pFYYxzb61PiCGFdFtuuuZw82m9eI/HX74SzMy8bK1KQa7IycnW5kDSRpkMuXxKkzFYZVbgBdebFYmJCdTcEVSK9HRnM5nnCF92T/ZZWwxYs0x48/GVsR0U/pypydbowEUllH9JFgDY3Atp3x/otOYxjKE5Q02bJptqcE5G5bKh+5igLPhPixuAwne4WRmUgWjd2szcmFhVLz5zGmqtfKkWzOKtxp9/sk2Mum3GHFBrsqT/AOLmxwXhaV1REZJAZHPPgOS/SG8OPmrp2bzW05jEOXf26zWJrObQmmkhd8GbDlYtlgGT0+JB9K5DMfx5jw/CuqNHBM65h8kYJGsS3dY1DOgBN3tbxble4N+nStIRMvri+rGOJ/TB8BbpcfDj0FJgmdG2jgfJhTgf1PokkNvMB1F/5/GqTMQjWderY4WOsYRPT/UfpHGviSfiapMqToivePegxpI9dqZb7OfnHFk85o4S6n0pVhyY7BZYLlncMQLWIva1L3iIx3dWzsTM5tyhoYNomFHh4uVsw8ksiZkhkSV5ZFAJmnijxgpd7xvz/UUSWs1/Gsp0xrDaI8s44+rN0uXHPnY21nCR4kUE7ZGwbER3kZGZH45Mlllkxo7FfI0kTHj1vespnM5iWlYmuK4SzZRxT40OE8EmZjSqmVLjpB92JE9KJsdFASR5lSS8x4uyqo8/HwqZtGfRrXl68fZWudn5e43GxxFzs3LeTIH2czCdFbJELLJJDJdftVi6rLjOPSW3VuI6c089HbE5xM45LL9m+0htu5os9sbHxNZrS832GHz+2jmEjKvBZJcjj6pXmeLBWAuPnVN2fGG+1GfV0VXI6SgUCgUCgUCgUCgUCgUCgUCgUCgUCgUGh7y1GZsNV6utkWHb4RabXzydUR2Ro25A9LcHatti/jbXlLD3G3Fq6uatnD3DDsc/G2WqxINK80aZsGVGdpDPLKAfuYQ93awU+mFZQgIuLV6NozP5cuObzIrTx/GZ8unRj4G11eLjSu8cGHiyZ5TB2OHDNDia2GeRcedDG3SOQBmDoR1+BrPHjHp6LRabR487R0nnP+mt7w2/cWFnZWtjyDLm4sZjycrXGTg+C8frFkjjsyxMX/WXj0a4BAq9s8uOO7PbmLR5fb145K82e3TMkGdKJjlwoDjHqwW5AdB6TKiorWI8R161TcxMttqnjGOjLk2EmPlTxjLmyMedFKzTy+nKkJH68XqHyLJ16KfygHxNJtEaxJWMxyxPGqX9u97w4obCy8WSNMElsHIidZpo0AAKyQiQHh4fNj1a3Surb345WiXD7j2czrExnj7rHXHx2DOrwuY24RtDIHuwuOSkWBvxuPhxsfjXVGrzJtMc3ziwXeVG4FUZirObsxH/AH0mFfN7y9zpNTlSRI75U0IYtjwI2RMV5mMD0oierEeUEgn5VWZjGZnDWNu0z+P1nRDd57i7LbStidvJ9vGXWLLefi7uJDZFkQWaK8Uchso8OPLq3TmtvZ0h2bfta0jN9ez4YuHm4uI80n22Pj5MZTIysRig8gkSSJFLen1AsFsDY9fGp16otaJ5Trk1u07m9fDkhfDi1okx1GvzH9OZLB2VjPHcxr/xPL1JZwOJtVJi3SF/wxic579OJfHCxsryR67ZZ7S5TsRq/Wiy42yBJ6sjoksEl1dw8reYsb2IrO1O0/Lp6uuNzP8AKIn16sUSauHIx8aEZWfh4uSWl0mCggeJ8lpY8udEj9P0E9FlWNzKpR/qW3SsbekummZjOkTPXv8Au2+FHus/ExUz8DabXX7BkOjz83gf0syQGZJFjV4psicR8Y5OnlHQEVHrPLjmtWImcRMRPXHp2dP9g9px9sduY+vNmy2AfLkHW72ACg/0ooCr/CuO9sy7qxiEjqixQKBQKBQKBQKBQKBQKBQKBQKBQKBQKB8aCjPdbtdtDK2Tg3fTZhysvbYzwYjWgCiWeOGWZSbsY1tFa5Fwp8a9HZ3ZtX1h5vuNnEz68viqjJzMeKdW7ehfJTKjMWxgfljQtjRqfVWP7nnE/qhuJi+oMvRhfpp5R/1hhfamNb6THzRfEh7OxM2QB8yPEdom1WzWZceTDmcCLLTNiiT7loJvKeC3KG6gkliaTGLcafNpNr2rPfr1z6sOftmYqkRVc6eSWRAy8SHMTKVScni0Z8/D6nAIsDW2IzjvLGN7ryiI+j4S4SYOHFF6jphx2lbFykJbhz9AvAoUofUN+LsOniB1FUiJrXM6LRbyt6z1++rOm1O2xMd1IkxnxwZUTCMPnjDjozsl3cIOi2J6XNhV5pbPaYZU3aTPfPfjk8Lrd3EBPr8Z54IIXkmdMiXn6Yf1GikkxjGWErR/G3gLeAqsZmcatItWevXt+7Lwe5NrNBLmSS5S4uQypK82Y8Rj9W6MSGjXnAsvLm3QqL2Wy+a1b2xmeOn0Z7mzTyxGM/DjV+JPrZhE2SIlxhMkDRYbQySTTdVZvVlmXirFEKN5CysSxHgbTfOumeWMo/rmvLPfPb5d+7MI2WouJCuRKQElOCSrS2vcmeF3Btz4g2IF+hKratJ0jvH3z8nNE1v/ALfif3ZJTkNE0sihY9cYOSRKxPKeRpmjLrOiAWXiLLfxB6xMTnVaJpjGfj39Pk/IGRCJODHOeHzvJE06POvKTmnlvGhDskbOLfNRVZtMRqvEZ5cstxjbTFTC4OTAVw1n9LKUYssgVyEeGORUMqQDkbKHBIvZfCqTbEc/X/hp/XM8u/T/AF3ethGHQa7Gz2yZckSQz4+PkqYZtXGR6Cxzwel6TySghsZ1LCNU5WCi+d5jlDr2dvGsx/qf8r99sOzYps1u8MrBfXJlWl1mslnkyXUtGsbZUskvmaR0UKgP0r/GuTe3c6OvY2fGNdVn1zOkoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBqu5+3cLuHTZGry+iyqfSlHVo5LHi4/h/nHSr7d/GcotGYc9d2dgdvazOTV5mMc7ZQrHDCixtjYbrHF68uRkyymQSykWQEDivJQB416VIraInDx9y+7WZiZxHHJU+/1eVi7HH0+Rjrn6/IV0ggZlWZwpeV1hY3MnplOIn63IsfHrE1iJxMaccZXjWMxpaOOIauXP1X9ubB9PLknWFWczSENEkbO0hIkjEh/T6lWNhxPHoaiLViuI5Sr4X8vKcaTx6caveBHlf3CPlNGz44a0mCSCfRHFJMr1Tx9OILeNDYnw6mtabU5jXOO3HRnu3jxnHXv/AIx3ZSNmnGx4MmTKyVIOQudjTr6wjclWMkUg4syrcBelr1r4zEZn7fqyzXM406YmGPgSFthkIublYE0qrkPJNZYuJT9Vpo1VSw42RWQHj16GoiuZnEzpx9I/Vra0xWJxFumjfZ0WRFnzN90RkZ6LkLFiCIFZmj4yKpfivEWB4/Pzdb2q9a40zrLmmYnGn8e7W5mJCXfKfEkhViAuQBzaJAQ1i93kZWI/OnTwFLbcROfTTv8AVam5PKJ/b6MzHMw102TDsnlSU+lLG8cagswE8kbMigohADgfNbnwsbY055ljefyxNcNSun2bShoMqSGfImQ4zYeRKvKVTxHpKrHj6i/mYD4+Fc87M5xmYmXXX3ETpMZxHWIZOPPk6fFGRmBcp2Mb/e4eZLPIsUhDxtLHMhUrEp43K2u3U9Kzm1q1/LX1zq3jbrecx+PpMafZuIczRiGbUNFJmIk6QLjbIQ5pxIQVllysJ4hxjlduQ48ypv5utUm1dYn6NNvZtpaO3TRdXtb7QabIyxvHw5INFdZcPEyERWyJbWaUIgHDHuAY0PU/HpXPvbkROKuvapaY/PmvQAW/D4VyugoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFBo+6u3W3GIjYs5xNnjOkuLki4uY2D+lIVs/pSW4uFINjWu1uzWfRjvbMXjVzXldp92tm5Xb210zy4sivJtppuRCY6n9AwTyCVcZAysBIisQfq6Wt6MT5dpieMPN3a12/wAon8q8ZlC+4uyYMfMxsWfGWPeyP6cOBKiumUpSPi+PJyaJZI28rBunHqetTekaRaFKbszWZrOkcfdrvstniOuPIGhnxl8kd2YtGWLryBfk9yb+Wz+JuL3rf+uMR6Ob+2LT8WPFusNZo1bMWHM9ckrOtolWMXQcj6UrEuLrzb/7ib1P9sRaM9+J/Zf+i0xnGY9GVM0ZxirQWxY1tFI5+5jSxAWYu6HlG3Au5AF+o6DpWkfxjOsccSyrGJzHP6fbv2Y+RvFxUAfXviR+p6c0+M6TRBfTXzxEKrcBIzyemydF4qD5b1lbemka159uv+urWPbxflbOnKdPr+mXuaWVoFfE0THIaQnInPnXjfj5cb6UiFuQuzEsSb9LVbpmK8fDt1Z+NY0m+nHXu+sS5UscskeNOYRxMSBIQvGKVfUZypS6pccT8Lk0znMxx+6MRmI0zPHybbA1/wDacyPOjy4sphjJsd1BPNGrPrvqCY+TCW5q9rsjgXta9qwtOuYn69nTWmnjMa8ox3+bdYGoabt7XbTeI+u18ssEMuy103/yCry9XHC4h5EQSqVVkYlrqpZbKDUW1rrGP2WrpeYpr6Ty9fmt3279rNjspV33ec8+ZCZ5crW67Mjhik/Wa/q5McKqiswsTGOn8uh4d3f0xD09rYivTHwXKAALAWA6ACuV0P2gUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUGo3/bGt3aIuXzUrZXeJiheIOHaFyvijFRyFa7W9NOTHe2YvCjdt2k2Nts3F3Zldo5mny8zMRDBkR5BmaGHCjurM/wCX0UB5tb+FepTcidXi+42b00iOnRV+51eRI2a0UySz4+YGm1ObkBPuXzb+jBhmyc3gjBLWPDj5STTc3JzMZz6dCu3E4mYxGOfbHWfii2TmrtL400kZhyG4xs0PIRGRQEDxdQnpySeZVZgHsGtcVe29G5pOme/+fgvG1O1rEcu08/h8fk+UI2Gvky4YMUxzEoP7ecoKpJQeoccAhZxMrKxCWKqw6WPWK2mszGPy7Z+uPj9k3rS8RMzp3x9M9sfd89nlaGdsmQxSwy4i46elKzNMgJEsgUKjQc/02VeTeYnjxqm7enWJzGPvx/hps03IxrGJzx34yzMDXayeLHR9rAubNzhD465sQkkT6Fhkih9NuakKY2C9Vta5vVq1rMRr+vHJjuXvWZxXSP8A8/5SzW9rzn7RW2CY/cuahx8WNsd55VDI0yKUcxSglYwDOqlVFww8KtfXGuFNu8RnTNec6sbSanYbDBGPPijMzO4TkxZePh5R9RTAIosOFo4OVhDY+msg4sL38K449fm9KKR5fj/1xjT6uivbX2ZwNJkLv97EuRvZLPHCzNKmO3EAnkxPOTp4+A+Hzrm3N3OkOrb28RqtIVg1KBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQavuHtrT9wYJw9pjrNGLtE5VS0bWtyQsGAP8rVem5NZ0VtWJUt3p7ZYvZEkG87SxPTykHHJkyeLxHHhs5SLJaNmw55/oDqLdehB4137O7Fs4iPLjj9Yedv+3tOlpma6/Xpx91dS6vtza6qOTbJ9lLmYk+6zppTkSR5TEjjnRzn1GxvQltBKQwmc2Mq8B1025pP8o6auTdjcpOaa4nEft6/p80N32gztFmarHN9rq9gGy9WksYXMkxI50b1pRGgeSGf0rxSPwuOrWXpVZtMTGJ84mfn0bR+VbeUf1z9tY6cfBoV7igzMTJ2eLlZGs7ihjkTBhwQ4UxLI59KxMjp6cMhHQ2CXBJqlt6tszOa3jl+zSuxaloriLbc888+XNOewRBgaOOXL3shxZclYs6ZtdHsMDUIYw8H3KjhJBIzqyssR4gE3YNep2960VnX5dviy3/bRbcifGIx16z8P+Mtr2d213H3F/atXi7WDuvFhzJ8safY40uRjYgV5YUyJTNxZIspJDKIudxcEjkKzzjM50y7fDXlicdJdJe33tjouzsNTBGk+0cfr5nELa/UpEv5EHhXLfdm3wdVa4TIVmsUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg8siujI6hkYEMrC4IPQgigrf3D9m8Hf67Z/wBmMOHs9hDFjM2QrSQpBFIJTDCoNoFldVMnFTysLiumnuJ/7Oe3t65iY75UdvsLvfsne7ScY2ZqY8vXNg4GVDDjzyLL5Ht65I4weonLjCwC/wBFvLXRny1jk552NMT/AMx+6Cwb1F7gTL2Wu+71b7F9nmapJUxxkyCPhGrvFEoTzDlJxQCT4is7Wy0/pjxxnXGPlx9E47K9vtz7h94Z3cGv10Whwcx2/uM+O80kAaUlsixlYl5JS3WNbKP8NRe8RrxK+3TERWOn2dSdp9paXtbUx6zVQ+nEvWWU2Mkr/wBTt8f+z4Vy2vNpb1rhuaqsUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUHyycbGyoHx8qFJ8eQWkhlUOjD5FWuDUxMxyJhWuz/bp7a5+2/uPoZOMpsWwseULjk2/pKswv+DVrG/PaGc7cLD0+o1mn1uPrNXjJiYGMvCDHjFlUf6ST4knqaytaZnMrxGGZUJKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQR/bd7aTX3USjJmvYJGRxv8i3/derxSeqvkh2T7ib5sv1IXjig/9AKrD+bHzVbEI1TXtrujF3ECq/GHOUfqQX6G35kv4j/RVJqtEt5VUlAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAvQYWx2mLgR8pbs/FmWNfEhRc3J6AD8atWsyibRCGbvfZ+2xciHGR2ikgEsUcfJWjlUg+hIw8rNJGeXE2KjxrWtY6MLbk517tJkfZwZbSZ0s0S7DFeH1sa14pEIV4ZYyAQygHkwIX+VTMKxbMaa4aXG2WIMr7+LFJihneQRzRpJE0BHAiQKB9R+mwspqkz2aTE8stjF68mwbMw8f7KKV//i8XHVzJNa5R47Fh4fWeQt8qsRPTnKwO3O55MqGKLZRPBO5ZIp3XikjIxV1/B1YWIrO1WkWSS9UWKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBQKBeg12x2MiB4sQBp06uSbcVN/MAQeVrfCr1qpa2ESzMjMzXZdoqyYWM0byGMqqKzdRJIr29VDax61rE4YT6Tq0smdk+kkONFwAvFjXUgNFJ4NIOTFyFPlW/l+J62qa2noi23HVrGxQcg5E0gyciNl9bIkZfTHFgQqAAcfzAhL/AI9KYjPdOdMRGHiSJWingjMsGuYcpTEvO7OWkPmduoHh4g/6Ki084jkmteUzrZs9NFm40DQuc8h3LGOMmNYmsA7mRByJK/iDVq1+LPctr0xDLxNOYvtSHly+cpLLIzwwqhVm6Ec5eRNuTWqvjLWNyPglOg3eSkMcWb54WuIpQwZgFNututhf41laG0SkysCAQbqfAj5VRZ+0CgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCgUCg8OW/KbVMIlrpsdgwseQBuG8LX+ZH8atFlJq0+XqlkPms6qxdUI8vm/h8qtlTDW5GquW9ONi73ub28el+Xj0+dWmxFWP/ZV83qIpIACRhb2t8FPTx+NqmETno+WThOznohbyg2UcgVIItb+FLWK0eotVZFUOqolwt7ta5JIA6C5Pxpk8deTZYuvKx+lzKxEG4Vipvfw6fDqenhUTJENliar0lKqi2ALJcA25gXX+XwrNq3WIjxJa94z+X5VWVoZYqElAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoFAoBoPw2oPk/C3WpQ+D+h8anVGjHf7bj8bX/8ArwqYRox3+0sfC1vy2/C9TGVXz/5Ow48bX8vG3yH+fwpA9f8AJ2F+Pj0/rt/pqSGRF9v18fhfw/lVZTGGZF6Xlv8APy3qsrwyE49LVCXsUCgUCgUCgUCgUCgUCgUCgUH/2Q==" 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 id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.gioielli-gioiellerie.com/2011/04/regalo-perle-festa-della-mamma/" 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><p>No related posts.</p>]]></content:encoded>
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		</item>
		<item>
		<title>Regalo di perle per la festa della mamma</title>
		<link>http://www.gioielli-gioiellerie.com/2011/04/regalo-perle-festa-della-mamma/</link>
		<comments>http://www.gioielli-gioiellerie.com/2011/04/regalo-perle-festa-della-mamma/#comments</comments>
		<pubDate>Wed, 27 Apr 2011 09:11:22 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Informazioni e news]]></category>
		<category><![CDATA[Perle di coltura]]></category>

		<guid isPermaLink="false">http://www.gioielli-gioiellerie.com/?p=154</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 [...]
No related posts.]]></description>
			<content:encoded><![CDATA[<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 unici. Potret<span id="more-154"></span>e 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 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><p>No related posts.</p>]]></content:encoded>
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		</item>
		<item>
		<title>Gioielli al maschile e tendenze</title>
		<link>http://www.gioielli-gioiellerie.com/2010/11/gioielli-uomo-tendenze/</link>
		<comments>http://www.gioielli-gioiellerie.com/2010/11/gioielli-uomo-tendenze/#comments</comments>
		<pubDate>Mon, 29 Nov 2010 05:31:09 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Fedi]]></category>
		<category><![CDATA[Gioielli]]></category>
		<category><![CDATA[Informazioni e news]]></category>
		<category><![CDATA[Uomo]]></category>

		<guid isPermaLink="false">http://www.gioielli-gioiellerie.com/?p=137</guid>
		<description><![CDATA[Nuova tendenza, che arriva direttamente dagli USA, che interessa la scelta delle fedi nunziali e gioielli con cui impreziosire il giorno del matrimonio, in contrasto con quanto affermato dalla ricerca psicologica dell’università americana che qualche anno fa parlava di “pigrizia della fede nuziale” al maschile. Infatti pare che gli uomini si divertano più delle donne [...]
No related posts.]]></description>
			<content:encoded><![CDATA[<p>Nuova tendenza, che arriva direttamente dagli USA, che interessa la scelta delle <a href="http://www.gemperles.it"><strong>fedi nunziali</strong></a> e <a href="http://www.gemperles.it/uomo-diamanti.html"><strong>gioielli</strong></a> con cui impreziosire il giorno del matrimonio, in contrasto con quanto affermato dalla ricerca psicologica dell’università americana che <span id="more-137"></span>qualche anno fa parlava di “<em>pigrizia della fede nuziale</em>” al maschile. Infatti pare che gli uomini si divertano più delle donne nella scelta dei gioielli per il “Gran Giorno”<br />
Brad Pitt, testimonial e co-designer delle sue fedi per Damiani, è stato uno tra i primi a lanciare questa nuova moda seguita anche dai giovanissimi, come l’attore Robert Pattinson che, secondo il National Enquirer, starebbe disegnando le fedi del suo matrimonio con l’attrice Kristen Stewart.<br />
inoltre, stando alle nuove statistiche, non sono solo più le donne che vogliono indossare diamanti ma anche l’uomo sta pian piano occupando la scena richiedendo sempre più fedi, fermacravatte e gemelli con diamanti e orologi-gioiello.</p>
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		</item>
		<item>
		<title>Record per il diamante Rosa</title>
		<link>http://www.gioielli-gioiellerie.com/2010/11/record-per-il-diamante-rosa/</link>
		<comments>http://www.gioielli-gioiellerie.com/2010/11/record-per-il-diamante-rosa/#comments</comments>
		<pubDate>Thu, 18 Nov 2010 19:07:41 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Diamante]]></category>
		<category><![CDATA[Gemme]]></category>
		<category><![CDATA[Informazioni e news]]></category>
		<category><![CDATA[asta gioielli]]></category>
		<category><![CDATA[diamante rosa]]></category>
		<category><![CDATA[Gioielli Diamanti]]></category>

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		<description><![CDATA[Venduto diamante da mille e una notte… Dal colore rosa che da sempre ha affascinato le donne, vanta 24,78 carati ed esibisce una purezza eccellente. Venduto all&#8217;asta a Ginevra per più di 45 milioni di dollari (33 milioni di euro) raddoppiando il precedente record (proveniente dalla famiglia reale di Spagna, venduto a 25 milioni di [...]
Related posts:<ol>
<li><a href='http://www.gioielli-gioiellerie.com/2010/03/diamante-35-milioni-dollari/' rel='bookmark' title='Venduto diamante da 507 carati per 35 milioni di dollari'>Venduto diamante da 507 carati per 35 milioni di dollari</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2010/03/diamante-massimiliano-asburg/' rel='bookmark' title='Il diamante di Massimiliano d&#8217;Asburgo'>Il diamante di Massimiliano d&#8217;Asburgo</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/' rel='bookmark' title='Cosa rende attraente un diamante?'>Cosa rende attraente un diamante?</a></li>
</ol>]]></description>
			<content:encoded><![CDATA[<p>Venduto <a href="http://www.gemperles.it/gioielli-diamanti.html" target="_blank"><strong>diamante</strong></a> da mille e una notte… Dal colore rosa che da sempre ha affascinato le donne, vanta 24,78 carati ed esibisce una purezza eccellente.<span id="more-131"></span></p>
<p><a href="http://www.gioielli-gioiellerie.com/wp-content/uploads/2010/11/20101117_153740_B9AC7138.jpg" rel="lightbox[131]"><img class="alignright size-medium wp-image-132" title="SWITZERLAND-AUCTION-DIAMOND-FILES" src="http://www.gioielli-gioiellerie.com/wp-content/uploads/2010/11/20101117_153740_B9AC7138-300x203.jpg" alt="" width="300" height="203" /></a>Venduto all&#8217;asta a Ginevra per più di 45 milioni di dollari (33 milioni di euro) raddoppiando il precedente record (<em>proveniente dalla famiglia reale di Spagna, venduto a 25 milioni di dollari</em>) e diventando il pezzo forte dell&#8217;asta. Acquistato da Laurence Graff, il maggior commerciante al mondo di gioielli, dopo una base di asta pari a 24 milioni di sterline (27 milioni di euro).</p>
<div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/" rel="bookmark" class="wherego_title">Cosa rende attraente un diamante?</a></li><li><a href="http://www.gioielli-gioiellerie.com/2010/03/diamante-massimiliano-asburg/" rel="bookmark" class="wherego_title">Il diamante di Massimiliano d&#8217;Asburgo</a></li><li><a href="http://www.gioielli-gioiellerie.com/2010/03/diamante-35-milioni-dollari/" rel="bookmark" class="wherego_title">Venduto diamante da 507 carati per 35 milioni di dollari</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><p>Related posts:<ol>
<li><a href='http://www.gioielli-gioiellerie.com/2010/03/diamante-35-milioni-dollari/' rel='bookmark' title='Venduto diamante da 507 carati per 35 milioni di dollari'>Venduto diamante da 507 carati per 35 milioni di dollari</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2010/03/diamante-massimiliano-asburg/' rel='bookmark' title='Il diamante di Massimiliano d&#8217;Asburgo'>Il diamante di Massimiliano d&#8217;Asburgo</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/' rel='bookmark' title='Cosa rende attraente un diamante?'>Cosa rende attraente un diamante?</a></li>
</ol></p>]]></content:encoded>
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		<title>Damiani crea un reggiseno in Diamanti per Vitoria&#8217;s Secrets</title>
		<link>http://www.gioielli-gioiellerie.com/2010/11/reggiseno-damiani-diamant-vitorias-secrets/</link>
		<comments>http://www.gioielli-gioiellerie.com/2010/11/reggiseno-damiani-diamant-vitorias-secrets/#comments</comments>
		<pubDate>Wed, 17 Nov 2010 17:25:39 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Informazioni e news]]></category>
		<category><![CDATA[Damiani]]></category>
		<category><![CDATA[Gioielli Diamanti]]></category>
		<category><![CDATA[Victoria's Secrets]]></category>

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		<description><![CDATA[Damiani e stata scelta per la seconda volta consecutiva da Victoria&#8217;s Secrets allo scopo di creare un reggiseno in diamanti Fantasy Bra. Adriana Lima, angelo di Victoria&#8217;s Secrets, è stata scelta per indossare quest&#8217;anno il Bombshell Fantasy Bra creato in esclusiva da Damiani e protagonista del catalogo Victoria’s Secret Christmas Dreams and Fantasies 2010 nonché [...]
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			<content:encoded><![CDATA[<p style="text-align: left;"><em>Damiani e stata scelta per la seconda volta consecutiva da Victoria&#8217;s Secrets allo scopo di creare un reggiseno in diamanti Fantasy Bra.</em><a href="http://www.gioielli-gioiellerie.com/wp-content/uploads/2010/11/bombshell_fantasy_bra_by_damiani_for_victorias_secret.jpg" rel="lightbox[123]"><span id="more-123"></span></a></p>
<p>Adriana Lima, angelo di Victoria&#8217;s Secrets, è stata scelta per indossare quest&#8217;anno il Bombshell Fantasy <a href="http://www.gioielli-gioiellerie.com/wp-content/uploads/2010/11/bombshell_fantasy_bra_by_damiani_for_victorias_secret.jpg" rel="lightbox[123]"><img class="size-medium wp-image-124 alignright" title="bombshell_fantasy_bra_by_damiani_for_victorias_secret" src="http://www.gioielli-gioiellerie.com/wp-content/uploads/2010/11/bombshell_fantasy_bra_by_damiani_for_victorias_secret-200x300.jpg" alt="" width="200" height="300" /></a>Bra creato in esclusiva da Damiani e protagonista del catalogo Victoria’s Secret Christmas Dreams and Fantasies 2010 nonché della sfilata Victoria&#8217;s Secret Fashion Show che andrà in onda Martedì 30 novembre sulla rete televisiva CBS.</p>
<p>Dal valore pari a 2 milioni di Dollari, si tratta di un vero e proprio capolavoro che conferma la fama mondiale della gioielleria italiana. Composto da oltre 3000 <strong><a href="http://www.gemperles.it/gioielli-diamanti.html">diamanti</a></strong> taglio brillante, da topazi e zaffiri blu taglio ovale, su montatura in oro bianco 18 carati, per un totale di 60 carati in diamanti ed 82 carati in zaffiri e topazi.</p>
<p>Questo straordinario prodotto è stato ideato al fine di ricreare il cielo stellato, l&#8217;ideale per Victoria&#8217;s Secrets Angel. Alla realizzazione del reggiseno sono state necessarie a 6 artigiani Damiani circa 1500 ore di lavoro</p>
<div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.gioielli-gioiellerie.com/2009/12/valore-delle-perle/" rel="bookmark" class="wherego_title">Valore 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><p>No related posts.</p>]]></content:encoded>
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		<title>Il diamante di Massimiliano d&#8217;Asburgo</title>
		<link>http://www.gioielli-gioiellerie.com/2010/03/diamante-massimiliano-asburg/</link>
		<comments>http://www.gioielli-gioiellerie.com/2010/03/diamante-massimiliano-asburg/#comments</comments>
		<pubDate>Tue, 30 Mar 2010 05:06:19 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Diamante]]></category>
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		<category><![CDATA[Informazioni e news]]></category>

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		<description><![CDATA[Lo splendido diamante di Massimiliano d&#8217;Asburgo, imperatore del Messico dal 1864 al 1867,  sarà messo all&#8217;asta da Christie&#8217;s a New York il 22 aprile, partirà da una base d’asta di un milione di euro. Le caratteristiche principali del preziosissimo gioiello sono: Trentanove carati e mezzo, taglio coussin e luminoso colore bianco. Il settimanale francese &#8220;Point [...]
Related posts:<ol>
<li><a href='http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/' rel='bookmark' title='Cosa rende attraente un diamante?'>Cosa rende attraente un diamante?</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2010/11/record-per-il-diamante-rosa/' rel='bookmark' title='Record per il diamante Rosa'>Record per il diamante Rosa</a></li>
</ol>]]></description>
			<content:encoded><![CDATA[<p>Lo <strong>splendido diamante di Massimiliano d&#8217;Asburgo</strong>, imperatore del Messico dal 1864 al 1867,  sarà messo <strong>all&#8217;asta da Christie&#8217;s</strong> a New York il 22 aprile, partirà da una base d’asta di un milione di euro.<span id="more-118"></span><br />
Le caratteristiche principali del preziosissimo gioiello sono: <strong>Trentanove carati e mezzo</strong>, taglio coussin e luminoso colore bianco.</p>
<p><a href="http://www.gioielli-gioiellerie.com/wp-content/uploads/2010/03/diamante_1.jpg" rel="lightbox[118]"><img class="size-full wp-image-119 alignleft" title="diamante" src="http://www.gioielli-gioiellerie.com/wp-content/uploads/2010/03/diamante_1.jpg" alt="" width="258" height="182" /></a>Il settimanale francese &#8220;Point de Vue&#8221;  riferisce che il diamante, che fu acquistato in Brasile nel 1860, entrò nella leggenda come la &#8220;<em>pietra maledetta</em>&#8221; in quanto portatrice di mala sorte per il destino che ha segnato i pochi detentori del gioiello.</p>
<p>La leggenda narra che La cattiva fama del diamante iniziò all&#8217;alba del 19 giugno del 1867 quando tre carrozze si fermarono davanti alla porta del convento dei Cappuccini di Queretaro, per prelevare l&#8217;arciduca Massimiliano d&#8217;Austria: tradito e abbandonato dai suoi generali, poco dopo affronterà eroicamente il plotone d&#8217;esecuzione dell&#8217;esercito repubblicano di Benito Juarez.</p>
<p>La pietra sarà restituita alla famiglia nel 1868 insieme al corpo imbalsamato dell’Arciduca. Ma la vedova dell&#8217;imperatore, Carlotta, Impazzita per la perdita dell’amato deciderà di non indossarlo mai. Per sottrarla alla solitudine, suo fratello, re Leopoldo II, deciderà  di vendere il diamante e  con il ricavato le troverà un&#8217;adeguata sistemazione in Belgio.</p>
<p>Ad acquistare la pietra fu un collezionista di Chicago. Che si rivelò poi essere il dittatore filippino Ferdinando Marcos che lo regalò alla moglie Imelda. Per la pietra ricominciò così una nuova era di sangue e rivoluzione .</p>
<div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.gioielli-gioiellerie.com/2010/11/gioielli-uomo-tendenze/" rel="bookmark" class="wherego_title">Gioielli al maschile e tendenze</a></li><li><a href="http://www.gioielli-gioiellerie.com/2009/11/gioielli-christies/" rel="bookmark" class="wherego_title">Gioielli Christie&#039;s</a></li><li><a href="http://www.gioielli-gioiellerie.com/2010/03/orecchini-perle-mangiati/" rel="bookmark" class="wherego_title">Orecchini di perle divorati dal cane di Kate Middleton</a></li><li><a href="http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/" rel="bookmark" class="wherego_title">Cosa rende attraente un diamante?</a></li><li><a href="http://www.gioielli-gioiellerie.com/2010/03/diamante-35-milioni-dollari/" rel="bookmark" class="wherego_title">Venduto diamante da 507 carati per 35 milioni di dollari</a></li><li><a href="http://www.gioielli-gioiellerie.com/2009/12/valore-delle-perle/" rel="bookmark" class="wherego_title">Valore 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><p>Related posts:<ol>
<li><a href='http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/' rel='bookmark' title='Cosa rende attraente un diamante?'>Cosa rende attraente un diamante?</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2010/11/record-per-il-diamante-rosa/' rel='bookmark' title='Record per il diamante Rosa'>Record per il diamante Rosa</a></li>
</ol></p>]]></content:encoded>
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		<title>Orecchini di perle divorati dal cane di Kate Middleton</title>
		<link>http://www.gioielli-gioiellerie.com/2010/03/orecchini-perle-mangiati/</link>
		<comments>http://www.gioielli-gioiellerie.com/2010/03/orecchini-perle-mangiati/#comments</comments>
		<pubDate>Wed, 10 Mar 2010 18:49:52 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Gemme]]></category>
		<category><![CDATA[Gioielli con perle]]></category>
		<category><![CDATA[Informazioni e news]]></category>
		<category><![CDATA[Perle di coltura]]></category>
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		<description><![CDATA[Vi comunichiamo la notizia di un fatto alquanto singolare avvenuto a Kate Middleton. Dopo aver ricevuto in dono dal principe William un prestigiosissimo paio di orecchini in perle di coltura in occasione del suo 28 compleanno, pare se li sia malauguratamente fatti ingoiare dal suo cane. Questo favoloso paio di orecchini era stato acquisito presso [...]
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			<content:encoded><![CDATA[<p>Vi comunichiamo la notizia di un fatto alquanto singolare avvenuto a Kate Middleton. Dopo aver ricevuto in dono dal principe William un prestigiosissimo paio di <a title="orecchini perle" href="http://www.gemperles.it/gioielli-orecchini.html"><strong>orecchini in perle di coltura</strong></a> in occasione del suo 28 compleanno, pare se li sia malauguratamente fatti ingoiare dal suo cane.</p>
<p>Questo favoloso paio di orecchini era stato acquisito presso un concessionario privato in occasione del 28mo compleanno di Kate. Data la qualità ineguagliabile di queste perle la festeggiata rimase particolarmente colpita dal dono.<span id="more-113"></span> Ma la gioia portata da questo presente non era destinata ad una lunga durata; infatti pochi giorni dopo la ragazza si è resa conto che i suoi nuovissimi gioielli erano spariti dal  piattino in argento dove era solita riporli prima di andare a dormire.</p>
<p>Dopo lunghe e disperate ricerche la verità è venuta a galla; Otto, il suo cagnolino li ha ingurgitati. Mortificata, Kate ha dovuto confessare tutto a William che in fin dei conti si è fatto solo una risata. Secondo il principe, infatti, era solo questione di tempo e sarebbero saltate fuori. Così è stato ma purtroppo le perle risultavano decisamente rovinate ed il principe si è visto costretto a prometterne un nuovo paio.</p>
<div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.gioielli-gioiellerie.com/2010/03/diamante-35-milioni-dollari/" rel="bookmark" class="wherego_title">Venduto diamante da 507 carati per 35 milioni di dollari</a></li><li><a href="http://www.gioielli-gioiellerie.com/2009/12/perle-di-coltura-introduzione/" rel="bookmark" class="wherego_title">Perle di coltura &#8230;</a></li><li><a href="http://www.gioielli-gioiellerie.com/2009/12/valore-delle-perle/" rel="bookmark" class="wherego_title">Valore delle perle</a></li><li><a href="http://www.gioielli-gioiellerie.com/2010/03/diamante-massimiliano-asburg/" rel="bookmark" class="wherego_title">Il diamante di Massimiliano d&#8217;Asburgo</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><p>No related posts.</p>]]></content:encoded>
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		<title>Venduto diamante da 507 carati per 35 milioni di dollari</title>
		<link>http://www.gioielli-gioiellerie.com/2010/03/diamante-35-milioni-dollari/</link>
		<comments>http://www.gioielli-gioiellerie.com/2010/03/diamante-35-milioni-dollari/#comments</comments>
		<pubDate>Tue, 02 Mar 2010 13:33:20 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Gemme]]></category>
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		<description><![CDATA[Recentemente è stato comunicato dalla famosa società Petra Diamonds Ltd. la vendita di un eccezionale diamante orgoglioso di vantare ben 507 carati. Venduto per 35,3 milioni di dollari, rappresenta un record assoluto per la vendita di un diamante grezzo.Con le sue particolari dimensioni ed il suo peso che supera i 100 grammi, è ritenuto uno [...]
Related posts:<ol>
<li><a href='http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/' rel='bookmark' title='Cosa rende attraente un diamante?'>Cosa rende attraente un diamante?</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2010/11/record-per-il-diamante-rosa/' rel='bookmark' title='Record per il diamante Rosa'>Record per il diamante Rosa</a></li>
</ol>]]></description>
			<content:encoded><![CDATA[<p>Recentemente è stato comunicato dalla famosa società <strong>Petra Diamonds Ltd.</strong> la vendita di un eccezionale diamante orgoglioso di vantare ben <strong>507 carati</strong>. Venduto per<strong> 35,3 milioni di dollari</strong>, rappresenta un record assoluto per la vendita di un diamante grezzo.<span id="more-101"></span>Con le sue particolari dimensioni ed il suo peso che supera i 100 grammi, è ritenuto uno dei 20 diamanti di maggiore importanza al mondo. La scoperta di tale gemma risale al settembre scorso ed avvenne in Sud Africa, nella miniera <strong>Cullinam</strong>, ad est di Pretoria (miniera che vanta il ritrovamento di moltissimi diamanti, trai quali il diamante Cullinam da <strong>621,35 grammi</strong> e <strong>530,20 carati</strong>; questo venne diviso e tagliato per formare <strong>La Grande Africa</strong> e <strong>La Piccola Africa</strong> che fanno parte dei <strong><a href="http://www.gemperles.it">gioielli</a></strong> della <strong>Corona Britannica</strong> e sono conservati nella famosa <strong>Torre di Londra</strong>).</p>
<p>Questo diamante che riesce ad unire delle dimensioni generose a dei colori eccezionali è stato acquistato da una famosa gioielleria privata di Hong Kong che porta il nome di <strong>Chow Tai Fook Jewelry Co. Ltd</strong>.</p>
<p>I <strong>507,5 carati</strong> conferiscono a questa gemma il titolo di diciannovesimo diamante più grosso mai scoperto.</p>
<div id="wherego_related"><h3>Chi ha letto questa pagina ha visionato anche:</h3><ul><li><a href="http://www.gioielli-gioiellerie.com/2009/11/gioielli-christies/" rel="bookmark" class="wherego_title">Gioielli Christie&#039;s</a></li><li><a href="http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/" rel="bookmark" class="wherego_title">Cosa rende attraente un diamante?</a></li><li><a href="http://www.gioielli-gioiellerie.com/2010/03/diamante-massimiliano-asburg/" rel="bookmark" class="wherego_title">Il diamante di Massimiliano d&#8217;Asburgo</a></li><li><a href="http://www.gioielli-gioiellerie.com/2009/12/valore-delle-perle/" rel="bookmark" class="wherego_title">Valore delle perle</a></li><li><a href="http://www.gioielli-gioiellerie.com/2010/03/orecchini-perle-mangiati/" rel="bookmark" class="wherego_title">Orecchini di perle divorati dal cane di Kate Middleton</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><p>Related posts:<ol>
<li><a href='http://www.gioielli-gioiellerie.com/2009/10/cosa-rende-attraente-un-diamante/' rel='bookmark' title='Cosa rende attraente un diamante?'>Cosa rende attraente un diamante?</a></li>
<li><a href='http://www.gioielli-gioiellerie.com/2010/11/record-per-il-diamante-rosa/' rel='bookmark' title='Record per il diamante Rosa'>Record per il diamante Rosa</a></li>
</ol></p>]]></content:encoded>
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		<title>Valore delle perle</title>
		<link>http://www.gioielli-gioiellerie.com/2009/12/valore-delle-perle/</link>
		<comments>http://www.gioielli-gioiellerie.com/2009/12/valore-delle-perle/#comments</comments>
		<pubDate>Thu, 17 Dec 2009 17:49:00 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Perle di coltura]]></category>
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		<description><![CDATA[Ecco elencati i fattori che influenzano il valore di una perla : La Dimensione : La dimensione di una perla è influenzata dal mollusco che la produce; saranno essenziali la sua salute, la sua stazza. Fondamentale anche il tempo trascorso prima della pesca. La dimensione di una perla rotonda varia dai 2 ai 20mm di [...]
Related posts:<ol>
<li><a href='http://www.gioielli-gioiellerie.com/2009/12/perle-di-coltura-introduzione/' rel='bookmark' title='Perle di coltura &#8230;'>Perle di coltura &#8230;</a></li>
</ol>]]></description>
			<content:encoded><![CDATA[<p><span style="font-weight: bold;">Ecco elencati i fattori che influenzano il valore di una perla : </span></p>
<ul>
<li><span style="font-weight: bold;">La Dimensione</span> : La dimensione di una perla è influenzata dal mollusco che la produce; saranno essenziali la sua salute, la sua stazza. Fondamentale anche il tempo trascorso prima della pesca. <a name="more"></a>La dimensione di una perla rotonda varia dai 2 ai 20mm<span id="more-17"></span> di diametro, mentre una più raggiungere addirittura i 50mm. Il valore di una perla varia decisamente in base alle dimensioni. Più una perla è grossa, più il suo valore sarà elevato. Per natura le <a href="http://www.gemperles.it/gioielli-perle-akoya.html"><span style="font-weight: bold;">perle di mare Akoya</span></a> sono di piccole dimensioni mentre le <a href="http://www.gemperles.it/gioielli-perle-tahiti.html"><span style="font-weight: bold;">perle di Tahiti</span></a> e le <a href="http://www.gemperles.it/gioielli-perle-australia.html"><span style="font-weight: bold;">perle d&#8217;Australia</span></a> risultano più grosse.</li>
<li><span style="font-style: italic;">(una perla Akoya di dimensioni abbonsanti sarà sicuramente più costosa di una perla di Tahiti della medesima dimensione; questo perchè le perle Akoya sono raramente di dimensioni abbondanti)</span>.</li>
<li><span style="font-weight: bold;">La Forma</span> : Il G.I.A. suddivide la forma delle perle in 3 categorie: 1) La <span style="font-weight: bold;">forma sferica</span> risulta sicuramente essere la forma più prestigiosa e rarà. 2) La<span style="font-weight: bold;"> forma simmetrica</span> vede perle che se ben simmetriche ed equilibrate possono anche raggiungere prezzi molto alti. 3) La <span style="font-weight: bold;">forma barocca</span> definisce quelle perle dalla forma irregolare; sicuramente meno preziose possono assumere le forme più svariate.</li>
</ul>
<ul>
<li><span style="font-weight: bold;">Il Colore</span> : Le perle possono assumere i colori più svariati.</li>
<li><span style="font-weight: bold;">La Lucentezza </span>: Rappresenta quel fenomeno unico che avviene nelle perle. La luce viene riflessa nelle varie stratificazioni di perle crando un effetto ottico che cattura al primo sguardo. Il G.I.A. suddivide la lucentezza delle perle in 4 categorie ben distinte; scarsa, discreta, buona ed infine eccellente. Le <a style="font-weight: bold;" href="http://www.gemperles.it/gioielli-perle-akoya.html">perle Akoya</a> sono famose per avere una lucentezza eccellente.</li>
<li><span style="font-weight: bold;">La Superficie</span> : Per la loro natura, le perle, in rarissime risultano perfette. Il sistema del G.I.A. suddivide i valori della superficie in 4 categorie; gravemente irregolare, moderatamente irregolare, leggermente irregolare ed infine pulita.</li>
<li><span style="font-weight: bold;">La Madreperla</span> : Detta anche &#8220;<span style="font-style: italic;">nacre</span>&#8220;, risulta essere il fattore di valore più importante per una perla. Lo spessore della perla risulta essere cruciale e distingue le perle di altissima qualità.</li>
<li><span style="font-weight: bold;">L&#8217;Omogeneità</span> : Fattore relativo unicamente ai <a style="font-weight: bold;" href="http://www.gemperles.it/">gioielli</a> montati (es. <a style="font-weight: bold;" href="http://www.gemperles.it/gioielli-collane.html">collane</a>). Una collana omogenea vedrà le perle particolarmente simili tra di esse. Ritroviamo tre categorie: discreta buona ed eccellente.</li>
</ul>
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