{"title":"Ciondoli e Spille con Diamanti","description":"","products":[{"product_id":"collana-in-ceramica-nera-oro-e-diamante","title":"Collana Punto Luce in Ceramica Nera, Oro Giallo  e Brillante","description":"\u003cp data-path-to-node=\"3\"\u003e\u003cb data-path-to-node=\"3\" data-index-in-node=\"0\"\u003eL'incontro perfetto tra luce, colore e design contemporaneo.\u003c\/b\u003e\u003c\/p\u003e\n\u003cp data-path-to-node=\"4\"\u003eQuesta splendida collana punto luce unisce la profondità moderna della ceramica nera effetto lucido alla calda e luminosa eleganza dell'oro giallo 18kt. A impreziosire il gioiello, un raffinato diamante brillante (0,02 ct) che cattura e riflette ogni raggio di luce, regalando un punto luce discreto, sofisticato e di classe intramontabile.\u003c\/p\u003e\n\u003cp data-path-to-node=\"5\"\u003eParte della nostra nuova collezione ispirata alle tendenze più innovative, questa creazione guarda al futuro dell'alta gioielleria, rappresentando un regalo indimenticabile per celebrare un momento speciale o per illuminare con eleganza ogni outfit quotidiano.\u003c\/p\u003e\n\u003ch4 data-path-to-node=\"6\"\u003eDettagli del Gioiello:\u003c\/h4\u003e\n\u003cul data-path-to-node=\"7\"\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,0,0\"\u003e\u003cb data-path-to-node=\"7,0,0\" data-index-in-node=\"0\"\u003eTipologia:\u003c\/b\u003e Collana punto luce\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,1,0\"\u003e\u003cb data-path-to-node=\"7,1,0\" data-index-in-node=\"0\"\u003eMateriali:\u003c\/b\u003e Ceramica nera effetto lucido, Oro giallo 18kt\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,2,0\"\u003e\u003cb data-path-to-node=\"7,2,0\" data-index-in-node=\"0\"\u003ePietra:\u003c\/b\u003e Diamante brillante (0,02 ct)\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,3,0\"\u003e\u003cb data-path-to-node=\"7,3,0\" data-index-in-node=\"0\"\u003eCondizione:\u003c\/b\u003e Gioiello nuovo\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003ch4 data-path-to-node=\"8\"\u003eArtigianalità e Sostenibilità Made in Italy\u003c\/h4\u003e\n\u003cp data-path-to-node=\"9\"\u003eOgni creazione è un capolavoro di artigianalità, \u003cb data-path-to-node=\"9\" data-index-in-node=\"49\"\u003einteramente realizzato a mano\u003c\/b\u003e da maestri orafi. Nella produzione vengono impiegati esclusivamente metalli preziosi, materiali e procedure nel pieno rispetto delle normative di tutela ambientale e delle norme che regolano la sicurezza sul lavoro.\u003c\/p\u003e\n\u003cp data-path-to-node=\"10\"\u003eLa costante ricerca estetica, la cura meticolosa per i dettagli e l'eccellenza manifatturiera certificano l'autenticità di un prodotto \u003cb data-path-to-node=\"10\" data-index-in-node=\"135\"\u003e100% Made in Italy\u003c\/b\u003e.\u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":42227259506874,"sku":"","price":176.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/Photoroom-20250117_152554.png?v=1737126115"},{"product_id":"collana-in-ceramica-nera-oro-giallo-e-diamante","title":"Collana Arrow in Ceramica Nera, Oro Bianco e Brillante","description":"\u003cp data-path-to-node=\"3\"\u003e\u003cb data-path-to-node=\"3\" data-index-in-node=\"0\"\u003eUn design geometrico e moderno, espressione dell'alta gioielleria contemporanea.\u003c\/b\u003e\u003c\/p\u003e\n\u003cp data-path-to-node=\"4\"\u003eQuesta magnifica collana unisce la profondità della ceramica nera effetto lucido alla raffinata eleganza dell'oro bianco 18kt, impreziosita da un punto luce luminoso dato da un brillante (0,03 ct). Il contrasto cromatico tra il nero intenso della ceramica e la brillantezza dei metalli preziosi crea un gioiello dal carattere forte, sofisticato e di straordinario impatto visivo.\u003c\/p\u003e\n\u003cp data-path-to-node=\"5\"\u003eParte della nostra nuova collezione ispirata alle tendenze più innovative, questa creazione guarda al futuro del design orafo, rappresentando un regalo indimenticabile per celebrare un'occasione speciale o per impreziosire il proprio stile quotidiano con un tocco di classe unica.\u003c\/p\u003e\n\u003ch4 data-path-to-node=\"6\"\u003eDettagli del Gioiello:\u003c\/h4\u003e\n\u003cul data-path-to-node=\"7\"\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,0,0\"\u003e\u003cb data-path-to-node=\"7,0,0\" data-index-in-node=\"0\"\u003eTipologia:\u003c\/b\u003e Collana con pendente Arrow\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,1,0\"\u003e\u003cb data-path-to-node=\"7,1,0\" data-index-in-node=\"0\"\u003eMateriali:\u003c\/b\u003e Ceramica nera effetto lucido, Oro bianco 18kt\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,2,0\"\u003e\u003cb data-path-to-node=\"7,2,0\" data-index-in-node=\"0\"\u003ePietra:\u003c\/b\u003e Brillante (0,03 ct)\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,3,0\"\u003e\u003cb data-path-to-node=\"7,3,0\" data-index-in-node=\"0\"\u003eMisura catena:\u003c\/b\u003e 46 cm\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,4,0\"\u003e\u003cb data-path-to-node=\"7,4,0\" data-index-in-node=\"0\"\u003eMisura pendente:\u003c\/b\u003e 3 cm\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,5,0\"\u003e\u003cb data-path-to-node=\"7,5,0\" data-index-in-node=\"0\"\u003eCondizione:\u003c\/b\u003e Gioiello nuovo\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003ch4 data-path-to-node=\"8\"\u003eArtigianalità e Sostenibilità Made in Italy\u003c\/h4\u003e\n\u003cp data-path-to-node=\"9\"\u003eOgni creazione è un capolavoro di artigianalità, \u003cb data-path-to-node=\"9\" data-index-in-node=\"49\"\u003einteramente realizzato a mano\u003c\/b\u003e da maestri orafi. Nella produzione vengono impiegati esclusivamente metalli preziosi, materiali e procedure nel pieno rispetto delle normative di tutela ambientale e delle norme che regolano la sicurezza sul lavoro.\u003c\/p\u003e\n\u003cp data-path-to-node=\"10\"\u003eLa costante ricerca estetica, la cura meticolosa per i dettagli e l'eccellenza manifatturiera certificano l'autenticità di un prodotto \u003cb data-path-to-node=\"10\" data-index-in-node=\"135\"\u003e100% Made in Italy\u003c\/b\u003e.\u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":42227259703482,"sku":"","price":418.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/Photoroom-20250117_152533.png?v=1737126075"},{"product_id":"collana-doppia-con-pendente-in-oro-bianco-e-diamanti-brown","title":"Collana doppia  con pendente in oro bianco e diamanti brown","description":"\u003cp\u003e\u003cstrong\u003eCollana doppia  con pendente in oro 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€","offer_id":53773051003206,"sku":null,"price":300.0,"currency_code":"EUR","in_stock":true},{"title":"350,00 €","offer_id":53773051035974,"sku":null,"price":350.0,"currency_code":"EUR","in_stock":true},{"title":"400,00 €","offer_id":53773051068742,"sku":null,"price":400.0,"currency_code":"EUR","in_stock":true},{"title":"450,00 €","offer_id":53773051101510,"sku":null,"price":450.0,"currency_code":"EUR","in_stock":true},{"title":"500,00 €","offer_id":53773051134278,"sku":null,"price":500.0,"currency_code":"EUR","in_stock":true},{"title":"550,00 €","offer_id":53773051167046,"sku":null,"price":550.0,"currency_code":"EUR","in_stock":true},{"title":"600,00 €","offer_id":53773051199814,"sku":null,"price":600.0,"currency_code":"EUR","in_stock":true},{"title":"650,00 €","offer_id":53773051232582,"sku":null,"price":650.0,"currency_code":"EUR","in_stock":true},{"title":"700,00 €","offer_id":53773051265350,"sku":null,"price":700.0,"currency_code":"EUR","in_stock":true},{"title":"750,00 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21,49gr\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eLunghezza catena: 47cm\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eMisure pendente: 3cm con contro-maglia, 2x2 la croce\u003c\/strong\u003e\u003cbr\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":55883267604806,"sku":null,"price":3500.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-01-26at18.36.57.jpg?v=1769547687"},{"product_id":"parure-vintage-nbsp","title":"Straordinaria Parure Vintage con Ametiste e Diamanti","description":"\u003cp\u003e\u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eQuesta magnifica parure vintage, composta da bracciale, ciondolo, orecchini e anello, incarna il fascino senza tempo dello stile classico d'epoca. Realizzati in oro 9kt, i gioielli sono impreziositi da splendide ametiste dal taglio rettangolare dal vibrante colore viola intenso, incorniciate da raffinati dettagli lavorati e impreziosite da luminosi diamanti taglio brillante. Un set completo di grande carattere, ricco di dettagli artigianali unici. \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-416\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eTipologia:\u003c\/b\u003e Parure Vintage completa \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-417\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eMateriale:\u003c\/b\u003e Oro 9kt \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-418\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eGemme:\u003c\/b\u003e Ametiste e diamanti taglio brillante \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-419\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cu\u003e\u003cb\u003eBracciale: \u003c\/b\u003e\u003c\/u\u003ePeso: 38,23 gr \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-420\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003eLunghezza: 17,5 cm \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-421\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cu\u003e\u003cb\u003eCiondolo:\u003c\/b\u003e\u003c\/u\u003e\u003cb\u003e \u003c\/b\u003ePeso: 6,44 gr \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-422\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003eLunghezza: 4,5 cm \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-423\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cu\u003e\u003cb\u003eOrecchini:\u003c\/b\u003e\u003c\/u\u003e\u003cb\u003e \u003c\/b\u003ePeso: 8,20 gr \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-424\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003eLunghezza: 1,4 cm \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-425\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cu\u003e\u003cb\u003eAnello:\u003c\/b\u003e\u003c\/u\u003e\u003cb\u003e \u003c\/b\u003ePeso: 7,40 gr \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_79cb51a704b81c6c-426\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Google Sans Text, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003eMisura: 21 \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"LORO Gioielli","offers":[{"title":"Anello","offer_id":55914103669062,"sku":null,"price":370.0,"currency_code":"EUR","in_stock":true},{"title":"Bracciale","offer_id":55914103701830,"sku":null,"price":1899.0,"currency_code":"EUR","in_stock":true},{"title":"Ciondolo","offer_id":55914103734598,"sku":null,"price":320.0,"currency_code":"EUR","in_stock":true},{"title":"Orecchini","offer_id":55914103767366,"sku":null,"price":405.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsApp_Image_2026-02-02_at_21.12.00.jpg?v=1770063439"},{"product_id":"catenina-con-pendente-1","title":"Catenina con pendente","description":"\u003cp\u003e\u003cstrong\u003eCatenina con pendente in oro bianco 18kt con perla e diamanti taglio brillante\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003ePeso: 5,44gr\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eLunghezza catenina: 45cm\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eMisura pendente: 2cm\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eCod.2937B\u003c\/strong\u003e\u003cbr\u003e\u003cbr\u003e\u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":56273800200518,"sku":null,"price":765.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-03-31at16.03.53.jpg?v=1774977346"},{"product_id":"catenina-con-pendente-a-fiamma","title":"Catenina con pendente a fiamma","description":"\u003cp\u003e\u003cstrong\u003eCatenina in oro bianco 18kt con pendente fiamma in oro bianco 18kt e diamanti taglio baguette\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003ePeso: 3,69gr\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eLunghezza: 40cm\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eMisura pendente: 2,5cm\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eCod.2978B\u003c\/strong\u003e\u003cbr\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":56452594401606,"sku":null,"price":560.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-04-23at17.48.14.jpg?v=1777314492"},{"product_id":"parure-girocollo-e-bracciale","title":"Parure girocollo e bracciale","description":"\u003cp\u003e\u003cstrong\u003eParure girocollo e bracciale in oro giallo e bianco18kt con diamanti taglio brillante\u003c\/strong\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eGirocollo: \u003c\/strong\u003ePeso: 89,42gr Lunghezza: 46cm\u003cbr\u003eAltezza: 1,3cm Cod.2111M\u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cspan style=\"font-size: 0.875rem;\"\u003eBracciale: \u003c\/span\u003e\u003c\/strong\u003ePeso: 43,30gr Lunghezza: 20cm\u003cbr\u003eAltezza: 1,3cm Cod.2467M\u003cbr\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Girocollo, € 13.450","offer_id":56753794187590,"sku":null,"price":13450.0,"currency_code":"EUR","in_stock":true},{"title":"Bracciale, € 6.500","offer_id":56753794220358,"sku":null,"price":6500.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsApp_Image_2026-06-09_at_22.14.59_3.jpg?v=1781036156"},{"product_id":"parure-comete-girocollo-e-orecchini","title":"Raffinata Parure Comete con Perle e Diamanti","description":"\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eQuesta splendida parure firmata Comete Gioielli, composta da girocollo e orecchini, unisce la purezza e l'eleganza senza tempo delle perle coltivate alla luminosità dei diamanti taglio brillante. Realizzati in pregiato oro bianco 18kt, i gioielli presentano un design sofisticato e armonioso, perfetto per valorizzare con classe ogni occasione speciale o per impreziosire i momenti più importanti. \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003ch3 class=\"western\"\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eScheda Tecnica e Specifiche\u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/h3\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-164\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eBrand: Comete \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-165\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eMateriale: Oro bianco 18kt (750\/1000) \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-166\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eGemme: Perle coltivate e diamanti taglio brillante \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-167\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003e\u003cu\u003eGirocollo \/ Collana: \u003c\/u\u003ePeso: 3,75 gr \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-168\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eLunghezza catena: 43,5 cm \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-169\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eMisura pendente: 1,5 cm \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-170\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eDiametro perla: 7\/7,5 mm \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-171\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eCaratura diamanti: 0,065 ct (Colore H, Purezza VS) \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-172\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eCod. 3086B \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-173\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003e\u003cu\u003eOrecchini: \u003c\/u\u003ePeso: 4,78 gr \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-174\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eAltezza \/ Misura: 1,5 cm \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-175\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eDiametro perle: 7\/7,5 mm \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-176\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eCaratura diamanti: 0,08 ct totali (Purezza VS) \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003ca name=\"p-rc_7548f62b030ba554-177\"\u003e\u003c\/a\u003e \u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eCod. 3085B \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cbr\u003e\u003cbr\u003e\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Orecchini","offer_id":56864798409030,"sku":null,"price":720.0,"currency_code":"EUR","in_stock":true},{"title":"Girocollo","offer_id":56864798441798,"sku":null,"price":565.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsApp_Image_2026-09-24_at_20.58.14.jpg?v=1790276313"},{"product_id":"spilla-vintage-1","title":"Spilla Vintage in Oro  con Zaffiri e Diamanti Taglio Antico","description":"\u003cp data-path-to-node=\"4\" id=\"p-rc_466d3eeb02c5fe31-214\"\u003e\u003cspan data-path-to-node=\"4,0\"\u003eQuesta splendida spilla vintage è realizzata in pregiato oro giallo 18kt ed è impreziosita da un raffinato alternarsi di zaffiri dal blu profondo e diamanti taglio antico\u003c\/span\u003e\u003cspan data-path-to-node=\"4,1\"\u003e\u003cspan\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003csup class=\"superscript\"\u003e\u003c!----\u003e\u003c\/sup\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan data-path-to-node=\"4,2\"\u003e. La lavorazione minuziosa e il gioco di contrasti tra le pietre conferiscono a questo gioiello un'eleganza senza tempo, perfetta per impreziosire con un tocco di classe cappotti, giacche o abiti da sera.\u003c\/span\u003e \u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/p\u003e\n\u003cp data-path-to-node=\"5\"\u003eUn pezzo unico e prezioso, ideale come regalo indimenticabile per chi ama lo stile classico ed è alla ricerca di una creazione autentica ed esclusiva.\u003c\/p\u003e\n\u003cul data-path-to-node=\"7\"\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,1,0\" id=\"p-rc_466d3eeb02c5fe31-216\"\u003e\u003cspan data-path-to-node=\"7,1,0,0\"\u003e\u003cb data-path-to-node=\"7,1,0,0\" data-index-in-node=\"0\"\u003e\u003c\/b\u003e Oro giallo 18kt\u003c\/span\u003e\u003cspan data-path-to-node=\"7,1,0,1\"\u003e\u003cspan\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003csup class=\"superscript\"\u003e\u003c!----\u003e\u003c\/sup\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/span\u003e\u003c\/span\u003e \u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,2,0\" id=\"p-rc_466d3eeb02c5fe31-217\"\u003e\u003cspan data-path-to-node=\"7,2,0,0\"\u003e\u003cb data-path-to-node=\"7,2,0,0\" data-index-in-node=\"0\"\u003ePietre:\u003c\/b\u003e Zaffiri e diamanti taglio antico\u003c\/span\u003e\u003cspan data-path-to-node=\"7,2,0,1\"\u003e\u003cspan\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003csup class=\"superscript\"\u003e\u003c!----\u003e\u003c\/sup\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/span\u003e\u003c\/span\u003e \u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,3,0\" id=\"p-rc_466d3eeb02c5fe31-218\"\u003e\u003cspan data-path-to-node=\"7,3,0,0\"\u003e\u003cb data-path-to-node=\"7,3,0,0\" data-index-in-node=\"0\"\u003ePeso:\u003c\/b\u003e 11,90 gr\u003c\/span\u003e\u003cspan data-path-to-node=\"7,3,0,1\"\u003e\u003cspan\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003csup class=\"superscript\"\u003e\u003c!----\u003e\u003c\/sup\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/span\u003e\u003c\/span\u003e \u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,4,0\" id=\"p-rc_466d3eeb02c5fe31-219\"\u003e\u003cspan data-path-to-node=\"7,4,0,0\"\u003e\u003cb data-path-to-node=\"7,4,0,0\" data-index-in-node=\"0\"\u003eMisura:\u003c\/b\u003e 9 cm\u003c\/span\u003e\u003cspan data-path-to-node=\"7,4,0,1\"\u003e\u003cspan\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003csup class=\"superscript\"\u003e\u003c!----\u003e\u003c\/sup\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/span\u003e\u003c\/span\u003e \u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"7,5,0\" id=\"p-rc_466d3eeb02c5fe31-220\"\u003e\u003cspan data-path-to-node=\"7,5,0,0\"\u003e\u003cb data-path-to-node=\"7,5,0,0\" data-index-in-node=\"0\"\u003eCodice Prodotto:\u003c\/b\u003e 3140B\u003c\/span\u003e\u003cspan data-path-to-node=\"7,5,0,1\"\u003e\u003cspan\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003csup class=\"superscript\"\u003e\u003c!----\u003e\u003c\/sup\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c!----\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":56985778520390,"sku":null,"price":2390.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-07-20at17.15.13.jpg?v=1784571284"},{"product_id":"catenina-con-pendente-croce-1","title":"Catenina con pendente croce","description":"\u003cp\u003e\u003cstrong\u003eCatenina in oro bianco 18kt con pendente croce in oro bianco 18kt e diamanti taglio brillante\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003ePeso: 2,88gr\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eLunghezza catena: 40cm\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eMisura pendente: 1,5cm compresa la contromaglia\u003c\/strong\u003e\u003cbr\u003e\u003cstrong\u003eCod.3165B\u003c\/strong\u003e\u003cbr\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57001173320006,"sku":null,"price":450.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-07-22at18.01.06.jpg?v=1784749484"},{"product_id":"catenina-con-pendente-con-iniziale-c","title":"Catenina  con pendente con iniziale \"C\"","description":"\u003cdiv class=\"qJYHHd mp0vvc\"\u003e\n\u003cdiv class=\"tonYlb\"\u003e\n\u003cul class=\"KsbFXc U6u95\"\u003e\n\u003cli class=\"Z1qcYe\"\u003e\n\u003cspan class=\"iNqyIf\"\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePendente:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e Peso 1,18 gr | Misura 1,5 cm (inclusa contromaglia) | \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cem class=\"zhvwWe\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eMerluzzo. 3176B\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/em\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\n\u003c\/li\u003e\n\u003cli class=\"Z1qcYe\"\u003e\u003cspan class=\"iNqyIf\"\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCatenina:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e Peso 1,89 gr | Lunghezza 42 cm| \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cem class=\"zhvwWe\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eMerluzzo. 3177B\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/em\u003e\u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"tonYlb\"\u003e\n\u003cdiv\u003e\n\u003cdiv class=\"CKgc1d\"\u003e\n\u003cdiv class=\"ilZyRc R7mRQb\"\u003e\u003c!--TgQPHd|H9RVNb_2\/TBFcKe;H9RVNb_2\/ypKQA;H9RVNb_2\/rssjMe;H9RVNb_2\/CiuJBb||[[\u0026quot;Catenina in oro bianco 18kt con pendente iniziale in oro bianco 18kt e diamanti taglio brillantePendente: Peso: 1,18gr\\u0026nbsp;Misura: 1,5cm, compresa la contro-maglia Cod.3176BCatenina: Peso: 1,89grLunghezza: 42cm Cod.3177B creami una bella descrizione non troppo lunga\u0026quot;,null,null,null,\u0026quot;\u0026quot;,null,null,[[\u0026quot;data:image\/jpeg;base64,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inviato: 1 immagine e hai detto: Catenina in oro bianco 18kt con pendente iniziale in oro bianco 18kt e diamanti taglio brillantePendente: Peso: 1,18gr\\u0026nbsp;Misura: 1,5cm, compresa la contro-maglia Cod.3176BCatenina: Peso: 1,89grLunghezza: 42cm Cod.3177B creami una bella descrizione non troppo lunga\u0026quot;]]--\u003e\u003c\/div\u003e\n\u003cdiv class=\"OBWDNe\"\u003e\u003c!--TgQPHdmapXmd_0\/Ws7C6|||[{\u0026quot;s\u0026quot;:true,\u0026quot;i\u0026quot;:\u0026quot;mapXmd_0\/Ws7C6\u0026quot;}]--\u003e\u003c\/div\u003e\n\u003cspan\u003e\u003c!--cqw1tb H9RVNb_1\/HugV6--\u003e\u003c!--TgQPHd|||[[\u0026quot;Catenina in oro bianco 18kt con pendente iniziale in oro bianco 18kt e diamanti taglio brillantePendente: Peso: 1,18gr\\u0026nbsp;Misura: 1,5cm, compresa la contro-maglia Cod.3176BCatenina: Peso: 1,89grLunghezza: 42cm Cod.3177B creami una bella descrizione non troppo lunga\u0026quot;,null,null,null,\u0026quot;\u0026quot;,null,null,[[\u0026quot;data:image\/jpeg;base64,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inviato: 1 immagine e hai detto: Catenina in oro bianco 18kt con pendente iniziale in oro bianco 18kt e diamanti taglio brillantePendente: Peso: 1,18gr\\u0026nbsp;Misura: 1,5cm, compresa la contro-maglia Cod.3176BCatenina: Peso: 1,89grLunghezza: 42cm Cod.3177B creami una bella descrizione non troppo lunga\u0026quot;]]--\u003e\u003c\/span\u003e\n\u003cdiv\u003e\n\u003cdiv class=\"Zkbeff\" dir=\"ltr\"\u003e\n\u003cdiv class=\"pWvJNd\"\u003e\n\u003cdiv\u003e\n\u003cspan\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\n\u003c\/div\u003e\n\u003cdiv dir=\"ltr\" class=\"mZJni Dn7Fzd\"\u003e\n\u003cdiv class=\"yhAwj\"\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/div\u003e\n\u003cdiv class=\"n6owBd awi2gc\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eUn gioiello minimalista, intimo ed estremamente raffinato, perfetto per celebrare la propria identità o come regalo personalizzato dal valore eterno.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/div\u003e\n\u003cdiv class=\"n6owBd awi2gc\"\u003e\n\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eQuesta elegante \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ecatenina veneziana in oro bianco 18 carati\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e sostiene un luminosissimo pendente a forma di \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003elettera \"C\"\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e , interamente impreziosito da un pavé di \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ediamanti naturali taglio brillante\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e .\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"n6owBd awi2gc\"\u003e\n\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eIl design lineare e contemporaneo è esaltato dalla preziosa maglia lucida che dona al ciondolo una perfetta mobilità e fluidità sul décolleté. Un classico della gioielleria rivisitato in chiave moderna, ideale da indossare ogni giorno per un tocco di luce discreto e sofisticato.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"yhAwj\"\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/div\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003c\/div\u003e\n\u003cp\u003e\u003cbr\u003e\u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Catenina","offer_id":57043843318086,"sku":null,"price":245.0,"currency_code":"EUR","in_stock":true},{"title":"Ciondolo","offer_id":57043843350854,"sku":null,"price":180.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsApp_Image_2026-09-24_at_20.38.06.jpg?v=1790275105"},{"product_id":"catenina-con-pendente-mimi","title":"Catenina con pendente Mimì","description":"\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCatenina con Pendente MIMI' \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cstrong\u003eOro bianco 18kt\u003c\/strong\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eIl \u003cstrong\u003ependente \u003c\/strong\u003ee la contromaglia sono interamente impreziositi da un fitto pavé di diamanti taglio brillante, che ricopre la complessa struttura geometrica e dona una straordinaria luminosità da ogni angolazione.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCucina della \u003cstrong\u003eCatenina\u003c\/strong\u003e:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso: 2,46 gr\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza: 45 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCodice: 2588M\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eSpecifiche del\u003cstrong\u003e Pendente \u003c\/strong\u003e(Firmato \u003cstrong\u003eMIMI'\u003c\/strong\u003e):\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso: 10,63 gr\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eMisura: 3,5 cm, compresa la contromaglia\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003cli\u003e\u003cspan style=\"font-size: 0.875rem;\"\u003e  Cod.3195B\u003c\/span\u003e\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cbr\u003e\u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Catenina","offer_id":57073795203398,"sku":null,"price":325.0,"currency_code":"EUR","in_stock":true},{"title":"Ciondolo","offer_id":57073795236166,"sku":null,"price":2150.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-08-04at18.19.29_1.jpg?v=1785951830"},{"product_id":"collana-lunga-in-oro-bianco-18kt-con-perle-e-diamanti","title":"Collana lunga in oro bianco 18kt con perle e diamanti","description":"\u003cul\u003e\n\u003cli\u003e\n\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cstrong\u003eOro bianco 18kt \u003c\/strong\u003e con finitura lucida, ideale per esaltare il candore delle pietre.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\n\u003c\/li\u003e\n\u003cli style=\"font-weight: bold;\"\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza: 95 cm, allungabile fino a 97 cm grazie a una pratica maglia di estensione.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/strong\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso: 25,19 grammi.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\u003cspan style=\"font-size: 0.875rem;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCod.3193B\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLa \u003cstrong\u003ecollana \u003c\/strong\u003eè impreziosita da perle coltivate bianche di forma rotonda, caratterizzate da una splendida lucentezza e distribuita uniformemente lungo la catena.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eAlternati alle perle, sono presenti piccoli diamanti luminosi incastonati in montature geometriche in oro bianco, che aggiungono punti luce scintillanti e un tocco di moderna eleganza all'insieme.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/strong\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57073869881670,"sku":null,"price":3100.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-08-04at18.35.30.jpg?v=1785952485"},{"product_id":"girocollo-con-pendente-a-goccia-con-diamante","title":"Girocollo con Pendente a Goccia con Diamante","description":"\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003e\u003cspan\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eOro Bianco 18kt  \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 5,60 grammi\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza Catena:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 43 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eMisura Pendente:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 1,5 cm  \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCod.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 2780M\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eIl vero protagonista è il raffinato \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ependente a goccia\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e da 1,5 cm. Il design   lucido a specchio presenta un profilo traforato al centro che accoglie e custodisce un \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eluminosissimo diamante naturale taglio brillante\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e . L'incastonatura sospesa permette alla luce di colpire la gemma da ogni angolazione, esaltandone al massimo il fuoco e la brillantezza. Un gioiello dal fascino sofisticato e discreto, ideale come prezioso pegno d'amore, regalo di fidanzamento o per celebrare un traguardo importante.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57401562136902,"sku":null,"price":1300.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-09-17at10.48.16.jpg?v=1789672494"},{"product_id":"collana-multifilo-con-pendente-scarpa-e-diamanti","title":"Collana ALFIERI \u0026 ST. JOHN Collezione 1608","description":"\u003cdiv class=\"otQkpb\" role=\"heading\"\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cstrong\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eOro Bianco 18kt (Titolo 750\/1000)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/strong\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePietre:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e Diamanti naturali taglio brillante (Incastonatura a pavé)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 16,11 grammi\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza Catena:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 42,5 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eMisura adiacente:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 3,0 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCod. 2418G\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"n6owBd awi2gc\"\u003e\n\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eRaffinato girocollo in \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eoro bianco 18 carati (750\/1000)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e firmato dalla prestigiosa maison italiana \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eAlfieri \u0026amp; St. John\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e . Il gioiello appartiene all'iconica \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCollezione 1608\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e , una linea celebre per i suoi ciondoli figurativi d'altissimo pregio. La maison piemontese battezza le sue creazioni con date storiche: il \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e1608\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e celebra l'anno in cui il maestro \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cem class=\"zhvwWe\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eGasparo da Salò\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/em\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e (inventore del violino moderno) consacrò la grande tradizione artigianale italiana nel mondo.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"n6owBd awi2gc\"\u003e\n\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eIl pendente riproduce una seducente scarpa décolleté con tacco a spillo, rifinita nei minimi dettagli e impreziosita sul davanti e sul passante superiore da un lucente pavé di \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ediamanti naturali selezionati\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e . Il ciondolo è sorretto da una morbida catena a \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cstrong class=\"rQesXe MPyX\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003etre fili paralleli\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\u003c\/strong\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e in maglia veneziana, elemento distintivo del marchio che accarezza il décolleté regalando una straordinaria rifrazione di luce a ogni movimento.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c!--TgQPHd|||[]--\u003e\n\u003c\/div\u003e\n\u003cdiv class=\"n6owBd awi2gc\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eUn pezzo iconico, glamour e dal design d'autore inconfondibile, perfetto come preziosa idea regalo o come dichiarazione di stile personale.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/div\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57438385111366,"sku":null,"price":5580.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-09-23at18.59.47.jpg?v=1790187265"},{"product_id":"parure-con-perle-e-diamanti","title":"Parure con Perle e Diamanti","description":"\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cstrong\u003eCatena\u003c\/strong\u003e:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cstrong\u003e Oro bianco 18kt \u003c\/strong\u003e(750\/1000)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 4,52 gr\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza catenina:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 43 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eMisura pendente:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 2 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cb\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eOrecchino:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/b\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e \u003cstrong\u003eOro bianco 18kt\u003c\/strong\u003e (750\/1000)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 3,72 gr\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eMisura:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 1,5 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cstrong\u003eCatenina\u003c\/strong\u003e con pendente (Cod. 2287G)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e Un raffinato punto luce reinterpretato in chiave moderna. La catenina sostiene un pendente dal design geometrico e sinuoso che abbraccia una splendida perla centrale, esaltata da una delicata linea di diamanti\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cstrong\u003eOrecchini\u003c\/strong\u003e a Cerchietto con Perla (Cod. 2283G\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cb style=\"font-size: small; font-family: Arial, sans-serif;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e) \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/b\u003e\u003cspan style=\"font-size: small; font-family: Arial, sans-serif;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003edal design a semicerchio che incorniciano il volto con grazia. La montatura accoglie una perla sferica sormontata da un punto luce in diamante, garantendo una lucentezza e un movimento unico.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Collana","offer_id":57451806982470,"sku":null,"price":700.0,"currency_code":"EUR","in_stock":true},{"title":"Orecchini","offer_id":57451807015238,"sku":null,"price":560.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsApp_Image_2026-09-24_at_19.01.04.jpg?v=1790269287"},{"product_id":"catenina-punto-luce-con-doppia-gemma-in-diamante","title":"Catenina Punto Luce con Doppia Gemma in Diamante","description":"\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003e\u003cspan\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eOro Giallo 18kt (750\/1000)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eDiamanti naturali (taglio brillante)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 6,64 grammi\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza Catena:\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 41 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCod.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e 2423G\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eQuesto gioiello si distingue per il suo esclusivo design a doppio elemento: una delicata maglia veneziana che sostiene un doppio punto luce verticale, impreziosito da splendidi diamanti taglio brillante. \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePerfetta da indossare tutti i giorni, o da sfoggiare nelle occasioni speciali, questa collana è un classico della gioielleria italiana, ideale anche come preziosa idea regalo\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cb\u003e\u003cspan\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57451810816326,"sku":null,"price":1650.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-09-24at10.33.00.jpg?v=1790269414"},{"product_id":"splendido-ciondolo-a-foglia-con-diamanti","title":"Splendido Ciondolo a Foglia con Diamanti","description":"\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eOro Bianco 18kt (750\/1000)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"3,1,0\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePietre: \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eDiamanti naturali\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cul data-path-to-node=\"3,1,1\"\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"3,1,1,0,0\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e70 punti da 0,01 ct\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"3,1,1,1,0\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e2 punti da 0,05 ct\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp data-path-to-node=\"3,1,1,2,0\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e2 pietre taglio marquise\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso: \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e4,37 grammi\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eDimensioni: \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza 4 cm (inclusa contromaglia)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCod. \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e2340G\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eRaffinato  \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eciondolo a forma di foglia  ovale\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e. Realizzato magistralmente in \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eoro bianco 18 carati\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e , il gioiello si distingue per il suo design, impreziosito da una cascata di \u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ediamanti lucenti\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e che catturano la luce ad ogni movimento. Al centro della composizione brilla un magnifico diamante con taglio marquise (navette), incastonato all'interno di due profili concentrici interamente tempestati di diamanti. Un gioiello dal fascino regale, perfetto per celebrare un'occasione speciale o per valorizzare con classe i tuoi outfit più formali.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57451868717382,"sku":null,"price":1600.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsAppImage2026-09-24at15.32.47.jpg?v=1790271461"},{"product_id":"collana-con-perla-e-diamanti","title":"Collana  con Perla e Diamanti","description":"\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eOro Bianco 18kt (750\/1000)\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCollana con pendente perla e diamanti\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003ePeso totale: 4,60 gr\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eLunghezza: 42,5 cm\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eCodice prodotto: 3093B\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003e\u003cspan dir=\"auto\" style=\"vertical-align: inherit;\"\u003eRaffinata e sofisticata, questa collana in oro bianco 18kt incarna la quintessenza dell'eleganza classica. Il ciondolo è impreziosito da una perla dalla superficie vellutata e dal colore perlaceo, sormontata da delicati dettagli in oro bianco e pavé di diamanti che ne esaltano la forma e la brillantezza.\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif; font-size: small;\"\u003e \u003c\/span\u003e\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003e\u003cbr\u003e\u003cbr\u003e\u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57487163851078,"sku":null,"price":690.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsApp_Image_2026-09-29_at_18.41.47.jpg?v=1790709654"},{"product_id":"girocollo-semirigido","title":"Girocollo semirigido","description":"\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cb\u003eOro bianco e oro rosè 18kt \u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003cul\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003ePietre: Diamanti (0,78 ct)\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003ePeso: \u003cb\u003e32,72 gr\u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003eLunghezza:\u003cb\u003e 43 cm\u003c\/b\u003e\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003cli\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003eCodice prodotto: 3330B\u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e\n\u003c\/li\u003e\n\u003c\/ul\u003e\n\u003ch3 class=\"western\"\u003e\u003cbr\u003e\u003c\/h3\u003e\n\u003cp\u003e\u003cspan style=\"font-family: Arial, sans-serif;\"\u003e\u003cspan style=\"font-size: small;\"\u003e\u003cstrong\u003eGirocollo\u003c\/strong\u003e semirigido in oro bianco e rosè 18kt. La combinazione dei due ori crea un raffinato contrasto cromatico, con splendidi diamanti per un totale di 0,78 carati che donano una luce straordinaria a ogni movimento. \u003c\/span\u003e\u003c\/span\u003e\u003c\/p\u003e","brand":"LORO Gioielli","offers":[{"title":"Default Title","offer_id":57551330672966,"sku":null,"price":8200.0,"currency_code":"EUR","in_stock":true}],"thumbnail_url":"\/\/cdn.shopify.com\/s\/files\/1\/0365\/4759\/2323\/files\/WhatsApp_Image_2026-10-07_at_16.27.19.jpg?v=1791484683"},{"product_id":"catenina-punto-luce","title":"Catenina punto luce","description":"\u003cp\u003e\u003cstrong\u003eOro Bianco 18kt\u003c\/strong\u003e\u003cbr\u003ePeso: 5,44gr\u003cbr\u003eLunghezza catena: 45cm\u003cbr\u003eMisura punto luce: 1cm\u003cbr\u003eCod.2486B\u003c\/p\u003e\n\u003cp\u003e \u003c\/p\u003e\n\u003cp\u003e\u003cstrong\u003eCatenina punto luce\u003c\/strong\u003e in oro bianco 18kt con \u003cstrong\u003ediamante \u003c\/strong\u003etaglio brillante 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