They have a special section of vintage-inspired rings, which embody unique stone designs like a demi marquise halo and six valuable metallic selections. Each engagement ring comes with an prolonged lifetime warranty plan, annual jewellery inspection, repairs, and resizing. All engagement rings include a lifetime manufacturing guarantee against defects and center stones are absolutely licensed by an unbiased diamond grading laboratory. Design a customized ring or store the ready-to-ship rings that arrive inside a few days. This one goes out to all the normal brides with a penchant for simple sparklers. Here, a classic diamond solitaire is ready on a 14k white gold pavé band of spherical lab-created diamonds.

ul> <li>The round brilliant-cut middle stone is a lab-grown diamond...</li> <li>Surrounded by dazzling stones, this rock-star assertion piece is a bold various to a standard solitaire.</li> <li>You can expect to pay 15% to 30% much less on a lab diamond than you would on a mined diamond.</li></ul> Thankfully, there are 14 totally different head styles to choose from?and plenty of other customization options?available in The Ring Studio. This beautiful solitaire ring has been crafted from luxurious 14 carat yellow gold and set with a beautiful good reduce 1/2-carat lab-grown diamond that... Yes, lab grown diamonds are actual diamonds as a result of they've the identical optical, bodily, and chemical properties as a natural diamond. Grown Brilliance sources all of their lab-grown diamonds instantly from trusted diamond growers, and sends them directly to a manufacturing facility that works completely on Grown Brilliance jewellery.

h2>Our Lab-grown Diamond Rings Are The Perfect Method To Say I Actually Like You</h2> But now I can, I put on them proudly, and cant wait for my next gala event to indicate them off. I would like to thank you each for the expedited service you all gave me with the ring. And if run to anybody who's in need of a ring or jewelry, I will certainly refer them to you guys. Designer Luminous Six Prong Solitaire Diamond ring with small windows on the head to let light penetrate your middle gemstone for max sparkle. The product experts at Reviewedhave all your purchasing needs covered.

div style="text-align:center"> <iframe width="567" height="319" src="https://www.youtube.com/embed/WMmf2po_G-E" frameborder="0" alt="lab diamond ring" allowfullscreen></iframe></div> If you’re looking for a show-stopping wedding or anniversary band, this eternity ring is attractive from each angle. It features 20 beautiful, round lab-grown diamonds that weigh in at 2 carats complete, and they’re set in a 14k white gold band with prongs surrounding every stone. The ring makes for a gorgeous accessory on its own, but it may also be stacked with an engagement ring or different items of jewellery for an extra-sparkly display. Cluster settings had been once thought-about outdated, but that is not the case. This sparkler blends a traditional heart stone with cluster of sidestones. From oval and cushion cuts to pear, princess and emerald cuts, your perfect ring awaits. With https://mega.nz/aff=CU5U4OlDge0 s in gold, white gold and sterling silver, you’re certain to find a piece that sparkles as shiny as you. And Brilliant Earth clients agree?the model's reviews section is full of 5-star feedback. Our testers evaluated the looks of each diamond, setting high quality, fit, and presentation. Dr. D'Haenens-Johanssen used the GIA iD100® ?a specialised instrument that separates pure diamonds from laboratory-grown diamonds and diamond simulants. "By eye, it is difficult to tell the difference between a lab-grown diamond and a natural diamond," she defined. Since natural and lab-grown diamonds are chemically the same, this technique helps scientists, appraisers, and jewelers inform the distinction and assess the quality of a stone.

h3>Jared Lab-created Diamond Round 14k White Gold Engagement Ring</h3> Featuring a band that has been crafted from luxurious 18-carat white gold... As prime producers we make everything we sell in home, so we don’t pay further mark ups to wholesalers or distributors. This is why when purchasing LabDiamondRings?.com you'll have the ability to benefit from buying direct and paying wholesale costs somewhat than paying double from a re-seller or retailer. As natural diamonds turn out to be more uncommon, the demand for lab-grown diamonds continues to grow, particularly as consumers turn out to be extra involved about environmental, social and company responsibility . Lab grown diamonds are evaluated utilizing the same color, minimize, carat and readability scales that natural diamonds are, so review this info whereas shopping for stones. Lab grown diamonds are more reasonably priced compared to natural diamonds. You can expect to pay 15% to 30% less on a lab diamond than you'd on a mined diamond. Lab grown diamonds are simply pretty a lot as good as mined diamonds if not consistently better, and make for incredible statements when set in rings. " angle information the Lab Diamond Rings team. Try us out! We’re sure you will love our choice of inexpensive diamonds and diamond jewellery. Did you realize that in 2022, engagement ring consumers visited at least 6-8 sites while taking a look at different types and evaluating prices,in search of what they perceived as one of the best value? What they found is that more often than not when buying, they were handled as just one other quantity without the steering they were looking for. This dazzling ring options 0.10cts of pave set accent diamonds which are ridged and slightly elevated to accent this classic setting. Lab grown diamonds have plenty of pros, but they aren't as useful long-term as natural diamonds as a end result of natural diamonds are rare. In our lab check, we examined and evaluated jewellery from the brand unbiased of the partnership. Indulge in timeless magnificence with the 9ct Yellow Gold half Carat Lab Grown Diamond Rope Effect Dress Ring. An everlasting classic, this finest promoting 6-prong engagement ring setting focuses all the eye to your stunning solitaire diamond. Another myth is that lab diamonds are imitation diamonds, which is untrue. Actual imitations like cubic zirconia or synthetic moissanite seem like diamonds however have totally different chemical and physical properties.

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WgWaWmnWkcMaDsq4qSEZmkEEQHzgUrxSPLzzxUjp1gYpBKh357mq8eXR5hn1Mm3Obtsm9G0mO2hDH8x5qS2heOxpWnEylIghLthQB6mpN9Im3Mngszqu5gBnaD71tYQ4qJzGbM5TbmyK7Dk9614hBxmnriExAgd?/mgySMk1NEL7h4PjJNBX0ilCM+lN3F6Ywc1EXmqDaSaVklSoZDE27RQPq9cRwdOzuxAKjOc15jF1a3rHcQGzwRXX/wDEV1bFY6EbZZPNM20DPevNFjqcgYESHk9qr4nbdH0B/DzRyh4tylxb4L5GjwPuRsCpaDVlSMLIBu+wqo2OuqQqTNn0OamI5bSVA4kxTGueTq9d4/Fq1s1EbRWFcE5Hf2p1huHYZpqOAls+lPgOp45HrW6On6MSMgZxzilbQMHHJNL29gc/pWMmDtzk0YVm+M5ApxFbOfjmm2woAI7jineTjBB+KhgyY4kbsCDj4IrZBQ+Vu/v6U0cjABIxzzWBlySxPyRS5KxbHXnMbBge?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?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?+jP0rsugNBjEkSSalcKGuZR6H/SPgV1e2hVVAxVLLkc3XseC/Wn1VLyuZ6bTv8Ayo/3fyE29urDBHHapSw00AmRcgjtkUxZIA43dvWpy0kWOM7V4JwGxnFAkeZ5c0ukNiWKJW3BoXHOfehTPI04mhniyvI3etSFyFmAJZXYD1qIlEMU3hzWbjj+U8H96xvaLjUkavJYpy84jAEnEsY9D6kVU9XF1pshlUs0Lcqw7Gp6eSOORjbCRT/peonUJy8RjBDRN+dD6GnLKmvzLOnjsfPRCJ1CCdrtg+1Im1iJ/wAzYqI1jQ2Ie5024EgBOYx3FU++1jUdPBE1tIMepFA81dm9w6OGXnGy16jrQ5AbAFU/XepoLRW3vkmqzqfVV5MSiRsBUNZ6TrPVN34zMUtIzhnPaq8sjk+De6fx0ccd+ThC3vrrqC8yNwt0Pc+tO6zqUWj6fLKWA2LwKkLpLLRYTBb4CLnze5rjv1L6yDPHpkDZaRvMAfSsUbdG+8XpP57UQxxX23/YTNqLXIa6c/nJbNSP0/6PvOvupY7JAfwcLB7iQD0z2/WqtZpfan?+G0uzjMk9wwjjQd8mvYP0m+ndt0RoNvaCNWuXUPPLj8zHv+lZmnsVI7n6p87Hwmk2Yn98uF+X5lv6a0K00exhsLG2EcMKhVAHxVg8RbbhjhgO3tSYlk2BUXaPesFswJZvN8VX6Pn/NmeebnkfLNNfsw2qx+2KUmoDG14Xz/qHalrHboA7MMHv7r96W8MAQyIdynsV7GpV/JWe34Mhv1Ztq5ye4PFNXt1Ec4LRuOAR2oGYhQfFyKZWRQrK7h1PIOaxshY1djkk8ki7ZCWx60w5IXg0osgH5jtPr7U2XAyc5FQmOSA5rqW3cSIdpHP3oDVb9L9GdmCug4x60VfkFDg549KrN/uQHzdx6UxSa4LGLGm79yFuNZWAu1zJwvpnvXOusb6TVYLq6OfDVCFA7AVYdT0nU9Tv3DOEgB9O5qB62iTSen5hkZK4pnLR0/jcS/mIRh22jzPqUQ/HTkD+c+lNqCDx296kL60bxpGz3OTimEgb?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?+Rf9X3r0XaWqAAD09Kyx05LWJI44wqqAowMAD2qQjiCdh?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?/u/uCxa1IZSk8+BjG4DFES3EDR7cvI3o3oKCvNL8oaa4RhINx2ckGoKTV306RrSSbKg?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?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?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?/AG9y54ZQcsFbyt8ioLUbW01JMshBySOORR1zKUGxXV19Vzkiom6RyTJFIQ/3pMpX2WsMWuUyvalY3lplSpng7/I+9V++g0+9jZJIVye4PerjcyyhCJm2sO2fWoC+s7SdvELef3UYqtI3OmyNVZQ77pzUNNPjabdb4yu4xEny/GajopUdnS5DK/Y5NXDUJZbY+EzB48dvXFUjqXUIYGzFFnI8xHpSZLk6LSzlm4f+oxfXFlCjRuQ27tVC6o123tISokBI7DPai9a1hLaB7lzk4yBVN0+3m1m8OqXsJa3TmNGHB+SKs6fG8jo6bxnjcmqybYGtJ0OfXpm1DV2eC1XmNCMNJ88+ld++jf0oNzLD1Dq9uq2cQBs4G7uf9bD0HsP1qD+lf0/uOrdTXVNUiK6VbOCvPEzj+Uf/ABHrXpmxtobeFIolCIoAUAcAVayTUF6UP3FfVXn4+Kwvxehf3P8AE/j8v1/2H7O3jh2oAMDipAog?+fXjiho3RSOB7c+tEmS4j8yRY4/0f80uKSPIpttimeNRwEGO/JJNIadABGI42J/1Ag/3pi4mn28rIccEBMUG90WKoFUDPORg/vUuXwCoWHPPhCmXC5yQp4oWUjP8Njgj+bik/ifDBCoyHP5cgimxL4jeVgP/AIn1oHIJRoQzFSWJUk9j2/pSNwZTyP1rbzgEhlBPbB9qYklI7D7ilWMSZsvgYpmQg5wBjFMyzsG+DTJucsw3c1ljFE1LOI+MDj0qLvriNixXvTtxK38371DXk7AhtpIoXIt4sduwW5cYZiaonW2qx2tlI5kC4BPfFWy9usBiG4rzl/iC63OnW3+T2s4/EXXBAPKp6mhxxeSSib7Q6d5ciRxXrfqF+oNfnuN/8KJisfPGB61b/ot9NNQ601dL6aB1sIDyx/mPxVc?+mH091L6h69HaRRN+ChcG4k+Pb9a98fT7oKw6c0qCws7NYo4kAGF71b1GVQXpw7Oi13ll43Ftx/iDOkelrTSLKK2t7dVVAAMDFW2OHaAMcD0FEwWfhLgAAelLeLaP96qRjR57n1Ms83OTuwfbt7CtCcqcFjTjLn3NDttyS2TipsR2P5RhncMj9KS08gPZT896G3KPyOcVsXuzy?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?/1tq6aZbI0NhAQ1zNj8qf6R8ntVe03Sri9uLXp3R0ElxdSBVVc4z7n1GO5PtXq?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?/rT8T9KHqe76OkwShodO8s+2dS+if0rseiun4LZbceMygyORyzeprtljbCOMeXHFMadp6wqigYwOB2qUXaBgE4A7Bc0qEW3uZx2t1ctRNyYgq?/8AIpNJKPjz4A+aW0sWMMH/AP2fApvxbfPMTYHfDbqaULbGWVe29KFlhbOAQR8GnpmLn?+A0YA77hzTDo+3eAMj/AEnH9KBjo2hlkQcHvTLKMn1p4FHODkMK0QF45/ahoNMv93BHPbvBIgcOpHbIr5pfVLpaX6f/AFn1fTXuo3gu7hpEZBtHm82CPTGftX0xLZ3ZBG04Oa8V/wCPXQja61011TbWUKIRKkkqf9R2yp5A9AK7OatUUPpTyb8Z5PHlXyjlgYbBhecYPHb5pcCllIGefWmbG4W8sYLhCp3xhvKeMYoqHC57ADvVJz4Pr7FmWXGskemrHEaTCgqFx?/T5rtP0W+nH4xk6m1m3JVT/AO2jccE/68f2qpfTDoP/ANaamJroN/l9oys5xgMf9Oa9OWMENlAkEMYREUKoHAAqhqMzrYjzb63+pf5aD8fpX97/ABNey+P3JG1hSFQop99pGR6e1BrdKAQrZ+1GQBpBuERPHbtVJI8Ym3ds1HHEzq8x2gepFFCODbuSVhj1Tn+lJXUVsgFmhYIcY3r/AL1orY3J3F3TvzGe9EuBDuXY74t1GgLRG4iHIZB5h+lMSPDdh54JvBkzzvJ557YFCNLcWLsYroyr2GDtb9q1+IS9PikMtwe59c0EpEqFciZJrhZSss2MdiOVas/EhTsmZcN2J7UmW7uIgYZFjaHJBk2/3qPmd8kK4dPZeaU3XQ+MNwXLPsyO6+xPpUXd3KZLY49qxpd2XRyR7Go28uQr5CYPqDS5P3LOLFyM394ijcpJHrVP1vWFjygwFzzg?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?+uVUNk8+lUTrPqK20jTbi9uphGkKF2Y9gAKnNYvUhViZDkA9682/WnqDU+rdWsPpp0zumv9UlVZQn8seec+wx3+BS4R9SdM3ekwJfc/YiPpX0je/XT6k3PUuqRs2lWsoI74YA+Vf9zXvDpzRbfS7SK2t4gqooAAHb7CqR9GPpRp3096Ws9HtVzIiBp5McySepP611WNFhRVHtxtpspepK10ujX+T13qy9OPSHUwq8qeB3rbSpFwx78gBsk/tQk0+4+GXRcemcn+lMNNOHKRR3ErnsFUiiujSuFh7Swth41kb/APXPH7UFNcLGx279p5BaL/imC8pyGjVT7Shs1vKYGYyn/wDqxIqLslY6EBhI3eNiPbit?+IcbQ4HupOD+lY8blNyESDvg8mh/LJ5WIU+1C7DoISXGRJGTn37ikB0OcnH3pr+LuKdyPek?/cEURNF26W1y16g0i21G2P8O4QSJnvgiuW/4sejbnrP6S38VhpS3l5Zuk0W3h0CnzEe5x6VQP8FH1ROv9LydOandhpbJ/4YeXLlT6Aewr1Fe2trqVnPp9wu+C4QowzwQR712PJx/ODIpL2Plf0DqMka3GjX8qwzWu4qsnGAO4q+9P6f8A+o9dt9A0yWOa7uWwAjdh3LHHoBT/APiW/wAOOsfTrWf8/wBG8a90m+cgPCh3RMT+RwO3wexxXU/8Mn0fi6G0F+p9Zt3Gr6ogKCUZaGH0A9i3f7YqhqZ+inJHuHhv4gZtP46OCMNziqTv?/Tj8jr3SXT1j0polro9ig2wr5mPeRz3Y/f8A4qWeZmfwQcmm1dnkEagADvTkUaxEsDk?/2rT22cXnzTz5JZcjuTdsItY5IsSTq6xHuwUkA/epi3urfwlVLlJUI+zA/NRLagyRmNWKo3dQeCaQv?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?+JG21/gd6ExxUnYS7qznDALnt7UBLcbHypzg01LOysSpPHcEcigZrkeJwe?/vxilyHQx2Sr3eRjGKjdQuRHGc+vasNygiJYg1WOoNYMUbYfCjPNKbos4cO+VIqH1D6qt9G025uZXA8NGbv7elZ/hx+ldyJZ/qX1Na51fWDuhEgybe37qgz2PqaregdOz?/VXroWdyT/kmjyrPeH0nk5KRD9Rk/GPevV2k6csFqCoWKGFcAe?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?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?/Jk5I/epGJE1BjDAyvvHoc4GMk/tUBa6wLyAJMweNvRucCl2s8VjcrLBdfwO5U91NLsKeN+yphjaXdRy?+IsiqVyo45IIx/akBLlC+SrbOG+aMbU472Nmi5I7YoR722/A+Akn8QuWcfPYf0oeEyFKUlyiPuN0j5IAYD+lQ1zMEmxnJJ9qOu7iNOQ3rUDcXQluhj0JNLky9hjwG3U5SLIOAea5h19rF0kQsLJTJdXbiGFFPJYnAq?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?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?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?+aXknuqKL3j9E5vdJkh1z1xbtD4NrLy?+cjNUOO8a6PiSvzjitdK9N6p1hrltpUAeae6fAUckL3J/YGvQ+mfRj6f6Vaj/NdNuLgrDulkmkZRyPzLsIwM9s5zg+gNNw6eWR1Eu63yOm8alCffwuzzslvfarqFvpGlgPc3cqwxLn+YnHPwK9h9E9NWPSXT1poNig22yZkcjl5Dy7H5JJNV2L6a9H9O9QxajovTCwX8cqojiWeULuJ3oQWIB2ZJIOeeKs2o313olnJqIgfw?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?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?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?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?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?/pQweOdXik08Fm43qu0g57kU3ay3AjPhXlwshJIA7fc/70m9t9VSUL+JQynBLZwMfOKhv4DUeabHFsNIafZbXU0cnOTjn4FM31qLfCySPK55yJiD9++KAZ9QilMTxoGzlyGrUtzYRvvS7Y4ABMvHPqQPag3INQlfdmprGG680uoPF7B2y37+lDSWkViubN453P5WkXJ+w/wDqmrzV7Qo0fixFPfbgsahpdYaON2tlMhYbQx52j2U+lC5JFmOObE6zfeGrLPGJJW7tkcfA9qoHUOtxRBkWEk/6cVOajfSpuM5IBGTjk1R9f1SFiwSMrgevc1Cds2uDHXZVdd1+d9wMTKo44qkX9zc3bsGYqnt6mrBrGoISxOSe4FdM+iX0kk1Lw+tuqbMiLdnT7WVcBv8A/Kw9v9I/X2q9ipck6vLHFBuRYP8ADz1Lq3S2jxdJdYz?/AIWzuJ/F015YyzWhcYw2Dna2e3plveuz6t0paarDqmiX+iya087KDAoH8WJGDbgxAGewBB9T3IFc1646YItGuI1BZmxGoXv3z/t+9Wr6UxdU6lprnXNQXThYW8tlbW0qMJZVypdmjkBVjtKKrcYAP67/AEM/UWxnn/mMcYv?+Yxum/b8/ksWh/SrS+nLezstP1rxrbVne7ttHIUMQOwBIycNj8wOKhepOuOmND6fu/wDNdfn1CRbCJ9StrO0Qx+Mq+EkeUO18GIqSeVGOBkVdZbS8itntLh7t0aRHsWM0sO0tjd/ON0fcENnIHK1xK20W8+ofWs+iaPqMr9OaROt3ql7dyyTS3EhIcxeJIxYoDkAFgAuF7DFXMzjjqOI02l3Z256j25Yr6fdHanpHT+ofXj6hWP8AmF/fQ+Jo2n3wdVSISAEIxPDmPGwAdhVkfQtK+relaZLpGoW2nRaVdm?/vfxbASW0QjYnBPBPl4JwOPip7qj6f/wCcQvaSz3HiAlYrnTxEk204bwxK6khcgNhSo?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?+CRyVHl5FRKakt6GRxSxzWKXv8A+9iu6J9V9b1yRi6abAS02nLDZwbFgIccsGKjHGzI8p3AevNr?+ouiaL1B0y1y9tDbTLB+IhMsIEpZExtLKORgFcA4yKpHSXU1hP1Bf6nFe6Ne2Wo3kt0kVlPMHjMgAfKFCuQM5DdxkdxXQTNPrWny2346aETSNAmOZ0UEgqygKpIAxgAHjuTmkyx?+vjcZ82Mjl/lc8Z4/tpnnRbtFyViSLIx5QAcf7UBfXITl5mJx6mndVhktNQntVZVMUjLlhjGPiq9qd14as8sinGcnPauJf2uj17DU4qS9yH6p11LO2kleUgKDk+9Wb6B/T65vr1+rdYgPjXWPBVh/04zyB9yOTVL6Y0CX6g9TLAyl9PspAZARlZHzwPkDuf0r1p0tokWl20FvFGFEa4JB/rQyf9JGu1PoY9ke2T2n2sdtaI4XlfKgA7HHepVEBOWQgJEc5Hc4OP64pmC3zCi8gBdwPpyf?+39aOVgUUIo3ysQPYgH/AJx+1NhFJHJZZ2wdogjYx2iLD496esQzJJbFAQsvA9Sp47+3Fatysr7HTJVWAJbHfkHj5xSrR3hRGHIxg45PBP7etNFN2qY3AZLWRr5EBRWMUsffIx3/AN6avpLVriC5ib8PuJ88fAxjvgcZ5/ai5XEF8iwTMbe6AWZfy4ZT6j7cc+9DX8X4d43S3cwGQloGBAyQQdv3/wCKB9cDIdpkfe2F1p03ixNFNazDzr2AP9hmhU1R7DdbXVs3gyDKNIDkD2B7Ng+oqZ027tjHPazKkgYBVV4wSVPp9xSJYzFEbC6SOWE4G8qOQPTB9RzyMVle6LCyf0zRAzatp97DIl05kmLeQ7uYwBxg?/vkVEl3mlBkcFo?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?+WKMcu5+AP3PA5p2NWXlBY47pdFi+j/QEn1C146tqVuw0XTnDOWXi4lzxGPdfU/t616nhijEaxhQsajAAGBxUf0r05YdMaHaaDpkYWG1jCZxgs3qx+SealcOclQcAegq5FUctrdU9TO/ZdAslvDcS280keRFKuwEZyw9e4+PXsBRms63czahdafq34S7Fu0UU11sdJIWeTgFAGMvGCEAAPbzZNIuY/FhhtwygBGdt3bJ/+hUPBqM3S0XTujdQ2NpFeXzzCebU2mEc0Y3MWV5BsK+HwFjYHJ7HGa6Dw8+JQ/c5Py8NzjMf6tvOrtZ6ut+npdKuLiwsFjvr2BkRorhSoVCiouUGdxO12wceX0qxaR0JoXSNzLr?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?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?/mtRhD5vzEBSc4+1LbosQju?/wCDWpxI03jRRtBcxnLDgEewIz?/xQtzrc0ADXUYZSCBKkh2lT6YPINImZpZD4twVuFPPiA7h/wDt6j9Kjbi6aGJ4ZQDG5ySBkE/7Upyd2XIY7STG7m8EoI3Fh3HOeKDZI4IssTvk5bB4A9BTTxFX3W7gDuQeQaFudRKHa4wW7Z7ULfyXYw9ogV8beSUxbMA9mHfNRs8d3CAiFpYlHAxgjn+tETuJGyTyO2KYuL5o41OzIUc+pz81HBZSrgjZ1W5YIcq32wRURqLSRJ4UzFcdmU8NUlfakZlJSAOB68A1B3M89yTCYHYd9p4oojk2Rdz+MZfKAUzjJ4oJ5dQyB4OABgebHFH3LXUUQdAqxgnarNVeudYkWZlJyR8Zp8UHbZ6PF9NK0gjuXVl/lX+YUknVLgM8d2jheWBJ4pucyzzCOGynYA4WIjaPuTxSpbLWUyrTWsMaEbwr5Ab247/JGe9UmaikvgbNhqcq?+Kb6ILnhecmmbi3G4BtQ8x/OVTAX7VjW883I1MKi8OSmB9hzz96aFpDIxWNZWX0Mj8E/oOftQP8AIbF/LGJIYYmLJeu4HJDHGf2oWW+t44yihY/cLksfkmnzp9osg/EOd45KIMKPuaHvr62hhKQQwqWBBOPzf9qxFmNSfyQ+oa2yr/DiGAOBjAH3qma1rlzKGUkqvsoqZ1a6vJGdRKjcenpVR1LxtpUyqPsKlI2eHHFKyqa7PPcEohYknjJySa9A/Qn6bN0Zokms6tFjV9VUGTI5hi7rH+/J+ce1Uz6Q/T1df1r/ANRapCz2Fg4MSuPLPNz/AEXufnFehGYBcnPHf7Vcwx4s1XltZ/8ARD9xxd2wgEZbA/Sl+JiBkX+c4GfiglmkYYGQc4IzRLOjM5UbAW2gE1YTs52aodmkRSniebaqjGeAvJx?/WqlqS3XUusJoknTy3traRR3l1q11cL4VpAkpcBlblmONqg8eXHAJqy3Nykbh5SE3DapXtgCqRL1S2kXl7cxwW95ut3t/CnLiOVSwYK2wg43KvPoecHsb?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?+nRN9LdK3mgdPnqfrVYnn1Bs2Vg6gpbwAE4AbOGZiMD0GfWq11ImjabFJ0xr/ANOLa50C7ga8vb61t41uNOKPvLAkHI5PlPPB9qv+o6pFqQt5tQaaH/LYEMVwxH8WEYyzeXaOwxjOCx+K5/8AUL6i9P8ASPR99aS2ba5eXJVpVM7xeNM6ERwnBB2KjDdj0yO5Bp2XKordLgpabFPI9sVbZWfqprvUkfUp?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?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?++IL3K4VwmCxwCDIcHHA7YNdp6i1m66xFlqfSN2NT0jTMTTW9tM+5o3jw5eQ5KSHIUgcsHOORWzWSGVHM5NNn0U1uX7lS6S6X6L0LWbnU+p9TmVL2JYbOKWM/hYVYYTc7eba23y8cYO7FWd+q+h+neoum+lf80jjhv4b2Ka7ivVGDaun8Pe4KlSZWXC8/w+DhsUu?+0OODQLaf6mRSxR6PLF4sbTgW8rNACGRlUAKWbK7tvt3yK47L9K0uurNA1e31JNV0OSS5NnFJGxDtdTySM3iY2AKz9uThRx2NHF+lGoqyHerk5ZJ1S/8A4di+sP156V6H0LTtN6elg1bxWkhjMiMPw3hoHVW3qNxkwYx7Fs5yBUd0Z0e/1P6uh6lkuLP/ACDSEjkkjnk8ONQRnxC24bhjHY5yAOBzQHUP0F6ZfpFjc3EcMlrIt3As9u0byqu44A/MR5MjAznacAE0d030DpmhWMPR0XVGpaRd2y/h0BDESyyJ5AWOVxtP2J2/FLzrJmac1wDgeDT4qwy+7/gnb/UNNj1qKx1jp6/jsYN0W2V8i0eXOBNJuEOSQCnJPmwBny1z/wCukw/y256Z+kXVFrY20MTi7cM8Lz3LNlyrH/qABMDn8zyHkbRRv1O1aD6ZWcfULXFqbW48MI26VZiyN/8AxBQ43EEMAQCAxIGAa4hdfVjSes?+prm/1HqaB2uGA8WZRE3hcZ8rYBbATt/pPfNVdVl?/oRf8AG6WUn6zXC6/U4z1p9IPq90yu3VOidRkDW7Xe62C3REIwWkYRFiqjIyzYHNcWn1C6tdQjvIHaG5gZZYyRgg9w3Ne7GvNSsNMe+07Unjl1SN0RLC7IYxqCW8Rf9JUEnJ9qir6x6e+rWr22ldR9I6dcnQ7S3to71LdYpUKneI2K8tjLLgnAAwAKqyywwq2btY82qpKif/wy6Vreo6Pa9adVti7v4IwiEf8ATiJLcD0znOPTOO4r1Bph8MiaABSBhOO+44H69z+lc06X04WNmI4UVAoAVQPU10fTBKiwHdxDjPy?+Tj9s1z8mtzaNjqraSbse3qviSFgFjG1cepLf96MhOYBESN0gwCT2I5ofwsxQxqoIWUAke+TjP9aIdyrqiRsFC5UY5PqP96FcFN0xUtwWnYAKrSRiPjsx4A/p/amIWZV8EBFDYwW3KCue5PPHvxTURMhQAMZASwy2M+w+PX960P4wa3VnAV2ZQcE+5AP3qL+SVGlQ3JL4UTgeWWNi6bWBA9u3PrTbXMNwcPLCjEBd2cZHyPU8d6yQyJI0ayOEU+cMvY+x9qGdI2coWjkZfy7juRl/uKi2WYRQm6nlXABUELtZVwQVzxnGQaBmJYM8W5Mc7cjGfinLhIwmzwBE7ebAc4Ptge1Ra3Aab8CszkjO4MRgftS2W4R44H5ZpnUvJISmcbgOCfY+1RF7ai2jF2yMDL+XaQcr?/q96n9tu6LEEwAMyHuW/+6i9Se2k3tPHxjAGScD2oGOxy5K8w3rIyFmYEALjzY9f9v61p5oR3cq4HcdxW1ZInABDqWJ5GOO/eo+/uI7lnd3IHuKEupWzJJVVi3jKy/fk0xPeMQU8REBzgZyfihXlgBI2O59PUCmLqaGACSODzju7NjH6UasxxBrl4cHezMecgjioS4YF2CR4z6YqUmG9DPcScnkCoqRlVi?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?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?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?/Qf1o8uT0Y8dkKO6VvosWhaQthbGC3h8GLCgL7jjH/NXfQ7DeNoBZVAcnHr6VE6dp4eR1zuYkZb2UHnH/npV102w8G3Mqq258D457f0rUyk2xeedKiURIxL4TMAEILk9sBQB+pwa2ZBGvhrwZdoAb05zn/z3ps7445lnO53YMSO+ccUvfGWjjJw0jYYH0GO4pZQqxcx8WRY0dclOBzwAeTnv?/TtQkly3miMZCbfMyAHAPuw4/els8isskYLgM20gchVoG4uFy0kDMOcuv98f1rGHCN8G2nGwGOVCv5dh79vWhp5YmjKrvibHJzlSP9qDmu0uGJDKoj7ALtLHPbj9aYk1CKTkF8jy7Mcf+ZobsuRg12bkuHiiEsyAxsMBiQSPvjkfrQ11K8catbSeISMn1ras6ymdlRgByqvx?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?/esy3iM+85HbApl2L2jMqiSIkAhl7AHik3TYgTc2Qfmty/wTuZnYMTzQF0DNGYw/lzlSeKxOg1Hcx0lGAlPABw2D2pi6YwHbIoZGBAbimo38SBoWl2kcZJpiV1W2MckhYDgruorGrHyMXN+2Co8J/KR5z/AFoJ5JNu6SSLaP8AUR/anGSw8paEEjvk8kUxLDERvtyFVeTxzis3lmMEuAeffc7z+NjUKOBs/tzULdQPFKXjFs?/GcuvmI/XNTMrWl6FXxSkanBbABP2H/ehpookYbA+1P5thz9881DmhsVRER3IIaM2Mb59BGMj7HFbIsjGHuNNnY88gsmP0U4oq7W4VjJFvkLD0QgqPnjFJKXFvEhfxtjcYjjY7fjJ/71G4Kl7Fav7TRmJLxNCQCeJGPP6knPpULNo+mXcbSNceHn?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?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?++wRn1bcDHIkat6vL5fj9KE/DatJILidJGjZyP4I8rHPpnH9qkYbC4ztluoU38hmBPHuKVHbvJvH+ZypEuQePz89gKHcTuSImS7Edwyrpk0nhEFmkUtj70O95ahJZ7mWUswIUImAB85qWEd8sUi2+8wsCnmwOBzz8cUA8EsHhSvNH47MGVD5sex9qHdQcUmV+eawgVmZHDZztaMnjviqn1Trt1Lavt0mQJuLMQBuc4xV51W5iDSNcXclzOf5UXJL+v3qK0Lpu81m5/G3tvII0B8KJuBnP5j706E0uQ6SVsoHRX0tm19v/AFDrSGATZaK3IOY1J7nPqa670705aaVaJZadAFVCTj1J96s2j9LOloBJIEwOBjNTWkaMljKQyh2Y4GaZLM5FWeZewFpujP4TmeJsouMY5yff75qYtFESxIFwYwd2PU45p1sRho1AOCQce+e9ZLuCqoICZPb1PHH9qUuSq5OXZtpWSRQVx4xwSByAKekuE3o/IReGxwRQ9wzFg6N/EUAheCGps/x2FtIGRpMY3DGSe2fio9yFC+TUlyqrtdgFHcN70I3hOSkbec/lxz/90Usswj8OGQqwTG7OBj1B96Fe7MeLSRtrg5AXg5Prkd6i+RsF8DcgkgzGVyA3LKOQf7imbkvbqSJXZ8HcpOTj4NFrbSp?/HllyOcPjcQe?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?+hqMstkdvuywlSLPpNmUw?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?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?+oxmtRShHUlN4YEYbOM+/FYkYroPtUHh7pANuT68k/ajLQrFE2AGJBGCfSouFg0xXc2R6A8U+rPExwT5hxk+lHF0InHcEl5HlQK+0v5W5xgHg5Ptgn96FmldNwjjYBs+YZORSZm2qJFbzA8j0IpxpyIA0K53jZIf/AKonyZGNMQt74UDRRxA+JwTt5++aVlVjCG33DvuZMbf+a1HHO0r+JCo2kqFztCmnMKniHx1YgYKL2/8ABQ3QdKxEdpbXDbnwAeyqcE07BFDgw2ssoOeT6AUlWLJ4QMaRuQGYgZ/QmtM6RZ/y55hKT5NoyCvt96y7Jab4CTH4cRR7jxYlPl?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?+Z1TaGPoMevPrmhs3LgqkwSPsc8Z+BRkETGEAyBV7gDu3PpWLkxx2qxHhGPEUcCzuTtDYOVP9qMaZBZLlcTxtgqwwSPanGS4t2Ds0KrgHAYDj4+aZMglxCkWQ2CS2Mg/fiiQtvcMS+PGmbeVmkYZZQuV/U9xQ9xPJHb/AIe4HhNIRmXG4Ejt5vQc05qEj2+1bQuN48ysRz+3+9R007zKEecKyZymzjH39aKQ2MbpgUzxs21TvZcjxCcr96rdysizeMAfAUnzdsmjtRn?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?/v2pDOmBl1OSRtHp96iXAPboaeAsGeFFIB755amGjaIhZYzuIzyc8fpR6TRR7m3FsqVwq8gH2JoVYriceXHJ9KAfFv3Fw+F5ZHc7v9I9KMhsZppEbxcFzgfFatoLcEo0eVUjknnPrRgSBPNbs6uxOI1GcD7mmRQqc/gULEQP4bn+I2PM3bHvW7tJLe3McsSFfQjvn3pJNzENzshZjjLcsf?+1B3UAij3G7ZmY8qD2FF0JjcnyyLvtRhiilhgZDnBdj?+Yn4Pt8VX7vVTLEypAdwP5iaPv5rOJXIiUsDndk?/tVbvtRja4O6HKAjcE7fpQNs2uHGvgCurudj4d05SNj3B9KBS5ikZkjkK+H2Xdnj0p6Zrid2TeIhL5Qp9vatQWEFtGZYeHbyqSfzUSLEqSNRXRK4uW2l+wA3E+wrU4W3iCJKsJUlzxli3tmnvBXcyMoPhjDMewNCXNnGCnJ29+fX55rBdjcMduh8V1ZyuSBn19zQk0ixRmXcRI5JK5709dS4GGxt9Anv8ANRt0zLkFACw3H3+1FFGVYNdTPKA0hGD+X5pkIFUvjJFLMTOdz87R2NJnkitoJLi4kCRRqWYn0UDJNORJy/6p30mqX9l01BLgH+POoPpnyg?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?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?/vxTpXaoBGMjAFQ3ZJqOIuu5uTjsaIjLblCqD9vSkQxOjMrcKD39aJVAXUQrs5xkng1KQEhUp2OOCTSo0b/rM7g57+1KHibimORwTTqRqijklvY1IPAwU3tvLMT2BbmtSRMuEEYJHfAp5rgAbmGWXtjsKbWRmYsX4Pc55zQMZFsctlQYRhsJ7kj0owWiy4dEZiDx801EltKQu4KAOWJ5Jo+2mEEW1pQvcBsj?+oqUJySfaBJopIn8GWMW7nuwPGPeo7U0WGMyRXAmZf9Q4ozUtTdZGaZkdW4AXHIqDubltviQRPjJIyPLn9am6GYYuTTZGz3sZYteqyH0Cjv8ArUbe64HwjyDYowqjsBT14zT5N5IQvO4Lz+lQWo3dkkZSGNUI7E96hGzhjXwAanqUchaKEZViBnHNR5AhO9pCzdlBPArTzs8oMmI1P8wFL8C3DqQTI7cjJ7fpRFh0lQ7vDNHH4e/tnAzmtyTxpM5hLAA84HANJW4eMPJucIMr5QM/9qaW6DRHwAclsgfNYLlyLnu42hWP8MQ28sZMHLZxwf2rFgUsrSuUQeYg9zWeOqJ/7hWebcAv?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" width="308px" alt="brilliant"> Grown with the very best qc potential, these gorgeous diamonds are good for use in high-class rings. These pieces won’t set you back the identical quantity as mined diamonds, however they definitely match them for beauty and memorable shimmer. This ring contains a gorgeous 1-carat Luminesce lab-grown sensible cut diamond that has been set into luxurious 14-carat rose gold, which compliments the diamond... With Clarity round brilliant stones proceed to be the most popular cut. Select the carat weight, shade, cut, and readability , and the net site filters setting types to go properly with your stone choice. At a fraction of the fee, lab-produced diamonds provide the identical sparkle and brilliance as natural diamonds. Discover our assortment of over 80,000 high-quality lab-created diamonds at Ritani. Our superb number of lab grown diamonds is available on-line for supply or choose up at choose areas. Lab-grown diamond jewellery can range from underneath $500 to over $70,000, relying on dimension, quality, and setting type. Once you have found your dream lab-grown diamond engagement ring, you want to receive and evaluate itslab certification. In 2010, Dousset opened his namesake Los Angeles showroom, carving out a reputation all his own by way of his modern and revolutionary fine jewellery designs. Available in seven metallic choices, it captivated our testers, who imagined a trend-setting bride sporting it as a part of a bridal ring stack. As prime manufacturers we make every thing we promote in-house, so we don’t pay additional mark-ups to wholesalers or distributors. This is why when purchasing labdiamondrings.com, you can profit from shopping for direct and paying wholesale costs rather than paying double from a re-seller or retailer.

h2>Clear Origin The Auralie Engagement Ring</h2> If you are in search of a non-traditional ring, that is the place to shop. With its low profile heart stone and diamond-studded band, theFrench-set diamond band ringis a conversation starter. Plus, the brand provides a shocking array ofcolored lab-grown diamondsin shades like blue, yellow, and orange. Gemologists are trained to find small differences between lab grown diamonds and natural diamonds when evaluating them.


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Last-modified: 2023-10-09 (月) 09:42:19 (213d)