And just like the opposite lab-grown diamonds we tested, you can get more carats for less cash, so do not be afraid to go massive. If you're on the lookout for a non-traditional ring, this is the place to buy. With its low profile middle stone and diamond-studded band, theFrench-set diamond band ringis a conversation starter.

div style="text-align:center"> <iframe width="565" height="311" src="https://www.youtube.com/embed/5cYDjtMqHp8" frameborder="0" alt="lab created diamond" allowfullscreen></iframe></div> Plus, the brand presents a surprising array ofcolored lab-grown diamondsin shades like blue, yellow, and orange. Just like Natural diamonds, each lab diamond is exclusive and varies in minimize, color and clarity. Lab created diamonds can have minor inside flaws or surface inclusions, in an analogous way to high-quality pure diamonds. Using the same strict requirements utilized to gauge pure diamonds, lab created diamonds are rigorously tested and graded by independent gemological labs.

h2>With Clarity: Try On At House Companies, Value Match And Extra</h2> Since 1998, IGS has been a useful resource for skilled jewelers and gemologists, in addition to newbie gem fanatics. Dr. Ulrika D'Haenens-Johansson is the NYC-based Senior Manager of Diamond Research on the Gemological Institute of America . She has a PhD in Physics, with a focus in finding out spectrum of light in diamonds. Samples of jewelry from Blue Nile were not available for testing. We decided to incorporate the brand on our list primarily based on research and editor data. Samples of jewellery from Clean Origin were not available for testing. In the Nineteen Forties, systematic analysis of diamond creation began in the United States, Sweden and the Soviet Union, which culminated in the first reproducible synthesis in 1953. These two processes still dominate artificial diamond production. A third methodology by which nanometer-sized diamond grains are created in a detonation of carbon-containing explosives, known as detonation synthesis, entered the market in the late 1990s. A fourth methodology, treating graphite with high-power ultrasound, has been demonstrated within the laboratory, but currently has no industrial utility.

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UgX/WCU3wCY/bjTOj5eaqchrjXkzNuSlNR3S0oXO11Sk4R3FNiQkjZRuSBfGD0H/iUTWhuuXQ1+paXpk2/X+n73+besthKFJkFqSzNIGSogd7TyhYDtYKr/AE2Pu+E+M261dWpkotPGMPL/AIX/AHg136byY9KXu+30/Nj8enSpayVYMfM4j7v3Ss3j4m0fXxPOexLEC1zE5i39vaJexiohePeJaGImxgC8ZELcw9oHa0VAl/aFvtF23MOIAnxF3IiAX3i74zAC1xmG0TfeFt?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?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?/pO3ACFf7VYODnPB+8e7oJxnl2Ld8N/nBxWyUcRr49DqPqjKVmmUmn1KRmFmmuKXLPBH6QsqUtCr8XBWD7pHmOpHWmEzKp5cnLTKXWHZaZlJkBTE6w4hSHGHUndC0qKT7GPT01pz/OdITelptwIU/wCo2lage1KwvubWR7KAPxccx5D1dWJimzi6U42Wphp4tOoVgoWlVlJV7ggj7QuqSm?+le5vVjccS47H5b9Z+nyumHUitaPacfdkZZ8uU59+3qPyTg72FrtjvLakhYGywtO4McFJHiPdH48OkjjumKT1RpzXqKpxTKzyk57Zd5f0X9kvKNv8A+Qf9seGVixMfVaDUrU0RsR5V9brscWYHfaBttAg7XhYR25NJMDaBxDbaJuL2gBcWhz8xTE+IApvDbEAAcw3igW9sCJneG3GIouYAkOIDeBsYgGBkxQff9olrbXMDtvmKD6fa0UbmMRkGKP6RAZYt7xBa14cYvC9ziAGQOMwPnmHyIe?+8ALW2hY73gNviGPEOwL8xQSNolrxQCbDNogPs26pB38RvFNqfpKSFpxtGztMOqOExu9Ooc5NrSkJ7bnmNdjil8RVFy2R2jouRo9feblvWaS6r/Qo2v+/Meh+nn4U2NdTDUs1LKQ46QAq1hf2jonpl00E7PMLfmCkhQ/1Wj9U/wev0LT0ozSZmoysw8GvUHqdqnWkiwvfe1ykZ5Ij5vUeLx098aYvOWl7f6OteDX3Qdsdkt3/o5t+FT8KFN/D3p+cUKtMO1Otrbdn0oNkWbBDLfv2Bbh+XD4BjmevulSKnNvViRnHfzUwbudxCc3wQq1wLWFo7UStJSFBQIOx8xtFcf9VP5Zkgk/qztHT4v4Zpb9O2/wBXZ5/EY6a6dViaPMj/AEw0tSZ8TWo0Lmwh1JUz3WS7m5TZNyu9rZUjfYxyrW+vpaelGaFMV2V0xS2Wk+nJS0kt51Vh9CPTQUgcWFwB82jlJ0Wuafn6qubbYTIOlK3nlXKfpuSkbgkFJHyLZjpzWWjqLNVVE/TZxaVOL7ik/qOf1G0fFUaRV/8AitlJKS35w0n/AG5+TPXlqfMfVFLKPjQphEw3MuOzcy9IocIbeWgMuKN+EXUB+5jeXkghp9LzS2+0BvCSSB5O1/kXj6zMvTKRp9CptbbEsUhBU7b6lE/pTyVG2wzG6Uigvr0+pyiVFxpx/wCpTe3cgEfQciwOCT7CMlRpqpOcY7rgxsusnHpbNw05oauaykDMuUppMkfUSHJtRQ2r6bA9tu49pzfYkAHmN3aq7lJmXKdIVSXmXnPoW88spZKxcqIF8Dfc5x7CNq1R1Rq8tRvy1WnWJWWQj0y1KN+mFWG25NrcAgR571f1qqKHlN0CW9NJBSHXUXvjxGOo6dZiOkT25zhb/Tsvd/QUw8ne1rf0PTU9NaSEmubqVRdqtQKClLUv3JaSoj42HvHHKcoVCZlJRNObSovoShSRlKioC5Ob8b7Wj66bkdPV/QlO1JIzRZM5JtzMwgvBC0r2cbBUMdqwpF7G/bcXjfNHyGm6fT1zVRan5mcfStAQEXQxa9nCbi55uNvEedofD1rbXGyxR6c87f8AfY3Wal6SHwxb6tvz0OIdYqhSaBSG6NLoqc/PzSe9YlWlqDaNrXSLI23JzHWOk+nem6kPz1RlJlh9R7uxy4P3vz8x23qKfYak5hTDSFuoQqxUO4Xt7x07Q61NP6gapbEwv131E9tidhc/yBPwI6vLsSfS8d8mCjBY6lk1+s9EU6vIGj5ebflm3EoWpbZBGCe1J85F7ewjknQvptT+ltSrc/MzMtOzjrMu2x3I7CWQXC8g3O6j6RP/ANsRu0n/AJTOulpUufUTa6wSD4vG1TtTmU6hnZX1nVsJs00VqJJCQAFfv3Wjm/rLJ6eWn4izONUY2dfJ3oOo+m6fp5piQSlJS+hH5VOFJbKrrITzZPcbDwPIjlEy?+hymqU3Z9txIUgpNwpJG4jzI3q2Xp0/KTDgZ/OS6wpaVIJStO2QeCL3FvMd8aLqZXJtyS+z8s83+ap6kk2LBVYt5G7asf+lSfBj19FdZKKqufCSXyXoclsIRl8K7moprr67szR7uw9qCcnt3A997faPL/wCKbQzlF1zIaslJdRka?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?+5fghAISTjvUgciP2z6ZaSDyJGmUdtMhJybLbTCWB2iXbbAShCDuAlICR4AEeJ4m69LBQhDMpvC9dzbHV2Ty5yeEdhUPXdArMwqlSU8tU1JMhx1K2lITa4GFfpOVAYPMcoTTXJiS9Rk9q3PrV3H9R/tGy1jTel6AtVWl5aXlJp5Nn3b9gcAz3KyE3vc3tm5vG1T/Uil038tLUlTk?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?/AF/BzSzjMO5+OerNLVzRtfntMampz8hVKa+uXmpd9tSFtrSbEEKANjuCQLgg8xspGb2zHuP/ABFumVW1HqjT3XPTuj5tmV1BTmadV3GUOOoM2ym0u+tRFkerLFpCQcn8vfPdc+I32jLrLasqSbGPfVtc?/wD43lHFFTUV1rDPgcbxifEUgXvC+Iy5KQ2gD2mJsNvmKCbRQCb5gRbb7wif3jEFAuTCxvgRBe2P5Qv5jIDbeBvyBDF7YgPYcQA/lFsfMS97CJne8VA+lr4iwtDAMQGR8iEQ3tCJgFvi8AfeILgf0i7ZxAFv4hciMcD+8Um4/wCkQGQJ/aL3WEYcQ85hjcGRUTzH0ScjIj5jbxGSO42yBFwD21/hzykmhOua7SWpdyvybEq0+9MIKjKU5alElpKVBSy48hsL4SWmRcFYB9m1nrnq/pLWKTpym1FhqovtGYqCJhpCm2W3Sn0mVf7XAlJWc4DqASbGPy6/DB1cmei/VWm6qbnPy0jNIXS6kvsSsCVeKbrIVghtxDLv/wDVHsjqJUarOVuafr8k+mcdf+t55RUVlAsfrP6sFOxwLWxHz?/iMXDUKa57P0O2lKcfi4PXdI6mK1xNSM7WWZ5freoLkhzsKP+IkIFr9qVJV9IFwSLXSActXmQouqEyFMnwptTLbyFKcK0qSoXulWcfPHMdE9CeoaH5pWi54pQGGxOUuYt?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?/2EaszSWwWZx9z0SlMwpDazc3GCT/3vGqMZWN1/pWP39cLv6mfTXUut7tnI9LdI9LUpxyalJgJnHVBxiYea7/SQTlKVixFs7+3vGz/iAodX07SpBTXa/KTAUj10pyHQLhKvkZHmyvGd2ltQrdZZbojjKmMJeYcBsf8AmBBBF9jx7RrNV1Ca1tTWNK1KmGRlVTTdv4hWWDlPehQTYpAUcKta?+CcCN/h09JPqlqcuUeH8/muDTfGdOI1vZnRjVKLugnNTVUS7rDzlvyqXrzBAFvVt?/oBVe3dv232IjSTWiZaXp8pWaXUWpqQnWg4woErKfKFG10kG4sRuN47YrdX0VIU0UuSkpV1fcW0N9vd2p2CSfAAAz4j5adoejZAmZplOVJl5QL0ok3avbKkXNwT42jbXqcTbg8N9iSrk1mS29ThdJoVHf6cuoUtlFRen3HGHmyO9CUpSkJVzYqCzY8G4jadE6DqGqp52aq0otqmSi7OKF0qmFpIuhNshOD3K+wzlO6VvTs7T6pM6tDL4pyJkOzqUOAdyL4SnGyRYEn25McvPVzTVKob8pRES1QmFtj02i8ENt+yrfVg/6Rb5EYO2+DlZzGXHyMnCDjhbSS+5yP0UtNBplr9ICUoSNh4AjhyOkc?/J1d+vS7rKJBxaVolwklY7h9VzsE3tbffi2ezumsvOaqoTc?/MKYS++whw9qLJJIB+k7gA/PvnMcol25AsuSj7qRcKbWknI4/lHn362+vDgsQbxn1a5RsxCS35R1Bp+YdopmdKNCVRTJ55tMw2EpBCiRZWPqPF98fMd3aadV+SErVUElrDcwbjvTxe?+b+/MdFSGhK/UNU1Ga09LmbSpwF0tfSlDt?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?+b4gAYuPeMc2veKCdzEA+YY4gN9xvC8ALiL7xDbe1xFvsIvcFEVJuoRiCL7fMZoFzfeI9gapDnYBaP00/DXX9L/iD/AA3SMpXH+3VmkEihTT5T9a22k3lHSeQpnsbvuVMuE75/MMqj0H+CDqox076206lVh21D1b2UacQtZDSX1rH5V1SRvZ2yLn9KH3DHkeL0Tt00p1fqjuv8fY6NPNRnh8M9b6M01VtN64pjakkIdmfyHqlIICngWgD4B77X949WdNdSsPafapM/LhydlHFSUyFK/wBTZAubckdp+5tHXmq5xs1+RS3Kpb9N9txKGkJSPpUCPpAsDcDMTTOqXab1JnVTUqJeS1FNr9IC3Yl4rJRY8m6yjtvu4L7CPjJuWup6pLdb/bk9GDULGkc/6nadVqOSD8sHVrkgQhLiyolsklSQScZJPvc82jR9IJNLBdpr59NDr6Rc4xtY/cfzjn1Z0Lqv/wAOztSmpNKGRKOuIQld3AQgkXTxx5jp7Q9UdpNKlKdNvKDhZ/4t8ghRFr77bE+I0yr1E6ZUNPs1nOcevsZxdWepHavXTTErJUXTuo3Jq81Izwk5UDb0VFRSn52/aOCP6g1NSBMyNJpJV+ZR3OTjLaiuxBwTtaxItGg1x1TTMUuUd1DTJ2o/kVAzLaXkpbWoKshaUYyBa?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?/LHZ19xLYCpBabA4uD6pub/APKN49CGv8Ns0zgq3GXPbn3TOJ6fUwl+rLz+xvXTPp3rBdFYS1qqaoVFcSE/lZQJLzwBt3dxH8O9txn4jDWLFa0bNKpMtIS83KrZC2n09yVpSSR22BsLEHja0dPUjXnV7TVdNLmqk/J0meLiXHGvqCCpBsfq7inJGU2OP27I6fVVeo1VCny5efLKW3EqmHPUUpJBSrJzbuCfi9o8yu7R1QrVUG5925ZS9lx+y+p3Rjc2+uSS9McmxIrz0vMJV+XdaWFBSVhWUkbEe8dq6Q1fL6ol1SE2pCJoJKXUkWS4kixUP7ji/iOu9T0V9lalegtsovcHiMNCIbVqaVRMPrZ+uwUFAG5xucc2/eO+66NlTt9DKuKT6TkVQnKdRanN0yvy97L7HFNgqCx?/pV7XSQr7x55/En+HzTXXXQuq6Rp9aZivpppnaECkhxc/LELaRkbraDsufZxJP6RHorqD+QmHnpmUnGvzEg7+Qm0mwJSSShVvF+5N/JAjqTVk1NUJTc9TnlsvJI+ptXYpCvIPHzHl0WXabWebFvnv?/Ys4x8vD+6Pw/eb7SQQRzYixj5EZzHo78aH4fqz0c1xT9YOzUnOUHqLLuV2mTEqslKXipJm5dYIFnG3XASBgBxIGQQPOSjtH6XVNWRUkeNOLi8Mx8WifytF42iK5jaYC0DaA8fzh4zaCA2H3hbMLjfeIM2MAU2PAiDyIvP3uYmb/AM4oKo3O1oXGDxA497wPxEBlneKDfBiXig?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?/UfaPUtS6fjUdRVIvPyjCHGUKUFrsoEE5SkD6iLA2wPeOktXyc3QNYq0/PScyVSX0rW59KFjgtZN0EWIOMcDMeTqbZaZ5ispm2Fam92fDT3R+qaiqMtqdbv5RqSX3OqbCVqUE5tYkfe18R3d0wpc9QtXoVNSdMdS4kpaeCchJtcpJJKTYe172zuOkNZ9WKRoiQ9ZtIVOOpIl5RlztKhsSTkpT7/YA5tybpF1sf1rpR1b1NlxWaAwVOJl7oVMs92FJSSTcXta542BEcen1mq8v+osTUU9mtv+/ubLaoxl0weWekeo0wadRnqyuuTMqlotoaYT6fpqX3g9x7klRO5wRhPzfozXfUSRqVCMg5W0zL7byHkNpTcqsCkm4TYWCjzxHFOs3XKo6goWnqU5TnkFBdmpgJUAXcltpQT4ADoJz9V9rR0kjU8xOVQNplZjtV3IPanu7e4WP9Y+gsor8Ua1Dl0prj19/wCxxqbp+DGcHdXT6i1XXmpXZSVUzMSzDRmJslwgJaG6diQpWEpxvc8GOfu9J2XZJVVpeoGvyyWi4lqbbLZbSASbuIuDbP8AoEcz6A6AGgNFsOzrQ/zas9s5PK5QCP4bN/8AkScj?/epdsGOP/wDiylS78zpmXnZWYfccWyZdR7x3JBS4lQ22ScHx7xxuFGhzambk52vpR0w7pvW8j1DlqojUFKZk2GQ7KS7L5eDrDg?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?/EcXik5+G2wcY5b2XuddEI6itxb43Z5R/xJ6ro+gdPNFdNUsKd1Aqc/zphSnAv8vLFhTUy4kgABD74QE9uD+UUSAoXV+eZOY7G689X691v6l1XXlcfeKXymWp7DirmWkWh2MNeO7tHcsj9Ti3F7qMdcKycx9zo6XTUovnl/U8Obyy2HPHtGJ+IuN/EQ7iOwwAzsYX94nOMw/lEAPzFHgYiW44ijxFBNtsiEL++IXP/SAGLb5ijPNohPO8N+LQBmcZhsLQBtvDkRAIvxeID5i+94ACL7RL7wgBiAxaJgfEUGAHxAQvwMwv4BgDIXAuDDY2iEwzaAB/vFB8jEYm1veMvHJ+IA1tKqE3S6jLVOnvqZmpN5Eww6k5bcQoKQoe4IBj9lOimvad1Z6Y6a16PQaNRZ7JkNq?+huYbCQ80L5+hSgDe97jJj8YEqscY+8e3P8PTrpV26o9+H+s1ErpdRL1UoLJQD6c+EpMw2LDuPqMoK8mwLBAF3DHn+IU+ZX1LlG6l4eGfoZJMSy5lxyaK3pZz6XGm19vcixFr54JzbkxyXS2vZanvDS1SlUNpaX6cs7Ky4QhY/wBJU2gWSSCCSObxxKSk5mXd7XAUoQbqvg?/FvMdm6flNJJkZVqTpTjNSU2gOzDiu91ZB+pN/BvsLWxHgLCT6jpcnnYzrjExNzki3JNqUuZStDVsXKSCTfgDu32wfEcZ6oyTk3omfmn5NqfqEhJOenNEKCkKAPa4bZITjfjfaOxXzOtTTDLA9AlpxK7gH+GQBixxkJ/7EbZO0+fQ2ttuWamG1DIKhke4PtxGuyuu?+vHKM1Npn58yekp/Vz7lRrlblZNpbn1vPupC128Ivf4xbxHcfTbpyqWrlPp2lmkOPuJ7UPzDpaLgKb7o+q1uPG+I3tzpDIae6kVJ+dZUjTMshM7Locypali4lz/6De5O6Up37o2hjW9ZqnURl/Tj35BiUcLoAxdLf1WVbhRAHvePH12tstm9LD9KW/p7HTTWorzO74Oe6r0hTtJ6fa1d1Eo88qZcSuW7+3vQlHqLKLlsWT3A931BOVHAN42jSUjpyoSbdapUjJyiGXlJSqbSbLUCCDtjt3sQQf5RyiX1pP1eXfkpydC7oJeT6vd9PbnuSSfptc5EcJqGrlyUuaPTaayzKF1am3G7kruTmxAte?+1o5KPELZVuqxdOOMP8A4Z2aaKaksN99jdqbqTW+gFSremtUUk0N1300KmJglKV5PYQcWxx9ym4votR64QjUtQl6Z6fqqcQ+856QAQ48hLqgm5OAXCAfaOl9TasrVHrT0mhXcw9ZaU8EEnj5/pG8Ta3HZKXqaWSiYfIDhvlagABj4AjphSmkrPii917mMpdOenk5LrVir06flK8/WQ5OnteYfknx?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?/Nql3NJVGvyQJK5qXlyVyxJue50fQRv9Ks8A8H33XuilBqtJmEammahqBPpEmTcQDLr7Rft/LA9rxNtllRPFjHU6tQ6XqGnZyVos01JKpihKOUr0xLTMsvP0mWNlISAMm1sgb3thbZCNXTJFSfV1ZOBy1QkVz8s1WpKZTLIKVPM5YcdRvYKIPbcH9Vtto7bkuoOhZKS9HS/SemU2aCf4U81O/8Am0G2FB4slZ+5jq52VW8r1GkqdTcJuRcjgCN+pVBrn0TBl3EqUkdgSpJVsO24ucbY9rR4Orl5NblKaw?+zX/TsjBt4wbbPabplbfemK5PTwfdufTSoZJ3NyL83/wDcYjZZHRDUo4iRl6m6UOvBtDs44nsaBIB+oJFgL3P7xyavaslqNIujWjtLl1paKkqSpCJrsH+rsv8ASkb+oUhODmPMev8A8XvSnRqnZeR1bW9bTbIUGJCT7GpNle6Ul4fSpNyfrR6nP0cx52gWptedHXmXr?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?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?+ruWsJI/SVYjshGV36exoS8pLqeWdlt9Q51inIS5WUM/lG7PLWynvAG31EnuNrA4B+b3jo/qlMP6vm2dZThZl?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?/wCrUl9GtjG/HMUAG3ccRB7xLm9to6uNzkCrDP7RiTFzeGdouQOMjiGN/MAfaFr8QA8X/eJzF+re8NwYYAseMwHuRDPmA3F4MEv7wA58Q24htiHABv8AMX/vMMRLeBeAM4f/ADD2B3gPveAHtAbiHG8ON4AtrGHPvAk?/aJkH4zAFAziG0BiKMwwCZ3gYQzEwBa?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?+M0QCAR2u9xubp/SPc2mdV6b1rptjVui6xJ1qkzX/DnpGYbmGCeR3tKUkEHBF7g4NjiOe6VksuxYMuhQS+Z1q1p5b2sKtOziOxkVCZLbKU2L3c6rJ9iD9wY4zqZrWfUNxDshITKaLLLUqUStCkeoRj1iDyRhI4SeO435zVqxJGuzMg7aWal3XHJxxSkp9UqUfpBJt22tfkkkfPAesH4sOknRmnuo1BqWXfrBT3M0hhZXMlNsFaUglAPBIA9xHwcYuzVTjCLlLL7Z7noWYjBemEffp6zWND1919xlSKkqXcaliVW9LuFiv5Avb3tGu1H1D05oWmLq1erstKSTFkvPPvIaYbVmyVOuKS2lR4SVBR4Bj88+r3+Ij1G1vPqXpORY0+wltTKVpabW52FV8Ag22H61OZFxbAHnDWXUfU3UCpit6src/VZ0JKEvTjynC2gm/ai5shNyfpSAkcCPsPDfCNXGD8/EcvPr?/o866+pP4T9Jddf4nHTrREnNyPSuk1bUtTeCUrmHbyEilSbgfUe55wDuOAhAI2WI8N9UPxb9ZepFPe0w/qBnT+l19yBp3TsuKdTuxRuUrbb?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?/MBJsnIPvGmaR6jiUAXKiBHdEz1G0f/APgpTul0n0wpIr8nUVT01qdKiZx9jtX/AAVcdoKscAJGLkk8WsvspjFQj1ZeHvjC9TbVBTeDqqmUar6lqzFHokhMz0/OOBpiXYQVuOLOAlIGSTiwEaacYek5l2SmUFDrCy2tJ3SoGxH7x2z0I6kUDppqV3Wb8i4/VJFpxdPKcem92qCCDY2IUUm+NtxeOrKh?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?+mxXXWQ0W0IJV5vGm+YWxe+8XGARtHclhGsmOBcRObExeduYnAEXABvC43IEOePO8PMAPgxbi/iJi+8OLQA4wYeIntFBxAEtFv7XhkRAPmAM9skQGNoYP2ii3G8MAe8QXxxD5h48wwC25ifMPMNogKCeYu4jHccwOIpcFsYQxA4G0FuQlsWvFEDvEHi8AXF87wvaJfEU7XiYBb3yqFzuNvaMTxaKDwIAy9RQHbc2jUSM1LsuhU3LF5uxukLKT+8ab6eYlrbRJLKwyxfS8o3ienKOzPFyjNvuS3aLInB9QNs3KDmx2OOI+Bq02uyXHwof8wH9Y262IfeMVBJYMpz6pOSWM+nBuaJ5HaCD2qJ/3AiPuJ/tBPrX5H0iNlF4ySrtJNr3HMZKJjnJvCqhLg9y23FkclVv5ARmity4A/8AKBBHhZzGx3PBxGXqDtspN/BiOCYybw7X0qHa20QCLHN40Sp7uVcLI+BaNESngxCCMxVBJbDOTc2aglJ+tdx/ONQupSYF0uqUTx2xsdrbwJHmJ0JsJ4N3TU5YqIeLpTaw8/tePkmeZ7yr1XEA8BN/7xtuLbQ5/wCsOhDJuL1SClkhSina9rR8lT5KSO0n32jRixhcDk4i9KwD6uTK17Gwj5hSj73jH7HzDF4vSkQyP/Lt5iWyTfMQYz4ii4tFwBuNol7DaB32gRYAwANh/wBYGJnk8wNoZAicxcQtAE4ixLbRT8xATcbReIn2i7QAuYlt8faELXyRAGeODFzsfMS/jaL/AFioEz?+8X4ifIgQPMAX3hYftE2OTADiAAItD3tD3tmBxzADiLuImAQN4QBR7ROIX3tF/tADxFsLX+8Q8cwIsbcwBN8mG/wDeKLAZ4gCPcwwATFAJFx4zA24ES/iALubRPf8AaJvz?/KAOdoYA53huL3hfzAn3gC7HeGRE5gL4wPeALYA4P8ocXBibQvAFuf294Egm9tol+Ic7QAt75MBvYCG/EL+8AFgpJBG2LRDsbRb?+94EjYcRABncxibXjK30hRODEtFBLRQM7wv5gcXgATgCBPH9IC9wD9ohPB3hyARaEXtifeAJvF4iGLf2iIDJPETxe0PaFs3igpPmINofOLQ22gBke0WJnxCAM9oWPEBviFzew33hwBYn+8VIuCLxMwGfMAD/KLtGII4MW3tEBfeF7i42iZtvDixhwC8WtEwT5h8Qzb2igH3gCTxjgw32xFAH8oAnNjD5iZGQIWxAFxi/MVVibgYibn28wFuIYBbC+IljkWi2xtvEN4gHvbMM+MmA5hsNrWhwBnmB3tfaHNgIXwMiAJ9ou0T+UUY3+0AL38ReDEAH3iZ2BigyveJf3iX973i4x+0APG2YgHkQz?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?+IDMPaKCZOYv3ie0XA3iYB//9k=" width="303px" alt="it’s"> Since launching in 1999, Blue Nile has turn out to be one of the world's most trusted online jewellery retailers, and that status extends to their selection of lab-created diamond jewelry. https://ilanisdiamonds.etsy.com in partnership with Lightbox, the collection includesbuild-your-own solitaire engagement rings. Select the carat weight, colour, cut, and readability , and the internet site filters setting types to suit your stone alternative. If you are a minimalist at coronary heart, you may fall in love with VRAI's line of lab-created diamond engagement rings, as we did. The classic solitaire ring we examined passed the GIA requirements check and enchanted our group of testers, who loved the elevated aesthetic and the comparatively low value point. The stone was completely colorless and clear, and the easy setting let it take middle stage.

h3>Sensible Earth Petite Comfort Fit Solitaire Lab-grown Diamond Ring</h3> The sample we reviewed was a classic type, however the brand also offers sudden designs like theHover ring, which includes a floating stone in a cup setting. Since they don't sell pure diamonds, 12FIFTEEN focuses on perfecting its lab-created jewellery. TheBare? 6-prong round-cut engagement ringwe examined was solidly constructed and felt substantial on our tester's finger. Since the stone sits larger in the setting, it appears nice when paired with a marriage band. The box the ring came in seemed a little low cost, so if you actually want to make an impression when you pop the question, we advocate investing in a more stylishring field.

ul> <li>It options 20 lovely, spherical lab-grown diamonds that weigh in at 2 carats complete, and they’re set in a 14k white gold band with prongs surrounding each stone.</li> <li>The University of Waterloo in Canada describes it as “one of the mining industries high environmental liabilities”.</li> <li>Design a customized ring or store the ready-to-ship rings that arrive within a couple of days.</li> <li>You can preview before buying at a jewelry store or WeWork? close to you.</li> <li>At a fraction of the fee, lab-produced diamonds provide the identical sparkle and brilliance as natural diamonds.</li></ul> Synthetic diamond transistors have been produced within the laboratory. They remain functional at much higher temperatures than silicon gadgets, and are resistant to chemical and radiation injury. While no diamond transistors have but been efficiently integrated into industrial electronics, they are promising to be used in exceptionally high-power conditions and hostile non-oxidizing environments. Schematic of a BARS systemThe BARS apparatus is claimed to be probably the most compact, environment friendly, and economical of all the diamond-producing presses.

h2>Recommendation For Buying Lab-grown Diamond Jewellery</h2> Yes, lab diamonds supply a great answer in case you are looking for a larger diamond for your budget or a mining-free various. Lab diamonds are typically more inexpensive than natural diamonds of the identical size and high quality. However, as with every gemstone, resale worth can vary over time. As lab created diamonds are pretty new to the jewellery trade, there is some uncertainty over future pricing when in comparison with natural diamonds. Noémie is a direct-to-consumer jewellery brand combining a legacy of expertise with fashionable materials, together with lab-grown diamonds.


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Last-modified: 2023-10-09 (月) 15:53:33 (212d)