Unlike pure diamonds, all of the GE stones showed sturdy yellow fluorescence beneath X-rays. The De Beers Diamond Research Laboratory has grown stones of as a lot as 25 carats (5.0 g) for analysis purposes. Stable HPHT situations had been stored for six weeks to grow high-quality diamonds of this measurement. For financial causes, the expansion of most artificial diamonds is terminated once they attain a mass of 1 carat to 1.5 carats . At a fraction of the fee, lab-produced diamonds provide the identical sparkle and brilliance as natural diamonds.

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4wLIWShSRZRAXsrqRKnEtUJ//AOkXh2a98f7acwLg4TDnaHU6FpkisKPM6t73533hfY7uOOcK+IG1uKKG8TTmhN9k3l2b2hbJM1Tzg09nhK534Ams+M7cbrwXl5LNuuybqVNtOzbTKlJfmFuu?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?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?/r/iiTRn9ZZ0j8QqXhKP2LV35KT8pXXeCMrCCOyLzJXOX2kZ/n1UAf3qS/8ADJuKn6Qedt9tzFrvaSH+fZQB/epL/wAMnIqfe?/WOT4wbV8v3ivRT5MPqfh3mmrIkDYdPCE1eMYk2jBRMVoct8XpzO0ZByygbX0m8eGpXSFCrcxCa0oVveLf2hVb4rMqaNlfUctZHD6KRWpasJnJeoLfUtTUs+wEFKkJABEwTe?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?+uLW8KvtFs5+F+jjBcvKyeLcIpWXJelVNxaFSSibq93eTctpVzKCFJ1XICSVaqochGQVfpAbFC6hVH23VVcklppXD1KszmnuOTGIVONA+aUsJJ/zhEE4D9ppmJh3iIxNxE4pwBRaxUsQUFvD6KdLPuSjErLtvIcQQqy1LV3bEk7kk7CwimeoeMIXBe2xHW3SEyCSykLPbN+dztzlxLnGqkpok3iCdRPCUZmFOe7rShCRpWQCfmXvYc4udlR7YzMPC2DZPCua2VtNxy?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?/SapR3aeqquLTNNTq5ZSlauzskp91SLEEELN43Fd9sPUadh6epmUHDrhrB0/PpUVznvYeQl0i3alptloLUL3Gon4xzlOwva8AA0BXU8x4Qhaiy+ys1iqYiq89X65OuTlRqUy7Nzcw4breecUVLWfMkk?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?+KNwnzSmm1zdJlkau+B7qlRKRztcxD76QB2gTY7jrWGoMVOQ1zxfmzVNA8voYXt3B+V9kXYq3CnU2Jb3ihUOkzI0lSUTDCElXncAj7BEMYnwtRMHzi5DHWXztNeuQhzRZpzx0LQqxhzMThe7RYblZ4qcSjSY4KEA+LcoyC0rJNufOLFYeyZwJi6hCtUik9s0tBSpMpUSp1k+KkqJsfI39IjTGOTWIMOKXN0VTlTlUX19mj8c146k9fVPgb22vKZUsdtSvpZGC4z6Ewr2uE8oQBXMmMQvSdKjvy32jNVr6b7xnUdLcwgVuRBa3xhFb8ukOCNSzPIRKvC0n+iEwER/Zln9cRQk7WHOJV4Wb/KFwFf?+zLP64lUfzhnSPxVLwk+hqvzUn5SuvthBBcQR2JeZS5v+0nNs7sP/AOKkv/DJuKm6r3i2ftJwP5NmHzb?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?+idqdSdUmnyonJZ54qDRfdJQEgAEkDna?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?/gyiT87WaFNBqnIU+00VlHaJAtpvawPLe1ovx49IZoGF5bmf8AKeyubTzsa1oGkCAbEi4zzyy6VVfObANLw3UJeg02hpFUm9KGGGGdJWTysOe8M6WwFM4fqiqdXaaROtIStXakFCdQuEgDmRyJJ57RfTh0yHnccInc68blaaxVWVfgqTmXe192k1bAWtcK0ixuNhttcxBXFlhefwli/swhZVUJVpTG26kkkJt1sdvrjX6jGnTPFNYBwyNthPPt61n8esJlte3Nl1b7pl5d5GYrzFebqSphUnSlEpSW0nU4gbdOQP1mLcZY8OuDMNNIak5CSenNlLXMpUtbih?/kkbeJMfTl88rCGXlEo0nLMh+Xlm0uvCyiSEjl4b3MOmnYir8yQy5UJhuXdUFLCXCBt1ixocFkr4DNJKGDYNS2rDuC76uHj5shuT1lsKVKVdapZYYlWlhIQlDGkbjlbSL/bBNUmalC4wmpJ1tjdsIVv5Ha0LLYkmVtIlHJp95KGihkF0q7LvaiRcm2+8bKlFUy2uWWjUXl3W51CQOQJ5XvGSPD6aBmm9t7Zf7dXlNhdBFD+ljabcyaaJevN9o06iyHCuyNAI5ncDwhqYswNSMYSBkK1R5KaQtQLjb6NSFWPMgg3iZ2aEUPLldxrBUlRUdx9H640NQkexXMXRY6juRbYc?/KNer+4XuPFNAI3ZFUFdT0HGWp2AdCrlUMjMP0BLs5humN0Ce0dmJqmFDdweQUkWSsctiIjSrSlbpFUTI4rpmtxwjTVJT+lO25dojoo35xayqssTAT2agFcvnRD+alXl6NKNMPhKlTThaSCATsLk?/t1IivhqXRMs15PTmq400UZBCgPMnIORxNIit0RtEnPugr7ZKCGnid7LA6/3Q38bxWer0Wq4cqLtKrUk5LTLRspKx9o8QfEReqjzlenJBdLC7U9e6QVC6V33035bc4YGZGCKNWcNzysZloLkm3XZKoNCzjYCSQFeN7G4i9wvFHSHipdewqPX4fGW8dHkdyqUbXFjADzjDYHZeodOkZ8o2JUCQxK3Cx/VC4C/wyz+uIpUQRtErcLH9ULgL/DTMSqP9+zpH4qk4S/Q9X5qT8pXX3T5wQl1QR2Sy8y1zi9pJvnZh8f3py5//Mm4qcUi8Wy9pL/x1UAj/spLj/8AMm4qaducckxn5/N94r0V+TD6n4d5pqxJ6CFJ1DTAACecBuncg?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?/WllSlB5YaBVeyL258zyjESNM21LkZqI2VL2X8Yp51KZm5Z2eboUmPeENJS265fs97E2tzMM+Wy0xZiupsy7c/LvTih2iUuX0uHSoqCjc26i++3wiRpOQZp0wWlNK7J8Aovc2I8SfjDowLRkyeKW55pxfad4lGy1BIBPpyBEUNZM5nGhgs62XTZWFBh7J6tpqnX/tGwLQ4Zp9Sw6uco9WZUmdlbJJQjuqST3bDqNz8BG4mnytSWG0plwhAa7RVknvG3wh348cmKLU2KsgsuiZYUhtQABF+RI9L/XyhqMyiKihDq5btFCxJWrULK8hy9TEHBJHCJ0srbh4BJ593NZYZYBDXyUzXaj1J2S2H5Z2SQkN/NbJC9t7dfDcQyp?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?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?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?/QcDTS5ej4pUKpLuBduzSskOAJGwUVhSj5qPjt9PCPiypz9ecXVJtybdZmkOKU65c6Sdzc8uUQ7jrMubzUpjqqlS5eVmaUEvsKaUSS2pWlaTfpdSSAOVjG14acTtYfzGlpOdUDKTwCVA7d8EFNieXLn+nlEevo6aoZKeL8u/TnzoxkVc2GmmikN2AWP3TrPSundZp6pWsS7puoOJDbgA3BIvv4Dl9Yj4ZLtzNDUlKS2dKrCxB6+kSNldQUZttPTUszqel5UEkEXJWCAkg87aVcvCN1i/Jeo4Nk/wnMOSyg8Rew7wUAdhYeFvD6hHMIcCq6Z3HjNmr0BdAwjENOGPjj4xATMo+khWgk6lXPnsId?+G0lNQKVKJOyiRvY9B9u8NOlFS1EdmEJudx02va3KHPS3Uyr6HioFPNRtzHSNhjqCaV0XMriZ+k1zRtW9xQ2xLIROISqyjdQHzduW8RViyruic7Vu3JIOk2+cdiFEXO6TziXqu07O0d9YWgugBYZ302G9gfsta0QViuY0uOlfd/FbC1rWWeQHLnGjNfpSESZkKnh8Zpa/emjma0JzD8zKO3campYpWOYFxaOb?+LKjMYTqdUwy8pSpqUmFtAaSE2vz38rGOhmL51L9LlpYhQLhQ2SDuT2hFvsihXEtIMS2bE+pgJSJhtDpHK5ta/2RfcB5A+pkpZBcZu9RAVJXudTyhrNRumBS6jPIrDdTfW44Wd9iCB5C4tD1xji2bm8Duyi3V6qjNNIUhRSbJQCrmPPTy8Yj5pJLR0lSSep5CN5jFiYp9OotNmBpWWFTFjzIWqwJ8b6T8I6nYaQCiNJ0SSmxYmx3hTq2Gskne94Be0G4jMVhS7nrEqcLAPyhsBXJ/wCGWf1xFdlX3iVuFj?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?+JMYEA6rEbeJtGConfUO03f/i0Gurpq5+nKctgUl5dVSWm2l0qZmVsuAKUlaNiLG9h9oiy+VOa1Nw3QxT0NOyaGToUG5cqLo03KyUjVzJ+qKnZcLZmqo3KzLwFgSALhRUCLb9f9UWHpVHmqlJro9Oc7OdKm3ZVxrYJTyJWRta2o28/hEKppYKyPiJswdi5ri0r8Pri6Hbnzf6VabBFFpmNMPs4gYnffJqYKilDoLS2rG2kIVzIsNx8fPdNYYmFtzDDj8wH0J0ICWzrQq?+wUn529xyBG+8RLhyq4sw/JyLC9c6t26pl1hKUt6h0JJtz32F9olHDuPpFYSzOh2XmmrBank20G9rKHMX3+yKR1BiVLG+GGTSZsGVxzG2SqxUYTjMwE4Ac3aF8NEwnPYcnpdcvNuPSiHFKSgLJDBJuqw6dN7eN4k9WNUs0GbodNonvs9PtGXVMObIbSo2KrflHwuRbz5RppOpNzU49VkStlvkldgLgH8kjlcC3TxjXy?+M3pmcVRKFRimoIStS3HO42pI/JIB1atzyFrCJtMHhgjlsCbZ7FZRilhnHHS+JbLK9wvGRygkXaimq1dam3GwOzZQdJKhuNxbpa8SBI1KpyZapk1LnsQgttzYbs2uwF0g3tqAtcX2vEwZQZe4VxZhxquz61uTijaYZJ3aIHK9t0kb+YN4cOIMvaVhmQnZ6UfQUhpa0tvgEIHPu8h0A67ROZDxTrk3sfQrmjo305M0Z8R2foVWK5PVGSq7dHo9PXO1CY7+hd0stJ+k6ux0jyFyfCPTEGViJ6mCYNSeZqUt?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?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?/tIzbOvD/8AipLfwycip?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?/LddZpCZl1EvJhxu6J1xy4BSQdJAAANgQAU9d72vDMxVg52aqMpT5ldHclezQ3MrSkOkMgDdWlIsRbpyI6iGsp6OocYmu8doN/R0C3+b7E2SSKmjke+5Lb5C2e63PzLk1IzT8hNoeZcWhxCgAdrgjyO3wMSplbX6zJV59pVZeYTMtFh?/VZakW+bpPNNySbjx?+MO/iiyYoWEl/urwmJ1bLjyhN9o2lLZQbBKxaxCib32sdiLRCWEKs1TawxNTCnQW1fOaUAb7WBv52HofSKt8XEy6Dx1WUSsjZWU5LRe43Z9Ft6u1lnWTPL/A8/Ouo9xUtllbuqzrgsLgXJ/KPMw96wW6lLSktPau2UsC4UUlCEC2q43O/O/jEB4axLLYhlmk9t2LjZ7qe0sQfEb87w6nsauUhqULk+SWCe3dcIuUEC2x+cokgAC1z9cZI8GmgqTVB/6Mjydx257brl7uDlNBVOrKckE6wd6lKmP5i0OfYalXJSpUl1vQXHXNDqB4aUgg23t9vm56FihtGKWi0wROoAccWhsWTzsCoDytYE9fWGphqtP4kpbD7LcyyLqCmlJUgpUR4qsbA8jyNr7iHhRUSFPmnpOYCfek6loeWka1pNtNv?/AC2teCXC4aiUSvHi7lGroqi7eLNt4J2KTaTnL+B62mpyE7OuONNK/lZh0pSvlbUSQLA3sOe5tHjj3iXxFNtv0erPt9tNNKS2GwpOrl3QFbXsom4J+bvzER3W61JytXeYl5QLQhlpUyGmiVKc0nfla/evsR80x8DVaolED+Ip2ly828B2Eu4+4u6bk2uk3te53tew5w98LGRhrG+Lq51cslrYXNhLvFOROZAyyX0LxDW5pYVUWgEKdJUlxQOhNvpbg7dLEdOQ3bSql73OJdlEpXLOv3ebQ2BcqNrm3Xe3iQI0OI1yMvVZRTr7bFPen0pcSh0tNtqOtalJJOyRysOq?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?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?+iJTp6JJAzMYZe4P8AEOlUSC1Begi1t94QjUVFWxJ3i1K8r8kOJelTVSyGf?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?+WXebeGq?/R5OSoU8pc220kLMwndekAEne4N7c40OLsyZx6vrapTyZtSWgh9UvpKShJIJ1c1aVKB0c7iKayFUdk3hMBLra0gp1sqsfK49fC0bNrE00ualXn6w8USiilttRWnSCSTp07AEkjobGM8VQYo9BqgVWCxzW0AARtVuahiWYwHiF0zGOWK7LViWRUWZmyW3U2SELbcQk2FtIUDzIJ8wI5xJm7imVrSpqacYXJuNFUtLdruEgalagRpJVdO9xb6zEMoxfVXLl2aa0hSlBTc0lshavnFN9xcgE/tbTNrGl4zc2xreUdZD2rSDupQKSbkmwOx29NmQVM0cDI5naTxrda11gbgd9Jsh8U7Bq7Qp5muIsv0+Xp0zh8zDaNRfWLFCVrNglSt?+mrYcz4iI4nsazv4Tdm5hiWW4tfaNMs2KED5wsNrCxtY33uTDLFQlZVhUq248+wtWpTY7qVHodR3+wGPjXMuuIU2hKGWz+QgWB9TzPxiOA0SGUaz/upZ6fAaOnN2M1i2ZJyCcdXx9iKfcWZ6ruOuqBHZskJaRfoSNztfkevPpDWcK5hSVOruVjnysOg8OkZIbTe4FokLI3JfEGeWPpHB1EZWiVCg7UZzT3ZaXB3V6nkkb3MOAJN1bwU0cI4uBoHQLJ0cNnDrV85az+FJ+VmE4cp7wDhb7qpxY5tNk7WG2pXQHxMdLMGZESdFMhKUqnpk2pRCPd5dtsBA25WTtYbb?+IuT4vnK3KHC2AcNSlBw5S25OWkmg0wgLJISLm9xe5JJJPionreJbw7QpWWS7MPENu7W6abph7YyDpLaKOnbAwm?+a0mGqAaDPBCW2dTjQClBPIjmBFVOM/g9wlmYh7F2F5ZmlVxNi6ptsaCroqw3IJvqT8RY3vcqqSrLRSph1SVt3IVa4N+YiK8dT04SWm7gKUEquDqv9fLrGKpJaLnWpIpG1Js7auG1Yo9UwliGao9Vl0onqZMLl5hg3IUUmxHmk?+PUER809KLpk2thxheiwU2VDmhQCk/YRE5ca9Posnn3UHKOpH46WYMwlACSl1tHZk79ToH1RBjM5PyzfYtVCaQ2eaQ6Qn6h6CGsOk0Fa1URcRK6O97Gy+btwk69BTb5qgbFKrg3+yJFw7mFni5KH9zuMas62xZAHvaCvc8gFq1n4CGzTcc4tpZbVJ1h6zXzUugOAeXeB28ocTed+PEM9nqpanEm/bKkEa7WtbwA9AIR8Qk8poPTmsI6bLTYxm8xaxPNLxs9VZ1612kzDhc0g35AbDr0BjSNSFXbRduhzCm1flFhZ+q0b5WZWMFuuvmdYC3t1EMAW9PCPU5rY91Faa44hRFroFoUNc3xQBZZLRnWSt7k5gt+oVsVCpSzrDMn+NHaNqQSrpb42+F4mzNPFX7k8Dzs+pxTc9PJMpIIKhque6Vp8bDe/QkRW6YzLzAm02dxZUEgG4CHSmx8rco09Rq1YrGg1arzs6WySj3mYW7pvztqO3wgER0tJykR1LYmFjBrXwlRUolSlKKtySOZg0XMehSgHZtIhAkkC24HWM2ShpAORHK0eibAXIuBuRBoN9uRj2QgAp1HYnfyEFgUrc0BQ7MkKsBzBiT+F4qPEDgI2/56Z/XEaqSNwkAA7AdIk3hgb7PP7AVt7Vlnn8Yk0bbVMf3h+IVLwnH7Fq/NSflK6297wgjPSII7NcrzKuqhcdmeIyzkkYSwa6iWxXimnJYqFQR/T5eloW5obSb90rWt34aupSRT/hTxu/gbPvClYQ9LNNzU4KfMrmE3bDMwOzUo7i1tVwb7EDmLiNxxJt4nzW4n8VUahyj9TqKqkqmyUs2RqUlhsICUg+SCYi6u4UxxlpiFmSxNQalQKrKrTMNtTbCmnO6rurSFc06k7EXBtHKcQrpZq01H8LHWG7I/ietfffAvgvQ4bwVjwZ7hx08V33I0jpN3HOzL6I2CyuVh?/L79xPtFJJ2ltF2SqiZ6tMLJCEqD8i/2hSQkJIDil7AW2CfOLT8OdDp?+VuBeLjP2qy3ZTb01UGgCu4LUrIKmAhCiBut2aKT4lCY8sKYUcx3KYAzUxelMpiKm0lEyy3IAIQ0uaYR2yFlQUVC1hp2sQrc32kLDeQ1Vzz4TsXZa07EgkGsZ46m3J+fmEkOKkZWrIbfSkIAusok1JSNgdgTYkxNxmkFLSjLJ7y4dBAy9C1X5NeEBx7H3NcbyU9M2F513cyR2YOo3GfrXKZrh3zFy44d6BxeqxKzQ2p/ELcjQZROtE49p7Q+9IVsAkLZUANyQkq5Wu+s5GqdxFZISfEbSpZuUxTh5bdIxfLsp2mbBKWpkW5AXGxB2Va9kC+/9p9nfSsXZrU3IPALyGcEZPygoUrKy?/dZM8hCG3xpGx7INpYH0Shy3ziSzeCJx7Ez2ZOU0y7am4rwnMqXffs5lqyWnP8AJDyz628IqcPfxjjTO8lw9RtkRz7OgrpXCyLuSJmNxZSwEG++MkCRh3gg3G5wBVbQldyEpvcWBgI7hSFXA5+sZqasLAXuSb22hNJKbA/WRaIBW5A6QuFJ3Dhi+TwlmEhudUoN1NsSyFp5IdCgpOodRsR6kR08yuXUajMSr0kkh6XZCLLN0vFR2KrciLnY+PlHHZpb8s6iYlnFNvNKC0LSqxSobgg?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?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?+aqddu/NLF+hfcdV8YrrwwYWnuJHB+Gc3sUylIp?+C5pTVRk6PJ1B2amJmal3yUtzalMtJQ2260k9mnWHCBqIRdK5Q4588JPIThnxfi1LoFVqMmui0ZAI1KnZlKm0LA6hsFTh8Q3brDuEGKRVzmRwZtaNfP/0sfyQcBa?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?+LyhS23e6EnfcnUAD6R7uNONmyrAeVhb6o8ihxYJQlKk3ABIuf7kHb9rWg1pFg4UoB1gixsmx3Px6Q+clMpcQ52ZlUXLnD6g07VH/x80UFwSssjvOvq35JSDbxVpHMiGOlOhJH4wC9iANieu17GLp+zTx/lFgLHdUmcwcUylGnagENMGaR2fasp30IcJtu4QSgbq0iwNtkde2SkUrGPlaHmw?/38Ve7LbIyl5Oy8rh6g0wKp8ox2Uqu2pYTzuo9SSSSepMS63Ky9BkEzoSHn31hbzYPzrk2sOlo+GhZkYKmR2krW5aYl3XLoWHkuJcBOxBG45crCNdVq7RziT3xuoKdkwka0oXZttW29uRG4N/OMzXMgAF7MHWedbPUOkmOi1udtmwWTw9/pM9TUzD/AGYIuohStJG3X+KI+xEy68t2fpNVLZQnupWb7RrcwK9RphlU3R5ktTpcs62E2TpG428eX2xEtVzSnJOnPyKWlqnlqKEqC9RSD1AtyiVO8R251UUkRqjouC0mO8zE0KmVeexQ4hMrIsuLWQQlKbXuT4n9PKOXeZGOalmHi?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?/pZl8Q9mUehSvb15xLeDEY4wpIrpc5xl5bVqVIsgzleaceR6OOa1Hc9d9udjaOemtY5KMHaL+lCGWkdk6AH0lZo6DhBEdJmJuH/AM4+xdWsMY5w/I0oU/E3EDltU321HRNIrjKFqSbbKTqtccrjntsIbOY05Q8Q0dcjgziJywpU6+FIXOzFbZWtCFJIIQAeZvzPK1945mdovxg7RfjDhUUwFuJHrKzGm4RH+pu91H2Kz6uEjDa1qcPFPlQVLJKlKrKFEn1KoRXCPhoi3yp8p/8A1hsf6UVh7RfjB2i/pGDuim5EesqJ3oxrX3yd7qPsVnxwj4ZAB+VRlPq5bVhsbf50ZDhKwykk?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" width="308px" alt="identical"> The graphite feed was soon changed by diamond grit as a end result of that allowed significantly better management of the shape of the ultimate crystal. Numerous claims of diamond synthesis had been reported between 1879 and 1928; most of these makes an attempt had been rigorously analyzed but none was confirmed. In the Forties, systematic analysis of diamond creation began in the United States, Sweden and the Soviet Union, which culminated within the first reproducible synthesis in 1953. These two processes nonetheless dominate artificial diamond manufacturing. A third method during which nanometer-sized diamond grains are created in a detonation of carbon-containing explosives, known as detonation synthesis, entered the market within the late Nineteen Nineties. A fourth technique, treating graphite with high-power ultrasound, has been demonstrated in the laboratory, however currently has no business utility.

h2>Ifteen Duet Halo Radiant Reduce Engagement Ring</h2> Mining has additionally triggered the destruction of habitats in Canada and past. In 2016, The Wall Street Journal reported that De Beers had killed over 18,000 fish draining a Canadian lake for diamond mining. In India, diamond mines have been blamed for putting highly endangered tiger populations under additional pressure. Synthetic diamond transistors have been produced in the laboratory. They remain practical at a lot higher temperatures than silicon units, and are immune to chemical and radiation injury.

ul> <li>Most mined colorless diamonds have considerably less resale value, so when purchasing a diamond it is best to choose a gem that fits your style and budget quite than investing purchase.</li> <li>Laboratory-grown diamonds appear similar to natural diamonds to the unaided eye and usually require testing by a laboratory with advanced instruments to be recognized.</li> <li>No Surprises Here Get the inside scoop on how our diamond stock works.</li> <li>They are optically and chemically equivalent to earth-created diamonds.</li></ul> This custom ring features heirloom diamonds, one other popular way to create more sustainable jewellery. Whether lab-made or mined, your diamond will definitely last long enough in your inheritor to take pleasure in it. At first glance, there is no approach to tell the distinction between a lab-made diamond and a pure one. One of their industrial uses is disinfecting polluted water sources. New York-based Ritani lets you start together with your selection of diamond (lab-grown or natural) and form, together with basic choices like spherical, cushion and princess cuts. The family-owned jeweler is clear about pricing, giving a breakdown of costs, and also analyzes the prices of nearly 200,000 diamonds available on the market day by day. If a comparable diamond in their inventory has a lower cost from one other jeweler, it’s price matched. https://zenwriting.net/greasenoodle58/the-final-word-information-to-engagement-ring-settings -Johanssento our New York City lab, where she used adiamond studying deviceto assess the standard of stones from a few of the top jewellery brands. Using a GIA-developed device that determines whether or not a diamond is natural or lab-created, Dr. D'Haenens-Johanssen evaluated lab-grown diamond samples, contemplating appearance, high quality, and presentation. In 2022, more people mentioned "I do!" to a lab-created diamond, which accounted for practically 10% of all diamond sales for the yr. There’s their incredible sparkle, the fact they are simply certified as conflict free, and of course, the price. Choosing lab created diamonds takes fewer sources to create, subsequently costing less cash, permitting you to get a bigger diamond for a cheaper price. Lab grown diamonds are quite a bit cheaper than natural diamonds. Lab diamonds require specialized gear to supply, in addition to skilled personnel to chop and polish them.

h3>James Allen 14k White Gold Petite Pavé Cathedral Engagement Ring</h3> The finest way to inform the distinction between lab-grown diamonds and natural diamonds is to take a look at the grading report. Lab diamond costs are decreasing as technology improves and bigger portions of lab diamonds are produced. As increasingly diamond buyers have gotten interested in lab-grown diamonds for their decreased worth and more moral production methods, companies have been able to ramp up production and reduce prices. Lab-grown diamonds are a rapidly rising trend within the business.

div style="text-align:center"> <iframe width="566" height="316" src="https://www.youtube.com/embed/Meit9MPzDkI" frameborder="0" alt="lab created diamond" allowfullscreen></iframe></div> The swirl design not solely offers your ring some movement but will spotlight your center stone superbly. During ourlab-grown diamond testing, Brilliant Earth scored high marks for high quality and presentation?we especially love the model's natural wood ring packing containers. Simple and chic, the petite consolation match engagement ring is the perfect selection for the traditional bride.

h2>How Are Laboratory-grown Diamonds Identified?</h2> After mounting, the whole assembly is locked in a disc-type barrel with a diameter about 1 m . The barrel is full of oil, which pressurizes upon heating, and the oil stress is transferred to the central cell. The synthesis capsule is heated up by a coaxial graphite heater, and the temperature is measured with a thermocouple.


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Last-modified: 2023-10-09 (月) 22:25:59 (212d)