Discover an entire new realm of brilliance with our lab-grown diamond engagement rings at Ritani.com. Marrying ground-breaking technology and traditional craftsmanship, each ring captures the promise of a lifetime and our dedication to sustainability. From there, we appeared to retailers who supply licensed reports from an impartial organization, such because the Gemological Institute of America of the International Gemological Institute . If the jeweler carries pure stones, we additionally made certain these diamonds are conflict-free and responsibly sourced, ideally in accordance with The Kimberly Process. Finally, we checked out return policies, warranties and the ability to contact a live human, in case you've a question or need help when shopping. Removing all nitrogen from the process by adding aluminum or titanium produced colorless "white" stones, and removing the nitrogen and adding boron produced blue ones. Removing nitrogen additionally slowed the growth process and lowered the crystalline quality, so the process was usually run with nitrogen present. Moissan making an attempt to create synthetic diamonds using an electric arc furnaceIn the early phases of diamond synthesis, the founding determine of recent chemistry, Antoine Lavoisier, performed a big position. The earliest successes had been reported by James Ballantyne Hannay in 1879 and by Ferdinand Frédéric Henri Moissan in 1893. Their method involved heating charcoal at as a lot as 3,500 °C (6,330 °F) with iron inside a carbon crucible in a furnace. Hall achieved the primary commercially profitable synthesis of diamond on December 16, 1954, and this was announced on February 15, 1955. His breakthrough was using a "belt" press, which was able to producing pressures above 10 GPa and temperatures above 2,000 °C (3,630 °F). The press used a pyrophyllite container during which graphite was dissolved inside molten nickel, cobalt or iron. Those metals acted as a "solvent-catalyst", which each dissolved carbon and accelerated its conversion into diamond. The largest diamond he produced was zero.15 mm (0.0059 in) across; it was too small and visually imperfect for jewelry, however usable in industrial abrasives.

div style="text-align:center"> <iframe width="562" height="312" src="https://www.youtube.com/embed/iHhGvEmOmtY" frameborder="0" alt="lab created diamond" allowfullscreen></iframe></div> Certificates offer you as a client positive indications of the standard of the companies and products. The associations registered under "the TÜV" are known worldwide and the certificates promote the highest international status. TÜV Saarland has concentrated on customer-oriented services outdoors the traditional official fields of activity. Every 12 months, TÜV Saarland ensures that our enterprise mannequin is serious and that Klarna offers safe cost strategies via an in depth investigation. A scalpel with single-crystal synthetic diamond bladeSynthetic gem-quality diamond crystals have been first produced in 1970 by GE, then reported in 1971. The first successes used a pyrophyllite tube seeded at each end with skinny pieces of diamond. The graphite feed materials was positioned within the heart and the metal solvent between the graphite and the seeds. The container was heated and the stress was raised to about 5.5 GPa . The crystals grow as they flow from the middle to the ends of the tube, and extending the length of the process produces bigger crystals.

h2>Beautiful Lab-grown Diamond Rings For Each Occasion</h2> Brenda Harwick is a Senior Instructor on the GIA campus in Carlsbad, California. GIA has been a resource for gem grading and analysis, research, and training since 1931. In addition to providing on-line courses, GIA has eight campuses, thrfee analysis centers, and 10 laboratories around the globe. Italic's motto is "luxurious without labels." If you are intrigued by the idea of lab-grown diamonds however are nonetheless deciding whether to make a major investment, this is the place to begin. Seeing Is Believing We need to ensure your loose diamond or engagement ring is precisely what you need.

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vGrS+H0JJ3UYvGD6JUVCO3d85sfsFcXDiotnYiRI7yvIIYhIrASRCRgzKJBmK5OnfIL+lerW8G9+0MC0M2H23LipCSWVJ8RIIyoFucSfNFKjXtY5hobim0NnyqZWcNNrGvFePAWpcqPI+idFVQ90dyj4uXY2ycZBLNhZcRJeX8mlkhueZOZbowYpmGYBibadl6jLerbe8RwWG2rJjpxBmiw6CKZ4ipVWKPJGlkkMmQl5GzFiwBuNFdS2c5pNySy2vihJXSTxgv5RVXt4+X/FDYEGLTKuOnmOEMmVbK0YcyYhUIy5iqiy2yhnvay2qDId8topAMau2pjiRICcI087SWLWvkYtC4FwTGwygX42tRS2ZOSeXjXHxCV1FcF4n0UoFVH5W+VjF4vd3B4yKSXDYk7RSCZsNI8JYpBi81jGwISQqj5LkAj9EU3eTzH7z7VbB4hJp/wAmwrwockpjEghZeceVAbTu?+UhjJe?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?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?/BUVxRHsrn2rhALMSRfSwW/DvJA9V6llZ0VyI41pt8SWv9e6/7s30o/wAuj/Xwv+6t9MP8uoXyr+l7B9pr0KOw+sfwpnZaXQf7SXUmleXVf92b6Uf5de/69F/3ZvpR/l1CyKOwknhr/AU+N3OTbESgM4WFD1yZi5HdGDcf1itHZaXQX2kuo8P9eq/7s30o/wAFOXd7fvFYlc8OAkZOpjMiBv1c6rm8tKRdj8lOEW2cySHxCLfwFzb?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?/Z+ANgf1lqFMZicpKFIwpsX5vMhLWNvRe1lVrBSOtjpmIrRsSbJIDwUnKe5W0uf1TZ/FRUf/AE9Y9z5v9w7fcNaS+SJ+HLQ3+6j/APkH7vTvwW90rqjcygzKrW55tMwBt?+Y76r048iL+XVaprwgsqjsRR6lArE2zsy0t4xdOOMt83+5sbClVuZzVV5SS8OORwHeeX5qP6Zv8im/vxyonBwtK8CtlKgKs5BYsQAATBbrv5VmXqFvdNY0rFANcrTG9u0RsV+0+VYdOhTlLGDoqtnGMG0OxfdPw21wc3DW0yW9qD6q0YP3VWHY2/IsQNL3MsXcLcO+qzTzAqbcTp?/H2Xo2XhbKT2n2LrY+JJ9Qq92Gh3fn/AJMncnniWbm91PALgYOc2/4sYH9k1gvupov9yl+nT/LqsqwGt6QUnYaHd?+b/AHHKm+pZiP3T8R/+Cl+nT/Lrqh90rEf/AIOUf85P8FVogiFdsVh2UOyo935skVHefFltdxuWKPGM6rA0bIoezSA5hfKxFk?+KSn7XdTqO9v8Aw/3/AP7KqxyXYp48RFIquULc25VWYZZOiSSAQApKuT+jUxbS3swkX5zEYZCOppo7/shs1+616qVbaCl92P1L9O0o7uZy+eB+JvveRo?+a1WON785oecaZANIyRYxXJ19IdlYbM365xc3NFSCUdGfpRuhs6N0Oo8GGjKVYXVgTX3e7fDZbzmRsbicpiVObwpmUXQkj+iC5SGY6uOkdONJ2y+VvZuEDrhocW+dszNI4GZguUEmSRyNABoo4DsFTuwg4fdjrpyfx5lZ9kjLWemv5s/RFnDvh?/wAP9/8A+ysf+2P/AA/3/wD/ADqr2N5fHN+awyDsMkjOfUioPb50kYvlkxz+iYY/1I7n1yM9JHZcu6vUN60f4XJlg9q8uHNySR/krHm3ZM3PAA5SRf8ANaXrd?/rtQhcuFmYkXYB1sp6wCFNx36eFVWn3rxLsXMhzMSSyhUJJ4m6KpvXPLtORvTd2/XZm/tE1YezqSWsV6shp2jcs7+nkWvblvjHpYZl/WnhU+prGufFe6DwaA50a4F8qMzk6X0YRZL309K3f1GrWHxNuFYY6YGq1Syprl9TTp7Ppbrbbb/ngWx2Hy64eeNJIoZcrqCQzIGUm4ykAHXTzFj10prysp8w/7a/4aqxyFzdJ4z81f6KQof7Y9VShtDHxRC8zxxr2yusY8s5F/AVSr0IxqbsUMpW1LcUp?/UlpeVWP5l/21/w0HlWj?+Zf9tdP3arztnlV2dEDld5mHzKNb9uTIhHepanrAL2I4EXB7b63pkrdwWZRx5hClbTe7B564ZMM3KXhgt1WZm7LKB+0W+ykl+VpfmG+lH+XUfRiuLERUyKi3jC+Y+VlTjwz6knDlYHzB+lH+XXn+tofMH6Uf5dRosNYWpHGPQfGypdPmSa3K2PmD9KP8utLcsQ/3dvpR/l1F8xrkD0qgugOypdPmIKwns9lb1ibsNNFNgbWb4uJ83C/W4rixGzsYubnGlGXjeUm2tupzfXsvW4qXico5+DJy5LlI54Hr5s/26829hrzSd+Q+tbfZTe5AcLJaaXNmRgqEF8zKyknpKTcXU3B66eG0k+GbvRD7Xqslu1WSSeaYmQYAUhb6BEZMzqoK3AZgL2OpAJ8NaeccdIm?+O4TY4xlZBHzasDdS98xBFrMtrWPrqbOeJEs8hiNtGD52P9oH6qce5e7r403gN4wbNIQwQdoBI6TD5K3t12pU3S5Co84aeUyRqdUVebznqXNnYgdtrHvqbsDg0jVUjVURRZVUWVR2ACklu8iSKlzEHdTc?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?/ZK5tt51HHXHBt9fAnm9R3y4bE/KMMyi2dSHQEgXI8e3UVG+J2xM/pySt+s7H2E1wFqxldbrykdB/wBPbyxOfov8jawe6WIPpCJP15ovqR3YeqlDDbrMLhpoR3IJpD+9HGvtpWDGi9Sy2nVfBIZT+yFonmUpP4pfoccW7kI9KWVv1Y0j9rSSeu1ZS4LCRi7Bz3yzW9kccZPgDTe302vLG4VDZSobS1+JB149XVamjNOzasST3m/r7av29GvWipSnhPojl9p7R2bYVZUaVvvSi8Nybxnyy8/IfuK3nwkekcMbHtIdx?/4zyf2aTpd9sQfzWWEf8BEiP7SKD5i1NKFdaUo4q0qVnBccvzef8HH3+3689I7sV0hFL58fmZ4/aMsv52SST/vHeT15yb+dcTGupkrSyVcjDHIwfbOTy2cr14tbZFrWtPUSWMsm0Gt8MlcbPWSSU6SL1vUwKqS12LGwFyMo?+U5Ea+TSFQfI00MVtVw?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?/F0lzoRUi4DG9STtobWwkIRpJYkVyVVmNgSBcgnqNu3u7agHf6YNKTG2eLXIw4Fcx14dfeKkDZm8c8YuMPhz19OZWKmxGZS6AKbGxI6q0b2Y8SCSWeKINzRUZSsqB7DI+UWDC2ljex1Na9OO6zkJy3kKnI5s6NEhkDWkxEMpMY61ikChzr28BYWzGnNtSP4XxiH7rn/ABU0+QLbfOLKrIC+YrzvQBygBkjtcEIouAsYyi40B1p67aT4RT/w3HqZD/GoZf8AdFf?/AGziUU5N1F0fuAPqvTetSpsrHJGrZyQGKICOGZ2ChWt8q9h409oZB4Y+cDFZR1fxrpAFI8MxNd0JqSMEhzkdqrTX5Vt648Bg5p3IBClIgTbPI4IRR/aJ6lDHqpzxVz4nYkMkiSyRq8kYIjLjNzeb0iitdVY8C4Ga2l7VJHiRSK++4/3HmWZ8bMjogiMcJdSpkaQgvIoYAlFVbBxoxkNuFOHlt5GMTiMU2KwIicTKpmiZxE4kVQnORl7RsrqFzBmQhluM2Y5Z6hFdKCrUZvJVkkMzkk2tjygg2jhpopokAE5aGSKdVsAWeGWTJMB6Qa2bVhbUCQI60IK3IasRIGbLViayrBhUqImY5qhTk9k1xifN47EAdwZyfrvU01Xbky2pbaGNiPCWSdx+tHM31qx/Zpbmi5288csP0HWlTdrLPkSbHHXXh46FI7R5mh8dGvF4x4uo+s1zWGb2UKMBqCeWmb?/bnBOmWC/hlF6l2beXCr6WIw48ZY/8VQPysY4T42RoCJgUisYiJAcqDNYrfgePZUlKDUsjKklgd?+y8QABbQD1UpYua4T9dT7G/jTK2HhZHFgJrAgGwFgcqkg3GhBJFjToaPKY1yyDrJcWHUAAQSD1m9a+yo/1lP+4ydty/oav9ozS9u6tPP6jsFc7Sk8ayFcZw1PTl95DA21AY3lVeKs?+XyJKfUtaYCBiJAOEkMbjv5tmjv6itLO+MdpQw?+OiN6hk/uX86QH6L4ZhwtJB6lsvraP211+3P9WhRrd6DT88J/VGN9jZ+xuLig/yzhNeW84P5SFmnlsDYECxQyTRYjFS4kyczhsOxToRHK8sjIC+p4KvVqeshlXp?/7M27LDg8JiISpfD4jFYVg4zKUnC4hVYAg26IsQQQVGvG/K2+7luXTz5rl5HpW1pVfZxVJ6uWOOM/dk0srVJySTa1FvdvZODefAv?+TKkeIixkTwylpck?+GkPpc90ucCqwsQLcLXpxcpe42GfDyyRRJFLDG0imJQgcRjMyOqWVrqCAxF1NtbXBaGwNuvLFHiJCC8G2IpHIsAI8WnNtYdS5rgD2njUi4LE41sXPDLEoweRhHILXN8oHSznMWBfMuUZbd3S1qShODjjj4eHy1Rwm0Z3VvcxqKpjcTynN64lndWfxPdklrq0it4avQaMRCUJQ8UYofFCVPtBrAGufemh6hGaksozBrKsb14DSC5Gryiw/mm/WX+yR/eporGeypC3thzRrf4sin13X6yKbxiArsNi0/a268G0eHfbmfZtpy0/Eoy+WP0EvA4Y0ohK7sCBXuMw?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?+uhbMRV6YL6HUHS32dvqPZW0N+L6/j116T2/y/h9VcUtDp8iTNsxF1sH4npWbvOhGth8oE1sxr5oZFvYFG0Gg0GYaDT0gDalEoDx?+0WtqLEcCO0G9IW08KyAkHQg5h2i2unxWtc2Gh1y29Gp4VG3qxkk28kd4ha4cY9KGLNqSMY1zWhguxY4dn46Ij8xiD/yJdfWlNvlE2ZisQCmHw8xRnDksqxgZQABZyGPDhcAdhOtSRgdnOnovcd4BFLODQ8HAPeND6uqt2dShD8xyMaVSS4EV8iO7mPw0xE0DCFwSWLRnI4Bs1lkvZhodDwXvqRt4Y+lGe9x61v8AZS3G3eRYjgOI6wdOBpM26vofrn2o9UnWjUqZiSSpShDDE1EBpP3vhb8nkKlBkMcxztluIHExC6HM5yWC6X7RSpFEe0+z+FNDlD3ywkUTxNKGch1KpZyueN4zmIsoIzcCb1co05TkklkpTmorLJewx9uvrpUhFVb2p7oGYIqQJGhVFUyMC7MVUAtZuit?+NsreJ41G28vKdjJ787PIwPxcxy8fkCy/u1orZ74zaXzZE7pflWS7+0N68HD+exECHsMilv2FJbytTb2ny3bLi4SPIf0IyPbJkqjzbQlbrNvH7BWKZjxJp?/sreHHL+Q3NWfRFwsb7pXBL6EMrfruif2Q9JE/upVHo4ZP60rH6ohVWUi7qyEB7KPbUlwh82Dt5vjIsy/uppOqCDzMp?/vCtkHup364MOfAyD+8fqqsJhPYa1thz2VJG6h3F8xjtH3mW1wfupUPpYZPKVx9cTU4dme6VwTfnIpE/VdH9j83VI5Ybfy0rATsOB8jUsbmk+MPmyGVrNcJH0P2Lyw7LmtaYxn?/iowHm65kHiWqAcNhlfaJzKskUmIxFjoyOrc6ysDwIIsw8qr1g9rMDxI87fVTj2PvbNGQQxuOsEg?+sa1epzpOEksrKx1X6Fb2dSMk3rh+RaDH7tYawywQDXUmNTp6tfOuU7Nwi+jBEx6yscenZramDuZyqlwVmUyMOBBAYkA2U3spv1E216zqRsPLJhxwgm77tGPYL1zNxTr28t1pNcmuDOgt6lvWjnOH0fIdWJ2czehFFGO0KvtAFQxvjiHiecKxVhiHF0JT4xvbLa16ekvLSnVh285VH9yo03q2pzwlltl5yYvlve2ZibX6/GnKrOaxJYG1Y01+B5OXD7Uk+XJqfltx9dP8A5G8SWxdiSfgX4kn+kh7fGonic91SVyETE4sghT8C2utxaWLTwN9fAVo7LX9VT8zF2z/sqv8AaOfDqSK3qPx9nhWsG3CsZJrcOP49VcHLLPV44SEjfdOjG3ZmQ+VmUfvN6qZ+0G+DzfNTI/kCpb15np5baGaNgb3BVh7VNvJqbrYPNDINOJW3X00Yg9lrofOurc/abJhn8kvln/Jg7NXstuTiv?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?/dRs0bSSX3mb8XCykqwZWU2KsCrAjqINiD41xSVIsW5yHXEzu0htdcOBIRlRECmeW6sRk9JVZdTa4tSViEw8LuFgRyGNmxDPLYdQ5tTHExI6RZkOrEAADWJ1Ey0qbQy4Yi5yoGdvkoC7fsqCfZTi2DsueCVDKjRh7rlcqH1UkXjvzij9JlAvYX1rtxW35iMoconyIgsKeGSEIpHiDSVh5LMp7HUn9oX9lRPUlSwa95cOw50yMtmWwtcAlVNmIPB3tw4XsBYWs18PwNSNt6G6sepRc38fx7O0VG+HYXI8fZQDJKwyJIiFgDdQdQD1WPEddvqpSwiqugAA7LaergPKm7upibxgfJJH8PZalkS0wkQuQYiukYum?+k/j5a13bRw7xkX1UgZXAIV9FLZCfSAJsG4MBmGhFNwPFF8XTH2ptAYfHwYnqjmw85t1iKRS4043VCLdd7UvNNTS3/iuI272Q+Yv9hoazoI2XskjsSAeu3jb8d9eZfx+P5UgcnW0ziMFg5ibmTCwFj?+mI1WTz5wMNacKr?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?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?+HkuC+A2INiE6jM3aVGnm1j7bV1xbHA6lHic31Zh9VKs8xPHU9+v11zs9S4Khq/I1HEsfCyj?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?/AB/WPsqgWzYO7XxuP5msW/A/H2mvSe/1fw/iaxDClBFR9jbA2nLBBJdmwqzw25zEmy5GGQLHLII0GW+VF6VhwAFObYe7smZy+JwkaxFXdZcVh16s4HQZieiL6kAdxp97F2Bh4cHPs2DF4SZJZjO5EaSSuRls3RxGVlUKgtlNrcTemhHu?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?+43MTYjETYRY7skLNFLITzj2ZpQCVLhhmJNkKqSoAsaUcY35RAr6Z4s7DxMbBSe7NY1yck5XD3jJQFx6SImrhQFNzqLWJ46liTUCSeTXlZVZwUor8OciPv8IefnM6bNLhOhJPjhh3C5m5teaEbEkH+lJGa4UddVswO0SIpGYuOdVgwQLrzjAlWzeil?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?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?+gJ8JID9UtJWK3LxwDDmJcpvwQuRfU2yNY66irPR7Ic9VeTbEcdVLvDGiqk27OIVixgxN7k25mS1+PyOPZc8TWmTDSC+aOVf1kdfrUcKs5jdnsvUaSZXYdopciFcJJbcdPHT6668Fi7I5UglWjYa9Yzke0Cp4nc9ppNxmGRtGVSDoQQOB8r+qjIoyMSoDMBwzEDwvp7K4JMIQkgJLZgxF76cSBqT3dnCu3CHUox6cZMbX4tzZyB/B1AbxJ7qXdk7t4mf8zh8TKCSLwwyyr2G7RowFuu50oyOI1EVe8xUrbI5CNtSEWwboPlTSYeIDxVped?/cp3bH9y3tNvz0uChH6Lyzt5qIUX1PTd9BghrczZ7Mz2I+Dyym5OqBJo3tYG5zSx6G3A66Uq7Vw2lWK3S9zAISWlxzsWUoeYw6RgqxViLyyTdajUAGnlhOQDZY/ODEzfrzFAfKBY/rrLvKLqzUotcDq9hbYo2dCdOqnq8rC8PNFAMfBaRh?+kT6+kPrpa3eizLlGrAkWGp6jwGvxhV/8JyT7Fw4L/kWDGUXMkyCUi3WXnL2pxbs7QwZ6GF5oWBNoo+bFrgEiyKpFyBpV2FZRST4mBcJ1pyqQi93Pp5vgih+yOTzaM35rB4xh28xKq/tsoXzvTu2T7n3bMnHDrF3zzwAeYjeRx?+zV3S1eUrrMr7pUzZXuWMaw+GxOEi/7tZsQfMMsA/ep1bL9ydhNPyjG4pyOP5PHDhwfKUYkj11YoVlek9rIXcR82eX3k+m2Zimw8l2Qh3gmIsJomNlbTTnE9CRRazC9srITbbcvan5RhsNP89h4ZD4vGpYadjE+qnly58mkO18IYJCElQ85h5rXMUlrG40zRyDoutxcWPFVIZe4G7JwOFhwrSGUwBkzsnNnWR3y5MzZQmbIOkdFFZe2JRlTj1yaGzMqcumBa?/H4tXqi/4/Ar0j8fyFH47fYK53BtZMcv4/nXgrI+31+wVjf8cfZSgQDFtfaLLEUdWeWKOQLzWnwvN5btn0XpP0j1QuesVzw7Y2mBMZSEES5iOazFtWAUWbS+R7X/RvYNem9gRtaJAiLiVQLawjv0QSQpJUkqtzZSbKNBYV37H2rtVHzOuLkU6smXLmIWygnmzZAQLqtuvhck+g4OIOWXf3HqLtYC+W5iIF7cL3Av1241gnKNjflp+x/Oja2M2rLcSLMylmOUwKyqWBByBozlNiQGGtuukAbv4n5if6N/4UmgYF5+UfG/LT9j+dPLko3pmxDyc6VJQLlKrltmWQG+pvwFRZJsPEDjDOP+W/+GnnyPQyRytnRkDtCvwist7s4stwLtcjyvSNIMaDK302k5xuIBZ+jM4ChbJcnNcnNqTe97aVIGz8bcKesqCfHrqPt?/ZP9vxCn5xT+1FG396nNsDEgqO6s67jl6GvZSaWo58ViLgjupv4VeJJ4n2dVdO0sTZXy9o+rWm1/pO5t191VFE0PapCjj8GrMGGjDgQbe0a06tjbYkSxckgdnZ101MPIwI6J40v4HDhksWUHsLW48aliiOVSXIdGM22kozZFK94Deu9O7Ye0gFAAABGgAtbu009VMHYWDES2zhhYi3X1njw4m2vYKXYpx1HUcBx8u3hp5CrClUzwK8lhCvvThkdT1MPXwvp30k7IlMRTW6O2U30IPYfHtpJ2zvknOczmUuAScuuWwFs5sLMCVPeK82VtAOTbiGBI6jpx8r02XEZGo1oyRfyvLfS+v2UyN7MaJCO0Gw1tfKQePUeIv31tx21uNzb+dNvAyZnJJyjN6tGPDt1+qnIgqMa?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?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?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?+aOGWTQg5ykYYHq0Mhtex4dVMzaHKZiGvlWJbgr080htbLxJUXA4dHQgHqrbDulAvpF39Se25/s11xYCFPQjXxYlj52yqfNaTeiLqNTF7xYyX0pJCCAtlCoLAWAuircAWGpPDWsH2JiH6Thiflykkn+u17+unc2KYeicv6gCevIFv51wTPfU+2jfEGnjcC6elw7Qbjs41ar/2f+2OhtHDHqeDEqD+mrwyermor+IqueLAYEdoI/HhUie4l21zW10QmwxOGxENu1lC4hfMCFh5miWsWLHiXuooryqZOYzSBQSxAABJJ0AAFySeoAVGe8e/8jErhugoNs5ALt2ZQdEvqdRcAXuPRpU5XdpFYhGL2dul4KM1v2svqqLMLN+PFmB9YVfVTkCO/aOMd9ZJHf8AXdiPafqt4UlS4oIAwzAElQy3Gq2JGhDDRge/qvY22YicWJ6xSfDs?+WUERhmBIzKiSSEFSQpIRGykBmINxoWHxrF0UK2Luyt/MVERkmZh8ib4QHu+E6f7LCpE3T5S4ZiEnAhkOgJN4mP65/Nk9j6fpEmoRxGx5QnOBWKWZjcIrZEYxtIYucMwRZFZC5QKCupGtcMWJtoeH1fy7qVxG5LbGvL1D3JFvwVZcLO10YhYHY6oT6MTE8UbghPomy?+iRll81G1gcjVjcOrqVbgR5jsI7wdRUf7SwrRsUbj1W6x1MB2G3lqOqpDvSZvFsznV09NfR7+1T3Hq7DbvqleW3tY5XFFy1r+zlh8GMW/4Op9VZE+uvHHVqNbEWt5Hv/nWCj8cPbxrnzcFjZm3sPKEKSIecGZBcBmGp0Q2a/RbS3xT2VyY/eCzZVHA27/H1VFvIXiMK0TyxFufclLTEDIq65Yh6KqSbk8Sb8BpT1w+AkuWZTck8LHgLDgT316BT1WWchGilxFzFbxqiPI4OVBc5bX7TYEjgLkm?/AddRDyi8qyz4ZDh0Kvz7Ac4+hUBlLARsCwYHhIOibGxNjT529KqwvcZrRuMvyi6kZde4iqt7TglgtzwKjUKT48Lcbn0u+m1m0tB9OlHOo7Id5XSxTMtz16WK65QRpxN9ONhUq707VafAYedr5mFyQcl8hYFsx0AIW9+GvfUA7nbaZHYsA+Hc2cML2I9E8LZtToeI8Kfe2d+I50hhgZuaXDyIIsoOQxRHQwnpNewOt8zXsbEgRZyhk0k3gaXLpA64tpFXC6IpzYjKTo8gsqEFjfo9LytXVykb3oA2EgFob4cuqnRpY4m5zMdM3TY5VOgy3AutqTuXOMtj4pDqVh0vrqsshBv+je9NCPBAkXN2eRcqH0XJv0WPG7Wte4uTe/UbEtcoqxSwmYYKLpZQTlLA+XZ9lSTu8g0sRxFurj?/ANDTLhwzZmGq5Cp1ItkY2zRgC9gc11sMpFrdVLGyseVksLf9LWFZlzTcdDVtaiepOGEiXKLdlKMUtuJOlterW/1W9tI2620VKDNx1/n6q3zws4IUjh2gX66xlNp4OjjrHKFdNoL36W6+2+g77a08NgSEC44HhTF2DgBfU69/DXX2CnI+2VjWw1sbX8dKnVVrgROnniecoW0iFAPxrgdVhw9d7VD0kxNwePSPAEEqQQfErm1Hf5uPfzbRfgb8Dlvwt0beBpiYrF6ZuF7D2aHyv5VNQg3qzMvKiWiNEOyDNOEAPwjC9uIuST4FeHfUyQMcKqwqBaMAHXrPS4W469tcvIvuuRfFSg5pB8GralVNtT2E6WHUPGlLlI3LkIfHYSSVJlT4eNTdZoornMqEECaIXI0IdcykXKkLf20biCpt41+GfEisbh0JOeM6Ee8pW8UmaIZcuki9KxDZjGeAPUUGmlRjvTsvESzzS2Q85Iz3zhSST8luHhc1Jn/bhmKxyxQO1ro46Ae2h0yvkfuGnDtApVwW8MLfnYmUHrQpKPMMEPqvVena3VqkoUs400aLFS4trl70qnHwZAU+x5xxUftKfqrnbZ03yfaKs5gNlYOc/BuuY/FKqrfsMAT5XrfNuNF2j6NaHf3EdJQwJ2Sg9YzRVWTAy/I9op68hcDjGdJbDmW4kH+lg7Km5txo/wBH6Na0xbtJAyutrllXRAuhYHiP1RpWrsO+qSvqUXHjIxftFaU1s6s1L8pL8rBOxnMalphzaNNlHpzSqVSPXOGZrG91Qk5nOO6G7knPCed3IylIoxdFysPRdSSRHfTmybuBmfU5a6t3t3ki5yTFyh5b9KRmIjAjZysrBjYt0rjNcIAFX0cxRuUPeiRM0MsbJh5FJEkZu0jKp1Sx6AJykrcMVDdEhrDo6W/Um6dB5ysOWOXNRz9Fj0OdrShRpqrcLGHmMM8+Tlj9c69WKe+u9E8AAw6F4rLnkRRKEXJf4GMtG0jZenpdQLi7a5YW2xio88rRm+ZyysSwcZhaVSykXNzrHIlsr3W2oKj/ANpZIzo3OIi2Rib+jfK2WwL5RcKGBCjLocqimTvNtSWY6EtlGnTBYdi5SVzJx6K8LmwBFdHY2CtVw?+PN8/5wOV2jtJ3suPknwXLT+MxxOJ64yub5LXAPep9G5+S1lNuIsbtfbm3JnbmxbNpxP5rq+KSCewgk9RHG6btjajs3NobXIDkXHHqvxt18bnjoDas8FhAgsOs3v18Bx87nzrO2ttlQ+5T4mrsXYLnidVLA3tqbNdJs?/OM2nFtTcizNfjmOupJIBtekDHQ5WW4BF+BvY+NiLjup6bUa/kaZu8smVQf01Ht/gK5TecnlnbJKK3VwE9sU1zlsgJOkarGNTw6AH2107H2NLO1o1LHrNifMkAmw7eA7RXDLxNTByeIq4aPL8a7N3tewv4DQeJ7TSSlhCpDUwfJzMfTeNO4sCfLmud?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?+bEcBSqs+DGtpG/lmwC4f8nSNECMjWdFUMWhZbBib6BWQZRYHpXvwpjbsyXxK6hg4mBOqg5oZL/pL5G46qy3k3lefIGvaMMFB7WtmbxOUDyrj3axqrPCzaBWJLX4Dm2H2imvqVZPLHJyq4289rRk82hzOmY2IDEIwIy3vcr1jwpsrj0ZxJbDpGhDHmcwGZbnRGZiDcDs400948fJO7SyMWNwLHqCgKotw0FhoOquBwLEjTTUX0P47DVpy5kMYcsjv2rvO0jnoqtuFvSN+JPUCbC4HWKeGMgVXjl/o5Mj3HV6LEeHXeonxb+iw7LGpQ3Bxy4jDc02rRHL/UOqHysV/q1SvG2lIu2aWXH0FqPeJksotclrkE9ZIAv13IY+Yp4bK3jzEDSxC5uvQhSoB8/wAWqJtu7Olj1AuAbC1+F7jTtBvr?/Cu7Y+3LIdbeipNuAs?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?+ZAfrpuzLClC8pyjykVttXU5WFVPuk2be3oXHidYlkMZQska2RswzsZC2cBmXoHmjcEFwASocx/tbeBpI1jklbo2UZlIJVL5M+Um+W5AU5uPdeubeSTI6sOiSpN06IKknKdLHUAEFgGtbjpTN2xtMdIsQT16MTftBve?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?+fA1jid34muco142086iHc/b74d76lDoydov1djDt8qm3d3aiSqGU3B/FiOojsrFr0JUXpwNihWjVWHxObZW5kTFTY6HUdXkPx3EGnTiN23gZWiAA0NhcfXelfdbDdIHvqR9s7LzoDaxsPCmRk2hakFFjN2Ltln0awOnD7Kf+7sgIv4VF+OgMbXtwpy7h7UOYAnQ8L032muoex0yiR1Ssd4sTzWHmkHFInYeOU29tKEiaCmzyv4nJs/EnrKBB/XZV+2kk95pLqOjHd1ZVDFnRf1h9Rrqz2lt+PwK58c3o/rfUDWzaB6asOB493bXWvQ5hamO3lrq3ckzRsp6tRWrba3Fc+7MliRTX+IeuBpxEtjTo5NHviV/U/9SOm5tzD8WFOHkwH+0p3xn/zIas7OWLmHmZ22X/RVP7TDbG0GsQpKkkdlj3m+gHa3ULntvH+3NsF+ipuov0gLZvDry?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?+oU3NpcqWz04SmQ9kSO37xAT96q3Cw7KC9VXW6ItK3S4smvaXLXGPzUEjd8jrGPUvOfZTZ2jyw4xvQWCP+q0jDzZsp?/ZqNTJWDz032sh6pRQ59pb8Y6T0sRNbsQiIf8AhBKb08mY3Ylm7WJY+s3NcMmNUdY+v6q5pdpDvpMtjsJCqXrW0tIcm1uy31+PZSZi95lD5ACbWzNeyjS5111A6ja50vSqEnwGynFcR1vPWh8VTIx+9yDTOgPcc1uPUOJvbTQcR2Ujzb6Fj0UcjvyqPHrapVRfMjdVPgScMUKl7dTDx4TDhpisd7ySNKRGq6cCzW9BQAdeObtqrmxd5J86nICMynLqSQCLjMSACRcAkEA248C0dv7QmlkZsQztJm15z0gRproozWABYAXteoq9v7VbudOZJQq7j3saku4ohjqBrXOcOor1mrUzV08aSOblVPXUDhWmXWhjWLGp4wwQSmzUVrmbCLe+UX7ba11EV41SbiI99idh1tdOzVfDs8uHhauPaGBV+rUX8+7ypUxiWs3WpHmCQD7NfKteMjym?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?/34/41dsP9xDzMza7/AKOovAg?/DeivgPqrYtacM3RX9UfVWYNcedkzoBrxmrWWrs2fgS/hScA4nNHEW4Upwbul1btyn6qdWwN3OH8L0/8AYmwALaVWq3SjwLNO33uJVuVzlAPFbqfI2pQ3ewhkz26sp9dx/dFbN9tncziZ4zplc28+PtvXfySKGxGQ/HiceJSzj2Bq1IvKyjOksPBun2GcrEm2hPq1t52tTamSxI7D/MfZUwbd2MToOFRjvPhCkhB7B6wSPqF/OnQlqMnHQXoNrYWdFGIzJIoAzL12sLghX4gC4Ze8EXIrcNuYKIZY1kk8dL/1vRI7jHTELVg0vZTsIbhjuxG+jDSKKNB39I/s6JfvC0l4zePEPoZGA7F6I/ZGnspCMhrAm?/bRohd1nVNP2m/nf2VqOIHVc1pC1nkpd4NwDOfZWDEniTWeWsgtN3hVA0COs1StoSt?+HwbHgCfKmuQ5QNUa0q7IIuL8OB8DofO1dGE3cl4sAg7XIUfvEClvBbuKLZnv+qCR+0QF/eqCdRE0KTfI7t2GKOyNxBA8xxI7mBBHcRUkYWbKg4XJvre3s7hUd7SliEkXNk5rBXBy/FsI2upI6S3W17gRjtFK23t540sMwFtOPl1Hu76hknPGCaOIN5HXJj+9j6h9QLDzNckuNH6P9Yl/4/jsqPMRvaD6IZvAfadPbXDLt2Z/RW3iST6hp7aVUOrFdfPBEkS7VA+MAOwZR/ZufZSftPbq9vAfXTDjjxD/ABiP1Rb67muiHdORzqGP61z9d/ZQ1SjxYZqS4IVcZvXGOu/hr7FpNxG9DH0Vbz0H2n2Ut7P3DY8RTl2ZuANLio5XdKPAerapLiRt?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?/AMqGCsxP6Q9ot9YFWm2mwljSQcJI0kHg6hh9dV/5W8B6XgfYc32U7I3BDcifjjWBX8f9K7Jo/H66zjwTngpt2tZR+02ntqbeIsCeFr0J+DS5BsGQ8SB67+RNkP7VdsOwEHpEnxNv3Vv/AGqZKvFcx6oyfIbCxVujwrHRQSTwsL39VO2LCwprZfH+RJ9t634TeAIbQl83/Cvm9UYFRO4b4IlVDHFiFBunieJjZO+Qc2O7V7ClGHdYC2d79oXX2mw9RNKkMeMmN1ie51LStlJ7yDd/WKWMDuDipLc5IEB6o1vb+s3+Goalw1xaX88CaFBPgmxAjwMKcAv9YFj/AGlC+pqH2vGugJJ7F0PhaEJfzBqRNk8lMWmfPJ+sxPrUWX2U9djbgRx2yIi+At56VTnewXFt/IswtZdEiDsIuJc?/BQOL/GIWO/iTZj42NK2A3Hxsp6TpGD8kFyPM5dezjU/4TdRQOHssPx?/KlnB7GVbaDz?/heqs9oL8qX1LEbTqyFthck0KXaVpJmuL3bKBbsyBT7TSHvNybxhyYly9fXw8Tcn11Y2bAW/HbSXiNj3+yoo39TOWx7tKeMYK+4DcHtpzbL3BXs1qYMPsBesDyF/4V2x7OUdXjRO+kwhaxRG2zdzVHxdfr9VqW8JuqBY2+ynvFhePC46+711tCjq/jaq0riTJ1Tiht4TYCjqsD+OoV3xbKUdmnH8dVKoPX5H8fwrz192nGonNsfg5UwY06j+L/AI09tZmMDw6u7+HnW5F6tbdXcf4UG32EXpuRTXYdniPt4Vk3le3kR31ksev41/ArY0Xq7+o0gGgLw9h6x/EVvjbq7tR9VrVlzdvHr7+/hrWaDh7PLXzpAKqRSAgEcDwpI3hiykSqOGjDqdD6SkddxqL9Y7zTLh32mUWCxW7LPp4dPhWUu/ExBBWKxFvRf?/HXqjuINHnSoTTyP3ZMvxb3y2Kk6ko2qHxGqk9opRBqKMNvbMuSwj6ClRcNqCb2PS1t1eJrs/7ez/Jh/Zf/AB0sbqHMSVvNvQk4VlaoxHKBiPkw?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width="308px" alt="diamond shape"> Whereas Hannay used a flame-heated tube, Moissan utilized his newly developed electric arc furnace, in which an electric arc was struck between carbon rods inside blocks of lime. The contraction generated by the cooling supposedly produced the high stress required to transform graphite into diamond. Moissan revealed his work in a sequence of articles in the Nineties. We also interviewed main gemologists and jewelry specialists to get their insights on the differences between pure and lab-grown diamonds and recommendations on choosing pieces to swimsuit any style and budget. Other lab-created diamond pieces embody pendant necklaces and tennis bracelets, and we will not take our eyes off the lab-grown pink and whiteround cluster earrings.

h3>Machining And Slicing Tools</h3> These ten gems are a variety of the rarest and most desired in the world. Rubellites are tourmalines with fairly saturated dark pink to pink colors and medium to darkish tones. For occasion, pure diamond is an electrical insulator, however diamond with boron added is an electrical conductor , allowing it to be used in electronic applications. Nitrogen impurities hinder movement of lattice dislocations and put the lattice beneath compressive stress, thereby rising hardness and toughness. Lisa Rosen is the CEO of the International Gem Society , an online gemological neighborhood and training website. Though they might resemble or "simulate" the appearance of diamonds, they are not diamonds. A skinny coating of diamond has additionally been proven to scale back friction in transferring mechanical parts, from windmills to vehicles. Nissan reported a reduction in friction between engine parts of approximately 40% when using diamond movie. Chemically and visually, lab-grown stones are similar to natural diamonds, and so they have the same physical properties. Lab-grown diamonds are more inexpensive just because they’re a lot simpler to source. Ulrika D'Haenens-Johanssento our New York City lab, where she used adiamond reading deviceto assess the standard of stones from a few of the high jewelry manufacturers. Using https://ide.geeksforgeeks.org/tryit.php/ab1576e2-5d2e-4828-86d3-bdf9650ffd27 -developed system that determines whether or not a diamond is natural or lab-created, Dr. https://etextpad.com/ -Johanssen evaluated lab-grown diamond samples, considering look, high quality, and presentation.

ul> <li>Diamonds grown in a lab are never "blood diamonds" and have a smaller environmental footprint than mined diamonds.</li> <li>During ourlab-grown diamond testing, Brilliant Earth scored excessive marks for high quality and presentation?we especially love the brand's natural wooden ring bins.</li> <li>Other lab-created diamond items embrace pendant necklaces and tennis bracelets, and we will not take our eyes off the lab-grown pink and whiteround cluster earrings.</li> <li>PCD-tipped tools could be found in mining and slicing applications.</li> <li>The 4 C’s also must be thought-about, as these all impact the general price of the diamond.</li></ul> If you’re in search of a more classic engagement ring, this design contains a 0.75-carat spherical lab-grown diamond on a plain band. The central stone is flanked by two marquise-shaped diamonds for added sparkle, and the band is tapered for a extra flattering silhouette. You can choose from four metallic finishes, and you may be surprised on the engagement ring’s reasonably priced value point when it’s made with lab-grown stones. If you’re looking for a show-stopping marriage ceremony or anniversary band, this eternity ring is beautiful from every angle.

Under these situations the gases start to “stick” to the seed, rising a diamond carbon atom by atom. It took simply 5 days to grow the diamonds adorning Markle’s ears based on Sidney Neuhaus, co-founder of Kimaï, the company that made them. Based in Antwerp, the capital of the world’s diamond enterprise, both she and her co-founder Jessica Warch grew up in diamond families. Nauhaus’s father owns a diamond jewelry store, and her grandfather labored for De Beers, making his profession in diamonds after World War Two. Once you’ve picked out your lab-grown engagement ring, you want to at all times evaluate its certification and any documentation that lists the diamond’s foundry and origin. This beautiful bauble is technically a three-stone ring, with an oval-shaped center stone and two marquise-cut accent diamonds sitting front and center. But look nearer, and you may see "hidden" pavé diamond accents including brightness alongside the shoulders and bottom of the four-prong setting. Milgrain detailing embellishes the shank, specifically designed to take a seat flush with a marriage band. Impurities are generally prevented, however could be introduced intentionally as a way to management sure properties of the diamond. The most definitive replication attempts have been performed by Sir Charles Algernon Parsons. Parsons was identified for his painstakingly accurate approach and methodical document maintaining; all his resulting samples have been preserved for additional analysis by an independent party. He wrote a variety of articles?some of the earliest on HPHT diamond?in which he claimed to have produced small diamonds. However, in 1928, he licensed Dr. C. H. Desch to publish an article in which he acknowledged his belief that no artificial diamonds had been produced as much as that date. In the previous, when faced with existential menace, the mined diamond business has advertised its means out of hassle. Indeed, the reason many of us are so keen on diamonds stems from a clever advertising marketing campaign launched by De Beers in 1947. The company forever modified culture when it satisfied us that “a diamond is forever”, and that a diamond ring is a quintessential part of getting engaged. The idea that diamonds are uncommon can be a rigorously crafted advertising illusion. In truth, excessive provide of diamonds has lately led to hypothesis that De Beers will cut back its variety of contracted buyers. The company has confirmed it'll evaluate the contracts of its rough diamond customers once they expire on the end of this year.


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Last-modified: 2023-10-09 (月) 17:19:11 (212d)