But you have to be OK with the sturdy chance you’ll be seeing something related in the future going for a lot less cash. But the diamond market has positioned itself as a must-have buy when getting engaged . For example, a one carat I VS diamond cost $4,100 in 2017 and now could be right down to $2,850 (a 35% drop). We are right here to assist people who are shopping for diamonds to get the best bang for their buck. Removing all nitrogen from the method by adding aluminum or titanium produced colorless "white" stones, and removing the nitrogen and adding boron produced blue ones. Removing nitrogen also slowed the expansion course of and lowered the crystalline high quality, so the method was normally run with nitrogen present. Moissan trying to create artificial diamonds using an electric arc furnaceIn the early phases of diamond synthesis, the founding determine of contemporary chemistry, Antoine Lavoisier, played a major function. The earliest successes were reported by James Ballantyne Hannay in 1879 and by Ferdinand Frédéric Henri Moissan in 1893. Their methodology involved heating charcoal at as a lot as 3,500 °C (6,330 °F) with iron inside a carbon crucible in a furnace. I recently had the prospect to sit down with a former CEO of one of many largest lab-created emerald wholesalers . To assist you to with the diamond shopping for process we lean on our expertise and experience. The writer of this text, our CEO, Mike Fried has over 20 years of expertise within the diamond industry.

div style="text-align:center"> <iframe width="560" height="312" src="https://www.youtube.com/embed/iHhGvEmOmtY" frameborder="0" alt="lab created diamond" allowfullscreen></iframe></div> Simple but striking, this oval-cut lab diamond https://anotepad.com/notes/pqaxwa9d is ideal for the standard bride-to-be who appreciates traditional silhouettes. If you’re in search of somewhat extra glitz and glamour, go for the shimmering pavé band. Our favourite is the stunning oval shape, however the trillion cut is a close second. If conventional engagement rings aren’t for you, go for a style with a bypass band. The swirl design not solely offers your ring some motion but will highlight your middle 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 bins. Such DNA-modified movies can be utilized for detecting various biomolecules, which would interact with DNA thereby changing electrical conductivity of the diamond film. In addition, diamonds can be used to detect redox reactions that cannot ordinarily be studied and in some instances degrade redox-reactive natural contaminants in water supplies. Because diamond is mechanically and chemically steady, it can be used as an electrode underneath situations that would destroy conventional supplies. As an electrode, artificial diamond can be utilized in waste water treatment of natural effluents and the production of strong oxidants. Every diamond contains atoms apart from carbon in concentrations detectable by analytical strategies. Those atoms can mixture into macroscopic phases called inclusions.

h2>Gorgeous Lab-grown Diamond Rings For Each Event</h2> Stable HPHT situations were kept for six weeks to develop high-quality diamonds of this dimension. For financial reasons, the expansion of most artificial diamonds is terminated when they reach a mass of 1 carat to 1.5 carats . At a fraction of the price, lab-produced diamonds provide the identical sparkle and brilliance as natural diamonds.

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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?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?+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?/SB/ROXT9HvFUHSjLUvK4nDQmf/TYJ6JuOF+rT+PtpN2rvGFzC+pA4a2tc3+v1VGB3iKrYG17MbG1rcBp1HU+BHbXRg1mxGVIhdnVc1zYKAMpueq9+PhRGhFPIs7ubWBYfazNc3Gij945rA9VstwOoMafPJzumJgHkF0XKQDwdgBmPeoPDtN+yte53JmqgPiGLFtcq6DiLA66iw4VMGy4QFVVAAFhp2AaVYwkU5PeO3ZMNgOq1Lux9RY9ZN/OuGFK7Nl6A1Xrv7pPRWpTHboykW/o5CAfAkD6h6qVExZHmFb1jX2gUlbwa5u+Q/wBpjXYNSo7EtXURWUvJGA3hvzYoLj9QDwP4FOzZO988el+cA+LIST/Vf0h4EkdgFRvtF9O8fZSzBNdFbtGvj11HUoQmsSRJTqyjqmSZg+UOIjpxyLrY5SHA8QSrez110y7chmyiJiWzqbFWXQGxOosbEjr66hzF4khrg6/WOw9opycn+IvPbqKhrd?+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?+NjWvb22ec0S/NgaE+kw/SPG3dc0lpUG2dsutJwpPTm+vkSbB2DG3gqlVfe5Lp5/sbUrYjVrWvQ1cydWZs9L+y8T8CO0Mw9Rzf3hTakekna8rAXUsLa6Ejh2241JTWpHU1Q7Ch7+H44/wAaxeM/gimzjNoHQhm6joxHHwNcQxUmvTk4n47dx7e+rEXkiawKu8qWsTp1eo/zrbydYnLiE7GBX1iw+ukHHOxAzMxsb9Ik93Wa3bHxGSSNvkuPrtUi4YIpcSxWM2VkwX5RG6GZlNlGstypIIN72GhCWAykG5JsYiM55yNkN2LXY3vcX1zHiR8q99Lk8Kde829xjjjiQ2fKdbBmI5x0jVcwKqMq5mZgTYqALk2Ysu0pZUcm2YWuVVQWF9SbAXIAPl2UyCaWorY8otpqzFRqLlgTYWsbBQBxAUtqda2yvTC3WDc6Mt7AHN5qR6sxsKe7XPDXw19lNksMQ1SvXHM9b8UQvpFV/WYA+om/spFxm24F+OW/7tSfa2X6qTDA3ytXLK1JuJ3lX4kd/wDvG+xMvtvXBLt+Y8CE/UUKfM9dPUGJkXzA3Ybdp6I9bWFcuIkRfSkQdynOfUuntpsYnFE6sxP6xv7K5mxIH4/jT90Qck204hwDt42QfafbSXjsYXPAAdgufaeNJn5UeoUtbFRTmzKrG2mYXt1cD9dDaiOjHJ17kgtNYa3Vgba2+Nrbh6Nte2r5+5l3mM2E/J21lwoAUE+lC9ymtuCOGj7l5vtqo+7Mt1Hr0/HZY+VPnd1iM1iRplNiRcXvY24i4BsarVanMsU6edC4e0NuwRfnpYIz2PKoPqYg?+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="307px" alt="market"> Brides editorial staffers tried on the lab-grown diamond items and in contrast them to naturally mined diamonds. "I'm a fan of lab-grown diamonds as a outcome of they're more affordable," stated tester Jessica Chassin. "It seems like you probably can't distinguish between a natural and lab-grown diamond from the naked eye. Like https://pastelink.net/cpp4zn0s , when shopping for a lab-grown diamond engagement ring, it's important to research before buying. Clean Origin caters to couples who wish to create a one-of-a-kind engagement ring, with an easy-to-use customization process that includes a variety of setting styles and diamond cuts. They have a special part of vintage-inspired rings, which embody unique stone designs like a demi marquise halo and six valuable steel selections.

h3>Tips On How To Inform The Difference Between Lab-created Diamonds And Natural Diamonds</h3> Unlike HPHT, CVD process does not require high pressures, as the expansion typically happens at pressures underneath 27 kPa (3.9 psi). The original method uses high stress and high temperature and continues to be widely used because of its relatively low value. The course of includes large presses that can weigh hundreds of tons to supply a pressure of 5 GPa at 1,500 °C (2,730 °F). The second methodology, using chemical vapor deposition , creates a carbon plasma over a substrate onto which the carbon atoms deposit to type diamond. Other strategies embody explosive formation and sonication of graphite options. While they still have the properties of diamonds, they do not meet the subjective standards for use in jewellery. (The identical way most driveway ice will not meet the subjective standards for stepping into your drink). Thus, lab-created diamonds are less expensive than mined diamonds. Around 2016, the value of artificial diamond gems (e.g., 1 carat stones) started dropping "precipitously" by roughly 30% in a single 12 months, turning into clearly decrease than that of mined diamonds. As of 2017, artificial diamonds offered as jewellery were usually promoting for 15?20% less than pure equivalents; the relative worth was anticipated to say no further as production economics enhance. When a laboratory-grown diamond is submitted to a GIA laboratory, it's first examined to determine if it is pure or laboratory-grown. The four C’s additionally need to be thought of, as these all influence the overall price of the diamond. If you attempt to promote lab-grown diamonds on eBay, you’ll get pennies on the dollar for it. So, from a price perspective, you'll need to be shopping for man-made diamonds at a massive low cost to justify giving up the value retention of pure diamonds.

ul> <li>This single, freestanding, unpolished lab-created diamond crystal weighs a hundred and fifty five carats and measures 1.6 ± 0.25 mm thick and ninety two mm throughout.</li> <li>On prime of this, the power used in mining is mostly soiled diesel versus renewable power in our above-the-ground production,” says a blog publish on their website.</li> <li>For instance, take a mined diamond of 1.45 carats, color G, and clarity VS1.</li> <li>There’s a significance to every natural diamond being a one-of-a-kind gem, created over billions of years.</li> <li>At James Allen, however, you can be sure you’re paying a good price in your lab diamond.</li> <li>Clean Origins has a fascinating story and a full-service philosophy.</li></ul> If you’re on the lookout for a extra 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 select from four metal finishes, and also you may be stunned on the engagement ring’s inexpensive value level when it’s made with lab-grown stones. If you’re on the lookout for a show-stopping marriage ceremony or anniversary band, this eternity ring is beautiful from each angle.

h2>What Are Laboratory-grown Diamonds?</h2> Under these situations the gases begin to “stick” to the seed, growing a diamond carbon atom by atom. It took simply five 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, each she and her co-founder Jessica Warch grew up in diamond families. Nauhaus’s father owns a diamond jewelry store, and her grandfather worked for De Beers, making his profession in diamonds after World War Two. He suggested that the majority diamonds that had been produced as much as that point were probably synthetic spinel. We'd change one factor in regards to the pre-designed cushion-cut ring we tested?the high prong setting lined a part of the stone's face, detracting from its full brilliance. If you want the diamond to get all the eye, we recommend opting for ahalo stylewith prongs that are not as noticeable. Thestud earringswere an enormous hit with all our testers, with gorgeous martini-set stones and guardian posts to carry them comfortably in place. You can store guilt-free, figuring out the model's diamonds are sustainably grown of their zero-emission foundry in America. Engagement rings are shipped in sustainable packaging and might even be set in recycled gold. In 2010, Dousset opened his namesake Los Angeles showroom, carving out a name all his own by way of his up to date and revolutionary fine jewelry designs. Then, on August three, 2020, Oui by Jean Dousset?a collection of affordable fantastic jewellery luxuries and engagement rings, together with ready-to-ship lab diamond jewelry?debuted. Every piece within this assortment is made with high-quality colorless or practically colorless lab diamonds from a D-H shade range that's solely GIA-certified. Additionally, all Oui engagement rings, necklaces, and earrings are solely made with lab diamond center stones. Pieces with diamond pavé and diamonds that aren't middle stones embrace conflict-free, pure diamonds; nevertheless, you'll be able to request all lab diamonds be used via a customer service request. However, the latter says that it's licensed as carbon neutral by the third get together Natural Capital Partners and uses solely renewable energy. A letter refuting an early try and create an artificial diamond. A belt press produced within the 1980s by KOBELCOIn 1941, an settlement was made between the General Electric , Norton and Carborundum companies to additional develop diamond synthesis. They were able to warmth carbon to about 3,000 °C (5,430 °F) under a pressure of three.5 gigapascals for a number of seconds. It was resumed in 1951 on the Schenectady Laboratories of GE, and a high-pressure diamond group was shaped with Francis P. Bundy and H.


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Last-modified: 2023-10-09 (月) 13:24:26 (213d)