Consumer demand for synthetic diamonds has been rising, albeit from a small base, as prospects search for stones which may be ethically sound and cheaper. Any type of mining also causes irreversible modifications to the bio-diversity. Traditionally, the absence of crystal flaws is taken into account to be crucial high quality of a diamond. Purity and excessive crystalline perfection make diamonds clear and clear, whereas its hardness, optical dispersion , and chemical stability , make it a preferred gemstone. High thermal conductivity can be necessary for technical purposes. Whereas high optical dispersion is an intrinsic property of all diamonds, their different properties differ depending on how the diamond was created. GIA has been a resource for gem grading and analysis, analysis, and education since 1931. In addition to providing on-line classes, GIA has eight campuses, thrfee analysis facilities, and 10 laboratories around the globe. Dr. Ulrika D'Haenens-Johansson is the NYC-based Senior Manager of Diamond Research at the Gemological Institute of America . She has a PhD in Physics, with a focus in learning spectrum of sunshine in diamonds. Engravings can be added to the girdle of the diamond using lasers.

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1UfjuHyps3HT9vf5kRtp5yUDcD9o4T/rVQPTwvKGaX1xI08hdi1vwpLc3TFxctsloEJ2KOAPcFA7gPhnHvBp9aX6u6js6EWvWtrTcgVbES21hoK928g7M/EhHyPqtt9OrZMUVszEIJ+IB+49/spI1JpqfpptW9BkNFJSCU8kfH4VKptoGzyJGBVcZL1qu0S4bBL09CjuKSlSEvLdUSk9iNqMYpxC0qUjLdqtoSocARZK/wBlU6ma1vFhcbasl1uVpcYXvjCI6sJbWe?+1A7Z9QMA+uafGiPE31QjS/o2pGl3CIcfxlQCHED3bUkBRP2Y/Gphld+u3j/Mo3YvYfkSfZekru9uXCa8rggBiAU8Y7ZUfWtUXTep4zyFx0yoiSUtrSsNk5x9ZJPocds9zTXj+IiM+zvWzdlE8bUICf/8AQ0k3nrA3cWtse03cKP6RkISD8xhVTJex4JEg9Jh4kzRNNX1SQqTfJx9OZKU/dtSaze0o25kS7gtw+vmXBR/DbUC2jqzd7b5gk6felNqJKP40ElI9O7Zrtf65XkoLcXR+31CnJqj?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?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?/pSr8MUia1uEmx25MqyBthkeWywhpewD2O4A7jtj7eeOaKdUfFD1i/wnutvj69l2aPaLhKipMF5xtT+Hw2ArcpWSMfogepqO7MrxACw3uOox3vJAPifQA2qLncmEj3jKD++s1Q2W2zm2sHPvQrj1z9b++a+b1j6heJbXEeLMseuNeXBifJchxnI094Bx1G7ckBKknA2qycYyCM5p19JvFL1B6Vp1VbtfwtTa1nomstKTOuzgatLbSnULQpa/NHmLWpIwAB7PJPAp1GcLhsJxFtw7KxstLnagZtrR/PfRGVKTuAzt4yR6q+FM+Va23kF2M4HUlJKFIVuCh8CO4qI9O+JnoXqyZrXVmsrI+JEaeyiFHkW5Uh9MdERCUI80JKE5cQ+ryyoAZKsHkiO9H+IHUGpL/M0ppLUOmtJMKccuDX0K2OXRp1agCtCfOU0Gkle5StqO6lFOPqifIdFrLmNppaxwi?+TLldONEXCHqBN4lQSpDsJRirSMpUSQDtxxu9rkd6mJd0i27Q9yL8RC5UGO/5DisFTSg37OM9j7QHH7KYHRjVmpLppGws6gioizokdMiV9HVlDcp5ob0IBO7AUp0D+bjOD3VlxU6rZurCrrcYxLiXHFI2hDmx9Ki1hQ5CxlJPf2iRWTZ6mTWUTjXg?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?/fj/fU9Vr93JMU61OUrJOO2E/srAuHIya9UrC1DHqa1FXOMV0YICyAud6nQxh1wtKJ2rQtCgDjgpNa3oqHPPQS5sWFgALIwCUq9O3Y/fWUVeJKBjuD+qtg7qJPesjqBKsCpk4bY1OKTAjLSsLSvGV8BxQ+scnsfgKwXbY60KwHAVOFaleYrJO5tWO/bKf1++uxRzke+vAcJI9cGsrJtcJwYo0TOP6AykJSXHiAnbguq5BQE/sr2Q2llj2Sr2nNxyc98n1+ddCweOP78VrlEKYzxgEZ+HFSYNjG1dmBM1QSPpjGRn86jj7RXUxHbBQAFAN7VDCzxx8/jSfBP8bYGf8AOp/WKU0KwE4HoKv9VsZEXtOo0Tc2j2QSVDj0UfeT+2tM4+X5KQSeAOT8TW1pw45/v2rlurn+R57d/wDaNVOlWs9wDGDcCdBIW00CM/mk/qFJd2bQmI4Ugj7TXe25lCD6eUnn/VFcF6Ufyc6cHOU+nxpq22DM7d8bgDxxOmGE/Rmu+dif0j7qbuqroxC+kRXVq5DSuVkYOP8AeaXYbqREaUSMFtJ/CoX6z6ph229Jhvy9r9xKGYjCEqW48sJBIQhIJUQOTgcVcquf1bRvjUFUk6WUx8bWp2Ll1+0ppubdW41kt8eBJlJLIV5SXpJ85ayck7UIQcZxgjjuaj?/WGqY0e8W/R7eopR0pZZ2XI8dAQ5IJKSsrKSEqwpSkpIwD3wOMPLrFo2+ar6gXDrP0uaucedZ3W41ylPSWtn0hlltvdGYV+c9lA2qB4JBIA5Jhfqfab9oTWNvc6lXaJqFq8eXcZsqzu4feBcBebypKAl3g5428gitLGsqeoBzzLAruoXu1xL8dG9QXe7dCOm0u/Tn5siXFlPIdkEKeXGGTG8w5OSGto7+h9eaohrOXp/U2sNcxJTjIEafLkJdcc2KU4qUsBDX8peVA47YBz2FW26G61smoOmWmn9OxbhEtdt?/KEOO1cJTbzzbYU75baygAZSnaOeSAk+tUk6ezdK3i/X5nWsiJDiTxIuK5zzQcfQtpDywyyCtI3uuLQDznCOPjC1FdrDu9o7Hy2xyT8ySrR1Iv2m9BQLNofULiZdsYuEqZLXGIdiJU8sIdYwMY8twryoDbkcA4AiePr?+6aXauNvsU5ak3iAmBLdXguFvzUPFSFHJbWcbCrvtKscnJTXp8aSn8nTkrbbc2racZRlwOEH2QM8pJUAQTxnPfNJ0FCJnnPOJUpS1bG0AjdyBj05PbHf5c1a9BFXtHiJblvcQY/JXUZ5/Sk6w2m8XFMGa3HcuCHxtK5AxnBCidxwvJ4G0rGMGua0XyMbLGWm2fQnYZchJurTpyVrAUlCglKclKN2CrccK5JASAoN9D+qN3acnrs7zFvtTbbEhAYQ2UtkrKPqA+arJOVcq7ZJ4rp1TCsFp6W6dtUR+G7dJb7tznFl3eUKUjaEEfALCMn/R1Jj11WgnzqKbLqj361L1/wceq9XansmrYepLw7c4Fibt7MF+QrzHUrdU+pSC4eVgBCO+SN2M4xi6cVpspCCkYJ3EY7n0/EVUH+DS09Hsvh8lXUIw7er++6pZOdzbbLKUfcSsVb?+OeM9sd653PtIvITgSE3FuWnkhKAe3bn7q4ILfkx04JClkuHB77uR+GK6pK8trKeSAcfOsEgbAPckD8KpdxShvyRFDbiU/w84OOFH0HvorCQPz7ntH66v10VR7z8x2zM07QO9Z5FcwURWYcxXbyBTsTcRu3A8hSSnHwIx?+2tbSt7aVdyQOffx3r0PJA71jHGEqT/ACFKSPlnj8MU9TqIw3OqErEhI9fSutzHkOJHOCRXBv8AKKXR9ZCgR9lKG0BbzY7ZH4/8fwrP6gO5IKNTFPttJI4xxW4H2c1oZztUn0B4rYknaeaxkbWhHamZ5xQOSR86x9AaySfaT8TzTnPHMbPWSAEqPqcffWbfBKc+8VrQByn0SeKEk+aoZqjcxC8R6HR1NoVw2ofogivdxAx8SawHACfTNeq4GR7wKmpfjUaRNyFbU5z6isd2wIJOdhIrWk?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?+CETrL4qJ3Tzp7ddRWi2Q1yIrAYhJfbcc3yFAIbKkpIAQk4UrJwQMetfPeZ1k1petZStcaj1TNfvE1kGSp94qbeRjACUj2QE+iQMJGMCtAdNta0uT7xDinptitlLwZ9S9J9U4ls0Takaru/wCULu4wt4JjoCnFRytRjlwgJR5vk+Vvxgb9xAAxVLfEd4rLFeuoBh6esrwl2J95r6Y8rAQ4pLYKU4AJHsgKPHIwMjmkzRviRNyhMQJM8T5KJLjcOJIjoSH2Bg+X5qMBLqQfckq?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?/PP7qjvXuWPB3NyMpcVn35rNn6mPXNakk+YSfVIOPdWSSQrANc0uwxBjtibVHgjFAVhOaxznIJrxtQWkp7Y4p9vIjJsSrn7M14FYdKveKwQsFXzSBXhWA6hJwAr1J7VRc8ER4HM3LV7JHqa9C07O9csyfCt8Vc64SmYsVvaFPvuJQ2FKUEpSVHgEkgD3k1sZdRJYTIjLQ4ysew4hW5CvfgjIP2U6nZi+JvSoZzXuSQritKFZB5oW4QCAe/76soSHAjQJolnLm7PdCCP9kVzrV6ZxW2QrAQo+qcfdXKpYKxntn766epv5Yi6ErP148bNi6bajuGg9GW5u4ajtayzMkzCWosRwAHaB9Z5QyO2Eg+p5FVpvfjv6/t3RE6HrBO1BDimWLVHRH+S8tklPPfOad3WHo6xprxHay1rri0wJto1A+xc7M8pKlN4U0lLqVtjOFJcQrJIIIIV64Dja1D0/uFpl6RjiOHp8dUVluJFaQlQWNo25wpZyeyQe4rNzM6mt9ONma+N0hsmsPvzLEeFjrtcfEB0xkawu9qhwZ8K5O2uQmIpRbcUhtpzeAokpyHRxk9jUuKdBUok4yCBn5Cq2eF23u9NmWtA2WM2jT/ANEkXK4SJICHzOy2kKUfQFCcHjHA93L/ANWddtOWdRi2VH5TkJJClIVtaGe?+FYyr7Bj41nmps0fyxETo+S1vpINyT925ZwRghJzn09a0qkBbTqT5YUUlICT34xVdLh1O1xq9xUe2z1xWVLA2R/zYHuyvlXp78fCk1bghrdVeL4svJBKghwgq+0/r+FauF0a1AGfiayfpqzzY2pM+stdJ0FpubqdqBIuE2EypyDBjtqcemSQPzTKEJ5UVL2jA99Vv0rE6p9LNFWW1dUpD0S53ZK5La4rQdLanXCpTDgChhxKV7Tzg5zz3qw3Qa6x58C4TUOfS1sP+S2657akthCTtTnlJ9ogjjJHPYU+NQWG06phMB+O06qLJZltKWP8AJqQoHP8As5H2muR/UfXRRljD148mV6Mc4FpG/E+PnWjqxrfXmpmHLy1MgwIrshqPbHj7LbiXloUpxA9nzC2loEgdgMcUi2bW1ytsE2eKZMm2pf8APftgkKLAcKcec2ncAF42+0MKOEjPsgVa?/wAZPQ63WvqK7cHvMhWfVYbnx5MVlta2JzRIeVhRGNyVN9jg5OfQ1XOR4fp8qTiy6kg3XsDj?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?+pg+k3qBqyLFmLQuNLt9ubUwpAPtEvuOpSkEZA4JBwRu5FVbr0oHcT4mPafWYCoaB8x/dEdHh7QBjSmZDkhT7kp5ovFLcfhKWzsx7RIQCe4GAcjOK96iwLnddOSLJc9TLgRH1hrfNtji0KKCFAIcVgZynjGexIqwmj?+kTGi7JPYZk6luJmIbQXXoqGnWwngbTGBJ78nufWqz+J/UL9t1batLJfmvt2hn6apm4Jc8wSnDjCg4EkgISgjIxlau9c7RY+fngVt9stBVooIYcyMdMWG9rvEHTraI6IDj4RImrU1tbRu9te9SuMAkhOQSeAPdIHU3SNj6S3Cbo/TwtM2TOjNyFXF5tBUsBRTs2lS1NYUMltW0EgbknilTpH0k6m9RnZM9zpciS00G3A7PuCrXFTwVZUtrDqjjBwgjAHPcVjq?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?/wBplS/D7I0C+xNb1Pb7KHFPJMidJnOsSGWFABTaENKSpwEhGM4AJV34TVvrR0dhWFpuNZLxfbbHa9oR4d4X+bBPcNObxySfSnpYulnT6xW+32y2adtiWmFFYkyWEPvPOjkulaklRcJOSRg5rsvHSfQOqrt+Vr5o2E/JcAbExxra4spGBlQIJxx+Fcjn9T+rfuGxJ6sX0F+2Mzq/fLp026Z3e+N9Q5zMtmC8bfHliGVvPoQcAfmEEndtzgnHuzVBmtRs3ZxBm31b00qO9+SwkoLhOSo857+pPxq0Xjh0vp3Suik3pN8uCbnNlxoDNubnn6MhtKdxWtlWSPZRjIxkqGc1Xfod0Y0/1Lt0+83zUqovlvfRo0Vte1ZIxlZGOeVHgHsD8K639NqKqSy?/ub5EhNFmXetKHxzLg6S01Y7303l6InauVdvphS8vUH5Ud3Ic2bfYaQ3sSE9glYcz6k5BqInfCAzb7qqUnrNZLip5AK3H7XMS6lR7hCUoUMZ4+tk4HA7CWZ8npz0W0vadLTpNz1Zd3IfmKcYCYzbLQwlCFryo+8JHtHCTkj2QYhka6vM2Ut5VyhQ2hvJ2EcDPxPJwflWsbs?+i0hgCJc6k2MjCu?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?+7kfb8M1l8XE+33i4aZfZ4ebjy0qUDxt3NFIx8y4ftp2al1+3hQMvAUQQsDse4+fIB+/3mof6m3J7V9taukSDIkC0uHzJKG1KbbQ4QlSSoDAJUEY+RqK87QgTJ633W4LqPOpGBVKjoLrDhVtGSn3/AArdAcamKKlN7UOcke41sYCE5Di07sdgc4rgYl/QnlsFlQClFTah6j1rLnkvI4nb9GVGe8lzllSvYcJwcH0z6YrcLo7FcaVKyWXDs3eqOOCfh6VgZT81ptpshIbWFhR75rCQw64gIfaSprlJ25yMYIJ+39Rp/gcRPJ5mUe/PQ7y3PivvMONFK0utrKFJWk5SoEcgg4OfhTubav8APiTupNm1SzcJiHw3eIU1tRkeWsna?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?/jnfuaV9OLbp829hhKCiY77a1jGVHJSB7sBXbFZuZ1O3PUVMBxMyrFSg7Uzj1f0v0nrlyE9frGy+uKksoeLq0LbbUcqCQkgc4/V7qYfWr6F4cujd9vXT2OqLPnSGolvLshay1JfOzekrJ27Gw44AMDKc+tSZoWb1DmQHF6809brZIQ5taTGd80uJA9pZwpQA5AHJ7HPpVKfH31ui6o1RE6V2GUXYWmVqkXJxKvZXPV7IQn3htO4E/wApah6ZKdMx2vyVQjYHmLfaKqyZBEl7UfmLcE1iap3846VPla1qPKipShhRJ7knJzWGmNWXfSE9cm0AW95SipaQyEJVkckDGOcYzjPA+FNW1zZ0h6M6YVxet3nIEl6Mwpe1sKHmEEAjITk/OrDab170BsiPJuHSO8zlIwPMkCY8OPUpC0p/CvS6VAXQ4mbg4GXe5sVu3/eOvrFpF1fTHTmtLNqmXOuMq2MSZyVyGlRyFNoJSyUITwlZWRuyTuwcFOBWN653BpshUhRVjgk5xyT+urZdQUQ7h0+djdPIMK1WS4wg/bYzLag22DhS07FHKCpW8kH1JqpF2jvW8Bt+O6OMqO3IFYq9RZrXRz4MsdTxNNs8n3MTxPfddUUHC1HOSaWmrrcIERLch4fRn8qx5mQleMA49O1NZxyOp382tQGOcgZzWiXKDyQ0k/5Pnnsae7ux3viYXCHRk6dB9A6G16udcr8pyXcba4jbCck+Wx5RTwsBKfbO4EEE8ccc1YEW20WwhTaktqwOQr/dVJLBcr3ZY78yxPutPvKLTiGErK9uEn6yeBzTqhQeqt2joWhV88sjO1KX3FY/1c1t4dpWsAiekdCtpx8VdL9x8mWqk6ut1uB8yalKvQE1aXw0aq0teemzCLNdEPy25LqZzeCFNulWUpwe48vZ7Q47/KvlnP0V1VeZ/i+mdYyVEH2vyXKOP+xTg6DWjqTo7rBY9RPaevkKRHdW0H7lbpDaAhaFtqIK0p5CVEj4471V6nU2RUVAlXr?+X61Poqp2TPrPJnoXIdWAr2lqP40VAL2t+ogeWGpaygKO0hHGM8Yorn/4fZOI9Bvg/wCJYBzKHWV4yVEoUPdlOR+KcfbWwKBFc76trLi+SoAKz8QQf2VsVkKVyDjgkep9a3u6UZkV+la1qNe54rQ4o4wDS7gRuDjqUOr3HhTYUPsJB/7wrQ+5tBzQ6DlB7ndj7CDx9+37q1O5UDTwdiAiUnU7trmvMiIt1L+NpbA3JUM8nJ544z8aZ0i8anha5bkMSVMxrr9JbDBQlQ3ABaQSRngJJ+Y91PdURvzC6pAJIxTd1nE8qPbbo2DugXSM6oj0QtRaUfucqD6Wp37mEmVx4ldvGlqGTonorD0nHeWlepbiGXMHuyzhxSfgN4az93rVBZFxeVhII7c8Yq5X8JFIdbk9PY247PKu69vpu3Qx+ofjVKXyAe?/cZrbpC1V6TiRXEE6M1ypCFp2qJxWzTd4uml9QW/UNmcQmdbpLclgqzsKkqzhWO4PYj3E1wSFez3rZEcSGsKVtUOQr1qq7eo+mjEPxJN626ntGsep1z1nZnVGNeocCWUrGCh0R223E/YtCsn35qzHTq9aba6Sacgz5zbDLsBDe1TmF7gCFKSe4O7JBHpVI35SWmFLKPbSMIAOQoe79tSb0ciaZ1bLjaQ1LfbnELmG7Uptf5orO4qQon6pJ+r6Ht3xVysKgAE6X9OZqVZZDf1DiTTrDXrsB55h2ah0JT7LyfYD6e4Xt7AnuQOxBAqPkXbUusZKommra7KUCApwHDaCPert9nf4VJkfw/W9EuKm63KXdLewSpLahlxOf5WCN6eM4+Jpw3ppjTcJEHSxjMrCTtZ8jb5uP0R6hXfGM/EY5p/LHU9BZDyT4jFs/Si0wGRcOod?+TJdbHnKhNL2tJA95yFKAPfsOcY5pR1TqPS1y03J0fCbjtWuayYroaAbUwo?/VUE9uFD4+1j4koF7ky9QPmfDmFD4G7CvZbKwMbcH6qiAQQeCM9uKjzUt5g25px2aVMrbSW9ish34tqHrg8pJGcAc4FMcqg5lK6xQhB4GpHQjzY012KZBWWHVtK9nKdySR2+yt1xtxdjuT3kltbLeElPZw5/kn/AHUmKlPOyFSnFKSt1RWoZ4yST+2lu2zBJ2sPlZSn2sg/hWSGDEieU5ChbGK+Nxv2+6JaWhecg?/jS0t1T7yGmXw2l3kJUc5Prikm+6fVAl+bEeSIkglTQIxg+qBXEDcW0BlbK1JSQtGe6FDsQfQ0ikqeZEAGEedr1HedJPOfk+4+W68lKXEpz7YG7bkj1G44+frSJIuX0cl9MeS0666pa0EBTJCucp7FBB/R5BB4Ixg74Ulqawtbq8Sluo3pOPZwUnj4f76WdiVtgLQDxjtTl?+7mSWZT9gqbwI6um3TTV/VCw3W86XtwfZtaTlCnCHH3QArymkge0vacgHHoM5NJFqiJWXAsPtLyQpKXFp5z2IB4P2VMfQ3qm3066eXdKmG2osS7R1OrQjBSmRhvepXbCVJB59M+6mzrHQ+rtedY57PT0R0Iu6W7g+4tnLMMqUUOLUoA8FSFLHGSVEAHFVXzxQSto0Pmd70XJqx8JSx3+IgRYzqpcSz2O2LuF2nqKY0RAJUrHdS1H6qB6qPAFTXojpO5pDyLvf5b029SlJEmSjIiRsfVaSDjCAcjcRkk5+FTF0j6CaY6cQyqM8/drpKSPp1zkJ2uPkdkgZPloHohPA9cmnTdrg5PvyunWgWGHb6Uk3CWUgt2pjgEqPq5z29PnxXI9S6sMh+2sfbFy8p7mBI0PidEbQt?/TpFDlk6haegz76pP0ZSAqQy2tKwl4Kdb/ADbb4S5lKHCCpXAyc4dmkNCW3SNrb07YUKCNynZcp9RU9IcPKnHCeSo?/q4FLWgtBaY6c2kQdLwkRnHz5kyQ2kIclu4OVuFP1jycA9s/OuDqZK1/EtrStCWZT0x9R82UPKKmkjGAlC/rFWTzjAwe?+axbrVvOqxr?/uVF7hy8ekSExbo+EqBB9kY4OP+P6qxdfKyEDIaJyQkZzzUCQeqfXyLcotnu?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?+rzwbnFu2WRBw9cZLZWgqH6LSMjzFe?/wBoAYOTngsjqf061j0b1Q7Zb4wVw17lw30pUpl9vJwttR7jscdx2ODUs+FrU0TT9svUaYh5xtUttbWVkgFSFZSkZx?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?/uOzN8aIfLbKlZwnJz762+YnBUFpA7ccYr14FRU+oFCVDhNIy5MxTi?+ClHy4FOD6WO1FRqSiO4paUFScYyFDH9+KavUfXmn?+nWj7nrG/Nh5TTZbiR1e15zyuEpGfTn7hTC61+IbTvRm0wj9FVc77dXVogQ95bQUoA8x5agDhCSpCcDklXHAURVjrf4gb/wBU4EKLdYMK1wIW50R4pWoLWeAolWTn99bnT+n3XgXMPtle61KyVbzGZrbWn5cnzL5IUlj6Y6p3yms+yD2Ske7vUT3i8NTHtqRIJVzk8Uoaiu21httncc5zgCmYlbyVKcLh5JOD6V1jHtAAnOWWdzkiK8bahWF7EEn2ik/vroeltNEFpsKKVAbgP7+pFIuVpIIUQCcbTzg0fS1llSUfpYIpgBJ1Ii5HMUbtJE/yWUubgruQPQjPJrjgxH4MpL8UKSpOCArnPr?+6smHkoKPYG1I+3Ga74jqfNKVclXtDPbn0/CpgPujFfncz1ND+nyBdUe0X0JDhA/SHv+zFJQhbSRj/AH06ob0eb5sAghagRg?+pHbmm/IWEr2qBBTwQa0abA6f7RtpP7pnBBYeGSeeBg8irp9I9VO6i0hbbq+srfS35Eg5zucb9kqPxVgK+2qSpleWoEYJ9M1Ovh21q3HVN0vKeU2Hl/TI+PU4CXB8MBKD8faqzjWBW18zqf0vlehcamPBl39JzoZZBkLQVDsCCfwrr1S03JY8xCnSfRKQlIPHyB/Go80heGFOJaST3/RPFSBJPnRioEcD3/Ctbyup2ZYo+5HL0R4PLH0ZX1j/nT7/6VFKkkH6Q7wfrq/XRUXpyf6syxyUkivFNqVIaPHthSMe843D/ALppQRCP0fzWk+aUJKlAH0+fp91ak2WZc4ZlupEaMk?+YlchSo6E4B5IP5xXywgH31iLQ3luJ40GnMVNpUWyT5gG4IAKlkf0Rk14wzcbk4GrZFUonhSk4c8v4qUCG0/Ir3fzTTA1R4gekGmLz?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?+qte9IdVWCzRltodnT4CmmUKWoIQCrsMqIA95IpR0T4WfErr6w/4W6L6MapuFoUjzGpX0TykSEfymvNUkuj4oCgfSnk1MNMeJJUzVN3LwZcnQ/jK6Sao1AqHp7oBqi4rZaLz6nbmyG2kD1UkEgg5wPefTipF1b4prPr3Q990PadKzrI+/HVESl5TbiENqbOSceyQMowkpx3z2qAvCZ0t6hW/TlxiDRU43+4yFKciphOJlRmkHYG30qGWyFJVwrbjODzmt/U7Ruu+m16uNz1dpa5WhBgLcS9KjqQ26W21KUUOcpVj1wTj1rmc7qj1WmvHX7fmdLi0I6qbn23nUqJbLhqzUebLabTEU4lW1b6mU4wPTgc++pX0d4eZsh5i63u3OS3kgHaGtjSPkMfrpQ6edFfE7p1pm6O+HjWz0YgPpWxalr3IPO5OASrIwRjvTwidWuq?+qb2np1pPRl4kagCHE/kRMVSJiSgFSwWSAsbUgkjHGK6Ghqe0FzzOqxLcWwCxnB/v4ibqLT8Szx/LuWxBSnsMfYKrV1ANuVci9BUgFOUkj1qeNY9CfF7qFL0mT0O1oloArUfyYtICR3+f6vhUZxfCn4mtT2eLqOy9ENYz7dcY6JcWTHti1oeaWkKStGByCCCMe+o8rLRh2JIuq5uJfUawQY0tH64/wAHIy45/NNtpmSGHGwVK+kOMJaQnjsAArB/nHsKUup2uYmosWa2urfjRJZWh7d+bWgMoQnb2J5C/Qenv4ZF/wBPai0fel6f1XYLlZrowra9CuMRyNIb/pNuALHY9xXIQUqICvrc8H0rCsRe?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?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?/U2uLXHuViiQLehTrLIdlpJLLqlbS7FaQQRtIcwe?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?+o1NcPRz0+IlTTWCBntjmkDq?/0pvb2iI+qrfAU8q1ubJaEfWDK8AOY9QFYBx78+hp1GQrWgbjvQbt0okDKfQB2OfSu?+wx13C4IDgyhBCj8fdmlCz9OdQ3AoXIYMZtZ/SG5R+wVI+n+mqbeENPNOFeRncff9lb1GNYx7j4mt0joeRc4ttXS/mLOmX22kp3OJB7BPJJ99StpK7SnHEITGurjCeChsOAH7h2pK0joR1x0BltkEEYClEE/hipv0raL/p9lINkbWnGStlQJ/v8AZWqBxO+YCtSDEUzLMDgtTAfcXXc/rop6rut03q/ikscnjaP3UUvaZnf2jBj3DKNxVwOSSaat46u2uNJVatMRJGoroFlBYhHLbah6OOn2U49QDn3CqKPa+1zIaXHf1nfXGljCm13F5SVD4gqwa0QNYartTIj2vU12htAEBEea42kA9wAlQ4rCa4k8Ty8cS8DmndY60cEjXt7XGhFOE2e3qLbPw8xX1l/IkD3pNOi1xLXYIqINmt7MWOhISlDSAAMfj8aoD/jF6gf+nOof60f/ALVYnqFr5XCtcX8//Mnv7VRhh5McGIn0JcuasgHOT6Zplal6uWm1rXAtAN1noOwssK9htQ7+Yvsn5DKvhVKVa91wtJQ5rK+qBGCFXF4gj3fWrjY1Hf4qUIi3y4MhH1Q3JWkAfDB4pHdiul4jg49xLUTF6n1g85I1NcCIqsbILYKY6B8UnlZ+KyR7gO1JkzVtttC02vTMcXKco7QUDcEke9QHtfJPGM5I9a3u6s1PIbUzJ1HdHW1gpUhcxxQKT3BGa1xdS6ggrUuFfLhHK07VFqUtJKfdwe1Zr4b2kmxtywMlV/aJabTCdS2SW9qPUmq5FplyEKaacjv+UqOFoW2psqTyELbccbWhJKlIcPJUBTYuFzhLKIdtZREhRh?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?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?/mX+ehPQHH7fKbLTyAW8KzlKh2+Y5+4027NodVlkfTEuoUtS1KO0YGCo44qjknqh1HmOl?+V1A1I84f03Lq+pX3lWa1jqT1EAwNeai?/rR/wDtVylnSAzko2hMhurg8KvE+h7tqjXBIRMjodyNvtCkJ7pzb21qeZjpyTngYqhw6mdRxyNf6jGP/Wj/AParMdUepY7dQ9Sj/wCbP/2qB0p18PKrZysd9s+hth0/GG1l2JgDjNOlNtgIjOwlxkrjuoLbqFDIUkjBFfModU+pieR1E1Nn3/leR/br3/Gr1OPfqLqf?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" width="307px" alt="identical to natural"> These space age stones, created in labs and not mined from the surface of the earth, have disrupted the way jewelers and consumers strategy diamonds and diamond engagement rings. https://telegra.ph/A-Information-To-Promise-Ring-Meaning-The-Promise-Behind-Promise-Rings-10-08 of making what was once a rare gem has made buying diamonds more accessible to cost-conscious couples in search of a much less expensive?and probably more eco-friendly and ethical?alternative to mined diamonds. You’ll come away with an experience that can help you decide if a lab grown diamond ring is the only option for you. Under the guidance of Dr. Ulrika D'Haenens-Johanssen, an professional from the Gemological Institute of America , the Brides staff examined 21 items of lab-grown diamond jewelry from 10 completely different brands in our New York City Lab. Our testers evaluated the looks of each diamond, setting high quality, fit, and presentation. In the previous, when confronted with existential menace, the mined diamond trade has marketed its method out of hassle. Indeed, the reason many of us are so keen on diamonds stems from a intelligent advertising campaign launched by De Beers in 1947. The firm 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 rare can be a carefully crafted marketing illusion. In fact, extreme supply of diamonds has lately led to hypothesis that De Beers will reduce its variety of contracted buyers.

h2>The Means To Measure Ring Size: A Simple Guide</h2> The first gem-quality stones were all the time yellow to brown in shade because of contamination with nitrogen. Inclusions were common, particularly "plate-like" ones from the nickel. Removing all nitrogen from the process by including aluminum or titanium produced colorless "white" stones, and removing the nitrogen and adding boron produced blue ones. Removing nitrogen additionally slowed the expansion course of and decreased the crystalline high quality, so the process was usually run with nitrogen current. https://yauld-fox-g30pht.mystrikingly.com/blog/greatest-lab-grown-diamonds-2023 achieved the primary commercially profitable synthesis of diamond on December 16, 1954, and this was introduced on February 15, 1955. His breakthrough was utilizing a "belt" press, which was capable of producing pressures above 10 GPa and temperatures above 2,000 °C (3,630 °F).

ul> <li>Whilst the terminology can seem slightly complicated, man made, ‘synthetic diamonds’ are actual diamonds - created in a lab.</li> <li>Firstly, the demand for lab created diamond rings continues to be significantly less than for mined diamonds.</li> <li>Lab-grown diamonds even have inclusions, the tiny flaws which might be in nearly every earth-created diamond.</li> <li>The data introduced here is created independently from the TIME editorial workers.</li></ul> In distinction, pure synthetic diamond has excessive thermal conductivity, but negligible electrical conductivity. This mixture is invaluable for electronics where diamond is used as a warmth spreader for high-power laser diodes, laser arrays and high-power transistors. Efficient warmth dissipation prolongs the lifetime of these electronic gadgets, and the units' excessive replacement costs justify using environment friendly, though relatively costly, diamond heat sinks. In semiconductor expertise, artificial diamond heat spreaders stop silicon and different semiconducting units from overheating. From 2013, reviews emerged of a rise in undisclosed synthetic melee diamonds being present in set jewelry and within diamond parcels offered in the trade.

h3>An Skilled Information To Lab-grown Diamonds</h3> If you encounter any of those names you’ll know it’s what we discuss with as a lab grown diamond. It’s necessary to specify this distinction as it could possibly get complicated with different gemstones that may look related, such as Moissanite. Although Moissanite can additionally be incessantly synthetic, it has a different chemical make-up to that of a diamond, and is a diamond simulant rather than real diamond. Figures revealed by Diamond Foundry suggest that the entire environmental footprint of mined diamonds is far higher than lab diamonds. “It takes a complete issue more vitality to extract an underground diamond from Earth than it takes to create one above ground...

div style="text-align:center"> <iframe width="567" height="311" src="https://www.youtube.com/embed/zXlRP0HXgZg" frameborder="0" alt="lab grown diamond" allowfullscreen></iframe></div> This year, VRAI and Brides collaborated to create the VRAI x Brides assortment of nice jewellery pieces. In our lab test, we examined and evaluated jewellery from the brand unbiased of the partnership. We liked the angled shape of the band on the James Allen 1-caratKnife-Edge solitaire ringbut have been a little disappointed that the lab-grown diamond appeared somewhat buried within the low-profile setting.

h2>How Do Lab-grown Diamonds And Mined Diamonds Examine By Means Of The Four Cs?</h2> Other diamond imitations, like artificial cubic zirconia and natural zircon or topaz gems, are prone to chip with wear. Free-standing single-crystal CVD diamond discChemical vapor deposition is a technique by which diamond could be grown from a hydrocarbon gas mixture. Since the early Eighties, this technique has been the topic of intensive worldwide research. The advantages of CVD diamond progress embrace the power to develop diamond over massive areas and on various substrates, and the fine management over the chemical impurities and thus properties of the diamond produced. Regardless of whether or not you’re choosing a lab-grown diamond or a mined diamond, you will consider the 4 Cs when making your selection. “The GIA is the creator of the 4 Cs of diamond quality?a globally accepted commonplace used to assess and describe the traits of a diamond,” says Magaña. https://postheaven.net/garlicsilk5/the-12-finest-places-to-buy-lab-grown-diamonds-in-2023 Understanding the four Cs allows you to consider and evaluate diamonds based on their unique traits. By contemplating the interaction between carat weight, colour, clarity, and minimize, a client can make an informed determination that aligns with their preferences, finances, and desired look.” Here’s what you need to find out about each. When it comes to selecting an engagement ring, diamonds nonetheless stay the most common stone. Despite the claims of Moissan, Ruff, and Hershey, different experimenters were unable to reproduce their synthesis. Both pure and lab-grown diamonds are out there in quite so much of colours and clarities. Natural diamonds might have slight variations in color due to their geological formation. Dr. D'Haenens-Johanssen used the GIA iD100® ?a specialized instrument that separates pure diamonds from laboratory-grown diamonds and diamond simulants. "By eye, it is troublesome to inform the distinction between a lab-grown diamond and a pure diamond," she defined. Since natural and lab-grown diamonds are chemically the same, this method helps scientists, appraisers, and jewelers inform the distinction and assess the quality of a stone. Compared to the land used for mining efforts, lab grown diamonds are a much less disruptive, extra sustainable option than mined diamonds. Having stated this, artificial diamonds take a massive amount of energy to allow their development - usually between 250 kWh and 750 kWh.


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Last-modified: 2023-10-09 (月) 08:15:51 (213d)