Emerald is recognized as the birthstone for those born in the month of May. It is known as a therapeutic stone, worn for the betterment of well being and creativity, intelligence and communication skills. A valuable gemstone, emerald jewelry is worn for astrological causes and the Navratna ring is the most generally worn style of gemstone rings worn by males in addition to women.

div style="text-align:center"> <iframe width="569" height="311" src="https://www.youtube.com/embed/P0PdC5WmQFw" frameborder="0" alt="emerald ring" allowfullscreen></iframe></div> The Aamira Ring, set in 18K Yellow Gold with diamonds, emeralds and topaz has a really festive feel to it. Gift it the one you love on a particular occasion or celebration. In the 1960s, the American jewelry business modified the definition of emerald to include the green vanadium-bearing beryl.

h2>Settings</h2> Emerald manufacturing in Colombia has elevated drastically within the last decade, rising by 78% from 2000 to 2010. The three main emerald mining areas in Colombia are Muzo, Coscuez, and Chivor. Rare "trapiche" emeralds are found in Colombia, distinguished by ray-like spokes of darkish impurities. Emerald rings in-store and online at present at Grahams Jewellers. Since 1939 we now have specialized within the most interesting natural sapphires.

ul> <li>A gem graded none on the enhancement scale should still exhibit visible inclusions.</li> <li>The Aamira Ring, set in 18K Yellow Gold with diamonds, emeralds and topaz has a truly festive feel to it.</li> <li>Cocktail rings make for superior ring types for evening wear for women.</li> <li>Indulge in the captivating beauty of the 9ct Rose Gold Amethyst and Diamond Emerald Cut Ring.</li> <li>Cedar oil, having a similar refractive index, is often used in this broadly adopted apply.</li></ul> Gems are graded on a four-step scale; none, minor, reasonable and highly enhanced. These categories mirror ranges of enhancement, not clarity. A gem graded none on the enhancement scale should still exhibit visible inclusions.

h3>Learn About Jewellery</h3> Later, from 1965 to 1970, the Linde Division of Union Carbide produced completely artificial emeralds by hydrothermal synthesis. According to their patents (attributable to E.M. Flanigen), acidic circumstances are essential to prevent the chromium from precipitating. Also, it is important that the silicon-containing nutrient be avoided the opposite ingredients to forestall nucleation and confine growth to the seed crystals. https://ilanisdiamonds.etsy.com occurs by a diffusion-reaction process, assisted by convection. Luminescence in ultraviolet light is taken into account a supplementary check when making a pure versus artificial dedication, as many, however not all, pure emeralds are inert to ultraviolet mild.

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H6g9xUpX5qcB5j4jeAefj5BwfNW2Y47keqSXCyyhBMqtpgoLEiQaIDjqJI7dY3XvHw08ZuCeKOBsMxx7MQrNewiQ2MzqlzCdspVk3vYZHGx2PSSKiSwPiOQvvXsz7X0m34QHkMlFrg8b8r/bXvqr1SvgIPpX2tC7BKUpREpSlESlKURKUpREpSlESlKURKUpREpSlESlKURKUpRFwllSGNpZGCqgLMSewA961TyrPw8quDbNJcJZW52kcMbM0h/3mPoPsPXRq0+IeVeKzixFu?+pLs7fXqIx?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?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?/8Aw7HSqssM8du/UOpi5+fR3/yof3qN45a3WH5Dmcpxqe3a4t7pJD1QpLG6suyFEgK63v1B9e+q1OA3rFdXQBrdlnetd3xNvoMgZxob9VZ8Ub9zJDdRRSx6DtGkqwrIvqw0dEH0+i7G9E+vZc8bsbtWPFobixLAlIhMSyN/vfMe4/dR3+1fbnKWeelS1uols8iwZEvYI+mOSX16XiA0u1JYFdEDQ6D+Y4plzGLVYYSlnlYFWS3LKrQv22pUegBGiCP/AFrzct+3RVhEwNwQ13LO73PAjra4WLe5DleMWfDX1tkJyT/qX8pkaCZgVWSNypXXzBWIYjpY+52Nt+F+Y5NxxcZlMxjVwjYaFbe0fukl2etSz69X30sd91Abt09Wm894fmfiRlpb/j2THREpmZXmRFCOui0aFhrY7EKvzDY0O9SNpmMh8JHJLySa3mUMlx0ws8rN3+VX7qBor3JBGzodgTKpqkMy654KdX7MqdxsQLWuaQbtufMWta+Rodet1+ongL+Iyy5bmr/hmcvZnuYLlvg7m4CgyxtplHyjWtMNep132d9vRAOxuvx04VzKexzeNv8AFSNA8LIFkVejR6h32N9vm16n2G6/QLw88fuQSX0uP5PaWkgiiilaO2uBI6RsB3Pbsw2oZW/tE6OtVqrgyKP3jQcenXsvqfsJ7STVpOzK43kb+0niM4PXGL66ZK9FUrAwubxufsVyGLuVmibt27FT9CPUH7Vn1Fa4OF26L6WQQbFKUpXq8SlKURKUpREpSlESlKURKUpREpSlESlKURKUrhNIIonlPoikmiLVXIL18nya4lDEpCxiT7Be3+Oz+9eRPxteMtzxrK8W8NcExu2ucrj7rK2kNuZpLgNMWhg7HXrEXKFSW3GewB6vTOQ5FY8esbzOZW4igtraN7ieWQ9lRQWY/X0Br84Mpzez8bfE3Oc+xZy0dgbiS2tJbyIdaKUDXMwAYhGihaK3iXZ2szHasdVzUELq2psOJueyje1W1YtjbHllkNju2HO5wr3c+JOQyHIMN4eYa5it8NjrWZ2Eba85vh1j0WBO+8fWdABmZm7jpY07CIMXyGS78l5Zpbd1jDHanTIGBB2PTfb07VgcPju5+YDNLAkcPVcxKqqNInkt2+mh217jVWG5Ntb3JmhYhGZu5bq/MdEfT6gemu9do+Rz23PNfk2sfuzeHrdgB73dqqp4n3E9nyHFckiXyYIGNvcC3QIDCx+YD0HoSB+tTOJvIrrh1/bM/my27NazRBQi+Yp35iuDtSQTo9J9PpUH4uxQpwaMljJI16IlZie4CsQwPp7pXHEXF2uNHVIxWays5JCD2b/VYiN+vcJre/8Ai+tR5SWuvzU6OPxtmRO4tcQOoBH8n6LvwWOsbs3UufvzDGJlgiLEqCPqCAdMxYDR99Gsg8IsbS4mWDk+N6XP8phasZEGt9izbA9e3arLx27fGYlPLx8PmXJ6jL5bAsnU2tnWvTt9dV15WyhzUiNdXPlIXEhMSgHt7fb/AN9u1atxuvFV8m0phUOaHFrdOBGOluh45VZn41xi1VJGklvpxF1XMk6qY2K92+T2UkbI6tfpoanMZ0463vrqxs4Us5WXyokUIkQHZjodu7bP6k/pXCcYHG5BrO4kkMUsfRIHG9xNtWYEbHuf86yLKzt4bm8xIm6vPPmKC2ww7aKj09zv0Hp60yTcLGoqZJ4bSEka50IuL200+yipvire8W8v5C9sISOnQHUx/Nr1JAB0Sfc9vQ10XIvMg0d7EnSBI6r0g+nlsO59/Vu/2q0jCxqGimJZzrRG979tVIwYq?+e0jghWLpLE7MKlt+nqBv0P1rYI94qKdpxx2dYX05Cyp8FtJcSrbWxM83m9JVyQr9x37H07e4+tYnNsLdcSzeEtJW6r25jEk8PmDSByekE+wKj+jA1s/GPh+Pi4e0xdvks1bReayJ1GO0BP+0uG2Qo2R8u+piQAO9adw15ecx5Zkc1mp5LmaTqSOWaPTqCfzAei61se4PSOwrNzGxtzkn6f2pmy55ah76hzd2Jg46uJwLf?+upvx4KHkvL3jl2/SjyWkh8wbBHSd66u2+3sfp7enewWXiVkLGCI32LE9qx6BJHKkqHffp2Owbv8AlJB+oFTcbcE5FCuNF4sUiKsbGcAR7Hq3UD1Kvp3AJPf6AVi3Xgnf2Nyl1jL1gzIXjmhdH2Por7QkfXtv7fXENkAvHkKykq9nTAM2i3dd1uL/ANqQx?/jDwyIg3li0UmhtGhYEd+x+UEa/erRD+Jvh+BsvJt?+JpfSyAhXSEhk36b6yAfbuP6VqebhXNMdfeddX5RgnSBPG0q9I7b0ysD9d6qwYGTlvH5FytjmsajwMJA38MAkHfW1Kx9Y/YVsZUytwceShzbH2RfxI/j6b5t2/aVr2/vchyTmkd9k0aNlkku5EKdJR2PUEb3Hso+gYfWpzwNz?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?+0QA7EkYgBxWcFRJSQl0brbpve18E206etFlxcSyDYmGy?/0ksdltNLDMeoHtshgjaOvY+mh33U0/iTy3w6z1tj72SSCzs0FtZXVtM7xLGo0gBIB0R8xGl6hvsO2u2x4102c9gkzxdKbR2XpBf1UH6DYA/ernxDwXy?/iljoRdRSY63lX+fczQK0VvAg?+W5MvUETbghVLBmAYkKp2dk9ZBRR70rt2+M5v0svNgUtft?+rMFEwy2Nzu/CW3Is69wBnn5WuvRfgX413GWtlyVpcRQ5GMJ8Va9f8u6hO+mROw2p0w2O6MGBA7rXrPjfIrDk2LjyVi2gflkjb80b+6n/wB9/Wvzri8Cue+G+abjmNy9tcOw+Px10u4bm2kHfzCmz125k8tZFR3VgE6lIHSN5/h/8aFz+GteVYooPMPwmWsQ3+xuUOpI233VlbYBOvlYN3BG+ZfVR0lQHQm8L/8A6u4i3Dsv0Z7OyV1RR+67UaW1MWLn/NvBwOhxgkcV62pWLjMjbZawgyNmxaG4QOhI0dH6j2NZVXQIcLhWWmqUpSvUSlKURKUpREpSlESlKURKUpREpSlESsbIgmwuAPeJ/wDA1k1E8ruL2143k58b0fFrayfD9YJXzek9GwO+urW9d6xcQGkletBJAC/Pz8dPLJMb4YRYlZ0gTO3wglcEsHtY43fpOtdO5fLPqQRre9lR5q4XDHw7wqF5FDFBkskhjtizGMESEy7J2ddSPb7JP9kKCNCt0/8AxEbu7Xi3F/KiEZbLt1k9+nUC6Q9ta+3/AAivMPiByDKZCDGYfE2ErW2Os7e1WQrsL0Rhert7nQ9vQVUbFc2N0sg7D7XXzn9TWybQqqegBs3DndhkDsSdOKvPE77PySW+B84ETXkc0gVFdIFXQZfMQaJ/s6JOw6+gO6t1x0DGXAVCHL7TX/MBr/yj+lUHwa4fmMHb/wCkGZE0eQy11HHCkmj0W4BPXr222joj0TdXm5urB4DYGYR3nUlzGA/zCNS+zoj030n/AKa6OPeDLuXxDbDYhXGOnsQ05LRi/HyGnkVQPFG4zN0mDxrXUUOMnmnWAD1aTqWN5SAN9PUgX37RsQPmqWxEVu1uqsTClyWZdd9rsaQAEaHSo99bHpsdorKL/FOTTyfElocFbnE2svR0qfzl0UD3HWU13G332GgJ7FG1NtPnLzzLOGEpawxXirDouwVNHqII+Ukkd9A63Wh3xOJ4BW1S7w6SKGPFhw5uyB3NxfzUkZ7bG6tLezLQkdPSGYBe2vXftoD2r7c3Z8nps5mgcjY0Fcb36a1vWvvv71WcryvJW0apNYHzH3J0Rxr1AEbAALfMABvY3v6DsKjcd4oXfV8Lc4q7XqboEk6AaGt9Wh7e3v8AWtZe0GxVczY9XIzxQ0G2udfmsnP5TP2l2kbJBdQtIqGObSur77EdXbe?/be/vWVZZxMpFDBaSSQZe0cSQh36t77aDHudntokn5tdwasUcdhmbMSsFkL7kDr36vqd+/f8AoRVS8RuGWmPxFlzOwulihluWs5UUuHjmEZdZAQpABAPvv7a3Tw7AlpUikmgrHtpZG7r82IHHqOox9FsOPklvkMbbZdXW2Mb+Vdo7DSN7kfbej+h/pIPzDFXOCkymRy6YPBwOYZchoNc3pU7aO1TRJOvWTRC+vcgA66xFw8lhBJdFJ3yNsvnrFp?+uQqfm/U7Gx211iuE/E485boc5cat7fpW3twCxUAjsnYhfQD136+p3W2OUjKrRsmjjm?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?/rhW0x45yKTK4maKB7jHT27jrILOAWBDE6U7APftpG1r0rCsLya?+bz2kMSKxRCAfXWiP1/7is/IYyS7tmt7G4haeFhLCsidRY+6D2+pAPY+h3sA6cg4Vk1gif4c3+Qs7lbr2WdH4tTG186W5vAlyywFm6HIGmLa2AB7gDfvXvPwxznhTBwfEXOB8XosQWhjginy978EJpSnmGBZXIR+nZBRSwXpKnRBr84IR/Eku7fI4FopYyZmjt9Ri4OyW8rW1QqPm0Bod9DWlq4+DXjZl?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?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?+/bdZmVzsk5WA2ZSlrgxtmHUcPLlflorxhspcZHLXOYuYCl43Tahn9U0PmCbHYhFAOu/f76qc8QOZwWXExwDHuY7i+aN72VQSAN7VGA+p7+/YeneqJJkpLKaW8kKtMYzcRrvYQyEDWv3J/wDYr4cZkbWHF8iyOycn8TcxPIN+b5fyg9/X5iR9OwrNshDTbiob9mxPqY536N/aP/YDHkBnurZb8pHEcI+DwnWl3fJ5UtxHH8yWiHpZvl2QXZNb3voVRvWt1XKYqHO2/nWcrvJHKocB+qJFCnZJ+vp6n3r4Le6/hf8AFboB3upjCpO9dEaAs6nfqfT9te53NYh4IMY2IhUpcXHmGU60Xk8s/lB7aVtAd?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?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?+3evWaG6izV532MJ3XNwQb6cSLA3JHboqIuJvssmP4tjoPicjfzmby0P5QygKG+mvmJPsPWuXJLW3x3Jr2DFOstniYhj1nRtpNIF6Gcf858yQDv2P0FTN5yPH8TtpcTxGIz5O6Urd37ttkU+pd/QD7DQ+v3qLR3CY6RkmUW7u0skzsR58vcL0r66G2AOvcnfsMHOaBujVWtI6WW7yLMOBfU3OTbgODRrx7Z2JvLTIMsLY9ZZ7Q9TAElrqLYPSAT+ZSAQB6gEevre/EG6tcrxjil1FcMYoY72JSNkeWBE66H01s/vWpraSJLYFZGhvY38yKRXHfZ0VOvT03+9XThvKo7T4G3ydmb3FpkUnMJTvHPptEH0IYMx0e5IPZiO+TJBYtPFeV9G5r21MYJMd8c7tIxfHEW+XJWHxQu8Ngr7AcYx?/QP9HMLGLoDuJL2ZjI3bZ9OoNr?/AIQDVSv4J8JPb3TxE6SOedRpliaTbKp?/6ek+nqSPbvgXs2Z5Ryi/zmUsnAmuXu3V10H/ANyMHtv1A7dwNn0FSMyyYqYy5W48w3SmSVgdhnJ2R2+mz6f3V654e4kaLUyE08bI3EF9sgcScm1upJ8ws7jPJs1wC4bkOGufjbG5Qw3cHUSUhYn17a7dWwfqe4G1J7c1NG+Sx3JcVdyfwzIyEEwr1OpIIJEfqXXbL7d2NVqWd7G/+Kwd8sUh+byt9Sneu2h9d/3+1RklxHdXVxY5C8XFpOTNI8SLJbFiAewX8vqPy779iBrs8Qhu6dFvjoRLN7y3DrWJtkjkRzHAi/Ihd/G72K1uEluoXkNrayJGh7DznBAYk9gRskfXoH6jFyL3nJ7q04pxfEz5fOZKcW1vaQqzOzk60FUEk69v3rv4b4b+IviPeR2HC8TIbUyD4jIvpV+XWwvUQDoN+VdnRJ7e3rPwZ8CeI+DuRTlF3fHMcvtQTHPHL0xWjMrIek?+7FWPfvrt0gEFjQ7S23T7PjIvd3L+V9H2B7E1W2KltSWkM56fLn6uthfh+8Nr7wS8I4+Hc0srBr7+JR5+dSwDWd5HLHLGruG0x/kRgjX5UIbYPSPU1xZWPKsDd2zBRHkbZ7a4hbs0ZdfTR/UEH3BBrU/G/DXmF1ZQc05ReWUPmPHPFi7u3nKQKPmLOoPyy9PUQCrHelJO9Dv4tlMtDn7m7urudnub+ETtAq9At3QGJ5V7hfePant1KSFGq5ps1VSgS1jDuyHF7cc+XY2x2X26GmgZGKemd+wW+WPR5qtyXWRtcnwPkdzMsk9vcT4DJBB+aRh0M36CSHuCe3616c4FawWfFbK2tgRGnmaHfsfMYn1++68886xmrPk2Ms5TDPFkLfJWzKATD5xUFx9uvzj+u69E8HuFu?+J4y6UaE0IcD9STV9sTErm9PzY/ZQ9oZY09f7/KnaUpXSKqSlKURKUpREpSlESlKURKUpREpSlESlKURUzxB4ac7DHl8dBE2Rsx8quv+1jB30g+zA91P1/WtIR2txPmbx705SdGWaOVhH/rMEbRv1oDttlTL0xgkknp77WvUPrVG5/4dHkULZDCTpa5NGWUdadUUzJ3TrXtsg?++x+o9RAnhdHKKmIXte4535dcDv95Ecgczwn46rUHJjb4y7nxJytraQCxmmuY7MxrdQKhILnQLKGBboIZdCEklShB7b7jNtxHG4eXwzy19Y2M/k262zp5sSoE35iKzAdDdI2FJ31Bl7E7wOQ8PvIMmcu808GfkWK3KOkZRRGhWONP5YJHU7MvWxHUxO0BJrNmuI7bE3uWhsjc5i0xot47y2jmX4pkBe2jkPUrshBi30npXbhiFKk0nu1NW00z4wGSX10IOOx+epVgJJaeVjSbtt5H7rFzV74ect+IwviFgLVltnaM3klv1Wvm9PzqCw?+Vwp7/QH19a8D/il/Dfwnhz3fJ/CfkDZKyN4lpd44QubiyuW6x5Ein5h2idlYjuoHc7DV+hMmEs5sZnLC4tbLIX00izJcXRc+YXbcP8ALGgVHyjs6kkgbBIC6h5/4aWHH8jf2st3Dc5XlcFvPIJbN4I3yNsHkiit0cs0azW4mi6yzfLaybJdyGhR01Zs4A1DgeNx9jw04/fVQtq0VJteE+G2zxex9Zt0K/Jo4285RnLLizZHHWbuGaGXIXHkI7j0j8xvlUnWh1FRs9yO1bLm4VneOZX4TM4m6sLpYFkQSRnuhJ0w9mU6BBHY+xruHAcXy7nkHFclYxR3DytZhkUkG6LsFXWwCesKu96AJ9dDdoxE+H4hdi0yeMys0dwxWObHZXoidRo6aCaMowGxrYT37D2t21o+FpPz9fhfMq6N1TQNkiwRcEdcG39qm32RbGCe9yBleaXUfSh?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?+wXILn0WwDiOUkevSerX3OwKNY3Z8xifPvaW4H5jX1lRNu0EtRafZlELalwP8A+Re/rAVAx34ifG3iUQvrlOPcot1UI8mXwFvM0o//ANLmJVkc/wDEXJ+9fLT8VPCZLktzj8OFhJNdnpmuLPNSsP1jS5WYIR7AEfqKk?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?+smZJCrAtvQUlAAFB6gB3heOTY2y5TeZPkFlbZI5bKXBxMgha2e3PlpEemErrqYKnz/ACoQD85JarjleVce45g4cFf5e0sLm2H+rztMhIT+YoaGMK4kTaj5VBI6gWA1qs9nso2QvMpbck717acPK2i8qfGL2hl7WFrfX6qsYODAQcuv51v458rJ8JBZ2dzfzSR3kcqI3nsXLks+/L17NH6fWzcnsLjJ3uNe7ls2a1yCxW0zwPbmCOIjrQqV30s8ew6FQyugHUpBFC5qefwZuzzXFMbFaPcSvdJlJ5XmWNPK6I+kFyYyVSPaCAAudEHZNVD/AES8U+TNIuUzn8NxzNHI73EjStJ0Rqu4oB0rEOkFVDH5QSOn16ocG246feghjJsTY8M5yb/YHCkPoHTWle8DA7rL5L4kYHw5v8hPxTkt?+t5mZy987J8R51x16/kRIodQ/S69WgSSACDoVc?+D+G3OfFHEYu95Te5KyxCxJJFBeK0J0AwXcIY+YehtlpC2y7HZ0Km/CHwo4nh+SW+UmsDkck5eaS9vj5spfROxvsvzaPYD0r0GAANAarZQbKkqI96rf8JuS0H4cm+VhUVjYn2hbkcTqqjxzws4hxxYzBjxcyR+jz6bR+oX0399b+9W4AKNKAAPpX2ldFFDHA3ciaAOiq3vdId55uUpSlbVilKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoi6by3W6t3gY66hret6rzLzHnF3wj+KYx+FZK6jx96/W9lAJrSKID+WWDCMRsXmTS/MNDfX2LD1BWjvHDgl9FySx8SMXftFa28BgyNqQzJKwP8qQKGUdWzonfcKg?+hWBtDxWR+JCbEa9uflqpVLuF+7ILg/daxz3h1n/EbKpy?/ItdrbDHfBX9ljvn89n61nkZZVJ63jNs3Rp3jNuoTYOm85eI34MrDM2s3IvBblllmYpnLXGFvrcW1yg3srGWI6CDodJK9u3X7V6+44RjM9KL/ABotMZPHF8JaQSgTIyoVbQ6j1ExopJj0/wDIGgR2qvtx7iOdzU2CujubEZiRZHt4G+WSWFZT5bxnzAel1J6WUdRIK9fQKqq+kkaWGn+Iv7a634dea1z0VJtNhZWN/boeI4fx06LW/wCE3h3OuG+EWT4HzfE/wyZc3LHHb3u0BikSBklPR1LLpy5AIKEr0kivSeWawlySCLIW1lKbaW3mHSEKaXv5bvGwG1AJ7ew0feqdf8LtsJfWVnjcr5ll5yx/+JWwleNfm86IdMkS9fS5AdgSqueoSAnUnDPnMVZDE8jnw7NdQmX4uHYtxFo?+XsFZCxX+WQqEbIB6gCdqUCGJ8dYyxvkjPXXhr/wpMdMIYo4qZ+8Giwvry0XmXxiz?/iF4UeLPCrbh2Sint+d2XkZR7y3hMU8VvcSMrhQdoBHclVPWmwqdXps6qn/G7a5TIXdvzfwc43yW0huZFiMj?+XOidZ0OplkGx1HRXXr7etewOWcY8PvFnjmHl5XwKbkl3i4VsrOK3nEMiNKoYSLJ2ZdxhG2PqDr0rRfNvwZeD2OkaW84pzrDSyIjRRQXsMyNsgaX5Pm+4UkgdzquaZJTRxb7wTGBjBxfmdL8NfutG1dn7Ymk/wBBIGknIJHIDQg44+fRdvEvEW38ZOXHkmO4hFjMBaYVI/hZSn+o28bkJEvTs?/zpDMSwAHSqEglVK76wHGM9yPCXeTF01hBly1wzxFFltrQgKGLSKQA8abJ6W6TIx7HVVbgPhhj?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?+XGq2kT6BPzMhZiO3p7+hGtipzE+C/F8TdLkILO2gnQqwaKEMwIHYAydQ7fUKp9+2zVB8Kcg97Ng8rMf51wyeYf8AjPyt?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?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?+gcGvHfPPF3KTAX/iI2ewdvK/SI7rHTpaRMNn86K0R0ATsOToEk9jqqr4j8EkkWODxAwsraLnV3Gyhfr1Bumqh22Yg6wClCkxcuC9e+LUvl8ctmSfypPj4RG4spLwqxDAHyY/mf1769BsnsDWkuLcn?+GeK9vrbNY7JW8sqXgvEaOOYRyPF0rKSY5GLdhGrM/UVOlJBqLwuUyuaht4bi7lyuPf+Zbxpcs8WypCSAhgNDqB2D6dxv0N4s+Q4G4WyxVxc3NqllI4F3AVhFxCygd2DAFx6EgHqKaXezXrJJqp5mp3WFrWPP8d/osyI4WiOUXPNV7CcntuQZBJviYpbyTHxy3JjZmUyGaYkqSSOnpaMgjW9+gGgLTx22a/5Jj7ZR2NwjN+inqP9wNauz1qnF+U2MnFrY2sUuNDSl26yzm4mBDD3PbuBoAr7VYMl4q4Hw+z1iJrpbjJoySG1jO2SI7BeTWyinRAJHcnt6HXN0FeXSPZVYcxwuRob8uZ8lbVUADQ6HRwwvVAHb0pWtsL4+8CykEUlxcXNk0iBv5sBZe/0Kb2P2FXDG804pmHWPG8hsJ5G9I1nXrP/AEnv/dXbMqIpP2OBXPOiezUKapXwMp9DX2tywSlKURUPxIYSXNlDvuiOx?/cj/tVMMIPY6/pVy50Fmy8YA30QAH/8jVaaA+lUNWzemcVaU5tGAo54Negrg0X1G6kGgI9q4NCfpuoZYpAcou5MVtDJcTOEjiUu7N6KoGyTXf4CYtLiOxvzFKnnRy5V1kOyJbhzIVO+400p0PbQFRPOYriXjlzYWsSPJkSliQxI1HKwSRh9xGXYfUgCtq?+F2O+FxU1306EziNf?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?/ufSuhrc+mv6VUvbvOJU9jwGgKJa13XU1t+lS7Qa7d663g7fWtZjW0OBVIz6JcZewst7NqGu3X3BIKIT+oMn9P0rdnHseMXhrSy6elkjBcf8Z7t/eTWo+HWzci5Y94zdUMtyWQgbAhi7L+zEE/9dbsHYVs2XGDvTczjstFY6xEfJfaUpVsoSUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiVXPEC2t7jit61zbiZIUMpUnpPb1039nsT39hv0qx1gZ2w/imFv8b0qfiraWHTenzKR3/rWL77psvRqtDWePjx9rOnHMPcoIkXyFtLmPzmtYkYRwI0q7Ykg/L5ikbB+UVWoLHAWnMMqMGbMmaG3mkEB3t2Usxc7J6upm7E710/XddYflWAu51/06x38MuLmP+HYafFRSSqViRPPWBCs3kxzsy/7VyehF6l7mo21DcY5veYqawKxXc?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?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?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?+Kce5RY3uE4lc4u1h+KW8lurK18x7Uop8uPqZgqoAnbp?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?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?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" width="302px" alt="engagement"> The Devashree Navratna Ring, set in 18K Yellow Gold is a wonderful piece of floral-shaped navratna rings for girls by CaratLane?. Emerald showing its hexagonal structureBoth hydrothermal and flux-growth synthetics have been produced, and a way has been developed for producing an emerald overgrowth on colorless beryl. The other large producer of flux emeralds was Pierre Gilson Sr., whose products have been on the market since 1964. Gilson's emeralds are normally grown on natural colorless beryl seeds, which are coated on either side. Growth occurs on the fee of 1 mm per thirty days, a typical seven-month growth run produces emerald crystals 7 mm thick.

Cocktail rings make for superior ring styles for night wear for women. It is a bold design of emerald rings which could be sported with traditional in addition to fusion wear. This lovely ring is crafted from 9ct yellow gold and contains a stunning family of emeralds subsequent to dazzling diamond detailing. With a shocking natural emerald surrounded by sparkling diamonds, this ring is what goals are made of.


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Last-modified: 2023-10-09 (月) 15:24:52 (213d)