From there, we appeared to retailers who provide certified stories from an unbiased organization, such as the Gemological Institute of America of the International Gemological Institute . If the jeweler carries natural stones, we also made certain these diamonds are conflict-free and responsibly sourced, ideally in accordance with The Kimberly Process. Finally, we checked out return insurance policies, warranties and the ability to contact a stay human, in case you could have a query or want help when shopping. When it involves such a considerable purchase, corresponding to diamonds, you need to shop with whole confidence and peace of mind. This story is frequently up to date with the most recent info and prices; it was last up to date in August 2023.

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XxBhPRIdKRUZKEn5Yq/MUT9E99VbLtK4rZedRW6ZKp7i+Qh9ooV+46QYtJoq4cDwUnjPTYVSDMRwqSTzgafZFLqLoD7jildQyUd8aj1MyXVOIV1LSTznT01cjENGZiwcDBwrQbHAUpOineVMDruQQe2pi5TaY7CalJUOwOCNN9KaplxRlSQ6Mg5Az2x92nR1thUZtMcKKWyAR1emlP8AeO6sx2kUnCmVKK0UsBg9J4zjga962liKylUf5Qrgn30tp8q3DB811xKFtjvxxxqFXHc1NU6paXB5aPQH10sA2mahSKhPg05oPdRcUo849tLaZbtOrpRPYcbWtPrjOT9dN9lOUK52n2ZKuo5wnKs4GnNyHItclyA+Q0oYAzofYNDlDTqFpJVlx4hXFfQ0nA6cfX6aR05ylNNFboQfp21E7uerb8xcxDxKDg4P3ajH5anOgsZX1DuBprI7F2lOIBU7n1qPTn1OQnEpye2e+m/+08udJDqUfKeOedRZ+i119tDi0LbbPzBSgRxp?/p8ViDTyC8lToHdRHt6aa0UN1XXq3T9SanU/iwthpGcj9XU8pr1bqCltONNoTj7RHfvqvaOuZH6JCkfKTwccanMStpbDfkvp61Y6k47n21V4vhAcvObTOmQY7yClwnJI4B/HUstCQikx/gor5K1HOAR30mZpk+rvic6wW44TnqVwNJVpjxJ4dbSlakH5ilXH36G2Aja7VgUWmTZzK5MtOVeaQMDPGBqVUinKSoAjp54GNfW3DCKtbipTaBhL6kcfQJ/11LY9KDawrAHvxroQu9wWlviv3gny22uhKArgkeoxqzaG+kJT8wHHvquKUC2tIV6amtLkBATyf3a091ZSwhWNEkAsjOB+OvRx8BP2h399RmPUChAScjH116LqGRxn9+rhwIVKKWzn0qJIIPPvpjfUMnOBzr0dmrUM9sD20iefSs8k5z7ahzvAVgEgqYJRwM99RKptlSCCk+vpqWyXUqSQrOADqO1FAwT6HOpbwrqsLkjKJcPSf/Dqo7jZWl5ZIV39tXpcEdC0KAHP36qG7IuFKITxk+uhx2UgWaVbSMpcIIx669YbKnVjCT+7X3LZJeUMdvrp1oMPzVpA7+2kE0tLItkqgUNx7BDec/TT3HtlwjIbPB7FOpVQ6JkJwj01L4Nr+YB1pwcZ1XUrdpVeLXWRnowdK2LdKT9kqzx9nVrotUBIHlJOvxVtJAyGhke2q6xdqDCD4UAh0foGSjBHpjUkpcFacZSBgdsaekUEg5LY0pj00pUFY7canuBLdAfCU01gghJBGMHONPsVaUDGRpBHaIIOO3HfSlIKckjTg?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?+YhxspUnB9RrsHDqKj3wtPY+um65turFv1hQrtHZcklPSJAQPNR9yu/4a5skBvUz8lobKTsVyLZRMt5P6BpSUDlSQntpzhV+bNbKWGO/f2GtHb?++E28qGZFTthZqlOOVDoRh1A7kKHr941mmoqm27R3IrkQsvpV0qChggg+uslX+8N1oAFbJUspgMLVLfVlYOUJ4B1BqtUnpDjkSJDU6Qckj11502ZW6tUEJkZLQVgnq7as2FbzNOjCoKjtuJWnJUU451LmhnKrd8J02cpdtGG/ImgMPJSD0qGBn10wXleTFRq79ApPSvoeIBHt9DpRHjokJcMJQbUsZwhWMnSF632aE0uphSfilHqHy?/46WWh5tWa5zRQTdV3VQ4SI0xOHFjKec51ELep0tNxtKlMEx3FccZx686tKNTIl0xULk8usjOOn11HJU9cWtpgRYhV0cdWOO2oa4s2QQHG0+XhWae1CbgNMJSoIxkfdqnyFJq4U7LX0JWODyk86se7KXLlU8TWh1OpR9kevGovtvartzVZxqsx1MtpP2ljA02MtDd1VxJNKZuRZsilMP05HUAkFRPA082Zbtx1F5twxW1ArwBkk6VIk02lPpoUJ9CwlOMZ5B7aeKDclRtuoKW082WW+fm459h76axjpXaYxZKNBds0WVa0+3Z0S1W2nAhlxbY7qHH3DUCpltrSVoWpLilHOVd9flR3dq0/wCRyOlxCfspWo40zncSteaXUMR0ZH2QknH89daH9n+oSCy2vmVqbhSuF0tJ7IUf/wDI2V05V01FxJ47fIjU5cpZPBQRjWYLN8RF2WbCcp0Sl01+O6+X1h1KgSogA8g/8o1Y1u+LOhy30M3ZasiEhRwX4bgeSn6lCuk4+4n8dOf0PPhbem/kVo9kc1oDgrdZhKbGDwc98ad4HUgjKifXSG0rts+9oplW3WIs0AZUhCsOIH/Mg4UPxGpEmChJyG1DXKeJI3aXij8VmdEGmiF6NSD3J/npQmSVHHT/AD0nRHGeUq17BlQOQD+/Q2QjlZpImk7L5WsgYJ/npDIeKVHBPf0P00qcSpSTkenvpDIbV2x6++rtl3SzD6JHJkkj24P62mibKASoHnj?+9pdLHpz2OmSaM5CfUHTu6UsscEw1hwLCjx299VTd/TheMd9WdVkuAHA+/VWXeVpK/lOMk9tWc4FS1psKvpZBdIAx9dSiy4fnPpB7/dqJOrKn?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?+YRMFevyTGM7x0NSSy6DXH5iq9W5C2g78zbROVke5z2H01PMZ5OTnvnQkYGNfuvp2D06HBbUY39V14MdkI25X5gaNfujW9aF+YGjA1+6NCEpplVqdDmt1OjT34Utk5Q8wsoUn8RrVmx3iciXFJYtLcYsxJzmG41SACWn1dglwdkKPoeEnPprJWvwj2GsGd06DPZpkG/g+UmWBsworqQYLfTke3trwXET2AT3741n7wp78OV9pvbK8Ji11BhrNLlOryp5tI5ZUT3UByDzkAj0GdJutEHIHr76+d5mJJhSmKRcZ8XbeQUwuxwkEYHb20hfjjPAHf20/vtJxjntpC610nIBxrIl1pKjsuAFJ4CcgH9XTPLp3ykeSPvxzqXvMcdj2OkbkdJ9CT7Z1I2UkByr6o0hSkqABHGoBc1rF9CvkJ+urulwkKSSEcjJ76YZ1GbeJ6UA/Q6vrNUo0LMVRsuS2+S2yfvxp+tanyKe4ApKkjOrfmWu0ohSmue3ppILYSk9QQnj6apac1+hONs1BCG0hazx7nU8gVNpQSQSMD30w2bthc9yvINNgrTHKvmfc+VCR957/hp3uO2UWtMXGTVxLbj4Dy2kfZV6jn66YYyBZSzM07AWn5ialxI6Sf36eqDAiXBEqziqqIblOb6hlGQTgkE+441W0+76fSYaZKFfJxwoZPPrxr7f3BaagKfpriWXXx+kBwOsfdqW1wEh2p2+kq0LFoEq6KVClVQLhfEIKytIT8wBxkZ7e/OmJmp0Bu6LltR2vNvSaM42WCcDzEKSMjjhRBJHGmSzNwEQ6TJAfkNqbZKkpLyloKfUBIzj8BqrIG4dpVO+paXKcmbID2A62/0+VjvgD0+8auInaBQ3WZ04Y/3r2V/BkEDqQBnnkaTOsYP369KVWIldZC4DTgwB1JUeQcenvr0eWnlGecdtJcwsNFPZIJBbU2PsIBJwn92m2RFaVnqQD37DTs+Rkp9dI1dj9x1Qmk9u/hMKoDRJI4+mjTits9RwDo0avimUuQtGkVOtVNhhNOfeSVAE9PA/HW+7Tp9zs7Aw6hQHFxK5bjhkwQ09wroHCTg8EjOAfbWK6O9+RqWkh4MyVKCvsjKffGtyeFy87ereyV9tVD5jFTHV1K4UXCFpBB+hA1buuDgFzzC2RpC0JsvvrA3XseJV5kSOxU4aUiewhsKKDnCloBH3j6HGufHicNv3p4gLjuexqjcFShwwiLJ/KiVgxpIGHG0JUAUpGO2NX5DgsbO7kquSkvFFFksNSEobcJae81KApJB9FKChj0JOpHvPtzTb9pUbczbCKmQ/UW1KdYQ1h6QWxhbZA5LzeDx3KQO+Oe50/Ogl1Qnd7b+/3C85mxSw08mmmv8Aj6qvbI8X21Gz2xFDTDpLlW3CiRn6eWFpKW2Ol5wtuKP/AGVJ/dqmNv7yu7ce66ndty1B9+VUl4WASEJB5wB92qpdtaZVatJgCmVB2omQvpQmOorUoKwRgDPcY1du0FJk0ylNR5Ed1mR1q8xDyClSVe2CARqcvHJjA3Np2Jkhj+43YhW/VkKVZ9Po0SUWTJdfWvA+1jCT932dIW96r1sy0VWHTKlGehl4PJS4gdbXSeQlX11aFKtVmfAj0h6mNIjBhLQlr4IcIysjP1VqB3BtlTqXPeYepwSB9lySrr6wDk9IT20yEDHaCD+l2oe4zPsrRe0t3xdw7dYqcVwee2AiS369WPtY+uplWqGHIa1FJBACh7aydtzfDm3d1Ji29FU0jHm9CgQh9A+0n6emtnW1clG3HtgVmjK+dA8uRHJHWw56pUP8DrK5okBcOFpYdJDTyFQldUqJKKGVtqBzkKRpjTKWo9QaaKifu1O9wLfbi1RCHlpQpw5HV251EahT2oKsx3ELBHIT6HXIkaGuXSYTVlSO1bpcgFtJyUucFIVyPcfXX3vFtrZ+/ViSLbuWGoOqSVRJrZ6XYzvopP8AmPbUIiSBFYeceeKClXW30jkHUntm435CWx8SCoZyFjHGrA3sVJHkLlluzs1uVsTdy6Bc0SRJhvLIhTUA+W+gfrAjgH3GlrK6xKoTMCa+Wm146go9hrqZflnW9ufasq1rmprMll4EtuKALjC8cLQfcaxTvNsqjZunokVilT6qwrhmWhslCj6ZxwD240uc6QLGyvDuSbWXrzg/k12LHoLq1E8KIHGTpe3tnUZFHRWanNT5hwVDJOBrzqV6NvDrdpyWFIV8rax82M6n1hJkXPTnZUglEIpwrrUQONQ52ltqzWgmlDoFp0WpvMU5hwrVgKdwecA86tCNHaistx47YQ22kJSkDsBpLBt+36W+ZdE+YupKVr9D8xzjS/B7517v9msYR4vfPLj+i7mBDoZr9U4wLbuWrR/i6TbtSnMBRR5kaI46nqGCRlIIB5HH119y7Tu2BGcmT7Vq8ZhoZW69BdQhI9yopwNbz/2a1YRJ28uy3VK6lQq0iZ9weYSgfzYVq9/ExSU1XYa94oSVE0d9zH/YAXn/AOzpk/Wnw5Rx9Aq6u/klSdRdHN2i1cgcn20vp1AuGsNqdpFv1Ke2g9KlxYq3UpPsSkHB0jbZekOoYjtqcdcUEIQnupROAB9Trrr4Z9oWNndp6TbLyAalIbE6puYHzSXBlSfuQMIH/Zz663dS6iMBgIFknhPy8s4zQeSVyfVZV7oBUqzK6lIGSTTngAPr8um2JDnz3AxAgvyXVHAbabK1E+2AM66meLjcSp25Z0LbiyyV3XfslFIp6EJ6lNNLUEvO8dsJV0hXoVdX6p1YW020NpbVWlTKDQ6VFakxorbcqW2ykOyXQkda1qxkknJ5OuYevvbEHuYLPG/6rIeqERhxbuVyCmWfeFOZ+IqNp1iK1wfMeguITz9SMaaTlKilSSCO4Ou5K2Y7iS2oBQPBBGdc7f8AaFDb6k3nRLcti2adDrhjqn1WXGZDai2slLLaunAJPS4rkZx0/i3A607MmEJZVpuN1E5EgZpWUaXVqhQqnErVKkqjzILyX2HU90LSQQf5a6UbdXvF3DsWkXdGaS2qcyC+2k5DTw4cR9MKB/DGuZuNa68EF1/EUa4bMfcJXCfbnxgf7jgKHB/4koP/AHtV/aTEEuN3xy37J2ay26/RaOf?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?/FrSS4pZ4CE/8uSABydWbA6WNzn8DyljJZG8NYd/RWeqV1nqOf36+FudQ4OPx1SkHdO+428lP22umy5FKjz5QjJLjLgfSlZKW3cHAKScE4HbOrcmNv02oSKbL6Q9FcLa8A9wdcpd8bUClJWM6NJi7k5yP3aNRpCbqC5fWPCpFQuFtFYU6pZPShGMpJz6a234fo8Smt3baNJgxUiVRkyUpWEn5kupHUR/3/56xtEuKn0CsRocNhhUxjIwpI1pvwrsVGLeVavWsz3HGZ9MVFVHCs9KetJUQM+wz+GkOd?/usvi1kr3HUm3c16tQEOW7UpbnTHfJhO44SCf+iJ9R6j6jUh2a3cqFEcYjSmXp1GqEn4etNtJ/SwpBUfJmt45xwEqz/dx7aku9NiQxHiokVVcgLe?+NgPjCm30J+bkjBHsfuI1S8Biv0dbl528GmZLSPLXEWSEOIOA4k/8AKQM49CM6252vH0TQ1q9ePof7rllseUHwzHb0q/8APVdANmbI27N6TLz/ACcym5JyPM+JaVhqaggDzwjsF4AB9cjXp4laLakSHBnyqJCDrzinH5CGEpcQ22OpSioYJ4BGsibWeIadYd5xqbd75i0Ke8n4aSjK10qUr9ZQ/WYWeFY7ZyNXF4mt0nK7RokeOhHxc1kMNNpWFthCgC49kfaSoYAx7HXQhyH5NSg06uL2Br7Lz22NGcWTixTvJF+fivanX5ZdVtJcODOW89GHmPgNH9D1cp6sdtMFy1SAxbzj0zokLcSRHBV8yD6HjX1sPRHKTYFz3XO8tTk5aylQb6UqShGB93KtVHusHW4EOJSIRS7ER1PuNk8qPbgenOtD5ZGxsa5u5P8AS1taGuLiw8bqB3ff9bhVdhSInlJjuAqV0nJTnBx?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?/qn92sW3AWkHa03UaT8VEQ6lpDaP1EoOcDGnDSCl06TTjITJiLj?+c+p5CVDGUlKeR9ONL9fUOj17DFXovQ4v8A2gtkf7NKrmPfF6UNTnE6lxZKU59WHVpP/wB41t7dKkvVzbW6aPFQFPzaLNjtA9itbC0p/mRrnX4AKkqFv8xFSpIE+mS2FD36QFg/vA/drp2sBTKhk4KT2+7Xm+st7WcXD4FcLqI05Nrlv4G9o1bn7tR7iqETzKHa6UVF8q+y4+chhv68grI9kfXXUKRIagQ1ypbyGmmGlOOuqOEoSkZJJPp66p/wobMnZbamHRZ0ZLNWnuGbUAEjKVkYQ2T69KAkffnUK8du9Q282z/sbR3sVy6yqKkp/wD1eIB+lc+88IH/AGifTS8qV3VMwNZ8h/VVme7NnDW/JJNhnf8Af5vfcXiCnIK6Jby127a7alZCQkfpX8eilBWfuc+mrv3mpd/1rbirU3a+ut0i5HW0mHJWnI4UCpAP6pUkKSFehOdc4/Cf4l17D3FIp1wMvyrVrCk?/GIa+ZyK6BhLyEng?+yhnJHIyRg9NrNvu0r8ojNetKvQ6nDdSD5kdwK6SfRQ7pP0POjqeLLiTgke6Kr0U5sL8eQHwOFzGqW+Xiv2Vuo0+6rprkWa38/wALVU+cw+nP2hnhST7pP4jVWbj7g17dK9KjfNyqb?+Pqa0rcS1noQAkJCUgkkJASABrrlu1tFZu8dsO2zeFND7ZBVGkJAD0Vz0W2ruD7jsRwdcidwrKnbcXxWrGqKwt?+jS1xisJwFpB+VWPTKcH8dd7pOVj5RJDA2QDx6LpdPnimOzQHBR/V8+C6UWN2pjGT0yKLITge4dZVn9yTqhtX34Koq5G7k14AgRqJIWfrlxpP/wCLW7qgBwpL9Ftya7RtbTe7H7tJFoCx2GveUk?+aSBryAJ7a+YriNdaRqj5z20ilw8JUeoZx21IWmuCedeExCQkknuNVItXDqUBqIUwlbvVhKEkqwdV/vHcNStW26NSGKgmOm6alGjVFbL/mdcbKipoobJPbgk44V9dWrVoKZbbjKuopWkpOPY6qGl0WmPX5F/LPXCTGafiuOJOemUSkNO/NnpHTk5GO2ll7W7Hym9l0oJB2G9Jzq12WxalGCpdPRSW23Zn5Bp6GPlx5hDXH6vy9PJ0yN3zcFRpkDcDcWeqRCeqaYXCekIaCOkkAccFX8tM249La3LuNNrN1REL4VpTjhU2p5bnQCQ22B2JOBk8Ac+nNebi0veGi0eHa9TTIj0ZGXYjRADRCvmJSvHzd866zIw9oMYXm5ZDq/wBw0rsvqkWrTqbPuOrRQ0wwB0BChkE9hwOdQSnyds7opgYVEecnNgqaHmhCc?/XGDjUMYqNxyaVTKZWW3ZD6mulpbiykYBwPv7aWtUquxXgEMTpQSOGmFJDaVfesp?/f/AC0tw2pPjlLDYKdf7S1Kmzo9IjWzAb6SGytck9CUE4J6SR1e4GedXzsxtnUr4qtRjypEeLT2W+pp5prpeQonAykkpz?+OquotuMzqI1JuJKir5SuOGfMWhRUQlKVjuo8enr6623spBo1HtZilU5McSUoS5K8tfUpKiB8ij6kDGfTOlxx+qe/JEg0t2UCpnh2l2tUH6haoiCcvLbEqaVLLCcfM6cZK3CfoAOO+qYvfZvdGXWJa5j8qUp91SFTZAWgPj0IHOBjsCdbgqUpUaKt1llTzo4Q2PVR7Z9hqpdxbidVQ00Z+a69OUf8AiH47fSy0fVtKieCO3GTp7NLTYG6xSx+5pBWWk2NOpzQirYE16IkR1qjnLZcGTknONP1Asu/pFJqFbob0WJUqQx8U3LkPBqPDQkKOSCD1HIz7casFq4KdS2WW6Laza3Iieok/Ot1w91/N/Lj11EL/AFTZlu1Oe03UqK5JjpD0Va1Iak446ADgKSfu0yXJeYTGOFbFxg2ZrnDlVdsrSJm/VQumtXfWUv16FC/KECssP4kR5CDwAR/1Zx2+/U+te5KrWKezUq?/KS9UJSfMfcR2UQSB/IDVRsWpTNnKnFrVoT5jLtxRCl5jrAbT1p+YBI4HGdSO2a6iPFYjIVjy0hJz92P8ALXFhka/cL0s0Jj2crgEoKAIXwfro1Emq0C2k9fpo1uoLKudEeowxDql51GnIbkMjpZ8wYJ+upb4R91rmq/iMtCE9OdNOnPuw34/V8hDjS0jj7yNSGDbtuRaExbN1Uxp2bJSFJ6iAkJPrpftvtXY23V906+lXTGpjlOnMyozSnOVYWDge3/t1hZLFYsbrNIx4ad1rLcW3JtUai29TSlkFDy6DIfV0IeeJBcjuknCVK6SUq9T3xk6qC4LBr9tIW3Xpzzc5cdUkRfLKC2OAtCh27fMD64OtN3OtO4W0aqmqKwqaW+pflI6UqX8p6hj7JIIJ+oOs1WBvbErsluytxmV1OmR3lxo8l1fTOgKyR5aVn7aQc/o1kgcgEa7+O2Jpe2RoJraz?/lfYrzGVK4ND729QNwPj?/wDFVtZiXBUeuLBkJC0AoayAokEglODwewI+hOpdPl3nZdOpNu3GhEllDPxUD9L1uBB5W0M8+pKQfUY7EYkO7e2D9nVii1u3KwmZRKmpIakNDlpaVEp6h6KGeR7aqXcOlVBq/YF5xanKqMN1pLKYyCpRjOpPKcH7IzyNc3DmbBkAcNN7f0U58YmxTMNzt+e263rT7ms2reG9TtlSwehlDL7SsBxt9RypKh6Hv21S1FTW3aogSpriozih5/qOn66rHbup1OiVIVaXLX+Qa6+huWlDn?/mrwJ6FrR6DOQT25+7WjXmoSKct8OqivJR1NKR/0Tif8PwOutPMCA0Cx/elhx3vIBuvUKOX+ml1q3KpGplKiPtttFqOvoSlaz2Lh4+Ud8DuTqt9l9yJm3V6tv0S3W41LYY+GqhcOEOpyMnJ7q6hnnOpHTLpdZTVI0eKmczHKpEl4HqQD6JAHr/LjUHltXLdNQVXy5ToVLWr4dTakeWEZ9cJAwfqdclw7dxg+b5XYEtlr62r0Wy6pP2q3OgmVZd10FVQBKlstvpStSvVBHfqHt76hEKmS6LNWtuQykrUWXWVKPSsemcfXtrG25VHi2NUKQbfpq/iZksSHpaSEtvOfrA59+/HodWBeW5ptCxYNw0q4i1V3CEOU5S1OjrI7pyeE8Z441shyCSIX8EclZp25LB3Img14uj/AJ9VoerRw?+2ZAV0Ntg5y5goV7Eeo+umKmzp5l9JYLzKlDrOOrGQP/Zqi9v8AxMVW56q1S7gt9Lj7ysF1g/K4MchSTxj/AD1oi210K8Kb5lKkLpMpCelTL7nyqGcDBHzZ+vPpqMjD7L+2xwN+i14+W+RmqRhb8141yxm5KBKiTcdyUKHGPYajTdp1SK+tTLHmoKchSRk9P11M3JLtuNik19Km2wOpp5zJB75wodxqS0NNOqLQFKktq6iA0AoHOqHHcGW8cLWyUONtKq2lz3YVfQFAqQlpKAlTWQlQ9z399R7dq0oV5Q1PJpLU6q0tpbsTywcn16ATz+GrqnUmKzMU1MpoUSMLPTgg50vg2/T0VBn4CMEudOXi5ykj6fXWZ8LQNuU9r991zVj3dXbiqDsOuUh2EqEC20lacEJB5SfuOlwOdX54yNn3bQmRdzbIpLj0Oa+lmrx20lQaUezqQBwD6/XVBIOR/l7a9t+zeQH4vYPLfsvRYEuuPT6K3fCZVVUbxEWVI6ylD08xl89w42pIH7yNdc0jCQn2GNcVNtK+i19xrWuNxXS3Ta1CkuK/uoQ+gqP7gddjUX9ZHQMXdRsY/wDlzf8ArrH+0UZ77XtHI+ywdVjPcDgPCeJ8uPT4T02U+hlhhBddcWcJQgDJJ+4DXIfxBbp1Tffd2dW4bS1xVv8A5OosdKsnyEqIbPsFLJ6j7dWOwzrZXjl3/pVvbbJse0K7GlVS6iWXnIj6XPIhox5mSk8FZISPoV+2sLbMXPbFj7oW3dV406RPpNKmJkPtM468pB6VY/W6VdKsevTpvRMR0bHZRG9Glfp0DmMMxG/haYvH/Zx3Km3oFTsW7IkioCIwZ0CokthUgpT5hacSCAOonCVDt+tpb4YfC74j9sd1KdXai8zb9CYWTU20VBDyZzOD+jDaCQSTjClY6cce2tXWf4jdlL3iIk0DcSjLUsZ8iQ+I7yOOym3MKH7safqhuntvSo65tRvugRmUDqUtyoNJAH/i1z5OpZzmmKQXfqFkfl5NFjx+YUqcV0NFXtjXI/xZ16DcfiFvKoQCktNzERQpPZSmmkNqP/iR/jrU/iE8elrUylyrY2blflSrvILSqv5REWN7lvqwXFj0IHSO+Trn8889JeckyXluuurLji1nKlKJyST6knXT6FgyROM8gragtvTMV7HGV4pfGfprX/gSs8pp9zXtIRhT62qbFJ9Upyt0/vLY/DWSKdTp9XqMak0uMqTMmOoYYZSMlxxRwlI+866hbQ7cMbX7dUaz2lpcfis9ctxHZ19fzLV9RngfQDWjr+S2PG7V7u+y09Qm0M0+qXy4hJJQjvrwbiq6vs4+/UkVHSruf5a+fg2hyONeGLQeVxw?+hSaG44CSMDt76QVBn04xjUlXGABxzx7aRPRC4cdBP4aqWeiswgbqHuRsnqSjPGq53RsGXV4jlcoLbiag0gB5tBI89Azj71DJx75xq7HKckdkfeNeCoCB8uDj7tIkhDhpctMeSYnamqkbBq9CqlrtVdFMjs1eF/wEp1LQS6rp7deB3I7++Dqa3HKkVqzY9PVb7TqXIyesSkgoCQnvzn07Hvore3Pw9Wk3Hbn6F6Yjy50TGG5Q9Fj+64PRXsSDqxbAoNvXJbEOjTZcguwY6Iz8Z3CHuBg5PfB9xrbiS6Wdv0XJ6jA2STut4KzfSbTfrElmkU+htSn0jpZT5Ic8r6pUQen79J1WhXKXMjzosN2FKiPhalJBdyUK+zjt3HOtI7m0m+LVtiY/tSzQqJHgNKUpx7CXHCE5PdJ9u55OqD8OF6xKxblQq?+6Vdi+eqW8o+dJcbwFKPKQkgeupe5mrRe6qMd4jL40zLf8AJXIYkyJCG5ssylRltkc84CCfsgZ7Y1qLYWgRabaTVTa85t6a+shJUD8oxjjH01RlXnWBKelVOyaNIqnwjnS8+lSnWkpOckqX1lJ9PTvkacNvt?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?/ePH+f0SZJXgWzhQmm0KoU67giGTOoVaPluRDnpRk?/O3n3GeD31oyJSKU5ajtGhlydHZbMSXH80rkJRzhxAPKuO+OxGnWobS1NqtUitW5HDdMq7i2qnCCOssSR9lxB/VCu/351n7xD+Ie3rAuaPaG1LTdTrdBIcn1MK6FpfSrPS0fsLxkhYIOQcemnYczm3DILA2XPy/9kh7eSmSDSLxs7cl+k0tosQn1J6FEEokt+hUk8g4POex1cFVpMGW61BiUmOo?+STUlKPyIIGeoe2Mfjr02p8Qe3PiYt1u0q7AiWte7JLbL6EgMSnMchKuekn0ST92pU3tbWYxNCqC3fMaX86j9p5We/1GpkwR3Q6qCdi52tukGz6Ks6rasS46YYbFJZeMZYegyJKCotOhJSCB6AjjH3e2oJcm09CuOhU+GsBqTTXyJLxJ6pHVx/jzrbFlbMVBqMVTo4bbX/fHOPQ6Ybh2Gi0+vSZFOqpYef8A0iEutBSAk5+zj651eTQ1w0FdSFj3NJcFkaydjZVDqgrMVa0xUvGOlWArB/w1OQqLbTan5U9pxua+WnIpV82QcJKDnKT9RjjOtL25sNSkWyum1WtTnFuu?+assKCB1emOM6re7fCXEkS1SaLX5DSwSUiV82Pu0DEjfLq7g1fWvzTJJ5GRhug6fzUVuq57muO1IMCmIamsUta0pbcV+m6cDKSr1I9M986gNL3LYo4QJbUqE82cHzUqSRqfUDZTcPbqoP1KbI/LECQoBxls8oA46wO5ODj//AJqFVioUa7GK8zQLYrb9cpRL8h34HoZYZTkKU95pCPLOMHqP3EHXYY2B7BFN58hcySadoMuKAXDw6xf18FX3ZlSibt7cyajZDy/7UUQhcqOZJcTKZ9VBJJ5x6DHI+um6372nMyZEKYy2uZBQlTsdknziwr?/rEpPCgOc4ORg8azHs/u/ZVizUX5bctVtXPGV1v01uWHolSbSoJdbGCccc4PsMHV8X5uJtnJ3k2+3Vtaa0mNcNNU7UYbSxnPV0OBSPRQJPpzjPrrmZmGceQsO48H1+B+S2dL6kOoML3MLHA0WnwfUV4Kvyq2rMrtADVQpqn4E1oEpWkEFBHfGub29G3VxbV7m1G3KpGBp0kCXTJKBhK2TwUn6g662OJtxdGiTYkkpgraHkhtRKOlXOPprOHjH2JRuVs5VpcSSwipW84ifFmZIdaaB/SIUR+qUnOPoNZocl2A8ZEfI8eo8rv4mQ6GSxwueOARydfuPqf36TVefatsUaM+7dKJ7zK/JlrabKm2/ZRUPTXsy+y+0h5l1K23BlCknIUD2wde66f1HH6nEJYj9PK9NHM2XhfeNBGdGRo10eE3ZBGcHJ41+FtKjlQz?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?+GxhQP/AL86qCt1OsUC5E02r3A4zHiJLseMpwJSpXPzE9iOex05mc9uw2WZ/SopX+/utN2fvtctUgoYiUGFb0COA22kLDiuf72OB92q13e3dcod2MN1OaZKzGLzzkmMpTAUoEIQhKvlUDjJVjHYD11DLZv9FUqTdOExo9WW1FDjSfLWlIIK0jpCU9OfmP114XrcFq3vRotHaqsSZGkpKDOcWltJZKhnyAoKLpJThK+kJ74J1Z08kwolUbhsxnW0f1SLa2+bRv3ciam4mo64UVhUh?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?+882VhdI7Vbl0Xse/kyEIUl4EHjvq67auFqSlPzgk44zrnLthuk7HebjPOEe4Kta124vZD6W1B4KCseucazEUr2HLTsZ8OICurJ+mlqCSnJ1ErfqqZLQWCCD/wA2pQwrrwQeCNPaQeFie0hK0/ZGv3XykjA19pHUcZ05LXwUDB18FKhyR/PXqeDjTVWZT48qnU/Kpk1XlND0Tnuo/QaiwVUgclJGaWq8q4iJwmj08+ZNXnhxYIIb/wAz9BqmdyGV747tQbdt1pBpdGJjtuoSCnj7bntjIAGrQ3rumNtlYjFoUZ0/lGrBSVunhXR+usn3JIH3Z19eH+0G6TYCbgTGCavWupaHDwsNZPTz6D11lkHdk7Y4G5WmFxxozknk2G/1KorxFU6i7TW+5blsVCW/W5raWHCgdQStXoop?+wcAnGqi2vNx1aQ1bVz1WY9To8Z11whI6mj0YT8x7jOOM+h1cu51OZhbhVO1qXXHKxLdd?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?+Vqh2wqgS6awthwdCPkHmJGeeQM6qtN0XbRqzIq9qOSI0Z5QL8xK8Ef8ALjUGuLcC5LgkLcgrebZUsqSPUA6aobNzyWFRPi5CW3D1KR1EA/hrVHG67JWB7mAVpVvnd68UKKU1bIznORyTzo1V6LVrpQD5h50a0dt/qs3cZ/KlksUG1qTUX26LGVOhNqSwnpz1Lx6pHqPrqG21T7n3Zovwl+uqdjsA/AqUyP0aieyR/L21LYT0WW+lmjviVJlr6lLfJ4CvVRPcnX3S0NW+78YqUZTLK1OvJaQpSG0oIJAA47jvqGEx7jdcJ4s0pz4D69SbG8S1t2zBtmYhE9UmlS5zwOEh5CkoyBwB1pA59xrW/wDtAXbatnZwxq?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?+/WVqd4tbWdpVRplesxEhiIVBCPhwek9Kj19Sj3GPbXEy9TJqpdmEamWqPp8Kh3TFM1ly7KNNmSQEQnFt4UgjlAQog4PbOrDg0yI/TIVq0WsLt?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?+ETFfdiRYnnOS1NhCB5JKskJTwO55H3aiVWpyKq?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?+AB1xUpl+zlLQluIypZPyFWASfw1PqJvZW6IyHGYCHin5Atbzyjn2x1Y/lpDpZapgC2w4Q1buXQq777smXXHWqTKYYcSFLcmNQXw2tA7pcR5eD/hqrHduafddQkV/b6TFpUlpfXKpSetUZRJ4KEkEtZ/ukY44xqkLZ8V91JeZhTrfbkRuCppfKT94Uk51d+3fiPUZCnRto6tZIJeZbCsAenA/z1wcrJzAffFfJex6b0+KMa4zqPodle9m7j3lbVJZpV0Wo7FjstpbD0ZvqaIAxnKeBrL+9ty3TVKmtFTlSn4kV9xMRKwSENKVknqPfkD92tJUvxJRIUByZU7FlQ2f1QtP2vuGoVc?/iT2OrMR52qbdT1vpyA6wENKz9CDg/iCNZMFz8XIdKJ3U7kGyL+Hp9ltkw2zOL/ZKJ8gj7EqJeE63n6rck+qMVuoUVpMIl5+GB1Sk5z0ErB6CACflGSPu1PaVshX7y3CrFz3rV5DdAb64cRp1/rfW115HUfU8emBqK2b4itr46/hI9KeRQ3llvy5FPSwouKBCQXmiE9WCR1dI4xpDXvGPSLGoyYdpWKltK3VhsTZTjiUrCiD1Ennnvk9tdyPqBeab?/AMryOX0l8cheRS0bu01a22u1by4FKgLYa8tIbfCQHBn2Vwo8dtYF3U2+pF3QJUq47Blt+cy5JhTafNEZpRV9htxOfmPPAHYHGvjcfxBXjui43Vbmq9QTDSpC0ilupQ1FSD8yA3znjkkjPHfULXEfoV+yLprV41pyk1UeYiClDgS2VJBSXEH7SQgn7OT7A+lZS6V2rhVj/wBsUqxsO7Wtt6uZlmWFcTEulTEibGMxT8Za+kjqKCgkjjv21dNyuW5fyZC7kr1Mp1TqUUyPLS8GCylQB8paiOkkZzwORpggXpAtoSzX6TVZBZnqd64UN99txk9QS2pRUOkK6gew+z9NNlb/ANxsqdBRdE+QJbg8xt2ehxl6O5jqS2gpAUoY4+YE9udULNTrIQHA7haM8OVoGz9uHKS9OjTGxPdcYeYdLgLZSjAJwOe?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?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?/Hpp7dRFhVIANBW1au27eBLrFXYYHcpcXgf6/u1YlHatSjvIROebeaZynqQFEE8cHGfr9dURSbbvWpx2pgkJQ6tfSI3m/puSRkp9vrrUOxW1NzqQxSbrpTpp07hZW70dIzwcnHR9/JI40qZ5jFvKdCLNNCsDa?/dLb9wOw6raVsqYigJSWYq23zjJ6luHKsfXgAZz76nKb/AK1V4TMu0YEdiiMBSXJEHzENJc4z1KUFZI4HJI02wLO25tKtR6RVnorMtTQdaaaKiCvOPnZcGQU5zkK9eNT520KM5TUwJMxigHCn481E0qddwDnKFqGEBPZIT2zzjXAncCSGm16jBm7YBeFV1Xu+UsNioV52aUtqCkJWhxGPooDH7zqlbsu8U2suNNlDsNwZWG0gKA75xntq4boRPZkP0hDtO6FNfCszvLbZQ8+knJ6SsJV1dsjPqc541Ut5bS3jToL79Ytx2EsHzWsFRSrjCgCrHUOR2OqwRguuThdDMznCPTGotXNyKZPivt0yo+UhAHw0VQKEqOOQT75BP46gMi8nJsfLypKfLUp1xtDg5yRkhJ4Ovy4bKrtDi?/lF2A8qOpIcUsNKT5YJwM5HGo9Ckx0veWIyVrJBJKjg+2dd2CFjW6huvIZeXJI6nK0LXh2ddVIlwqxHmFMcKdiuRF+W4DnCgUk4V+rx7Z1MLbatqgtoaRUJSHVFSW3ar0uwikgZKVEAsrBUOOe2o3Zj8+nOhbFLixkOlpXUcp89OSFBS8fJjuDg57asi4aNBrAFt1VmXS1M/pES2Uh+FICjkhSun5ungg9xyMakt0km1i1BNcOoWfTai9PZvJt5Da1oklEpKEFYOUpLgCRwAByef5abKm7RHiic7Egy6Okrklc9CZoWlJyfLdPSOkqwQQoHGvG5Y9DiS0RoNZpMukxwfKdYg?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?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?/gTo19+ayngOKx92jVUxcmqdZtUZiwI9TbtyMinyFIVPekdK1KDaVqZ6hnqwnBI/wCbGn66ZfmyoNv7aVWGxGqSWlTUtx1l92QDhCg6ApQSQTgYASkkHTzRKjtJuEXbmvZVRlVBDT9TFOcJEBlIxkOFOElw5HA6c8AnTDL3baTar0Wx7fpseW7UAlhUVpMZKE9JHKioZV1AYAyMZ0ElxqlgrSNyptV7ItS32IxqlYhttsQ2kvx0KcdWV8JcwtRwkZ9+T6AagMPdSzrCflU2gWzSny4ShQXKddzjJwD0j1CfYdxz30z16177rjkql1Eln4WO557nxKVJekDCugKzgk9QGNVmbYkUeopps9uQ3KV9tPSFKCcZJB7f5auxmrZzlRz?/AC0K2q/Nta/qpEq/5HZUiSz0OqDpbkLdwU/MpPdPCe57Z+7S6VZ9McozlNrnT5sZZacUpXU8WicBAcX1EDpAwB6p+ukFKoVJoVNhuONqkOOMqfYbcQlfw6ir5OkkYWoD5jwACfppsg3C+5WpS6o8zU4wWVeUuUWQ49jCVY75AxgD11DiRWk8Kza4cE4uVhu3ICrRte06Q+82GlSi8wgPBQBHSHepXUFZBzkevHbULp9w16PPbjxGWKJLYeckOOtMdTjijkKUSUqJ6Qo9uOdOVDt43vf8F1imiFEZQlydMedUhpDSRgqd5B7nAORnIGRq6tsajsUblg2tGRD/AChVfNiz?/wDhXPLUtSsNgLK1/KMEnjGSO+odIyIVVlTpc?/3rpUZSrXp1bVVrprE1D8kDzorDCujz1ghK8pAJ46go8YPPOpdVbwZuTb?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?+63PUzc1fmONJddWl6O0y6ELIHStSVqPzHGOoE9/wARkEUzNiFqEzRwVeUyybdtgk0a25LtVeUoutzJDaZKUkZS/lo4wVdI5UOPU86VLMu26malc6DUFSihEtSUtPoZCsjpcSBj5UFRACvTjk8MtvVis3gI1dtiRHptOitONRJPwLay8n9dbienCUkngJVyTnjsPGrXlS7dqUuVV6gmEp3ylPvzEKU2CgBRIaWSOpa08AJASMjSt9VOTg81aZ9wK5tlTJTdu2xJgJjrZ8pylsl1IeQtRWrzWegpBBJIyruc+usr35SKfbUx1FLpMtmOpKm?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?+FP8AVWh2lzCD9PzVfbRdaSs1Wld9ZsurorFGfKVjhxon5HkeqFD2Pv6a2LZdz0i6rdiV+lry1JThaD9ppwfaQr6g6xhcFCq1r1qbbtchri1CnvKjyGV90LScEf8Av6atTw1XO9T7kl2w6sqj1JsvttnsHUDk/inP/hGuf1/p7MrHOTGPebv8wrTsa9mpq0HIQ+VKdUsFPoPXSV4lSCFjAPrpxlpKQGwo8jOkT5U0ypQHWRr5491rBR5TFLjtIHltjJJyfppGta2FdATn7xpxkpAdHWSFe47aAYmE+YnrVnGdV5WkEtCp?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?/8AEH9+jU6XJndC5XMWJb7DKkKD7rikFKnHXlLJJAHUQTgkAYHGB7adGKNSmY0OOqDEd+AQoMKcjtnpWVBXWQAApQxjkEcnjOCOvP5oPhx/ZVTP4z/9ej80Hw4/sqpn8Z/+vXrHZnS3bmD7IGZit4jXIe5KWxdVFbolTfcS20+qQHo/Sy4VKx1ZKAAQce2k7FvRWZkiauXIeckx/hiHlJWlCOkJ+UEcHpHf6k99dgPzQfDj?+yqmfxn/AOvR+aD4cf2VUz+M/wD16gZnShsIPsp9txfw1x+l27DlpW2ZTzaFYIQgpAQR/d441GJ2zVqVF7z5MqcXCSoqS6kEknOfs67Ufmg+HH9lVM/jP/16PzQfDj?+yqmfxn/69AzOlDcQfoFHtmL+GuPka16bGpMShpekmDHR0PNJfUj4vkkF5SSFKxkAcjAHGOc+9EoNItlcty3ITFNcmBKFOsoy6hAV1FKXF9SwCcZ5yeka6+fmg+HH9lVM/jP8A9ej80Hw4/sqpn8Z/+vUe19KH8D7KRm4o/hrjMdtqOusflt2qVNx/rC8LkdSe?+cYI7a9pu3tBqDqXJj0pwJKVBJe4CgnpCvcH1767J/mg+HH9lVM/jP8A9ej80Hw4/sqpn8Z/+vU+19K/A/QI9txTyxcahtraRStD0IuocWHFJWskBXqUj9Un1x306otqjMU96mRI6Y0eQ6l11LJ6CtSU9IyRyff79dgPzQfDj?+yqmfxn/wCvR+aD4cf2VUz+M/8A16n2zpZ5g+yBmYo?/hrjcnb22lNFiSyp9vq6kpWR8v0GB2+mgWFR2j/wUqTDBABEcoRn8enP89dkfzQfDj?+yqmfxn/wCvR+aD4cf2VUz+M/8A16k53TDsYPso9sxfw1xtZsCjtFRVOqDqlqC1KXIySR25xqQU2FBpqcIYS8clRLqiefwOuuX5oPhx/ZVTP4z/APXo/NB8OP7KqZ/Gf/r1X2zpZ/gfZT7Zi/hrlf8A2snGC1S1JR8GyQQwhxaEqwQcHpUMjIzg8a86jeF0VKS66/cc8MuqQr4UPlTCAnslKVZ6U+4HB11U/NB8OP7KqZ/Gf/r0fmg+HH9lVM/jP/16X3+jnc4/6BXHUYBsGFcn3KtOW09HE6Slh85caTJc6DjtgdXygewwNfsSqyIsuXJUpEhMxCW3GXkhTYCTwUj9U/UcnXV/80Hw4/sqpn8Z/wDr0fmg+HH9lVM/jP8A9epGR0gf+v8AZH+owfyFcpG67ObW+46/8SHhhLck?+c2yMEYbSrIR9o9v9NIOQjKTjA46R2+7XWOZ4P8Aw6uRnm29sKa0tbakpcS8/lBI4UPn7jvrlbXqDOtetVC26mCmXSpTsF8Ec+Y2opV/Ma7XSJsSQubix6eLWzEyIp7DBS07s9urLuXZVrbG0bUtSVdlol6fFp1ZpLUtFXjEkuKZ6u0hIPI7qA+mnKzPERd10bIXsmJZNjpqlpSo1VXSvyEgRXISlFt5YYBx1tq6SVegPOsmUir1S36pFrdDnvQp8N1LzD7SsKbWk5BH/v761dtdMpG590t7p2vAZiVCfHXQtwaHFSAlyPKR5ZqTKPVPmBta0j7JGfrpebiR45MhbbSbv0Pp8j+iRkYzY7cRsd7+KZNoPEHet87mW/bEPbrbWKZMxLj8lm3G23I8ZvLjzqVdXylLaVkH3A092/vXd27m6NamwrI27Yt6nSHp1Qr1Ut1p1UOA2o4Wt1RypwpACR3KjqO7KbU3fbjW5CafTh?/aNL7ljU9135URluFRlylKPCUojtKX18faA/WAMA3Uvm3aPQmtmNr3Ff2cpz3m1Sp9na5OHBdV/wCiTjCE9sAHvqhihnmcyBvgD5eSf7KGxskkLYx4/L4pB4ht04G8G6E+8KXSmoMPy24jBS2ELkIbyA84Bx1qz+ACR6ahVsXLOtCvQ7ipqWlSIaypCXU5QrIIII9iCdNeOONXH4S9sqZupvNTqJcFJ/KFGhsPzZ7KyoIUhCcJCikg4KlJ11pGxYmMQR7oC3nTjRfABI1eJe/FpIVFpJzxnyVf1aSHxDXuftMUw/8A9pX9WujY8IPhyPfaqmfxn?/69fv5oPhx/ZVTP4z/9evMe1dJu+x+gXN/1GAcNK5uPb9Xg+oqXHpgz7Mnj/wC1r4Tvtd6RhLFOB9/KOf8A/LXSb80Hw4/sqpn8Z/8Ar0fmg+HH9lVM/jP/ANej2rpJ/wDX/QI/1OH+Urmv/v0vL+5T/wCEf6tIaxu1cdciLhz2ICm1pKT+iPY/jrpt+aD4cf2VUz+M/wD16PzQfDj?+yqmfxn/69Ay+lD+B9kf6lB/IVxtm7fUGZUl1PrkMrWclttYCM/djU9XdFRWw1HyyEtM+QClvBKfr766q/mg+HH9lVM/jP/16PzQfDj?+yqmfxn/69Q7J6S7nH+yuzq0cZtrSubW0O/F37LSZ0y04tKefnNhtTk2N5pbAJ+xyMZzz9w0xVjcu5q5IMidJZKitTiglvAUtRJJ/nrqF+aD4cf2VUz+M//Xo/NB8OP7KqZ/Gf/r1ByOkOGk4+30QOrxtf3A02ucNieIO9Nvo6o9EjUtaVq6lGQypRz9/UNTVPjb3aQkJTBt/A/wD4Vf8AXrdP5oPhx/ZVTP4z/wDXo/NB8OP7KqZ/Gf8A69Mbm9LYKbBQ+iTJn48rtb2WVhkeN/doD/zC38+/wq/69fo8cO7XUVmn28T/APRV/wBety/mg+HH9lVM/jP/ANej80Hw4/sqpn8Z/wDr1Pt3TD/B+yr7Zi/hrCi/GxuwtYWYVABHtGWP/wAeg+Nfdg8/A0EfdGX/AF63X+aD4cf2VUz+M/8A16PzQfDj?+yqmfxn/AOvUe29L/A+yPbMX8NYRV41N11HJh0HP/wBGX/XoHjT3WBz8HQf/AFZf9et3fmg+HH9lVM/jP/16PzQfDj?+yqmfxn/69T7b0z8H7f3R7ZifhrBTnjH3RdWVqh0LJ9oyv69fB8Ye6BGDEon/q6v69b4/NB8OP7KqZ/Gf/AK9H5oPhx/ZVTP4z/wDXqPbel?/gfZW9uxh/DWAz4vdzicmLRP/V1/wBejW/PzQfDj?+yqmfxn/wCvRo9t6X+B+gR7djfyK49GjRrgLjo0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQjRo0aEIIB7jXOvx7bF1K3rwVu9Qqetyj1tSW6kptPEaX2SpQHZKwBz26hj1Geimmu47bot2UaXb9w05qdT5rSmX2HRlK0n0/wDb6a14WW7DmEg48/JaMac48gcuJHB9c6f7Evi4tuLqgXha00xp8FwKScnocRn5m1j9ZChwR/mBrQ+/vgavSxqhLuDbCK/X7fWvrTDSrzJsUe3SB+lSOeRzjGR66y7IYkRJDkWWw4w+0opcacSUrQR6EHkH6HXuociDOj9w2D4Xpo5o8lvumwtOb++MGNf9nN2tttR37fXXwmXcz4AS468W0NqZQod0kNp6lcEgAe?+svJSEpAA7a/c6dbXtW5b1qyKHadBnVWc4cBmKypxQ+px2H1PGpgx4sGPS3YfFTFFHjNIbsE1H7JPsM66XeBnYp?/bKxXryuKGpqvXSlDhbWnBjwxy02R6KUSVq+8D01DfDJ4HEW1Ni35u+1Glz2SHIdFThxmOv0W6rstY4wkcAjOTxjZrbaW0BCRgDga811jqjcgdiE7eT6rj9QzWyjtx?/VfWjRo155chGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo1+KV0jJPA514xp0SUSI8pp3HfoWFY/do+KF76NGg9tCEaNR+Zf1mU+4GbTnXRTWKzI6fJgOSEpfc6s9OEE5OcHGpADkZ1JBHIUlpHKNGvxa0tpK1qAAGST6aSCrU5RCU1COSewDif9dABPCALSzRr4S6lf2TqKUHdjb+57uqti0K54kyuUTPx0NsnrawoJV6YOFEA47E86AC66HHKkNceApdo0DRqFVGjRo0IRo0aNCF+FIPpqK3dtVt1fmDeFm0iqqAIDkiKkuAfRf2h+/Ur0as17mG2mlLSWmwqjj+E7w+R3w+jbCkFSTkBQcUP3FWNWLb1pW3acJNOtqhU+lxk/wDVQ4yGUn6kJAyfqdO+mK4b4tG0nI7dz3LTqWuWopjplyEtF0jghPUee41cyyy7Ekqznvk90m0+gAdtGgHIB99GlKiNGjRoQjRr4ddbZQVurShIGSpRwANfLEliSAth9DifdCgR/LU0por10a8BNiqeVHTIbU6nugKBUPw176j4KEaNfhUB30BQJxoQv3Ro0aEI0aNGhCNGk8+dEpsR6oT5LceNHbU6864rpQhCRkqJPYAc50htq7LZvCE5UbWr0GqxWnSyt6I8l1CVgAlJKT3wQfx1NGrU0nbRo0ahQjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQvCof?+YyD/AOiX/gdYh/2ar778jcQvPLcKXafjqUTjPxOf8B+7W3aiQIEkk4/RL/wOuYnhV8QlM8Pb10KrlpVWqflxyKWhF6UeX5XnZz1e/mD92unhQumx5mtFn3a/NbsZhkheALOy35vfuXcW2FsxaxbFgVK7ZsuYmEiLDVjy1KSSFrwCrpynHA7kZxqiqP41r1t+/KVaO8+0Mm12ay4ltl8LUFNhSulKylYwpIUQDg5Gc49NQDxD+Iy8tzbCti57KhXRbdqP1N+JWlxFYkEo8ogFxH2QUqX0jICiDnONUruM5ZtUvK0Ju3cq/qpTRJaDk25nVO9TodQSlnI4A9e/JGtuH05jo9M7d99/SvrSdj4rdNSjcq2/E5dSbJ8alu3d+TpVQ/JsSnyExIycuvqy6EoSPdSiB+OrVtbxtV2BuFTrK3l2tmWc1WHEIiyXlLHl9Z6UKcSsDKSrAKk9j3Gql8UdWqVt?+MK27qp1CkVddJiUuYIbLRWp/wAsuKUlIx3wCR9w02by7gVPxhbn2bb23tk1eI3TFlt9+U0AtrrcSVuLIylCEJSTyeTpnYjmjiEjdtO7r4TREyVjdQ208+i6A36rNi3CsHH/AJKl/wD+pWudHhU8NdE3+oVxVSuXZV6a7SZLEdkRVJKSFpUok9X1A10TvVtTe3tcbJKimjyRnHJ/Qq1zv8KXiQouwNDr9Lrlo1qpvViUy?+0YiEBKQhBThXUQckq9AdZMAyDHl7H71j8vqs+Lq7LhHzYVh7RXluN4cPEQ34f7puh+vW5U3W2oRkLKi15qcsrbzkoyflUgfLnnU22Dumy6h4q9zKVRduY1MrDCagZVTRMccXJLUxtCsNqPS31qUFK6fUDUJ2mtHcHxKeI5vfu5bWkUG26M627ETISUKd8tOGm0dQBXz8ylAYHbvpJsj?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?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?+yJ42RxyBnFhau0aNGuEuWjRo0aEI0aNGhCNGjRoQjRo0aEI0aNGhCNGjRoQvxQCgUkZB76Q/kCif8A7Hg/+rp/00v0aOEWUk/JdMEdUP8AJ8XyVHKmvKT0H7xjGvn8i0bpQgUuH0t8oHkpwn7uONVLuRU67Yu+tgXZ+UHf7M3Q1MtGpR1uHyWJi0/EwZAT2CiWHmSf?/SoGqz2i3YrEHcC5Nw70uCV/ZTcOFVaxbEd50+THi0h0MpDST2L8bEn6jqOiz6qbK1Sqm05byZDkGOp1HCXC2Cofce+v1im0+ItS4sGOypfKi22ElX3476yPb153XtlVdoqreSrwr827YFw16qU6mRX57oelvMSGm/IRk9EdDoaHonpyO+pvRt4Jd8eJO2KdCoF52/Tm7Wqzr8avUmRTkSXQ/F6FJQ5gOFIKhkDjq?+upsnZF+FohSELQULSkpIwQe2kQoVFB6k0mECPUMI/01kqo7vVMbonxDPX8hiw4Nwt2R+RPjE+SqmlZYdqi2+rlfx7iR1Y4ZZ+up7vvtRbUq8rJqyKrdEZ65rrYgVJES450dp1gxX1FKW0OhCMltB+UDt9+gEhRxwtCIaabAShCUgDAAGONeLdPgMurfZhx23HPtLS2ApXryfXWcN+rNnbTbObjVyh3jVYlE/IFMiQ0vVOQt+EpqXIVIeMhxZWOtMlA6sggNDnAGIvBufZKNuTY0Hw2b1VC567NrjDNWo9Puh6uxXaQQoSnZSFuOJYShJCkuZSesJSM5I1Fo4WtRSaUHVyPydF81wYW55SepQ+pxk6/BSqYllUYU+KGVEEthpPST7kYx6DWP1yLZuDc7csXlaG8Nfeg3OiLGett6pmCzH+AikNDyHkoSoKUpR4z8/11qebZNCrllIs?+WaoimuQ2I/yz32ZSUI6SnLyVB0L+UZPVk85JydFlTZT5+T4IjfB/BsfD/wDxXQOjvnt276G6fBbZMVuGwljBHlpQAnB7jHb11mTYDbKhi?/t1qhIrV0y12TertNozcq45zzTMb8lQ3fLU2t0pcHXIdPzgnkew1+7K+Iox9oqLCrFg7pVmciG409Uo9sS5TL6wtY60vgYUnt82fT6aASFFrTbEKHGb8qNGZaRnq6W0BIz74GvlulUxl4yWadFQ6c5cS0kK/fjOsTSrgl1Xb3wzf2uN916JW6DUXapGt1+WqfMeREYUhxz4daHFhKuonJ4ydaX2Hplsw7cnSbat69aO1Jl9Lsa63ZapJUlIwpCZTi1JQQfQgEg?+2jdTZVhyadAmdJlwo7/Tnp8xsKxnvjOv1+FClpSiXFYeSk5SHEBQB9+dZHviXSajv3uLT7ptbdS4mKRGpKKc3aUqcliIFsK60qSw8hIWpWDyCTjTZQL8u2TtbtDIVetRmOub0NURxMl5YqEen?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?+a2kvNtkJK/RAHtqKR8FrMU+Cl9UtMNgPK+04GwFH8e+vz8l0xT/xZp8Yvn/rPKT1/v76y/tdc9ov7r1GjbD7lTrwsoWxLfrikVt2rw6fUUrb+FDclxa+hxaC91NhZ4QlWB6xTw4xrPum3rFn12zt6Hq9MajyH6y/Iqwpa5A+bzVOef5XlEj?+70kcY1NlTZWzY0CDDBESIwwFckNoCc?/u18tUymsPqlMQIzby/tOIbSFK+84zrIsPce?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?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?+gwSDj20/wAXw+21S7Wt216TU5zaaFcjN0PzJKw/JqU1C1LWt9ZAypwq5UBxwAMADVp6NCFErK28iWZWburLNRdlLu6sCsPIcQAGFiMyx0Jx3GGQcn1UdetAsWPQb2um82p7jzl0fBeawpACWPhmlNp6SOT1BRJz2xqUaNCFUd5bJ3fV9xH9yLH3al2pOm0mPSJbKaTHmtutMuOOIV+l5Scuq7a9ZeyVWuaJZ53FvtVy1CzriVcDEldLZjpkkw5MZLC2kfKEp+JUvqHOUjVr6NCFAIG0VMot5Ve7Lemfktm4acmHVqZHZSI8l9A6WpQAx0OhvKCQMKSE5+yDqEWHsFuzt7RaLatD8RMs0GhpaYYhOW1DJMdCv?+jLn2slOU9XfnOr20aEKDW7tNRKLLv16apuqRtwKmalPiSmEqZRmExFUzj9dBTHBOf75GoLavhIsO1ttKvta3WKzKpc?+uLrkGQqT0S6W78nkhh4AkFry0hCiCcDByNXno0IVV2ttHuFSq5BqV1b9XNckKlr6o0BcOJDQ78pSPiVsthT+Ac90gnkjjUbt3w+bpWU3UKZZXiFmU2jzKvUKu3CctuG+WlzJTklxPmK+ZQC3VYJ9MavjRoQqhurZK+a3VqjOoO/N0UOHWgE1CAmNFlND9GEKMYutlUcqSOwKkgkkDUntfbCPZNEs21bUq7sOiWg18OIrjKHlzGgwttIU4odSFBSusqTgkgjsdTfRoQgADto0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IRo0aNCEaNGjQhGjRo0IX//Z" width="309px" alt="lab grown diamonds"> Schematic of a BARS systemThe BARS equipment is claimed to be the most compact, efficient, and economical of all the diamond-producing presses. In the center of a BARS device, there is a ceramic cylindrical "synthesis capsule" of about 2 cm3 (0.12 cu in) in measurement. The cell is positioned into a cube of pressure-transmitting material, corresponding to pyrophyllite ceramics, which is pressed by inner anvils created from cemented carbide (e.g., tungsten carbide or VK10 exhausting alloy). After mounting, the whole assembly is locked in a disc-type barrel with a diameter about 1 m .

h2>Clear Origin</h2> Parsons was identified for his painstakingly correct method and methodical record maintaining; all his resulting samples were preserved for further analysis by an independent get together. He wrote a quantity 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 perception that no artificial diamonds had been produced up to that date. He suggested that almost all diamonds that had been produced as a lot as that point were probably synthetic spinel. However, international laboratories are actually beginning to deal with the issue head-on, with significant improvements in synthetic melee identification being made. Robbins Brothers, one of the first jewelry chains to embrace lab-grown diamonds, now needs to ensure it doesn’t give pure gems the brief shrift. Product and service choice, however, is on no account intended to represent an endorsement by either Us Weekly or of any movie star talked about in the publish. Ornello Siso is the co-founder of Idyl, a jewelry line that creates sustainable items with lab-grown diamonds. Brilliant Earth is the worldwide leader in ethically-sourced jewelry. Brilliant Earth goes above and past existing requirements to offer “Beyond Conflict Free Diamonds” that they choose for his or her moral and environmentally-responsible origins.

ul> <li>Standard friction again posts come with the earrings, or you possibly can improve to screw backs for an extra $125?a worthwhile investment when you incessantly lose earrings.</li> <li>That’s not shocking, since, as we’ll see, the ingenious methods of making diamonds mimic the earth’s pure processes.</li> <li>If you go to the laboratory website, you possibly can enter this quantity to get the report, which can let you know whether the stone is mined or lab-grown, along with loads of different info.</li> <li>We love the idea of the model's residence try-on program?they'll ship four pattern rings to you so you presumably can have a hands-on experience discovering your favorite.</li> <li>The field the ring got here in looked somewhat low-cost, so when you really need to make an impression if you pop the question, we suggest investing in a more stylishring field.</li></ul> If you are excited about a fancy coloured diamond on your engagement ring, a lab-grown stone could be your only option for a pleasant colour, cut, and measurement at an reasonably priced value. The coloured diamond choice is a significant "plus" for lab-grown diamonds. Fancy colored diamonds can be some of the most expensive gemstones ? but additionally a few of the most remarkable. Pink diamonds, particularly, are at all times in demand, but getting one in a pleasant size for an engagement ring just isn't an possibility for many budgets. In reality, all diamonds dramatically drop in value the second you purchase them. The second method, using chemical vapor deposition , creates a carbon plasma over a substrate onto which the carbon atoms deposit to kind diamond. Other strategies include explosive formation and sonication of graphite solutions. A scalpel with single-crystal synthetic diamond bladeSynthetic gem-quality diamond crystals were first produced in 1970 by GE, then reported in 1971. GE was capable of develop diamonds in the lab, but they weren’t precisely gems. They have been low-grade ? ugly, small, and appropriate just for industrial functions. They nonetheless had been price fortunes, as a result of mining and heavy business has no finish of want for industrial-grade diamonds, the hardest substance on earth. You can shop guilt-free, knowing the model's diamonds are sustainably grown of their zero-emission foundry in America. Engagement rings are shipped in sustainable packaging and may even be set in recycled gold. "There is https://ilanisdiamonds.etsy.com with our jewellery and sustainable diamonds, that are grown utilizing renewable energy," says VRAI CEO Mona Akhavi.

h3>Greatest Premium Lab-grown Diamonds: Vrai 5 Stone Heirloom Spherical Good Engagement Ring</h3> You can preview earlier than buying at a jewelry retailer or WeWork? near you. White gold ring with citrine peridot, blue topaz, pink tourmaline, and diamonds. “Cut refers to how properly a diamond has been faceted, which determines its ability to replicate gentle and scintillation,” says Magaña. Cut is the factor that most influences a diamond’s brilliance and radiance, because it determines how the diamond interacts with gentle. There are numerous components that go right into a minimize high quality grade, which ranges from Excellent to Poor. This custom ring options heirloom diamonds, one other well-liked method to create extra sustainable jewellery. Since 1998, IGS has been a resource for skilled jewelers and gemologists, along with amateur gem lovers. When a diamond is not available, we'll work with you to find a similar diamond. 25 Sapphire Engagement Rings Fit for Royalty Everything you need to know about this historic stone?plus our top picks for a regal sparkler.Ruby Engagement Rings That Are Chic AF Best consider you’ll be bejeweled. The data introduced here is created independently from the TIME editorial workers. Our evaluations and opinions usually are not influenced by our advertising relationships, but we could earn a commission from our partners’ hyperlinks. This content is created independently from TIME’s editorial employees. In years previous, one of the best lab-grown diamonds may not have been your first alternative when purchasing for fantastic jewelry like an engagement ring or on a daily basis items from earrings to necklaces and bracelets. But the diamond jewelry business has vastly modified over time. Lab-created diamonds are as coveted as natural diamonds mined from the earth, leading to choices aplenty.

div style="text-align:center"> <iframe width="562" height="312" src="https://www.youtube.com/embed/5DCFPhCA91Q" frameborder="0" alt="lab grown diamond" allowfullscreen></iframe></div> Moissan attempting to create artificial diamonds using an electrical arc furnaceIn the early stages of diamond synthesis, the founding determine of contemporary chemistry, Antoine Lavoisier, played a big function. The earliest successes were reported by James Ballantyne Hannay in 1879 and by Ferdinand Frédéric Henri Moissan in 1893. Their methodology concerned heating charcoal at as much as three,500 °C (6,330 °F) with iron inside a carbon crucible in a furnace. Whereas Hannay used a flame-heated tube, Moissan utilized his newly developed electrical arc furnace, in which an electrical arc was struck between carbon rods inside blocks of lime. The contraction generated by the cooling supposedly produced the excessive stress required to remodel graphite into diamond. "You can get an upgrade in color grade, larger readability, higher cut, and larger dimension at a extra fascinating worth level," Siso says. Mining has also triggered the destruction of habitats in Canada and past. In 2016, The Wall Street Journal reported that De Beers had killed over 18,000 fish draining a Canadian lake for diamond mining. In India, diamond mines have been blamed for putting highly endangered tiger populations underneath further strain. On a gray January morning in 2019 Meghan Markle emerged onto a London street on her approach to a gathering. She wore a wise coat and heels, but it was not her clothing that caught the eye of the world. Most specialists agree that HPHT diamonds are better high quality than CVD diamonds. CVD diamonds are fast rising, which may trigger spotty inner marks and graining. CVD diamonds are additionally known to have brown-ish undertones when produced, meaning they must endure post-growth therapy to reinforce their magnificence. HPHT diamonds are typically produced at a better normal, without the requirement for post-growth therapy. Queensmith is considered one of the first jewellers to offer lab diamond rings in the UK.

h3>Is It Possible To Make A Lab Grown Diamond At Home?</h3> Our writers and contributors interview main gemologists and jewelry experts to get their insights and advice on selecting diamonds?along with different gemstones?for a wide range of types and budgets. Our expertise also extends to men’s jewellery, with guides to the most effective men’s wedding bands and bracelets for males. Ethical diamond mining has become a scorching matter, and the simplest way to keep away from unethically mined diamonds is to choose a lab-made one. Diamonds grown in a lab are by no means "blood diamonds" and have a smaller environmental footprint than mined diamonds. That makes lab-made diamonds a extra environmentally sustainable option, too. (Yeah, that’s a lot.) Then, the warmth is turned up to 2,700 levels Fahrenheit. With substandard materials, and a substandard press, it was the the design he worked out, and the physics of it, that put Hall over the aim line. So with solely hardened steel to work with, and the measly 400-ton press, Hall had to get creative. Whatever you select, a dedication to ethics ensures Grown Brilliance’s high quality, from the managed surroundings with strict labor legal guidelines to providing a lifetime manufacturing guarantee. At a fraction of the cost, lab-produced diamonds provide the identical sparkle and brilliance as pure diamonds. Discover our collection of over 80,000 high-quality lab-created diamonds at Ritani. Our superb choice of lab grown diamonds is available online for supply or choose up at select places. At our store, we are proud to supply an distinctive assortment of lab produced diamonds for our clients. Whether you are wanting to have them delivered to the doorstep or choose to pick them up in individual, we cater to both choices. According to Rees, IGI's lab-grown diamond certificates differ from ones for natural diamonds in a few methods. "We determine the expansion technique used. And, within the curiosity of clear delineation for shoppers, we use a special colored report cover, and always laser-inscribe 'lab grown' on the stone's girdle," he says. Advanced know-how allows scientists to mimic the exact conditions beneath the earth's crust the place diamonds form, to create stones that are similar to what you find in nature. "Once grown, they are polished with the identical tools and dropped at market in the identical method as pure diamonds." People who couldn't afford natural diamonds have always had choices. All engagement rings include a lifetime manufacturing guarantee towards defects and center stones are absolutely certified by an impartial diamond grading laboratory. @littleackbook, a Nantucket-based publication and concierge service. The International Gem Society is the world's prime useful resource for gem professionals, enthusiasts, and business content material. Rubellites are tourmalines with moderately saturated darkish pink to purple colors and medium to dark tones. For extra on finding a great diamond on-line, check out this text. Or, click this link to look the James Allen web site with Gem Society recommended parameters. Shoppers are becoming more and more curious about lab-grown diamonds, and it's not onerous to see why. Aesthetically, they seem identical to mined diamonds, and so they're just as perfect for on an everyday basis wear. The best part, nonetheless, is that they arrive in at a lower cost point and are a more sustainable possibility for those with eco-conscious sensibilities. After that, a mined diamond will slowly regain value, but it's unlikely you'll have the ability to sell your pure diamond and break even inside your lifetime. This course of mimics the finest way that diamonds develop in nature, subjecting carbon to high temperatures and pressing it together. Since a lab-grown diamond appears identical to a mined diamond, most jewelers will not have the power to inform the distinction. However, jewelers who're additionally skilled gemologists might find a way to tell whether or not a diamond is lab-grown with assistance from a robust microscope.


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Last-modified: 2023-10-09 (月) 11:20:43 (213d)