Lab diamonds are typically 60% to 85% cheaper than pure diamonds. This is as a end result of the method of making a lab diamond is more environment friendly and value effective than the method to mine a diamond. Typically, the larger the carat weight, the bigger the worth difference between an otherwise identical pure vs lab diamond. You can read more about selecting the best diamond for your engagement ring right here, however the traits to prioritise are a wonderful cut, followed by a excessive color grade. This will make sure that a diamond seems shiny, white and intensely sparkly.

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?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?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?+YhxspUnB9RrsHDqKj3wtPY+um65turFv1hQrtHZcklPSJAQPNR9yu/4a5skBvUz8lobKTsVyLZRMt5P6BpSUDlSQntpzhV+bNbKWGO/f2GtHb?++E28qGZFTthZqlOOVDoRh1A7kKHr941mmoqm27R3IrkQsvpV0qChggg+uslX+8N1oAFbJUspgMLVLfVlYOUJ4B1BqtUnpDjkSJDU6Qckj11502ZW6tUEJkZLQVgnq7as2FbzNOjCoKjtuJWnJUU451LmhnKrd8J02cpdtGG/ImgMPJSD0qGBn10wXleTFRq79ApPSvoeIBHt9DpRHjokJcMJQbUsZwhWMnSF632aE0uphSfilHqHy?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?+9pdLHpz2OmSaM5CfUHTu6UsscEw1hwLCjx299VTd/TheMd9WdVkuAHA+/VWXeVpK/lOMk9tWc4FS1psKvpZBdIAx9dSiy4fnPpB7/dqJOrKn?+k9jydWFYCUFaMD21nefIXThA0kq3rZpALSctg/fqeQKMEoB8sHI9tMNtNp8pHf01PICUYSg57Z0nUUEJGikI6RlJH/d15u0dB4SkHjvjUhS2npAGj4dHudUN+FXU0bFRVdH5KQOR9NeCqUUceUedS1URJOQPx15KhKUeUn9+gaka2FRUwlNjAbA15rYJxxj341Kl08d/L5+/SWRTkgcIIyPfTQ8gpTow5RSS0pIOOfw02P9Xbn11LpNNUEkDJx6Z00yICV/q9OM51furOYgCo2rq6jjOjTgunuBRAOR9+jT+6VTtOWZtjLxNj3JTZ8qOtMESGgSoZ9ddK98rTXubtDUHrZQw7UHqeXohIz1pICy2COeekY+oGuOd17nyIim6fHjI6GvmQQe5H3a6beG/d6subUWnOB+PEqEG346l/M32V5ifU4BIKe/Y+h0rH2NlJyCA34LnDGt29l1BFWNPcEFl1QMkjqTkKII6U5X3B/V0vuqBft4OoagIlTY0fAaSmK82lHpn50gE61Xvls3PN+zKzQoTr1LryxIjJbB8phauXEBPYfOVH/vahNVt+ibIxo1VvSSy05MUFtQnFHzniDgdKO+PrjGuuwgv1EEV58LjkEbFVXbe0l5tsNvv1KVTWl9SZrjr6fnSB9hIycKPbJxj1Gretu1KPKitKrEYOIYRhpKmwFoI7BShwePfjHrpfDmT7jbVU7bQ62zV3ESIkVEcOYC0I7ZzjkHU9FuUTbO3JqruqbFVq9Uhqbn05YCwhtQPSnp7AjJORgj30lxD7G+x5P9FrYHNdtW442/VfMalURFqqqUes0hiTCcBDonNpQ3ngNLOcEn69tP9HfclshflhDqBzgg8j7tc9L72nu606dUarRoM+TbsyQXVLilamWTyQhxOSeAeCc9u+tceEpO4Tdj0pu+qe61S6iCKRU1KLiV9P8A1bh/VPtnvjWrEgM0JeK29P8A6omlEbw0+VflJrktlQbccUCe6STjj/DUiYuQs4dUohPqR30hVQ0ocQVFCiRyU6R1KO/ECukAJUMY9DrnTNrcLRG/wpVGuODUMw1kKUTxkcHVKb7eGu2N06e/IpKWaVWwCpMhtHyOn2WB/j3GnNVUMOd5o6gULOcE476fKbdxMnLxHSo9usHjWFxa46StTbAsLnFc1jVfbuqvW9cFNXEnNnAyj5XB/eSr1B0xxbrutcpNEmxCIiiQlwjnGuod97SWbu7RemoR2Vy46FKjSggeY2ojtn1H01z/AN3Nurh2kr0iNdgQ231H4VQ+y4g8Ag+/01jc0xmjwtbHiQKv61JkW0y7MpznUoJ6gk84OmehVSs3E2ZNRJUo9k54GkkmZLqNRSlMpIjPHCuckDU7p1Lplv0hUpTiC2R1pUE4HPvqC3SEDc0ldMdVb0BbiwQ64D3A7fTTLRq3BfmykPtpMnqPTzjvrwi3dEuB5SH1tpba+VJ9xppqTlsUWrGcienrxynq0uimEA+VKkTlRoj8yWz8mSAPTUeqdxzKVGcdixfLQ9kgpRyONMVz7kU52nriwypYHGQODp2tJE64IrFVqjaQw2f0DZH2sfrH6a29PwJc?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?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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?+GtP7Y1KvWdCiXnRXiTOQlb6FH9HIZIzyPXPv6ayjAu12DEm/l2muy5brfTHLgyyMdgrPI/DV47PVmp3TZYiIqYmmlq8lxMbPQ0DylOPYZxn6aLDXdtoq/J4RG5zxrf8ApytB3zUKPelKjXTQ3soQoNSmCfnju4z0ke3fB7HUCkRlu5IGTjv9dIqPVKpbkxx9PzNPo8qVHWMoeR3woe+eQe4OpSpqG/GTUaIovRXOVBRAW2r1Qr6gevrrJlY5iGqrXRx5g+xar+Y2pt8pUoDTlS3imAWUJDrh+dKQMEe+lVapIfaMhClFalYwTg99eNPjttNtvslSXWSQSoY59jrEaI2Wqyna3rpSJvlvt9BT6FXOplU6vQLqpZoFfp7L8N9IC2nMEE+4z21TVdnFmcp3ryvuFIA5OvtFyvhCWlZcW2e2ecau4AiirNdWyzH4u9lqRYtwRKrT6MHaPOkBLEhlA6ULz/0awOx9vfVaSahMT/wTMAR4TLICkJ46/fONbwveO1e9sR7fn09M9iQ11utk5WnB+Uj6g8/hrGd7UBdjXKin16MXJalHyRggOs?/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?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?+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?+VTFqcdTIYAUVkgJKc5GeORnTLbNLsLeWqU6+hdku36gltXksVJJeYC0qHytrRkpPqAQM6s65Lc2S3UlmRdSwKxQMMTHWnVxC8lGB5uDgHjkkc6ymRoNFM0Hwnzb+k1BFDkx6vUUz3Ey1gOhBTgdKeMH65PHHOvO5LNZnsrAZSScg8ae9ubXtO3Ledj2XUZk2myZCpCVypXxKkqKUjpSvJ+UBIwNP7zaRkKAI+o1qZWkELbDIY20smX/ALVFRdcYjHOe+NUrVKTLoz5YlNqSkE4Udb7rFGiTmz1AEnVOX9tbGntuKajgnBPbVmSGLY8J0sImGocrMkSa5FdDzLpSpPqDrQOzG560ONxpb2CMDlWqNuu0J9uPrJZcLI+mmyh1qRSpzclpZSArkA9hrVQeLCwaSwrqrtzdzchppBdCurtzq56bLS6ykpUO3prAOx+6SJTbCHJYJHvrYNk3W1OjthLvJA5zoZsqSt2tWg251djpQggKydNsOShxIKefTS9ByOTrQOFlX7JfjxmVyHV9KUAqJOmOmz4Vt0uo7m3GShlttQhtk8hHuPqo4H3aR3JJXValFtmOsgSD1SCnghod+ff0/HVK+IPdty6K41tjbjXREpah5wSrAW4EjA9sJ/x1nmlEbbHKdj45yH6fA3PyX3vjvhbu4FgwFxqetFWizUuOA4+RJCgoA+uSU/u1JLG3Xue4tnqjTbW6IlVpkYNLqLuERoMfBysqJ5XgHAA786zlFtiTUYM6W5UI/ShRaDJPzhQ7nHtnVoyKDTtlNoaTTa2mTVLmutaHUUhK1BtDCjyXAO5AI7559ONOhcA0vl2Oyy5NSvEWKS5oJIXvsBWdvnaAIcNj8pVB2a/8dU3UEl8YPzBXdQzjj1zqwjRqVf8AHlV2nzI1GiRYn5PW+WA2HH8lbpHP2QhKu3JOPXVZ2tsvelrbqxqFZ1fXFg1untv1CE2SPhFrAU4o8fKAggcHknVhXSqgSJEG0raQoW9bC1hSgvCZk0q+dZ/vBJz+P3aXNI1kZLvCdBA+SQNB3rf4KsHDE2zsyXMjtIckrUpTTeAlTrishtP055+nUr20ybEUi5qRPq10VSMqRTrhaPTK8/J8xslSldKvm6FFWEkcZB9jqF7xVO87vvanWPaMELgzFLZkylo6gjq+24FenSkHH46suTRpVC28kUCj3MhMtxhqPHekrISy2B9kEdkjJ4HqTrgN3cS5er/7cYjZ9VEb2plBueoVCsOXdJRIgApkRYyUOI+HVgKCgeQeO41WV8bq0inrnP06NHVLkvfoXSgLUGwOwz20muiuy7fh1C3YVRjVCp1QeS87FQehDQ9jgEknUfs7ZyqV55uRKYdwrjrV6ahwDj7q1RExs1y7KBz6hXrplKekrWUrVnnnTxRttZ9QKSWlqChx8utG0LYyNTOgPxkLHHzDvqwaZt9DhBKWYqG04+1jtrTHC6lkm6gy9lm2h7PSGgFyGCkegKdS+JtcwGwoxU5HqpONXx/ZQMJBWAojscZ414rpbKD5SGST/e7gfhp4jIXPOU4qmk7fhCQkIQMfTRq13IEcLILjYx6YGjTEruuWCp1bo02smkxKzETAj+UuR5bPlvP9AKQGwD3OfUjTCZt3vT59EpNtzItIY/QMPIjL5TyMK7jKu555xq27jsW0Ebgqm0iJ5TPxKXGmQxlvqCvY8nv2Htqwt0L5pdLtV2n2nF89xtQgtNob6XnXRgq4ByThXOB+tpHcaOPK5zQTuVmiwlUinXK3XXZKINQp7LiiCyEtrWjASkpznqWOrn0zrUNyeJuzNy2rZqVePk0mSYVPqLclY6GHGwrCnAkKeW3x1YSnGSMnWKKnErdsV3+0ddZTG+JQh1MNbmVoz9kqAOUnHOpm3eTtdVUKoZMWGiu/DRKigKCAGE/LhC+g9HVgA4wTrU1zmGxws0+OzKZ25PVbB3g3et9iiLg7eVolUdDS/wAoy43wcJLaj8ikBQW6sHHBDY/DVJViuW+3aUe8qnChGpvVHoXUUdb0Z5XfpBcHUOOfsjVfVGVT6zPptWrtc?+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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?+9aRrKmyPiFui1Om1rYgRIjUslSvP9F4xnj6abt3t2a1e98wm7+qjbSKbiKymOv5OhRyoj6k4/dpnca2DS1cZ8Ejs0vk/z0V22Rekal0mvVEQvnVT3YURxSsBsqxn78417WlJqlXixKIZWaRTcSHm0DCXZCuSpXuScYHoBjULqU0U6hQ6ZS2ikOhKlBX2ugngn66llrM02EhdvVSvv0qpGIp+FHab6lSnFDBUSeAEDv8AfpU8pDQ0HdNx8drXGQjYKU/7wfhKddFDTbT7r0NKHXpYGFvtFIIab9uRyfbVL7h3k7W6JBVMpzced1K8uM2rJQk8JSR76khmUmgP1+o02U+4mTDbjvOuLUUqeSMZT1cjI7840ybVWm/d9zGsS2FuRY6j0dQyFH351zZXPneIWrtwMjxmOyH+P1Kk2xu0646U16qxlqlOnqHWnhAPtrRtPpaWEJbDfSB9OSdflCpqYjCGkoSgIAGNPgwhOF4+/XdhibCwMavM5WS/JlL3JEI3l5IJGf72kb6GvMz1qz64I7/dp1BQRgq6j9M6TvMpSevIORz1D01Z4tZrKYZMfBJaJVnkJPBUNJJTbqiG0qKUp5Ge+n51hhTZAZSlQ+ySP8NNMpstFbiVZwcAHtzpSc11JofU0tnrKVdYIzg+o+mmuRFLqlFhH6THUr2A08vNpBLikhRUOnjgaapHlgqSkApSOfppbgtDSSkIidIxg?/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?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?+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="307px" alt="thermal conductivity"> Schematic of a BARS systemThe BARS apparatus is claimed to be probably the most compact, efficient, and economical of all the diamond-producing presses. In the center of a BARS device, there's a ceramic cylindrical "synthesis capsule" of about 2 cm3 (0.12 cu in) in measurement. The cell is placed into a cube of pressure-transmitting material, similar to pyrophyllite ceramics, which is pressed by inside anvils created from cemented carbide (e.g., tungsten carbide or VK10 hard alloy). After mounting, the entire meeting is locked in a disc-type barrel with a diameter about 1 m .

h2>An Estimated 250 Tonnes Of Earth Is Shifted For Every Single Carat Of Diamond</h2> Parsons was identified for his painstakingly accurate approach and methodical document maintaining; all his resulting samples had been preserved for further evaluation by an impartial celebration. He wrote numerous articles?some of the earliest on HPHT diamond?in which he claimed to have produced small diamonds. However, in 1928, he approved Dr. C. H. Desch to publish an article during which he stated his perception that no synthetic diamonds had been produced as a lot as that date. He suggested that almost all diamonds that had been produced as a lot as that time were doubtless artificial spinel. The box the ring came in seemed a little cheap, so when you actually want to make an impression if you pop the query, we suggest investing in a more stylishring box. With all of the customization choices out there, navigating the Brilliant Earth web site could be overwhelming. It takes some looking out to search out the choice of lab-grown engagement rings, although the part of different lab-created diamond jewellery offers a super-enjoyable shopping experience.

ul> <li>While the precise value of any lab-grown diamond is dependent upon the quality and measurement of the stone you choose, they're usually less expensive than mined diamonds.</li> <li>That’s not shocking, since, as we’ll see, the ingenious strategies of making diamonds mimic the earth’s pure processes.</li> <li>If you go to the laboratory website, you probably can enter this quantity to get the report, which is in a position to tell you whether or not the stone is mined or lab-grown, together with plenty of different data.</li> <li>We love the concept of the brand's house 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 came in seemed slightly cheap, so should you really want to make an impression when you pop the question, we recommend investing in a extra stylishring box.</li></ul> If you are excited about a flowery coloured diamond for your engagement ring, a lab-grown stone might be the greatest choice for a pleasant color, reduce, and measurement at an reasonably priced price. The coloured diamond choice is a serious "plus" for lab-grown diamonds. Fancy colored diamonds can be a variety of the most expensive gemstones ? but also some of the most remarkable. Pink diamonds, in particular, are at all times in demand, however getting one in a nice measurement for an engagement ring just is not an possibility for many budgets. In reality, all diamonds dramatically drop in worth the second you purchase them. The second technique, utilizing 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 solutions. A scalpel with single-crystal artificial diamond bladeSynthetic gem-quality diamond crystals had been first produced in 1970 by GE, then reported in 1971. GE was able to develop diamonds in the lab, however they weren’t exactly gemstones. They were low-grade ? ugly, small, and appropriate only for industrial functions. They nonetheless had been price fortunes, as a outcome of mining and heavy industry has no finish of need for industrial-grade diamonds, the hardest substance on earth. You can store guilt-free, understanding 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. "There is complete transparency with our jewellery and sustainable diamonds, that are grown using renewable power," says VRAI CEO Mona Akhavi.

h3>The Place To Purchase Lab-grown Diamonds</h3> The estimated value of diamond produced by this method is corresponding to that of the HPHT technique; the crystalline perfection of the product is significantly worse for the ultrasonic synthesis. This technique requires relatively simple equipment and procedures, nevertheless it has solely been reported by two analysis groups, and has no industrial use. Blue Nile has all types of lab-grown diamond jewelry for all preferences and budgets, even with completely different carat weights. If you're on the hunt for diamond jewellery, particularly an engagement ring, we're right here to share that lab-grown diamonds are actually price considering. Since 1998, IGS has been a resource for skilled jewelers and gemologists, along with amateur gem lovers. When a diamond is not available, we are going to work with you to discover a related diamond. 25 Sapphire Engagement Rings Fit for Royalty Everything you should find out about this historic stone?plus our prime picks for a regal sparkler.Ruby Engagement Rings That Are Chic AF Best believe you’ll be bejeweled. The info presented right here is created independently from the TIME editorial workers. Our evaluations and opinions usually are not influenced by our promoting relationships, but we may earn a fee from our partners’ hyperlinks. This content is created independently from TIME’s editorial workers. Typically, microwave power heats the chamber to a excessive temperature, which excites the gasoline. The CVD method is cheaper than HPHT and has become more widespread in latest times, as new technology has made higher-quality diamonds potential. When it comes to jewellery, Neuhaus says that the actual value in diamonds, mined or lab-grown, just isn't really about value or rarity. “It’s more in regards to the emotional value,” she says, fingering a protracted gold necklace with a green pendant on it hanging around her neck. “This was the primary piece of jewellery I made for myself.” For this cause, so lengthy as diamonds hold their emotional resonance, jewellers will continue to promote them, both lab-grown and mined. “A diamond is the last word recognized semiconductor… far superior to silicon or different materials,” says Payne.

div style="text-align:center"> <iframe width="567" height="318" src="https://www.youtube.com/embed/5DCFPhCA91Q" frameborder="0" alt="lab grown diamond" allowfullscreen></iframe></div> Moissan making an attempt to create synthetic diamonds utilizing an electric arc furnaceIn the early stages of diamond synthesis, the founding determine of recent chemistry, Antoine Lavoisier, played a significant position. The earliest successes had been reported by James Ballantyne Hannay in 1879 and by Ferdinand Frédéric Henri Moissan in 1893. Their method involved heating charcoal at as a lot as 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, by which an electrical arc was struck between carbon rods inside blocks of lime. The contraction generated by the cooling supposedly produced the high strain required to transform graphite into diamond. "You can get an upgrade in colour grade, higher clarity, higher cut, and larger measurement at a more attention-grabbing price level," Siso says. Mining has additionally brought on the destruction of habitats in Canada and beyond. 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 placing extremely endangered tiger populations under further strain. On a gray January morning in 2019 Meghan Markle emerged onto a London avenue on her way to a gathering. She wore a wise coat and heels, however it was not her clothing that caught the eye of the world. Like a high-quality pure diamond, lab-made diamonds will not get cloudy. If there's nothing on the girdle, solely a major gemological laboratory can inform you whether the diamond is mined or created. Lab-made, lab-grown, lab-created, artificial, cultured, and created can all describe diamonds made in a laboratory.

h3>Is It Potential To Make A Lab Grown Diamond At Home?</h3> What's more, should you take a glance at a lab-grown diamond and mined diamond facet by aspect, you doubtless won't discover any differences?and that is exactly the purpose. "It is an extremely revolutionary process, making it possible to offer an equivalent various to natural diamonds," says Ornello Siso, co-founder of Idyl. "What takes the earth hundreds of thousands of years to grow, can now be achieved in a matter of weeks." On the other hand, the lab-created diamonds in thebasket studearrings we tested appeared too small, so we'd suggest sizing up?which is straightforward to do with thediamond stud upgrade program. Choose the diamonds that suit your present fashion and finances, then trade them in for a larger stone dimension if you're ready. Howard Tracy Hall was a chemist at General Electric considered to be the first person to efficiently develop a diamond in a lab. Furthermore, they have totally different optics ? gentle behaves in another way in them than in diamonds. They are almost at all times offered as a diamond substitute, or a diamond simulant, but they’re not diamonds. Avi Levy is the President of the International Gemological Institute , North America, a worldwide group that offers in depth coaching, gemstone grading, and analysis. IGI operates 20 laboratories and 14 gemological academic campuses throughout the globe. Brenda Harwick is a Senior Instructor on the GIA campus in Carlsbad, California. Whatever you select, a commitment to ethics ensures Grown Brilliance’s quality, from the controlled setting with strict labor legal guidelines to providing a lifetime manufacturing warranty. At a fraction of the cost, lab-produced diamonds provide the same sparkle and brilliance as pure diamonds. Discover our collection of over 80,000 high-quality lab-created diamonds at Ritani. Our wonderful choice of lab grown diamonds is available online for delivery or decide up at choose areas. At our store, we are proud to supply an distinctive assortment of lab produced diamonds for our clients. Whether you wish to have them delivered to your doorstep or prefer to choose them up in particular person, we cater to both options. According to Rees, IGI's lab-grown diamond certificates differ from ones for pure diamonds in a quantity of ways. "We determine the growth technique used. And, in the curiosity of clear delineation for shoppers, we use a unique coloured report cowl, and at all times laser-inscribe 'lab grown' on the stone's girdle," he says. Advanced expertise allows scientists to imitate the precise circumstances beneath the earth's crust where diamonds type, to create stones that are equivalent to what you discover in nature. "Once grown, https://ilanisdiamonds.etsy.com polished with the same instruments and brought to market in the identical manner as pure diamonds." People who couldn't afford natural diamonds have all the time had options. All engagement rings include a lifetime manufacturing guarantee against defects and heart stones are fully certified by an independent diamond grading laboratory. @littleackbook, a Nantucket-based publication and concierge service. The International Gem Society is the world's high resource for gem professionals, lovers, and business content. Rubellites are tourmalines with reasonably saturated dark pink to pink colors and medium to darkish tones. For more on finding a fantastic diamond online, try this article. Or, click on this link to look the James Allen website with Gem Society really helpful parameters. Shoppers have gotten increasingly interested in lab-grown diamonds, and it isn't onerous to see why. Aesthetically, they seem similar to mined diamonds, and so they're just as perfect for everyday put on. The better part, however, is that they arrive in at a lower price level and are a more sustainable option for those with eco-conscious sensibilities. Read on for every thing you should know about lab-grown versus natural diamonds. Chemical vapor deposition is newer, and likewise includes a small chamber full of carbon and other elements?this time a vacuum as a substitute of a pressurized surroundings. A particular mix of gases is pumped in, and heat causes the carbon to separate and stick to the seed diamond. Diamond mines in Canada, Botswana, and Australia have opted for a extra transparent provide chain. CVD stands for Chemical Vapor Deposition, and it is not as scary because it sounds. In this course of, a combination of hydrogen and methane gasoline is placed in a chamber with a seed crystal.


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Last-modified: 2023-10-09 (月) 19:07:28 (212d)