Si la estimación es real, entonces entre el 17% y 23% de los bitcoins existentes, qual tienen un valor actual de alrededor de $8500 dólares cada uno,
Si la estimacin es real, entonces entre el 17% y 23% de los bitcoins existentes, qual tienen un valor actual de alrededor de $8500 dlares cada uno, se estaran perdiendo. Mientras que el dinero que los bancos de gobierno emiten puede ser inflado a voluntad, el Bitcoin est reduzido matemticamente a 21 millones de bitcoins y esto pelo puede cambiar. Las instituciones reguladas del sistema financiero mexicano no estn autorizadas ni para utilizar ni para efectuar operaciones con ellos. No son monedas de curso permitida en Mxico, ya que el Banco de Mxico pelo los emite ni respalda.
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NR3GscRB8Td7mqRpiNHcnD5ALbA3/PuvHiy4Ltfh1uVxbOlRrmpwH7wWqyLksBqz3LJOREABt7Hksheux0Sf+8Vbs0YtFisoP8Aww1/KjvsFNE0SWeH+ijvIqG+J95Em24bJbO0u3JK0/gUgiqDxPT7jAYxF23Tn2F7J/NOFOyAnW9etffEAScQ49J9S+wf+qTU45TyfjnF4tkk57Y1XBSk9UTTPmdCgkEn1GvasbW0Wh9sBeGAiM1OQWE7RKZwXXahuKtfLHQ7euMX1/E6binaj690t7qMc2zrzG5yxBm1S5aCoROptlatKBkKCtgdj23v7qjFz5a/um8rYmiFDXEttunNpjtqO1KJUNqP7AO33VmjN+UbBifIdlxa64+Hn7kloNzgElTXW4pCR3G9b+R96jdPZtJMme2S6y+zvUONB7rwyRWpsjg+gvNx4CixB4uVsKyuxISU+am3qK9evSXDr/sVWbMduAxUYLgp0lUu1rQpPzWyygq/rJrB3O+FPr5msiDMekN5K7HShLh2WiXQgoT/ABRsEfiayZnsbJnObsNuFss8p2225roekNo2235ylIXs/ckJJ/GvbK+SC32q03TW/G3bhXE+C8ic+O0zS0xvNHLM+Sw1Ntn5I8SqIfToG/NPD/zhSv8A96p3zXOvMfmvGWrXKlJ6ks7Q0tQB+PvsD1qj5QtQg+JLGpiE6RPciOb+akrKT/UE1k3NeULBief2nGbpYQ89OSnomgJKmuo6A7jfr99VoLJHGy0wyPuATA1x24DmoooGtbKxzrov5+yxD4u3I6spsqG1JLiIS+vXqNr7bq1+FHR5JeB//Dnf/WTXl4n8ces2eN3Fya8+3dGPOQl1Wy10nRSPur18KP8AslPf8nO/+smtW4ud8TC+KG+PRU3V/wAX7w/iU/waFlo8Q+QyVN3AWjrk9SnCrySCodOt9vw1Xnx3LiTvE9lUiC4hxr6m8jqR3BUlTKVf1g1fbRzJcLry9P4xn2mP9TL0iK08hSgs9CSfi9u4B9KsHGOLRMO8SOQWSB1fVk21bzQUdlKXCyvp3766iP2VvQGF0PYOvNExqTmHUyA2ZrZi7WMRGo7Q13HYsOcqzp0PlbJkxJr7AXc1lQbcUnff30azD4qJkyJjOMKizH2SpxXUW3Ckn82PXXrWF+Xf9ljJP+U3P+2sxeLD/wCrGLf+MV/m60UT3CzaRxyLf9RWtY49jaqbR/qXvw466x4fMkntOrTILstRd38RPQnvv9tQXizlmwY1gV+xnJZMt1+f1iOkILiR1II7n276qccREDw45GD+vL/9RFYTxDivJ81sdyyCzmL9Vtm/P813pV2SVdhrv2FS2ma1QssbrIKuMRwzwOflis5ZJo2QdiKm4cFm20rcg+FSU9EWplamVkqQdHu4N041ddm+Gq/ImOqeS23KCes70Adj1++vkMj96fJ+5k/50V+eLP8Aa1ZCPfy5lbKIk2iJur5c4K0w/tWDV2RS2/7UWR/4tX+lip/wvc41t4lxQSjpEsmKk/x1LX0/zka/bUAtv+1Fkf8Ai1f6WK/Mq6P2PwzY1eoxPmwJ0WSjv7olFX/dU9mtHy0sc2yzg/8AcFLFJ2T2ybIq+YV6w/Hv3L2TlezIR0NtyX3GR/wS2StH/RUB+yrfxYy7lfh3uWN4/I6Lm2mQypKVaUVk9Q/nB1WT8ijwH8OyHI7eoKRd7R5pIHZQDSulX7UqT/NWpPG2W5pxtKTlVstkty0u6TK6mleQ6jevta1sH0PzqO2yx6JtETHisbmvBI1Nc6oPKqwtT22KWNjh3CHA01AnNVzfLF9smAT+K7rYw51lxtT77ig4ySR26T8iP66pLxxHcLRxxC5Gcu0dyPM6NRwlXWnqJHr6e1ZW5qxbHOQMAZ5cxdlLb6Ww5I0ACtv0UFfxkn3rXVy7XR6Gi3u3GSuKj7LKnSUD8E+lcvpRhsknY2s9oLg7NwNMK4HAY681p7a3sHXJ++LvdO5YF8Y/+whP/wCOx/8A3q55K+0a6G+Mf/YQn/8AHo//AL1c8lfaNdt8E/8A1p/uPoFv/h//AHQ8T7L5SlK65bxKVccdx29ZbfYGM45bnJ90ukluHDita63nnFBKEJ2QNkkCpvkvhy5uw/NrNxxkvHF1t+S5AUi2W14I86UVK6U9Ola7q7dzRFvj4eP9hPERr/7D/wDuKrefGpuGcwcQwMLueSM2ydACErStxKFhSD2ICvtAiuOOWv8AjI8ONjs1lzWzXjFba/uNbES4zBCyDspSRvv396v10uPjxx+443a7vab3CmZepKbG0uPHSqcop6gG/wAU9++q4ez/AA7brLappe45klagk5E11Bc9Fou0QyyPwLX1qDXIldV+ashxXFeMrbxdjt5auT7K2y4ttaV9KUbO1FPYEk+lSSQ5gXPPH9mhTsqZtM23BJdbU6hC0KCQlQ0v1HYdxXGDkvlXxc8QX1GNcmyrnj90dZD6I0uMz1qbPoodIPar1c8i8cVhxmxZtdYN5h2TJ348W0TXI0dKJjr/APgkI99q9tgVZ/wnSDpnue2MxuaG3anJuWNFN8nai9xcGlpAF2pyGWNF1X8RWZYwjEbPxrjFyani3qbW640sLShLbZQlPUOxJ6iTr5VKOQ81sLGbcWXKBfYD6IrzzUlbUlCgylwMoJWQfhGir1+Rrj/m+ReODjm/WLGc4gXmz3TJ3ksWiLIjRwuY4paUBKNbGypaR3+dTb+5v9JsQP8A6Osp9Nj+9Iv/AMaxfojSj3ySC4L1ygq7AMNRqxWLrFbC5zu7jd1nANOGpdXc3zjHZPMeCNx8gty4UNMt599EpBaQpaNJ6lA6B7H1+dQydyFYMb8R8i/OXFh61yWUxnJLKw4hPUgDq2nY0D61ymmXLx22/kiFxFMtF7azG4RPr8WzmLG892OOs9Y9tfmnPf8ARNSW54T9JTaIT1wncd5eGmUlay1bmHlAD36UAqP7BUk+jNKzP7RpYDfDxicKACmWSzkstte68LoN4OzOoUplkut0PFOO7Rn8rl5WcQy28lTnlfWGygEpAJGjs+npWtXKuVRsyzu6X6CD9Wed6GSRoqQnsD+2uePHOceNbly6XHHeOmL3fLhaE9c6IxEZS5GHV0/GlYGvi7a9d1P/AO5t9JoB/sc5T/RYv/xqrpLQFut8PYMDGNqXGhcauOvJQWvRtotMfZMDWitczn4Lo34ac2x22w71hOQ3BqEi67W066sJSolHQpPUewOvSpzZ4eA8CYxkE+PlzFyl3FJLLIdQpalAHoSAn22e5NciMea8f+VZBe8Wx3HL9Ou+NvJYusRqNG64jhGwle/fXy3V6uuF/SU2i3SrxdsGydiFAYXIkPORYvS00hJUpR7+gAJqxZNEaRs0DI6Rl7AQ11XYVzwpipYbDaoYgyjSW1umpwryXTTgPMcYuuDXzjPI7o1b3Lgp8NLdWEBbbyNK0o9uoHZ0fmKkfmYRwRxnerPCyli6T7kXVstpcSpanFoCEjpT6JAGyT99cNj4q+dkLKP3bOhYOv8AWzXY/wDNrOFoxD6SXI7TByC0YRks233KM3LiSERYpS6y4kLQtOz6FJBH417Z9E6RhgaykfaNBa11TgDuovY7Fao4w0hpcAQDU4A7qLpPiF7s8bw1X61O3eG3PXIdU3GU+kOq7N6IQTs+h9vaplm3INjm8AMtMXuC5cJMGNFcjokILwPZKtoB2PQmuQeeXLx28YvWmNntnvlkdvsoQrcmTFjD6y+f0E6337+9fjku6+Orhyzx7/ydar3j1ulP/VmZEuJH6FO6J6fh330DWMWiNKQw9i25+7uZu345Z4lG2O2RsuC79N3M+OS6wc5X6xXHFMCj2+8wZLkZ5gvIZkIWWtNpB6gD2/bVH4or5ZLxbsaRabxCmqZSvzBHkIcKPhHr0k6rk3lub+NHBMNtXIGXou1rx299P5PuD0aP5UjqHUOnQJ9O/pUER4qud3XAhGauqUToARmtk/8ANrC1aD0jaWTNNwdoGjM4Xf8Ap1rCaw2uZsjTdF+ms4U5LqHxrIjxM+sMmU+2yy1OaUtxxQSlI36knsBWV+e75ZJ/L+L3GBdocqNHTDLrzD6XEI6ZKidlJIGh3rnBZOOPpL8jxhGX2nAsictjjQebU41CZeWgjYKWHFJdOx6aT3rF2Ocq+LvL86Txlj713l5Upx1oWn6i03JC2klTiSlaRopCVEg/KqVn+GNIQWR1lDmEFwdWp1aslXj0RaY4TDVuJBzOrku02f3XGLzzNgE9GRWpyFBbkuvviY2UNKQApPUd6G1a1v1qJ8ieIjK7NyDNtOM3SC9ZozrSG1JbQ4FgoSV6X79yR6+1cz7jg30ltrhOzpnHOX+UynqV5VuYdXofJCNqP4AGsY4dy94tM/zRvj3EJdzuWSPKeQm1ohsokdTSVKcSUrSNFKUKJB7jRrZT6L0vJeML2MLnXiQ45UAu5Za1alstufeMZDS41NCdlKZLs7y1eMYuXInH2Q2/ILY82xNCJCm5TavLSVJUCrR+EDR9ainPN+ss7lrHrhAu0OVGZSz5jrD6XEJ0532UkgVytZv/AI43+Sl8PswLyvM22i+qzCNH89LYR1lXy109/X0qTX7E/pI8btj14vHH+YNxI6St1bVtZeKUj1PS2FK1+ysLVoXSNqEjTcF9zXZn+HlrXk1htUocO6LxBzOrkulPitu9ovV5sUmz3WFObbiuIWYz6HOk9W9HpJ1Vl8Md1ttm5Cdl3a4RoTJgOo8yQ6ltOypPbaiBuuaHG118dfMFumXXjS03vIIkB/6rJcixY+mXdb6FdWiDUwHG30m3tx1lI/8A0sX/AONVn/D2kX6S/wARJZWoNKupgKfyqJ2jLU61/N92ta0qfsur0fG+Kcfz+ZylK5AhOSFuOvhlMxpaEKWCDoJ2o9iaifHPIliyDxBXzLJFwjwbe/blsMOynUtJUEKZSnuojuQneq5F8c5r40uWsml4fxzHvN+usBRTLYjw2OmOQSn864oBtHcEDqUN6NXrlx/x6cDRWLhyxZrzYYUlwNNzFsRX45WRsILrPWgKIB0kkE6PyNXn6K0hfZ2TY2tDr5FXYu3misOsdpvNMbWgA3qVOJ8Fv3ypLizOT8gmQ5LT7DtxcUh1pYUhQ36gjsRWWfE/frHd8cxpq03mDNW04ouJjyEOFH5vXcJJ1XK/AE+PzlPF2c14+x6/3yySFuIbmxYsby1qbUUrHfR2CCPSoXi/MniszTMm+PcXuNwuORuvuR0W5qKz5xdRvrT3AHbpO+/tWuHw3pFsdojqz9sQczhQk4d3HNVG6KtQZKzu9/ecMa7F2B8PeXYvMwu8cbZHc2reqYtxbS3VhAWlaQFAKPbY0O1X98YTwZxterPByhm6TrqFhttLiFLUpSekdk+gAJ7muPvKGVeNrhZqDI5RiXfGm7ipSIipcaP+dUkdwnp36VLsBxH6R/lTG28xwvEr/cLQ8jzGZTzcOMHkfrNh9SFLHyKQQauwaI0jDZ2xkRmRoLWuq7AHddVmKxWqOIMIaXAUBqcjyXUDh/IsUzLiiXxZfr0zbpJ60JU4tKCpBUFJKSrsSCPSq7LLhhvEPD87BbVkTNznzwtCA24laj1n4lK6eyQB/wB1caLvy/4tsdzhHHF6k3e35OuSiIm2SYDbT6nVqAQkBSRvZI0d6O/WpLybe/HVw7a4185Rtd8x6DMe+rsyJkWP0rc1vpBTvvqso9E6Sjs4jpH2gZcDqu+nZSi9bYrU2K5Rt6l29U5eC6vW+/WNHhYfsqrzBFwLa/71MhHnf66Cvsb36d/SqLIr5ZnfC9arM1doS57bjRVFTIQXRp9RO0b36fdXJ7L808aWAYlaM4zBu62mw37o/Js9+NH8uV1I609Otnunv6VPGOO/pMZDCHmePsnW24kKQREi6IPce9Qu0JpFzboufuuzzOW36VibBanNu936buZ8cl1XwDkCxXDgJyBcr7BZnxLfJg+S9JQhxQSkhvSSdnaCkfsqPcUXnEM74ke4uvt7atkppSkpU44lBUkr60qSVdiQrYIrk/ldy8d2D5Rj+FZXaL5a75lbpYs0J6NG8ya4FJSUo1seq0DuR6ipU9x79JnFaXIPHWWBLaSpXlwYyldvkEkk/sFTjRWk70ZkuODWXCKu7wNN2GSzFktlW3rpAF04nEGm7cuofIN1xDjLh57jmzX9m5zJiVNAJcStXxnalK6eye3oKxXesAwmBxZBzCDlCX71I8vzYH1holHUog/APiGte9cqL74jfEjjl2k2HJMiuNsuUNZakxZsBDTzSx+ipKkBQP41k3Bof0gnJOMxsxwXGMhvNlmdXkTI8SN5bmjo63o1Vtnw9bLYTfbHQNutFXd3f9OJUM2jJ5z3g2lKAVOHkspeMYH+4hP7f/bY/wD71c8lfaNZNz/mfmHKIsvB83vjzqWpHRIhuMNpUl1BI0ekb2DupdYvAf4usnxlGY2bg2+u2t1rzkLccYZeWjW9pYccS6d+2k963fw9ouXRFjNnmIJqThwH2V/RdjfYoTE8jOuCwHSqy72a7WC4ybPfLbJgT4TqmJMaS2W3WXEnSkqSe6SD2INUdbxbFZY8Jn+2c4qH/wDeVn/0tuulXjJJH0lXh4Ts9JXD7f8A6w1zV8Jn+2c4p/8ALKz/AOlt10q8ZX+6WeHj+XC/0w0RZR+lOwGJyJ4b5V7tZbk3LBbrFuS0o7qaaUehwn5fAon9lYh8d2TOYa74UslaWUKhSbesq36AtNBX9RNbAXS9Qs78SXM3huvSkrj5HhMCfGaX7rHnNqA/HqST/JrVT6XiHOxbj7hG3vKAmWdkMqI9A40wgHX7U0RWb6ZrDzP5E41zG2MqIvFsXASoD/COeb1I/b0rFZB8es1nDLF4VuJoekJavVukOtjtpLa4yEHX4ldS7xZYmObuJ/DFlsNoPpcyK0IdUE76kOobKx/1Sqwl9JZk6J/jd4ixGOv81jxszZR+qpyalY/6JT/NRFkj6Sn4fE94XQnsDfoe/wD/AGEWr99Jn4yuc/DHneGWDia/W+3xL1Z35ktMm2tSip1L3QkgrBIGvlVh+kr/ANs/4XP+Xof/ALQi1mPxxXPwEwMsxlHi9gvP3lVtdNnLbVyVqN5vx/60PT9v9bvRFpD4JefuSfEd9ITg2fcpXKLOvDFmn21DsaGiMkMNxJK0jpQAN7cX3++ttLn4xeXrR9Isnw3vSbdKwmY4xFEZUJAfaLkcL6w6PiOlHejsarTrwMPccP8A0lsZ/iBtTeFrk3lVjSoOgiJ9Te6Oz35z0/W710Ta438JMnxizs2RkseXzSywHE2qRc9BohgBK0MADZ8vR38WvXVEWivjQ54z7we+NbMb1wbKttolZXZYLtzL0BqQlxZKiSErBCSShOyK2u8VPio5h4q8GOE8z4feYUfJr2YAmSHYLTra/NbJXpsjpHf5CuYn0gkrkyX4q8yXyrFix7ql5CIzcRZWwIYT+Z8tSgCoa3skDv1Vu948f9zZ4z/G0/5o0RXj6KHkzK+WL1zPyZmExmTfbvLjSpTzTCWkKc6D3CE6A9PStSM9+lC8XN3/AHRYfOy6yqtc363bHmxYowUWF9Tah1BOweknv61sh9Cb5X5A5Q+sf4LzYvX/ACehW/6qxH4s7x9GPK4syiPwLbJDXJBlI+qLWxd0gOCQnz+758r7PX6/s9qItBVuFb5cB7qO912w8TPiE5N8NvgL4dzriu5xYF2lwsdtrjkmG3JQWF2pS1DpWCN9Tae/rXExP2hXeLkyZ4XoPgp4ie8WcZx/DzaMfTFS2iYo/X/yZ8B1E+P7Ad9fh/bqiLmJcvGLzf4m+TeNrRy1fLfPYs+SRZEURra1GKVqcSk7KANjXsa6t/SLceweUfCvnNlhJQ/dcdjM3xttI24gtEqGvl1JSofz1yq5Vm+GGd4seP3fCfGcYxAP21MhK0TEn679ZV1n++vj+x5fp2/rrq5luaRj4yH+F7u4PqOdYA8htpYHSp9patnX/i1Loi038e/+57cGnXqIv+j1pj4HMZtWX+LLjWw3uKiTCevKXHGljaVFttbid/5SEn9lb6/SjYi7gPg74zwp5ISbLdPqSQDv4ENqCT/zdGtIfo8/9uXxj/yqv/MO0RdEfEr4yuXeKfHVhHDGP3u3W7CH1W9m5xX4jJD6ZJHWtTqx1t9IUNdKgPh7+9WnK4WHD6Xbjm+YfLt8pN7x6RKnvQnkOIXITDltbJQSOrobRv3961b+lshTbj4xnoFujOyJMiz29tplpJUtxRbGkgDuSflUe+jbxrJMX8cfHsHJrJOtchxu4uIalsKaWpH1GQOoBQB1sHv91EW+WX+Mfl7FvpJLf4aUSLbJwW4LhxjFchID7Sn7el3rS8NK2HDvR2NbGvSobecZsmO/TM4q7Z4TUb8tY9IuUxLaQErkG3TGlLIHuUtI38z3rYKZxv4RZ/jWVm9yyZh/muNHacZtL9y6fLCYaUIWhjQ6leR8Xcq13VrsNal4TJ5OlfTHQl8qxIca5IanogNwXFORhbha3/q/lqUAVbTsqJA+Mr7D0oimVi7fTK3JA9PyG52//wAeanVr8XvLqvpFbl4aZ8m2y8KPUhhhUNCH2T9XS4FB1OlH4iex32qC2L/dmLl/yG5/7PNZayHhfw48XeKq9+LHP+dLfb7y0hRXZ5clhluMoshGztXWs9I2E6Hc+9EWqvOXiP5T8JXjJyPi/hmfa7Tj2X323XK4RV21l7bsgpS50lQJRsb9Pc7rPv0lPi65u8NEbAneKr5Agm/svrm/Wbc1J6ikJ1rrB6fU+lc5vEPzTZeffGf/AHRcc6zaZGQ2+NAWtJSpxhp5CUrIPpvudfLVbZ/TVf6x4n/4tJ/7EURTfweZbP4o+jkzvn/GGIqMunv3W6PS1MpUFSQ+WULKSNEJGiEnY7ffV84K5Ty/xgfR28tXLnCREvdxt0S9xW5QhtMlRjwkSmHChtKUBaHFJ0QkfYG9nZMH4J/3HbLv+LXT/T6qvo5/9zk5q/lZH/7Iaoizn9FC4y14K8a89aUhd2uiO51smWsAVq14TuKDZPpVuQ4rscJYxaVeruhJHZtuUNt/sAlJ1WWfBVlowX6ObFcqce8pmBnERUhW9fmFZCwl0ftQVD9tZGvGIf3K/Eb4ieeS15IOBWyQh7skFaw8k6Pz/vFP84oixt9KtardlOZcC2eX0uwrlkJac13C21FHb8CKunj/APFVyt4Y+SuJ+PuIp8G0WW5tpVNjmAy8HmkPNtJZBWklCQkn7Gj99WL6QfqN/wDC6VnZN3iEn5noarHP0wX+2B4Z/wCLK/0xqiKffSJ47Z3OefDfyC1AaYut1vUSNIcQnRWgPNLSCffRUQN+1Z6+kowGLyh4U8xgQeiRdcWSxfmmk91p8s6UfuHlrWf8msL/AEhv/wBf/C7/AOUUX/1mazvlGXW+b4w71wRfVA23OuODptXoVIddbcAHuVNu/wDRoi07+kK1+8L8PpHu3B3/AEAVnr6RbxP8ueGDjLje8cR3eFb5N+fdjzFSYLUkKQ3HbUnQcBCe5PpWJPpTMXlYT4ReHcQmoSl+zT2YTgSdgFuJ09v5q2U8Yk/wdwOP8EX4v4b0i1rUsWUNtzlaf8lHm7+qfF9np+12+VEXNHi/xUcweJ/xe8GTeXbxBuD9gymI1CMaA3FCEuyGisENgdXdtPr6Vuv41vGrzR4f/FXhHG2HTbYvF7xDhPz4UqChxTqnZC216c+2n4UjWjWkuJSuBZn0jXHT/hqjrZwI5LZBBQtElJDgU35vaT+c+31ev7Ky79KZ/t4OOP8Aky2f6Y5RF9+mmw6xWfkvA8ugQGmLhebZJZmuISAXvKcT5ZV8yAtQ/bW+HhNlWzingvhXi6cyG5+RWR19B2B8aGw8SR8yFj+atQ/pi7Su/cn8LWRCCsz1PxukDe+uQyn/AL6y3z9nieN/F14YeO2nw3GhQ1xn0ggBIU2GRv8AHpFEWjEjjexWn6UFODZFFa/JJzkuhDg+BaSS43sH2Kwmt0/Gd4yuV/DT4q8AxxVxZtPFkuJHfuqPyah/60ypxSHlhYQXQpAA0lBH2R2O++ov0p9suPHfjOTnFifXAlTIUC7RJDY0UPtADrHzPWmtrOLuTeFPpReFF8S8pMM2jkmyRvNbdaAS608AE/XIpJ2tsnXmNk/cf0VURaGfSH8s8Lc2c/L5G4SuCpluudpjC4uqguxCqagqQo9DiUk/m0td9aP41rBU+514ayzgPlG+cXZkylNwsz/QHUEluQ0oBTbqCe5SpJSoe/fvUBoiyx4Tf9s5xV/5ZWf/AEtuulXjK7/SVeHhXt1w/wDTDXI7HcgvGKX2Bk2PXByDdLXJbmQ5Leutl5tQUhY322CAam2SeIvmzMM2s3I2S8iXO4ZJj5SbZcXejzYxSrqHTpOuyu/cURdHubOTzxb9LXid4dkeVCuVpg2mYSdJ8qR5qNn8CQa8vpuEg2fjXp1/rmWf+iK5nZty7yRyLl7OfZpl067ZBHDSWrg+Uh1AbO0aKQB2JOu1XHk/n/mLmdqCxyhn1yyJu2lSoqZfR+aJ7EjpSKIu1fgRYt3L3g/4oeujnmnEpiXEb77ei+YhIP8A6T+qucXi6y39130kj0kOFSLdl1otae+wBHeab7f82sDceeKfxA8T46jEeOuUrxY7Oh1byYkYt9AWs7UfiST3NQW4ZrlV1y9zPbjepD+QOzRcVz16LipIX1hz01vqAPpRF1g+kqBV4nvC4R7X6H/7Qi1IfpMfBlzf4ns6wy/8U2i3y4lltD8OWqVPajlLinusABZG+3vXKnNvETzVyNfbDk2bch3O73PGHkP2mTI6OuI4laVpUjSQOykJPffpU2/f5eLzWv7u2Ra/Fr+xRFsN4KeAORPDd9IVg2A8nQokW7P2afckNxpKH0lhyJJQk9SCRvbSu1TzMZDkf6ZC2qbdKAu4wUHR1sGIkEftrQ6X4mOdZ/I8Ll2ZyVdXcwt0QwIt3PR57TBCx0D4da/Oue36Rq1zea+V7pyO1y9MzW4PZgw6283dz0h9K0ABJ7DXYAD0oi2f+l2jhHi7kqQ3rrx+Ad/M7crZHx49vo2eM/xtP+aNcw+SOVOReXb6nKeSMpl326IYTHEqT09YbTvSfhA7DZq8ZXz/AMz53g8HjvLM/uVzxu2+X9Vtz3R5TXljSNaSD2H30RdE/oUW1vY7yiy39txyKlO/mUKrXbPPouPFhaUZFmM7HLMm2wxLubqheI5UGEdTij0hWyekHtWuXFvPfMfCzc1nizO7ljqbkpKpQidH50p9CepJ9KmVz8cHiwvNvlWa5823+RDnMLjSGVlrpcaWkpUk/B6EEiiLBykFDpQR3SdGu2niW8PPJPiU8BvDuB8XwYsy6xIOO3JxEiUhhAZRalIUepZAJ6nE9vvriWvzCsqV3UTsms4WXxr+K6wWeDYbLzTfolvtsZuJEjoLXS0y2kIQgbR6BIA/ZRFN7t4N+avDDydxrd+VbRAiR7zkkWNFVFntyCpaXEqOwgnXb51t549eSXOJ/H/w1nKXVIYgxmEydduplb/QsH7iDXO7PPEf4geTTaJ+e8h3q8ixyhMtzslKNR3x6LSQkDf41YOSOY+UuXb1FyHkjMZ99uMBsMx5Ekp62kA7AHSB796Iur/0zbzUjw/4e+w4FtuX3rSoHYUC0SCK5u+B7KLThviw42yG+y0RoMe8pQ68s6SjzELbSSf5SxUT5A8QnNnKmOQMT5B5Bul8tFsKVRIskoKGilPSCNJB7Dt3NY7bU604HGlKStJ2Ck6IPzoi7ReIrwe8vcleOvBedcXgQX8RguW6TNmKloSpj6sQVJ6CepXV0jWgftVa8/yqzZD9L9xzb7VMbkOWDHZECb0HYbeMSW709vcJdTuudli8dXiyxvF28RtXNN8btrTXktpX5bjjaNa0HFJKvT791i/GuU+R8TzpPJmPZdcYmUocddF28zrkFbiSlxRUsHZKVKB386Iuh/LklyP9M/jjjbpQFXGyoJB9Qq2NpI/aDr9tZczpsN/TI8dLSgpSvDHlE69T9VuI3/VquT905q5Vv/JbHL11zW4ScyiusPtXdZSH0LZSEtqGhr4UpSB29qvE/wATPPM/kO3csT+Sbq7l1qiqhQ7soN+eywoLBQPh1rTrnqP0jRF0vsRH/wAsrcl+35Dc/wDZ5rSH6SxSh4y8/IPq/H/zCKxI14i+a2OSV8vtch3NOYuNFhV3HR55bKOgp+zr7Pb0qN5nmGa8n5NLy7MbtLvd6n6XJlupBcc0AAT0gD0AHpRF940BPI2Lf8tQf8+iukf01JBg8Ua/g0n/ALEVzDgvT7XOYuEN1TEqK6l5lweqHEkFJG/cECplydzny7zIi3t8n5xcchTagpMMS+j8yFa2E9IHyFEXTbwTWhfN/wBGlmHC2GS4zmSpNyh/VnHQjTzj3ntA79AoEDZ7d6lHB3FuV+D76O7lm180txLTcblGvUlqMJKHD1SISYzDfUkkFS1pGgD+kK5O8W8z8qcKXld+4xzS44/LdAS6Yrg6XUg9gtBBSr9o7bqR8t+JXxCc6wGY3JvIV4vlujL60R19KI6V+xKUAJJ+871uiLevApLkP6GO8SmllDjN2U4kj1BF7ZO62e8Z3JEJ3wLS8/hltMnNbTY2etOgp1uWto9O/cBLzh/aa4rxub+XInGT3DUbOJ6MLeUVuWcFHkKUXQ6T9nq+2Ar19RVXkHiD5syrBrdxrf8AkK6TsZtAYTCtrpR5TIZADQGk7+EAa2faiLph9JNeoeOr8Nd/uDgTGgXCM+8o+iUhtok1LPH34WeTvE7yRxRyHxNGg3Wy2xtKZkgy22w20t5DodHUR1J6QfTZrk1yPzly/wAtwbZa+R86uF+i2dPTBaldGmB0hOk9KR7ACplx/wCNLxQcY42jEsM5dvMK0sp6GY6+h4Mp+SC4kkD7t6oi6HfSJ5HZ0c9+HDj5iey/c7TeokmShCgShBeaQnY9t9JI+6rP44OTDxN9I7w1mhfLcdiDFiyjvQ8h99xlZP3AL6v8muX935Mz+/ZqjkW95ZcJ2SIkIlouT7vW8l1BBQoE9hogaGtD5VWck8u8m8u32NkvJWXTr9c4bIYYlSenrbbCioJHSB7kmiLq79NA43I4OwN5g9SF5GpQI9wY6tGpl9In4XeWPFBxlxtZ+KbbDmSLE87JmCTMbjhKHI7aU6KyN9wfSuQfIviK5r5ZskHHORuRLpfrbbXA9FjyijpaWE9OxpIO9dqmbXjt8XEdpDDPOeQpbbSEpSC12A9B9iiLKnGfhV5a8L3i+4Mg8r22FEfv+UxHYQjTW5HUlqQ0F76Cdd3E+tbr+NTwVcxeIDxUYTyViEW3Ixqzw4TE6XImIQtstSFuL03vqV8Kh6CuVWVeJrnbN8nx/NMr5KutyveKvF+zTHvL8yG4VJUVI0kDe0IPffpUpkeOzxcSmVx3udcjKHAUq0ttJ1+IRsURdGvGe7YeUPHf4f8AjSDKZlSLNJVLujaCFeS2pxK0hXyOkE1JPEp43fDLxd4iGME5A4RdyTKLQqIhm+iHEc+qlwgp6VuKC09O9nX7K482Hl7krGM4/ulWXNLmzlHUpf5VW75sglQ0T1LB9u1W3Ms8y/kHKJOaZlfpN1vcxaXH5r5HmLUOwJ0APYe1EXXbx54xx/dfE34dM/5CtkSbil8ddtM9qV2acQsFbYWRrt1PI96+XDwJZxhvjpxLl/gvHbVj3GsIR3pKocxKA0kMFDzflFRUvzD8gR8W/auV+f8AiD5k5Ts1sx/kHP7ne4FmUFQGZPRqOQkJ2kpSCOyQPX2qc2Lx3eLDHMXRiFp5pvjduaa8ltK/LccQjWtBxSSr0+/dEWZfpfMix++eKtMWyPsuyLTj0OFci2QdSetxzpOvcNrbH7K0eqsvF5ut/uUm8Xq4yJ06a6p6RIkOFxx1wnZUpR7kk1R0RKUpREpSlESlKURKUpRErrX9GDYuN4ng9zPkPNMBtGQOWG8zpJMqE066ptuO0roSpaTr3/nrkpXWn6Ov/c7uWP8AjV3/ANDaoil2Lw/Cr9Ijwfm8vFeH42JXjGWVJaeRHabfYeLSltqSpoAKSegggioj9GDiPHtv8OHJOWZtglnvz2M3OU8v61CadcKGGVKUhKlg630mrR9Db34t5oB+bH+jPVkD6MXH05Z4dOY8XXMTETd77cYJkKGw0HWlo6yPu6t/soiwDzT9IZ4YuQ+K8lwjF/DQ1ZbteIKo0S4CPEBjuEghW0oCvb2Nc7kEF9BHp1CtyPFv9H5a/DJxi3yJE5jt 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