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CV 2021
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Abogado en Derecho Tributario y Profesor en Ciencias Jurídicas con un Posgrado en Criptomonedas y economía digital
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<div> <strong><span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;">Martin Silva</span></span></strong></div> <div> </div> <div> <img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAAAgAElEQVR4AdS9ZVReWbquXeOc07urKsFfeLEAQRJC3KXi7p5UOu6eqri7u1bciJME4u6CBAgJAYK7a6Rqn/PrG+P6xjMXC96QpKq6e/cevX/MMeeaawFrPfe8H5vCN7m5uXyt5OV8/d7XfubfoT8vJ5/c3Gxy83O++m3/Du/5pXf4Jj09HSlpGVqtX//PrTNJT88kIyNL1f/TvuOb//ztI7/9+kEVaZtef/ztA7/++u9fPn58r97zt4+/otq/vVPX/+/Xj3/4/vq36/Wv8rv+C4u8z99TvnlfnMeHknw+vsv7pLwryae4JI+S4n/vUlyUS0lxviqFxXnaO5dk/R3vrf2s/I7iojxVigpz+XLJoaiwYtGflX69rdcVn82hsCC7QpG+8vLNr4X5fCjSysfiAn4rKkBqAen9u4Kyj9U/+t+tLpL3LM7j44eisvcVwWrvqdflQv/8/T8dcALwny0CTvmzAuaXflYD+etgfwraNzoYUgsQUt6V/PsDoX9gZk4qsbEvCQu+R0rSq1JQCikqKihl+O+B8efu6X9Lq8uFrgFSEQgdAP05/fr3a51diiHvC7WHZfT8TwJDBBQXH8XNm+c547uNjaunE3DuMDkZ8ZSr3D8n9M+ZU/5znwKiC1bUkjCk9Lo4u5Qh+n2pdVB+r9aeLwNEXlyKqKjfe6l/l3tlAigVREF+LikJkdy6cIRLp3awct4YTvpuoSAnWX3Xf9V7639Xfp/W/j0hm94zBejztthoAU63Td/8V73w136Pevmvgf1OBkEe70qK1GDQnAj5YE3dqJ8tLqS4JEc98+6dGHD5gAIKi3J5V5DFu/x8fi0p5M714+zZNo/zp7YxYWRHAu/7K7tS8q6gzEaWFBdS9C6nzOAXvZO/rQn4S+8v977UX7HPlAliz0yv/7itg6SB8t8CSMUPML0WEISu8vFSCwj6fWl/fKcZzpzsdKQU5WXz/l0hRblZFOekkZ2XzJOn11k2bzS9Ovgw7sc2dG/hwZ6Nc8nLiqegIEMZ/SIFfD7vTNSz/nf0uuLf1vv/qJafkxEuYOjlj4HQWfTfDMgffYx8iOZaa6pTe15jgYCUn5VObOwromPDiX37hqjocF5HhShBF+Wmc+jwFrp3b0Dzhk70aOPFypk/Mn1oe7q382T1skkkxbyi5J3mwhcVawyTv2Eq/C9d/9F7m94vLmWSDsbfx5J/GJBChPJa+XNUVh+qYhnteRHCZ4J4r6mt8n6NIQJGQUEKjx/f5to1P54+vUl2RjLvizIJf/mI6OgQdm1fQc9ODdiy7mdGDu5Ay8YeDB/Yjj4datO6oZFurd14fv8SHz8WUBajqLgqX/n+JWowfPot5e/xOWimIOht7ZtylVoU50jKxwKNKX+OJSITnS25/B0qSwdD6k8/4veuRU//3v1yARSWgqXpdQmgzp76hYnT+7N12xJ2bV/CpPEDOHlkO/5n9/HTlMG0a+XOysXj2b97OU0bVsfeaI1nVWsa17Zj1MC2TBzalpWLJpGfn6y5wUWaO68Z0FwEEAnK9HeQWvcy9b7fe3f93vsibVCZhhCa55pbpsJ09pgKXzfopn1/ByB/HgT9RaWWkalfa0ay/Przj9ZGiwSk584cYPyoHrx5E0RMzAtWr5lH7TouVHGzoGFjN7x9DLRrXZN+fVvSsJ4rzs6WOFexxbOqJX26N+LJPX8e3PJjQK+GPLgXoOITcR5EaCX5OSQnxVKQn0VuTjp5uRll76i/6z9SS5Cts0QAeFf0KSBybSr8L7X/5YAUKzVXGk0LW0rKbYb+0QKMGHQZrdIX/fo5Y4d35vjuVTwPvMG4iQPwqG5HNW9HXKvaUcXLnioudtgbbbCzN8PJ0RZ7BxucnA1U87Bmy8Z5RMcEk54ey8rlE1gwexQlBSkU56fxa1GW8s7Cgh+SnhytAMnOSi2zY/o7/T212BCdWaaACCgSTuhFZ4lpXZEl/3JAtBct1PJkxdrLycjQPjivdOTmKxf144diRDi7ti6kR3svfhrbkx+a1cDd04Fq7kZ69WpMt54/YGMwx83dFXsHJ763scfaYIOLWxWMDgbcXWwZObArU8b3Y+Sw7nRo502Hlu7s2jKPyIhHxMeGEvr8Ng9uXSA06C55eWlkZiSXjtxy9urv98fAmNrFwjIX+2Ppt34JDOnTQflvB8T0g8T1FKeguDhTlcjIYPwuHMH//AGlYkICb3LqyGaG9G5M3461mDSqO9WqG3F3t1d1nz5N6d6rBUZHYYYtRgd7LG0dqGRjh7WNPfaORtyqOlGlig0GG3NVfKobaNnEjW5tPZg0sg2TRrRn9rR+rFk2gU0bZisG5mWnlanWD4WFyjWW9zZVtzpAYhP1+EX65JuE4cIMzYZ8ygpTQERlSTEFRIAxVWX/coaoEaDcQlFXWWokio2Iigrm5s2LXL92jIO7VzBvxhA6tPahvo89jWo6Ut3NkmreVfCo7qBK4ybetG3lQ8Parrg42WFja43BwVkBUtlgRIqZvQGDi51iip2DNa5O9nh6uVKjhit1vO1p39SDJjVtqedlQV0fAzW9benSvhYHd65S6k0ErNk58bDKXWQNjHIbqru50i9gSGwjntUfAaKzQuoPJeXAmNqS/wZAtA8xVVPSPnxkM2s3zGb8uH60a+5Jo5rOeLvb4epowM3JFluDJVY2llRxNlLV3YCrmyU1alShalUjBlsLxQZre40h5vaOWBqMWBussHU04OjqgL3YFSnuDgogB3sbqrlZ4+NpR50atjSo7Yi3u4Hqzt8yZnB7Xr58Qk52mpbCKPUMRcAy8k0z4hUdkQ9FOhDlWXMNGO1aE742vaGzpSJD5BkdlH85INoHaK5ykaT63xcSEfqQAYOb4+5hhaOLJS6uVkr3OznbYWO0w2DrgI1BK0ajg3rGqYo1jm52GFyNWBttMNo7Ymd0QMAws7XHwmCvftbWaChXZw4GrO1ssbIxx9beCvn9jo7m9OzZiDmzhtCvWxP6dGnAmiWTyUiJISszVZubMPEMTcHQAdIZI0I0Ff4X2yZGXYD4KKkcExsitsaUOf9yQFSUXBoQyovk5yawYtEYmtSvglsVA04ulWhU302xQPR+JYMNZgZNyN8bbJXwnVytcHGzpWataji5O+LgYMTRwYCzkwjYHjvbUpuibIsNoq7Ezjg62WLvZMDB0YCdUVileWPVatjRpVMdmjdyY1DflsydOIwHdwJISn5FXnriJ7kuNTdUOl+kC7wckE/ZIfGI/oxeq74yAHL4UDrXJLIwLToo/3JAxDCK/y/B2G/vc4kMe0TndjWVuqjtZU+bRu4M69uSvp1rM3JYV9w9qlDZyoiZXRUq2zhgbrRWAnWsYsC5qqNSP0Z7G1xdjTg5WWigOBgQlSQASFFG38EaO3sb5Q5r/TZUdXdUAAk4zs7WVHW1obaPAw19nBjQuxnLFoziuv8hJCWjpXQ0dasLV68rskbvLwPvK8IWAIQhMjurg2HKGOn7lwNSUlKksrMSZ/zfD4X4ndxH9ao2CBitWlanU7PqDOzZnH6dG9Huh7rY29tRydaIuY2oLDusjLZK6N6eTnhVtcPFxYCHow3eLtZUdTJTgnVyslKMEdYIMEajEYOoKlsDNraiwowYjbaKOdK2tjGqfnEMPDwcqFvdGS93KxrXc6ZnhwYsXzKduOgwEwNv6kXlf2JTdDBUXQEIXeh/pi5jiOj43ys6Pf/RWoDIz09X0fH/+1jEwX3rcLD7K27OViq2cHS0xM7WCoPBoARVydaOvxoFFDvVJ8FeLTdLutSxp3djI31q2dHVw4rOHmZ0cLeitYsVzVysaOhqoIaTJS5GCwWK2BkRuLW9gGqDucGgvLDKdvbK7lgYxDlwUGA52VhhZ7DFUZwF6/9FyxZeiEsuQawwXL6h3K0VtSSqKg8Va5S2/xQgMiNrwg4dKB0MqcsY8nugaIa53O0TcEyf13I5+eSXLYrQ3EbJRxVlp5KWGKOSggW5b1m5eCwutubKU5KAztZamGDPfxiMiJDsDbbY2toqI+zq4kADd1u6+dgxtaUTK3tUZUt/L3YP9GJbL1dWt7FmdqNKjK9tzmBPM3q4WtPU0RpPoznOEsWL2rK1Uh5ZZaMVlUu9MnECzIz2CihxIgQMGRD2DgalSof1a0Los8sUFuVQkJtBRupblerX5aAEqQApn2vRmWIaEH5J+DoIFWsdlG9MBft77YoMKX9Wm8vQ7kvgp7lwUkuuKDYulKS3obwOfcjyBZNo2sAZFwcbbG0leLNXYFjY2qp4QoQjRti9qjM1arrwg5eRobVsWd+7Bv5zO/Fs+0jC94zl9f7xxByZQsTOoQSt7MKdeW05NbQu69vYMq+hFWN9bGjvVJnqDsI+SwwGa8Rbk98vzLEwOijPTAZCZYOd8soEPFF3tdysad/EmTnTBhP58gkpqbE8vn+ZkKc3Kc7LVkwXdrwv/NzDEqGaCvrPAmJqR74ROpYL93P1VZENps/KPf0F9F+qrsXbkPxOYR7hIfc557uNof1bqaCsVjXJQVljY2OlmCCsEKGI/ndzdcTDy56a3g60qu7A8PrmHBhWh2drfiTu/EKy7mwj59ZWMq6tJefWRrJvrSPzyjIyLswl4chEAjd05u7CJpwaWZ2lrY0M9rCkrpOlUkW2BmsFjABiZ3RSbrWDwVEx0t5gowaCuMUSmzSv40jL+k5sWP0TsXEhnDm9g01rZyrX+F1BDlJk4kz/9v+qWqksUwGbtn8PCNPnPnXrSkdIUT7vCnL59X0+IU+vM254e1rUsadFA1e83cVrslbej4xKFXGXAiJJQgGlsYctw3wqc3RMbcL3jyTrxkZynxwhP+gMhYG+5D/YS+Hj0nJ/B3l3NpN/cyNZV5eS7Ded17sGc2tOSza3MzCymhktXGwUK6vYa39PBoEYdrEhiqkGgxb7GO2o4mql3rOuRyW6t6nN3WvHWbVkDAN7NSQi5D4l+ZlqXZVE2n+WAX8WsN8FxFTov9eWOQX5g5oO1KYxRZ+quYacNB5cP6lc2ma1Hajn44ybmwEHBwvlykoyUNSIeEWi68Vb8nK0o29VC3b1cSVi1wjS728nP/gERSHnKA47R0HISQoDj/Mh8Cgfnh+h4Nlhip7sI/fhLvLv7iD3+lpSLs8l8czPPF/Xnx2dHRjm8T0NnazwdjGgQJEBIMGnrRavKJtla1QMquHlSLNaztStbk3jWk70bt+ApnWdad/SU61sCX52S6ll0Sx/VtB/9Jym6rRU/Wc2RP7QH6mxTwHSJufFZsgflkSZeCTFBdnkZiSxY+1sWjewVx/n5W6j1JVSWeIBiSdkcKCSQTwjA65O1jRy/I45jStzd0Er0i6vIPfFWQpenKEg/BxFYed49+IURS9OUhDsS0nQCd4Fn+T98yMUP91H0eMD5N7dSfadTYo1As7zrQNY396Gfu7f0tzZQCN3O6oazXA2WKv0vahOFVjaWuHhakc1T1uVwpeJLk8vI452ZlS1t6G2py39ejTmuv8RPpZkazakIOufBkVnmV5/0YaYAmLaLgdCm2iR4EnSB+JNKRVXnK0W2ilA8jLU8pzFs0fQrJaBetXtcHUTdWWr8lMS3ElOytbRBmdXexVxu9hYMNDbgsNDqhKxbyTZd7dSFOTLu/AzFL70oyjiIu9DTlEcfJzC0GMUBR/h16AjfHh2jI/Bh8kPOaL6igKPIuV94CHybqzg6crubGpvYJDH97R3M9DQ1Q6PKhZqHkWCSAFFamGoBIx6PCNtBydLlV+T2Kmelw3XLhzlV1l4UZCtPEdNM3xqzGVg6gL+I3boz+m1AuTLQv/cwGuAfH3WS1ii6Ke8kGwe3r5Ir9Y1+aGeI/W9jSpBKLN6YiuqGI24utpSzcsND2eDmtOoYW/Jwk6OPFvbjVT/JaTe2UT+84MUvfCj8OUFikJPUxJyiqKgExQHHdEEHnyYd88PUvzkIMXBB/kQdJj3L05Q8uIY70KOUHB3C3G+k7k6yYdNnZ3o5FqZxvbWKmbxdNISmeL22tvLvIqV8rjE6xPPTAaMu7MlVatoE1+tmnmqeZScnBSyspI+yUFVFLwu4Ir9n19rqkp//jOVVc6CrwHy5X6lqkrVVoGorXcFnNq/idZ1bGleywlvL2tcXLVRKYBIfknyUM72FioGMFjb0MurEgE/NSP2+ERSbiwn+84Wsp8eJifklAKkIFTA8KUw5CjFQYd4H3iQwucHKHl2QIGjgXGUkhBf3oX4KpbkPdxC6uUlBC1vyYPp9dnSy5kRPha0cKxEVUdrXO2tlU0zGC1VIlKAEFUqalVSLvKewhJ7RzPaNqlF8MNLJMWFq8BRWCK2UrGldDDqgtXrzwEo90y/dO+fBkRYIQwT9SV/QBhSVJyt8kGbl02lmbcVjaobqOFhi4erAaOdNbYGC2zsLJSHIwZV0hueNpVZ1NmJiC29STo9ncw7G8m7t4s8UTshvhSI2goThpykOORoqWo6qNhR8vQQJc+1tqgpYYwUMfZ5D3aRc2khUVu68XxpS25P98Z/tDvzWljSwtGMKg6WSkVVsbVWgaKwQyJ7YY21UTII1hgdzKntaUP/tj5sXDhKrfl69eIBhbkpFGSnk5+Trr5bQJDv/0fBEPn904DIWidlR0pnzqQt4BTlpbJ23liaVrekWW0nankacXfRRp7R3hqtaOkN8XZau1bi8vSmvNo5gIRzs8l8sIXc+7vIfbqfkhdHNHX14iLvQs4qUEqCj1Mc6Mv7oMMUBx3j3bPDCDBi2POf7lOsKXm2l4K7m8gOmEfkti5E7uhB+Kq2PJ3lw63ptZnV2Aov4/dqLkUyBBIoqkyzwRELg6O6Fg9Q7J3kz5rVtGfO+C74n95GuEz/ZiaTk55IUf4/b9x1tvzTgGgAyKpDbTmNqC7FluIszhzYqFRWm0ZuVK9qRRUHcy0r62BQHo7S0zICrc2Z0tKWiA3diNj/I6nXl5Jzdyt5D3ZTEHiIIjHk4X6UvNQAKXxxSnlbyssKOcKH4CPKbojt+Bhygvcvjir7IZ6XAJJ7Ya4C4+3e3kRu78+TuU14vbEzfmOr09PDDCsbayrZSDJSJrycsJTUigJFXGGDKhLFuzr+lVmTehP85EIZIGoNcUGWYoYIVWeHXuuC/rP1Pw2IJN90Yy9/VBayCUgSMCZGhbB89lDaNq6qAJGEosxhiH62tTFoKsug5Z52DfIgcvcgonwnkHZ7LXn3t5L9/AD5QccpCj9D8St/Sl5d5v1Lf4pf+PEh7CwfQ88o4QsAvwYf58OL06rvQ+hJBZDYl7w7WykIWEDsviEkHB5JxObOvNrQhdebu/F8eSvmNLVWc+9m1qXpGzUxZq9Nekm6xWCPtY0ZzZt6qzXDP/aoz6ThXbl68Ti5eQkUZKdSmJOm3P1/FARTsP5pQGTDjLi8yruS9HORLIzW+jJT33J091J+7NmMam6at6Iv2REjrgWENjRzseD8tHrEnZpK6pWl5NzbptROVvARssPOUfTyMoWvr6oi7fcvr/Br6EUFyvvQ07wPPcOHUD8+hl3kXdgFisPOqCIeWcGjX8i5tZp430nEHBhO5NZeJB0cRfwvPxKxoT1bejpQ1WCuUv0WRkekCAgSzesRvdi7Gt52dGlXkyY+1mqWMfj5DZKSXhMfHaFAMRXqP9P+pwHR09Ni3AUYUVkfirOUlxUZ+pg5k/rQsbmXms8W91HmMwQUZUNkhs/Whh5e5jxa2pa4C7PIurOFHDHGgcfID79I0ZsrFL26RGHkZQpeX1Lt968ulwr+HCXhfrx/cZ6SMH/ev7zEh4jLlIRdUP0lwWcofnpCpVrSriwmUQA/9zOZ5+cS5zuK2F092TfQnWr2Zsp4q6xB6XyKrGoR2ybqTDwwyS5I7NKgug2DejTg+C+ruXzuCLFvwlU6RWeH1Hr5R4D5LwFEVJbYDeXuFucotSV5rPioYKaN6Uqzeg7Urm5U/rzMn8sciKO4lQ4GFQlPbGbk5ab+pF5ZTtbDAypVkhNygrQHx3gdsJnogI0k39pNxuMj5Dw6Sv6Dg5Q8PsyHwOO8DznN+xfnVHkX4kdR4CmV98p5eJDsuzuIv7iKyDNLSLu8iqwb68m8sZo0/wUknpxC4oHh7Ozrhqd9ZeXqiscnEbyNjS3m9pYqJpEFeGI/qlaxxsPJnCY+Bnq1dGNY93qcP7JFeZMCwPviHBUUS9rIFJy/F5SvAvJng0XxsnSWaIZdS5389qGAxKQIxv+tAzVrGNSa26oyt21rqbwWMZZVbG2Uu7uitxeJR6aQfXs7Sbf3c2PXLFaN78iE7rXo0cCF3o2cmNKhFmuGNOPY5I48WNiD6F9GkXl9AwUP95H3ZD9FT3yVm5xyegE3lvfh0IQOrB32A0v71Wda+2rM6lWbI/MGErzvJ1LOzCf73CySDg5nax93PBzMVLbX1s5czaHY2Nio5KMsLTLYOCgbIwFi7/Y+LJ01ip2bZ3P+3E5SEiL+6dRJRcAUIBUzuxWvhQHS96V+MeB6MFkOiKa2YiMD6dW+jlpva+8iuSNrNfFkaVNZqQKZEPJ0tmBsB082jfyBRYObMbVHXbrWs6eplxXN3AzUdrVW0bKj1fdUtfyWtm7fsbytA48WtSf19Fzyb2+n+OEuiu/sJMlvEaGre7O9kzOd7P+Cu1llDFaVsbWsjKX1X3Cw+QsNnSsz9gcX7m4cTcqZ6RwcXIPaDuaayrKVeXhbjRkGW+wEEIO1+nkJCk8e3EjIo8vERAXxrjCV34qzy22nyfStrrL+kRT9FwHRVFC5oHUw9Fq/r7OovNZyWzIPIrubZEFDj44NVFAoKRNZAioTUE0beVG3nhveNZzw8bKm7w/OLB7dhgVDWzC1dw3Gd3ZjTk8P1vf1YWNPH1Z182RuRzfGtnCjp48FP7iZMa6NK+dmd+fu1gk83DGN0CPzCNw7Dd9JLRhX35HmDpVp6GxQk1w9GrkzqJUHwzvX5ceeTRjRo6EC/866wRyb05UudRyxsbLGvLIRS0stUjfaWSlVJeuHnQ1/5ecpA4h69YzkxAiSkt6QlRpPcZ5p/KGn4/+5LHCZyvrS6NcBqFiXM6IUtNLdT3rUru4XZPL04Q06tK2Lp4sWf9jaWaqs7k8T+7F57U/07VCPoT84c3LTaJ5f3o7v+gnsmtaa7WOacnFOR67M6cKZCU05PsSHff18OD6sFqdHN2RZzzr4GL+jb9cf6NHChxqOf2XjghH4H1jGkFZuDK7nwNoBDTg6uSUX53Xj0ca/8Xz/REIurObVo3OkxoYTcT+AY2vHcGrbZPavnsFP4/rQqX19vD1ctdjDTlvILYv23Bwr8/OMwWqXb3LcG+VV5eZlaLOHJswQ9VPmbVbor6iavnZdxhBToesjXhf879XyrBSxI2LU5Vm5lunb/KwUtmxdTk1vo/KuJBUh+aueXRrRvL4L3Rq5smRMW5747yLo4VnO7pzGhRX9ubV6GPfWj+TkvB6sH9SY6a2dGV/TjEWtHDg0tA4PlvZl85BWjB7Ujl6922JlWYmly6ewdf1PzO1bh31jmnJyTHMkttk9tAanxjXl0pKePD29muTYMP7z/4Pf3mfju2YCq8e2ZEq/ukzo25il84axe+cCurSrj6WVllVwdXPC08WSyeP6kBAXRkFmMkVZ6YodMln1NcHqautr97/WX8aQ3xP61+6ZskpA0K9lW4GoLUkwpidEM3n8ELViUFLtdk4GurZvRK2aDnRv5smmGV2JjXhA/rtsHl3Ywel5PdgxpD5LetViaBt3GvjYUKeGDb1qGxjvY2B1BzduLuxBwOpRaqFb61r21LT5K12aVGPKiA6cWNCHi9PasLqVHXNaWzOthQNDGzgwrXt1tiwYyNNHl0lPiSHk2n5OL+vP5tFNGNXNkwFi+Ed14cnNU/ytdwtsbL9HjLuNgxmNahg5fXQzElep+XSVr/tUNekAfDKV/Q+w5E+vOtFB0Rlhei1tffGYzIVILCIZUFkUIO3HD69Qu4YLlnaVsXcxqOU/3l52jOpSk81TuvLg7HbCn1ziyemtzO7ixdCG37NqfGc6N69GFU9ravsYmTmsJav61mVHP2/urxzM4Z/60NTxW/YPb8GT9aNZ2d2bHjWtOb9hLI9Wj2DvoBpsG1CbQU0cqFXdwKDejZg0uBl7Ns5m5/xBHJjeiotrunJnxxhWTGrHuAEtGdu3BSP6NGBItwYq02tmLYswzPmhoRthT68pd1Z2/YrwRT3/Z1FxmYrSAfnayP+z/V9kiAhdF/gf1TJ3rq1ZKl1MJlF6YRaFORlqCU1yylsuXDhG04bemFlZY+fqqCJ0Wav704BmbBvXnFubRnN3+zhOzezEpt7V2De8EbdWjmR29/o0da7EgIaOXFgzlnOz+3Jpbm/Cjy1gSd96ypYU397Lr2HnyDqzkkmNXDk0tw8xB3/m3pIhXFo4kKWjm9GulT1du1VhxcxuBOyey7qRTVnbvyoHpjbh9u4RnN04mJmjWzP6b21o6WPH37o3VZt/ZO+JxEztmrjz+G4A7z7oU9Q5aiX/ryXaOl0RtgAisdefFfzXnisD5EsgiArS90PI3nB5RgDQi/TJchgpWp+syMhVxi41KYqHDy5w6PAmrlw6Qb9e7alc2RyjsxuOzk5qZfvkvo14fGQusde3EXdpJc93jeTh2l68PDSFN4d/JnTTBPxn9+TO0iFE7J1J8MYxPNo0gucH5zChaRVebPuZX0PP8+6pLx8e7OfEqC6s/7E5MX4LeLlzOiE7pnJz4yS2TW3PtuntuLppIq98l/Jk1yQOjG/E8p5WHB7XgP1TGrN8XDPGDOqCk9EcD0873Ko6Y2mtTetK7ure3XNqobgSZHFWWfAnRlwvog30ovfpRl4Ak5+VAFLmUCoW0SiSNf7iFK7OCmUT3muL4nQwRA2pPeKldX5eptq6LNuXi7M1VsgGmNioEJYumUTjelhTMiMAACAASURBVFWo5e2Ks5MD31kZ+NbaSs03yNqs8d1qEXP/CFnBZ0l7tJfkW5uIODGTuHMrSA1YR9LpZcQenMHbA9OIPzSHkN0TeXNiJr6zurCqszfZ13dT9OICJY+P8eHePl5tHM+c9lWJ8V3Imz3jebqsLy82jOHNL5OJPb6QlIANJF9eT8L5hQTvGsa+EdXYM8yNE1Pq4bd+NCP6dcLMzAIHF0dcqjriYBSGmDNtdG+120oO5hFtIPtcRLgy+ESIFUthXuYnffpElj6ZJfdlAZ4UaZsWxRAR/O8VAUM2RspEjOyhkCJtEXxOZooquVmpyjeX+YG0tDhevHjAhrVzqOFpibUEZ2aVqOVkoG1tFzwdbOjZoh7bfx7AlT3zKHx9jdTAE2Tc3UvchZVkXN9BtqRKbmwhy38Nyf7LybiykbQrawnaNYV5TYzcW/ojxY/9eB8SwIenZyi+sYOsk4tZ1akql5YMJ/vCYmL2jCB8fR8i9wwn5cISUq9vJEnWcfkvJu3cXIK2D+Lu6m68OjmH8IAtdKjvQSUrK2xknt0oK+stMdia0bV9AxJjXqBUVOmOW9k4KoKUgShFF6qpkNXOLBOBC3D6czqI+rVel6msLwGiM6UgP1uBkJ2WoFaSyMSMrCgRMDIyElRJT49XkzVSCyApKdG8fPGAX7avpG/Pdgxp5c3DpaN5tHAwXX2sGdmpPhEXtrJyeEveXD/Iu+hb5AadJOfeTorvH6Lw4T5y7uwg584uih4d5f2zwwTvmcyyNo4c6u9D+sVNFD44yYdnfnx4eori6xspuLSaxwv6saSVJzHHV5BzfSWZp2aSen4emdc2U3hvN4X3d6jlQnl3tpPqv4ioczPJfnSQ2zumM61bbbVwTqZunQzm+FS3w8FgrhbPiQ2RxeIyrSAZCVnYIW59YY42woUFIlQBRBe2DNqKIOiC12v9Wf26DBARvlJRJrUwQ1xY+SOyGVNAkCJ7KAQcKQJIekYCmZmJqi11moCSHk9GRhzpmW+JjAzk1clNPPypL6s71qaGvTl/61CLnGenubNnESt+bMXVjVMJO7qUyJPLSQrYSqL/ZuLOreLN4XncWz+K4xPasqmHJwETWxC/ewxpV7dRfO8E7x+e5N2jAxReXU/uxVXkHJvLge7VWNisCnfXjCHz6iaKHuzkY9AxpdrePT2gZhaLHx0i/8Y20q6v582JZfjN7cmtTWOp4mBGtxqO7Ohbl52Lx9KxaR2MVv+b08cP8n9/LdE8LVlpI2opTwNBtUtHv8jKlCW6oPXaFCC9z7QuA0Tf1quDIgAJIGIvhHoKiNIpS1MwRPACiDBDZ0tqWpwCRPrEy0pLe0vgtp+Y7/4tLQxWVDb7K4NaeZFw6xBFkdeIubafa+smc2JqD/YMqseR4c05P6Et/pPbcWFCawImt+HZ4v5EbR9D/PYRZJxcREbAenLvHqHkyQk+3PuFkms7yTq3hgLfecSs7s+Jzo7s6F6VA0Mbc23pUN74riD5xi6yHxwg7/4BMm/s5s25ZdzfMIqT49sQdexn5b3VdNSma+e2q8aVhaNYu2gCe3evUadIyCE3yqXXgShlhykAvweI6XOmIJi2VRyiq6aKtbBDtxVKRQkz0uPITCsXvghdABFghB1Z6Vpb1JYqqQnkpb4lfPN0Jrj+BW+DGS3c7Rnd0Jnoa7soDLtKQegV3odd4WPgOdL91xF7eBYpR2eRvH8G6QenkXVsAXm+s0nZNYLYbUNI8J1Dqv8m8u/58iHwIu8fH6b4zh7y/DeTdXgOcduGEzLSiwdjvHk8vQXXxjTi4tjm+E1uQcC0H7j+c3uuTGnF6eE+XJnVibgTSyh8tIun+3+mVw0bOnlaMcLhf3FhUi+SooP58Gsev70rVCcPie0oyclUA1VXV2WCFoD+TDGxK6ZgSLuMIboN0UERMOT0neyMxDLDLapKjLasSdJVVUZ6Uql6SkDa0i+MkE37mSlxamRlZicQs306++tZsK61Nxt71WRcYwOh51dTGH6Z3Gd+5D4/Q1GwP0XPzlJyZx8F1zdQfHUD725sp0iM+/lFJO/6kcRdE0k7vZ6sm4f5LfAC74P9+Bh4ht8C/Si5tYPMEwtI2DmCl/Nb8WiQM4E/uvJ6bhsSt48gfssIYlYNInrlQF6vHkLMtnG8v76Dovv7Ver+9uYxLGxp5O7EFlzvYEvS3qV8eF9EQVG+FuTmSnyVSUFONrl5mZTITitRVX8GBNNn/ggQHQyZXFGRdm625lFlpqgRLwDI6NeLrpqklj7Ta2nrhl0YkpoSrwCMP7qCez3sCJrVh3nNnBlVy4og3zXkhV4m+9l58p+fpyj4PB9CzvOfIRfU5NPHh3v5eGcLhecWk7xzJEk7RpB3aQ2FN/eQe3MvxbeOUPTgGMW39/Px/kGyr64mP2AN6Udnk7FrNDHz2xI+qSEJa3uTf34lvz0+xIfHJ/j10UGK7u9VQOQ/3kPJrf1kPdjF2fm92dW/OsmbhxIxvjbpl/Yq4y3HbxRkZyhmCDuklIFQasjLrk3vfaEtJuCLdkSeFYaY2g7lV4vNyNTcWTnhQBf6l8CoCIQOjikgwpa0jGRSn5zl9YyWBC/qxThPa36sYc2TQ3PIf3GZvGd+FD49wbsnZ/n1+Rk+PjnO+/t7KL6+njy/ZST/MpbwVR2J3TWUdxfW8HLzVC5N6Urg2iFkHp1L1uF55B6bT8yOCbxaP5qMo/PJO7mQt2t6EDK5DoET6pK2bQRFl7fw/vkx/jPEj/dPTlPy8CD592Rlyh6ybu9kx5C6HBlSnZyDk4lf0p6c4Kvq6I3cnAylot7lZpWCkaG5uqVCVGrnC8JXqqy0X4CoaF++BEyZylJg5Ikrl665s+lJZGWmlLFCZ0lFEL50bQqIMETsS8KrB8TuncGbtYNZWMeGodW/5+qGMeQHnafw0RkK7h2j8N4+NXIFjPc3NlLkv4jcI9NI3zeB5J3DSd02hMfjm7HCqxKzXCqzpV01whZ2JXReZyJWDmRta09GO1ViUzMnAmd1Inn3GBJ3jeTBiOoEj6lB0o6RFF5eR/GDX3h/fx/vbu+kSMr9/cRfXK0mvk51NJCxY7T62cxobe+6CFyEV5SbqZiiAMjLVPk62a6n7peqMxG8YkupWtKFrtsZHRTTa/33Sa0idTFU8oNiwCXAk3OphB0VGfJF4aclKtuRLnWpukpNjdUMusQjqv2WxNgwYi/vJO2X6Vwf3YSpPv8Hv8V/I/+5nwIk78ZeCm7upOjeDgpvb6YoYCm5x+eQdeQncnznk3FoJrFrB3JnRB2OtXPjfP8mnO9bh7tD6nCxpxv+A+uwsbkT6xs5s6GmNbcG1yF1+wgKTy4mZuNgLne3I2hCY7J+mUKe/0qKr66j4MoaCq5t4t3d/bw4MJWtbay41asK6TtGK08uMzaMHN1OfEHvF+V/HmmbClcHQ/r01Ih+vyIwev83EvQVZ2eWRd3CCgFFwDBliK6OPgNFDLleKtgPYUpK+lvFkPDwx9w/t52Eo4uUUd3Q0ZE945uR+fAkeY/PkHtzPwXXt1F0ayv5l5aSdmgcWQenkuc3j6T9k3m9rBd3JjZlY2sHptWwYFxVK0a7GZhbw8C6lg6sa+HIgga27OpQhaPd3Tk30IdroxoTsXwAcbtG8GhiE3Y3qEzQjFbq9xafX0HBhRVkBqxCgsTLSwbwS3tLYpb3Iv/MQlJPryA99qXKUIiwFEPys5RgdeFVrOUZfeRXvFfx2hQs/XfLM9/kZaUjRU+BqJijFBABRXdpRbifgSEAmDBE2lLSUhNUEXWVkvKWzMx47ty9yIWjW0m4fYzk3TM4M7oJ6/t5EXN1FzmBZ8i4vpvcS5vIvbKWrOM/KY8qeddQXi7txoOpLTjT35t1LawZW6MS/Twq09u1EgPcLPiblwUz6toxo5GRsXXsmdbIjim1LBnhYcGw6hYsbWzk6IBaHBtYmynulVlR34w3K/qQ7TuH7PPLyL60guy72zk1uSUXxjbgVwku/Zbw7Nhi0uJflQHyewKteM909JsKXn9O7zMFT7cx3wgbdDByMzR2mPapoK80PfKPACLqS+afX4Y9ZOe2pYTcOUPciQ3cmN2HVd0ciTi+RC3tkdxV3tV1Sp1kH5vGq7UDODTQg7WtbFjc3IaFzQzMamTLMK9KdHezpoe7Of08vmOQuwUD3K340cOMge6V6OFmSR83c7o6mtHY9nva2H9HX7fvGOZtRjdXK3rZfkvAqLqk75uk1FKOLA+6vo3zUxsTtnEwJRdWkhawmfBHAUp1i4clRRemJFOlLUI1Fah+X2rTfl34+v3PrnWbo3tZAoYpAKZtuSeAZJS6vBUBUawpVVfCivS0JFU+YUhqLMlpMSQlx+J39iDTRvRn7qC2XF3yI5t7evFszxSy7h0i5/Ye8q5vIS9gGbF7R7GrtyMTq/8Ho2p/y/ja/4d5TS1Z2cqGJQ0smFHbiiGe5krIo6vbMLFGZWbWs2VyTQv6u33HOJ/K/FzPgvHVzOjvYUV3VwvaOlrQ2GBBD5dKXBzdhLjdfyPtxEzSr6wk9vwK/CfVI2nPGDLPLSPv1b1S70pOm8tUbRGkLkypTYWuC7tirT9v2i99et5L9Utck52hHAFhyTeilnSG6LVuOwQAuS9GXuyEppJMbIbqk+vkUiBEZemgiOrS1JeoruSkOHWsXsAlX0Z2a8LMLjVY38MDWfmReXubltm9sZmcyysJXNaN+XX+g0kNLPm5uQ2zmlRma0cXTvR252g7e/Y2tGNLLXO2NLDmYFNHznT05FBzB7bWc2BjHQP7WzlyrnsN9nX2YnlzZ6W6unmY09hgxlhvA3entSJmxxDiD44j+fQcwvZN4tQQV3IPzuDh1mk8unYScXElqy2C14sI8Ett6SsTcqmATZ/TATHtqwiW3JPnvtFBMK1NDXh6RpICRWoNFA2AcoA0L8v0WrcjAkRGaoIKDlOSxeOSTPBbLpzYyZBWroxv9B+cmNWOBP81pF5cSZr/MrIvLOTq9IZM8/me/p6V6eBsRnv7b5nnbc75Th5c7+HN1Q7uXG7rxcXmrpxrYuBKG1cutHbkUH0Dx5s4cKalK8dbuvJLU3sW1rRinHtl+jqa073K92zsUpVns9sQvL4br3cOI3T337i1ohsnhlYjbt9M7hxarh1qlhVPYVbSJwDogEitC9RUyErwFeORCt6Z6fNfan+j2w0BRNhQFgBmahld1VfKEGmL4CsWAUDv01hUbtwzkmMVIMrAp8aTkhZDYuIr9m+by6iWBtYN8uTF3slEnvyJiGOTST42g9vzfmBSzb8qO9DH+TtWd6lC0NxOJG2bQsqenyjYO4eSPbPI2TqWnA3jSFs7gbRNE0nfNI30VeNIWjaMiEU9CJ7bkWeLOnJlwg/Mr/09CxtZ4DfKm1uTaqm1xMEre3JnSUe2DHBjRTcPbuyYzf3rvkRHh6o96ZJel1BAF5xemwIiQaOpjZGpaxWHZGd/Eo/oYMrvUMCZsM207xOjrtsKAUVyVqZFkoYVbYjptc4qsSt60ROMwg4FSGmdlBxD8GN/5g9qwIRmFlyY34Wna/ryfEM/Irb/jQcLf2B9R2um+3zLhYk1iNo5kKRTc8nwW0LqkelEbvsbQat783RxTx7O7qqi/+gNg4nZMIyE3ZNJOTyNtIOTST04lozDk8k8Mo0zP9ZgWX0zjg2uxomhnlye2QL/GU05M6kZ45ta0rzqdyybPVKdgJqVHEtWepLysHQQdKHptc4QsTEyeadfK8FXSD5WBMD0Wj1vAlIZIJI4lGhcj8j1FHuuTEqZzn1UcH91IHRwdDD0WqL0lPQ4FCipsaSnxJKSHM/L0HtM79eQvl5/Ue7vxdmtuD6zOVen1+fG1Boc6+egRnPa4ankXlxBzuU1JB6eSNCCplwc5sKmtmbMaWzJtHrmrGxpy472BvZ3tObOlHq82dyTlL3jyDo2iZwTM8k5NpuzQ3xY2eQ7tnWxYV8/e05PqMuRiT5s6F+NHtXNcDF8zw/NvAgNe6BiMjXbl5XyGTt0gHShfgkQdU+B8un0rP4zAp5eTPukrdkQEzboLNEBMa11oataV11fcYl1QGRupKykxiJusNiSt7EvmD+xF928/jfTWtuyc7gPJ8fU5NiQKpwd6ozfcBeC1nQh68oqdUqDRNVJB6bxbOEP+A9zZEtLG4ZVNUNU2jgvS1bWq8SxLtbcn1KXqI3dSDs4gTTfGeQcn87brT9yYoC7OtlhbUcD6zsa2D/Ei+XdXJnU1IIOPnYYbb6nWQNPwl7cV4vgVP4qO7nMxdUFV7EWdkip2P9nrhXbKticb0Qt6UI3VVEV2/KMDsgntuQLgOhg6LWwRGV+BYyUt6SmJaiJq7vXTjKhRwMGeJgxr4M7OwZUZVuvKuzuZeDQQHueLmlL5vmlFF1bR0bAEjLOLyT10BSC5v/Azo42jPP8C0Ncvmemx1851dNI2NzmxG8bTMKBkWQcn0DBqZmkHZjKk4WtOT7Ug409XFndxYmlHexZ0sOJ4TXN6FfDgrou31PNw8CeHevV6UUy6sUVFYGZjmRp6yrLVOAV++Q5/X7FexWzwlrmuNTu5AhDKgBSNhEl8yDCnIx4rZSqNIm6BRjdkIvQdaD0WgdCPVc6naun4k1tiRxkfGLHAnp5mzOgujlzOjixrKORVR2NrO1oz/VZTUk9v4CCGxvJvL2ZwhsbyfFfobK+FwY5s76ROSsaWnGmvwsRyzuTc2wm+SfmkHF8GrknZ5F7eiZR6/vjP7wmi5tYMKeJkU093Zjf1sCIptb0qm5Ne28j1d3M6NqhNm/CH/O+KJ38gvIRL8Itc2krBH0idF34ZXVuuZrS+3RwVF2BEXo6X9JXAla521sKTEVmmF5/Zi+EHaWxiBZ/aN6VqacloCjjXur+lgFSypawkDssHNlJbRPoUt2cWe2cmNHKlrltjJya1JC4ozMovLWdokd7yb+/m4Kb20g/O5/Xa3vxbHZTnvzUSKmkdN+ZFAesJT9gFfmXlqvkZPbJ2dyd347NHYyMrmbNpHpWLOngwpSWNvT0+pYenjbUtP+Ots28OHFgA1lpsdp8UEEuxbn5nzHkE8GaurMVhGzKAsUA02crtiv87CeAiPCFIaKedCDEu9JVms6AT+qygFFzffUoXQNFn0GM+zS/Jd5WKSAp8VFcPrebdnWrUtPBTOnzQbVtGNfIkfU9Xbi/ogcJ5xeRe2s72Te2k3p1I4m+MxUIj+f+QPCy7qTtn0DK/vFq2rfw4mpyzy0l328hSUenc3ZSA0bVNtC2yveMb2rP9NZV6O5pRienSvSraUc9VzNWLpuudnupM0yKtRWI+pqrr4Jgwg5TAP6e9icTXaXAfCNRuGlQWKaySj0r3cP6GijiHsrvUCVNmy3UwdCZooMktTCkjCWlEXxifDjrlk6jivE7qttb0UKO8Ktuy5gGBnzHNSJ4+wiebhpK+M6JxByZodze61Mb83hBJ95sGUrosh48WdSOmD3DSDw0ldhfxhK1axjhmweyoZerOgawiasVg+sY6OVjpJXxe6a1cuKXGR3ZuWkBmalRRL8OVqsJy1cmFqgVmGID9KKDo19LLQZdS318eUZR88LENS4vAprMrXwVkDKB6oKVuhSQL9WmDMlO0wCRBKI8K/PoAoSkTXRABAAdFOnTQVHASLCYGsuzB5cY0bMZ3vaVqOZsSX0XS9q5WTG/rTOHx9QnYEpL7s/tzMMFHbg6rQV7eztydWoTni/rxtWpjTg1vBqPlnTm1pzWnBpdk7Pj6uI7vDbjmtniZTCjqastXb1taOBozqA6FlxbO4DAk7OJDrurguH4+Eh1YqiszxWmyE5imc42tR86IJ/VFdSOKUtMgdDbMh9v+oxpWzHkM0AqqCxTtaUDpIMi18IwvV+W7GtApGgBokk6XgfFlCkCSnxSDAmxEdw7u50eTZxwczTH3d5cU2E1LJFNoSs6VGVVZxe29/JSp8UtambJ0b6eBIxrwMH+LmzvamRfHy/WdXTmpyY2TGrmzI8+NjSoaoGnrTV1XKyo62pNGw9zjszsQELAcq5tG03P1vXVP42RrROyMvG30k2bAoiwRZZ/inEWNggQeq2DIkfKikB1Yeu1JAorMkC/ZwpAxfY3uiB1myG13pebFlfW1vtMawFFZ4bWr9kfJfh0nSFJZeyQfo09uupKUEGi/C8PYUncs8ssGNgIb/tv1VJOOdTM09GSll42dK5pR18fG8Y2cGKgpxnDaliysp0bG9s4M6ehBdMamjO1qTP9vSxpLUf7uVri4WBRdhimHFrQwP6vrBxWl1cnZ5F2YxUPdo7C2/AdBw/uUv+d4bd32omjwhIB5Nd32hpeAcVUTelgSK3S8aWA5ORlIkUEX5SlqTIBRS9laZVSRlUETMD5BBBTYVdsm7Kkol3R7Yf8jAAkQs80mazSQTBliM4SidolAZmcFktiVBC3fvmJcW3dcbAzw8LGGgcbG3VAjKuTJd6OFjR3NaetqyXtq1qr42K7e1nT2cuallUrU9/NElnoVtXOEid7K5wNVsihMnJwcnXj98xo787drf2IPDOThCuzCdw6jBr23zJ71nQys9O07QRq5Y22+UhWrssGHFkcp7NDgDF1Z00B0RlgWout0IspGwr0SL6CuitTWbph/5L6+gScUjujJx0Vo0ptjrQFuLQydugs0WodEN2m6LZEVjempieppF70vV3c2z6CSZ18cLD8Tu0ZLzsTxcagwKnuZEZtV4M6DlbO6fWyt8DdYIWDHMZvkKNh5dRTbZOpwcYKORhteg9vHuwYTMTxaWo9b6L/THXanLftX5kwcQwxsW+0I0FK7YYIWjZ1ig2RYgqCKUPKjXq5XdABEbaIvdCvTWtTcEzbGiBiwE0Numnb1Lib9It3JTGI1Flp5V6W/B7NhiSS8on9EGOuTe2azpMkpcaRLt5WagIRkaHE3DtIzOUl3N02nGWD6iu9b2deqewwGP20atkd62g0Lz0zxVZtP5O97xog2rF91pZW1HcxsrRfHZ5sGUTUsQlEHp9E9Jkpakt04Ia+1LI3Y/qMyUTFxpGRkaZUlVpILYBka17UJ2DIkqDSSFwAUzbFZJSbCv332sIQU2B1UMoY8kVASsEosxMmgCj1pFzeRKWm5Bm96IAIU3TVpLPD9FoASk9OULmt2NQMgl++IOrOXhLvbif6wlJCjs7Ad153BrZwVYcvW1oYsLbWTsC2NNhgLeduyT5Am/KzHNXBBAYLvB3N6FrLyJZRDXi+80fCD4wi7MgYXvmOJ/HUNNJOjefB4rbUNFZmzbqVRCalEBMfR0mBtr1Z2Q2ZbPpCnio3N1W5u7q60oUpdUUQdJti2q/AMAXEBNCvA2LKjNK2rtZMDb8Ogl4LUGWAqMUOGigChEqpmLAmOaU0QExNIDYtl/vBLwg8t4nEe5uIu76CN35ziTw2g6fbR7F3cmtmdPGge00L6laxoJ6LJS08jTTzsFR70X9wN6dHLSOD6hsZ3dKZtYNqcnJOK55t6c/LvaMI3T+W8ENjeXtsAmknp5NyfDznxtelsYsdp86c5FVyCqHxojpTlLcldkMxwWSKVRe4zH+IqtLq7M9AMBX+V1WWacT+jwCSlZqo1JoKBE3A0oGQtINqm0Tu5cZci0u02CRJCwxT41UWWLyrpJRkYjOyeBAeyZnNP5N0dQUxl5YRfW4xkb4ziTg4Sc3sPd/Sl6sL2/HLmFpsGezD+p6eLOziwuJuVVnQyY3lXVzYM6QO52b8wP21PXm6fRDBB4bz6uAEXh+ZQNThccT5TiL1xFTi949gSTsnujauy/Pnz4lISiYsPp43iXGU5GkbV0V1yTIpEbCea9KFLdng/Lysr4IhLJBn/35ATISrjLepWlJtDQhRaTnppbZC+uXnTOyFYkCpZ6UxRJtb10HR7IcGjDLmpYvo4lMTiU9J501WFqFx8WxfNJFHu8cRF7CEaL95RB6bRviBMQTvHkLw9kGEbh3Eg7U9uLesC37TGnFwuAd7hrjwy1Afjk1sytVlvXi0fQSB+yYQcXQGEcdn8Or4FN4cm0TCyalaOT6a4LVd6O32LTMnTyAyNpY3yamEJyUqUNLSSm2JOi693KDr6ksEna/sy+dC14GQZ0xV2ZfaX1J5ZW6vEnCpkE3tiSx4kGtlvHUjblJLUlEz0ppq0sGQvowUrU95VaXbE6Qt8yFi8JVnlZFBYloWsdk5vE3PZdPqpWwc3pzEgLlEnZ/D6xMzCds3ntd7xhC8aQDPNvfj6ZY+3FvdRU2/Xl3UltvLenBv1UCe7RzF873jCDk8ldCj03lzajaRp+fw+uQ03vpOVWc5Jh2dSuyBYRwdUoeWTnacPHWMyPgkXicm8zJRqyMTYolNTiYzO6tso2u5p6UtCxJh6qpLZ41pLQAIq3RmfQkQZdRN1JU88zkgFUDJSf8UEE3gpW6scm8/B0Q34OI96W1hiMyDCBBxKQlKNUQlJRKTmUVCRrZSWZFp2Vy4dpMxnRtyf9MQYv3m8tZ3OlGHJ/D6wGhe7htKyI7BBG0awKMNfXi+dSBhe4YRcXgqkUdnEn50uiqycfTNuXlEnp3L6zPziDk/X53jmOw7neSjk3ixvjvDPL5lXL8uPAsOUvZDB0RAiYhP5FnEa+4EBhL8IoiEpETy83PJKRT1pdkOHQxhjfSZgiFqSsqXQCgz6KZG3cSelLu9f6C6JO4QlpgCoqXcU1TcUaayZP5DX7ko63pL28KY+MQEIqKjCYmKUeopMi2T+PQsojNzeJuVTVR6FvfD3rB03s+s6V1HjehoX03dRB6dqM6Bf71nFOE7RihDHX5wJNHHZ/BWhH52rmJE9Jm5SIm9sIh4/yWkBKwg5eJ8ks8vJvnMz8Qemsi+Ad5qndbx3ZsJj4kmIjlN2RAdlPCERMISknkUFc3VJ885e+Mm9wOfE53wlixZOJdfSeuxuwAAC51JREFUbjvkzJMvAaL1lU88fQaOCQim7m8FhmipD6WydIAEiFKDrq+/ElAkuhavyTQIlLb0Z6aWGu70tySkJfE2KUmB8PhlFIFvkwmNT1GjUAx5XGa2KgJIXGo2D99EcuLCeSa1b8CF+Z15e3IGcSdmq5R71NFJxPlOJd73Z6LO/ETUqZ9JvLiA5IBFJF9ZQdLl5aQELCXRf4myQQkBS0m6uJiUgGWkXVyiDi2ThRGDXf7KnKEDePzkGSJ8cXnfSEnQ1NaLxERexiUQ9jaO0JhYbge94Mj5q1y48VB5gjGJieTkyL9tLc0E5+jqS0udCAvExpiCIBlhfWV8QVaWyhDr8YxeC9vKAClLjZgY9TIPSmKMUnaYAiDAmDIgJV1iCm3ZT1paCsmpKQTFJPH0ZRQPwqMIik0hOC6V4LeJRKVn8DY9k5iMPN5mZWnttAwC4xO49OAhO5fOUXMXEXvHk+i/WG1jS7q8mqRry9VoTzo1m8RTM0g6v5CMq6tIu76a5KtrSby0iuSANSQHrFDrvFIvLSf14lLS/GYTtX8UK9s4MLKpN1eunudFTIxSV+LyvkpIUjZEAIpISkJAeRIVxeOIV4S8jeXK42cc9b/O6eu3uPXsGRFvIkmXfTT5GchJ16LC9KIbf6llhbx+LUzQ2wKCvq9f+vRSBogYdd1tLTPgJsGeDojYAYnQdRUl16qUznMogNJSiEvL5FFkDGfuPuPSs3AeRSURlJimGBKZpIGhs0PsiASG0RmZRKam8fxVDNdv3mDhsF4cGdOc5EtLlbBln3mKnHZ9fYtaJJ18bhYJ5+YrwSf7CxuWkXppJelX5Bi/ZWpvesqFZaScmasO2Dw3rgHTGrjgf/oEL+LjeB71lqDoGAWADBDxtMSGhCUmKuYEx8fz9OUrVW4FBnHU/zJ+t+7yICSUpxERhEVHEpsSS4asjy5NkSj1I5tzslNVkWywLuzCPO3QZVFnOjD6Pb3+BBDdmxKB621TkPTpWs170gy78qBK7URKqhjtZGLSMngem8jBq/c5fPkWN8Ne8zwmiZD4NMITM3idnKkYIWoqKSuXuJxc3qbmEJGcQVh8Ai/ikglNSODKRT+W9WjAkw1DSbm9mYxbm1QtApfVKCmXFpN+bilp5xeT6rdYMUEOCEiXQwL8FmnruM4vIOnsXO4t6cTqnj5cOn6IJy/C2X7yIsu2H2DsvCX0nzCFJRu3c+3JU8ITEsqYIupK7F1gVDTXHj7l9OXr3HkeRHBkFMFRUYRERxP69g2v4qJITE4gOzuT7FztP1ALAxQoJml7EbruDEitg2BafyMCV5szS22Gzg5lRzIkWVgOjm7QhQXKa0qJL7MX4sLGpScpMF6nZnE1NIJtZwO4GRxBeHwq4YkaGBGJmUSm5PA6MZ2gmATO3nzAwi27GTlrAb3HTmPwpJ9YuPkXDl+6wfNXkVy+eJI7J/cSfdeP2Af7Sbm2jvSry9Rh/Rln5qgFdMmn56lzFOXIv5RTc9TRf7JmN+3sIlL8ZhO6eSCHJ7TjQcBZZahPXbnDgk17Gb9kDS37j8DSuxFuDVswbuZ8Dvpd5NHLCGU/XsclKhvy8EUYfjdu4H/7rmJL0Js3St1FJCSoOvTtW8WWl2+jlAeZlZOpqTITduhCl5WQZUa81Abp1/LMNwJGWZQt4JSmzivW5baifO+HcmNTE0jKSCE+I53YlCxiMzOV6jn/4Dknrj/kRVwqr5IylOEU/SyjTdTExXuPmb5kNdU79uRbz7rY+DSgQceuNOvWl+FT57Hz8AnuhoQQkRDHq8R4AsOCCQ9/Stzd42RdXErG+cUkymaeU7PVQoi0U7NIPzmLVN9ZygFI91tA5sV5vNoxlHM/deDuhVM8CX/Dw/CXXH/ygm2HTjJp3nI6/Dga91YdaTdoOD8vX8PKLTsIuHNPvWdwzFuevHqN/737nLp0jXtBIQoAsT0CxsvERHX9XACKjeV5dBSBkZGEx7whNjkeAUbcYYlZdECk1m2JaZ+0BSylsnTjLeCo8omxLgdAAjrNXojdkGxuMnHpKcSkpysVlJKeR1J6NtGp6Vx/FsLlZ6GKGa9TUpVbKZG4APIsKorrT5+x/agvo+csolbbbjTo0pNxs+cxf9U6VmzeScCVmwS9Cicy+iWxUcGEvgziysMggiOCibq+j/iTcxQrZEtB3GHJ3s5WqklUV8bFZWozTsSuUVxfPpBHV88TGBHDk9BIHgVFcCc4hNOXr7Jyyy4Gj/+Z3uMmM2P1Olbt3MOG3b9w8+ET5WU9fxPFrafPOeF/STkaQdHRSvBi5CXNIoCI2nr++jUhb98qVz40Lg5hzIs3rxQwcSkpZMiGqNJA0hSEisAoQMrASH2rgSGMKTXaKsUhAZ1E18lxqGSggJWWQmp6Gonp6SqOEOMs9kACPIkrxGt5FBHF41fRCBhiqKUWhsjHBL/RYpGgyCjOX7vLsBkLmLV2Cxfv3lNupehpGY1Pwl7y+k0kr16HcPfxfXwvX+NJeAQhL57x4vBctXr9zYExxJ+YRtqFhaQHLCfryjqyAlYQtnscVxd04vHNizyPiONZ6BtljO8HhvPwTZQa2U9CX7DP9zxnr97m0Yswbjx+yuV7D1RQ+CL6LY/DXnLu2g3OXr2u+l7GxytAgmNiCI+NV9F9WGysYoUAIwGlfKOwRYAR0GQQCsPF/Rfjr2xInrbNoTBTsyMChF6UylKL3VK1kxeEIZqNEBA0IOQ6Wc1ZJJGYnkxaeiYp6TnKIItRTsvOJzk7T10LKOJCBr5+q15QwJK+xMwcLSJPzVAe1dvUFKKTkwiOiGb9QV+W7zrAzUdBSkc/CAvn9rNAZXz//yqupaeJMIr6d1y5c2PiP3DnwoUbN8aFsiEhxIW6cWckMXGjGCRADGooICDlUUoLtNDS93u++ebVB/6KY86ZFnFxM+m8OnPPvec+cufLFgvI5s7wc28Pi+u/sHGUVhpdWvuI8ofHquDr80/RW5lGmHij7IvD2FtT95BceI/MZR2pXEnxiIZABUqx9aYA+rFzgNR5AefVhmQSxI/LFaynjvAlkZCRVHtdPW/ZcZSVVV0XJRPXLYV2TKvcx/dqGw8tz4opSsZTkkCw2JIhqzD4s4ZhukwhGJwllodoKGEy6nkjdb3pFWx3dD0PbjiEjUYSZzCCO7iShNFAoHjhSIpnUZWpVFF3rPb70RXCaASeF4T9660fRGiaEJun53i3sITVrT0cFIsgVdBLCEq2UMJ5sapAu3l8gu/JtGgks7uG0ufnaH16BmfhBezKLMzSDC7nHuJw+i4OXz/CWSapmMHUlYqmUggGCz5a/8ZBWv/BY6KjRgP5agW5ck3Hl7e2sLq/j4oxUrKU7btSds1aVHoOmtYBaYn6icWF61nVYGyatjyDes/HBEBmcQTGWEcrZWhFIa0qNI4hE0A0ED1u/BEM0RN/ewaOH8n6CUYQjmLl98dKDvviSBsN4Q/+CDS+OOmo6frX506AIChs2lGCKETXBqIzFl7ftneRzOUFCJXGfhLvQ8l1uzhttJHMl/E7k8d+9gyFnSV0Fmfhc6WHr1NIv7yP1NQdZF49QHZ5DvQuWjrTVwZhUUqro/sxNhBw3psUk2vVcVKrCRgCtJ3OqGXCgE1rb7qeQOlYi7bvoeEalHo9bQkEKZziBb62xhi0HAvXdeFaXx1tXsM2P2mNlFZ1+TFUPGFP72B8uaUPajSRHk+mc6IwBoRtEQcm6P/zimgoqgrCISJZ+3Cs3AATQAgaKYtW3jAe6B0Eih7Ca+Lr+v+Bwoo932rjpFyVZ5G/2YFloVbqxKknYw9bHASZx1j9s56o7M7DWZnRQPXmk9uaZLxYfIuj3AXE9d2enofZGkGmspnG0gMZjKkYeo0CcaOhGMe0N7GXEpXVfF8AOMaO46aVR4iSjIOiMVI2gaAwrvIYu8Vt44OtfOtFcaw1voyCPTMKjYStf8ftXC8K9xdgbKbC5RDwmAAAAABJRU5ErkJggg==" /></div> <div> </div> <div> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><u><strong>FORMACIÓN ACADÉMICA</strong></u></span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Abogado en Derecho Tributario - Facultad de Derecho UBA</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Profesor en Ciencias Jurídicas - Facultad de Derecho UBA</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bachiller Universitario - Facultad de Derecho UBA</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Posgrado en Criptomonedas y economía digital. Blockchain y Smart</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Contracts - Facultad de Derecho UBA</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Computational Science for Lawyers - HarvardX, edX</span></span></p> <p> <span style="font-family:tahoma,geneva,sans-serif;"><u><strong><span style="font-size:14px;">EXPERIENCIA LABORAL</span></strong></u></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Founder - Singularity Consultora Jurídica 4.0 </span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Profesor Adjunto y Contenidista de la materia Derecho de las Finanzas Públicas y Tributario - Facultad de Derecho, Universidad de Ciencias Empresariales y Sociales (UCES)</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Abogado - Estudio jurídico González Frea & asociados.</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Asistente legal - Silva Ortíz, Alfonso, Pavic & Louge abogados</span></span></p> <p> <span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Asistente legal - Curtis, Mallet-Prevost, Colt & Mosle LLP</span></span></p> <p> </p> <p> </p> <p> </p> </div>
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CV 2021
<div> <u><strong><span style="font-size:16px;">FORMACIÓN ACADÉMICA</span></strong></u></div> <div> <p> <span style="font-size:16px;">Abogado en Derecho Tributario - Facultad de Derecho UBA</span></p> <p> <span style="font-size:16px;">Profesor en Ciencias Jurídicas - Facultad de Derecho UBA</span></p> <p> <span style="font-size:16px;">Bachiller Universitario - Facultad de Derecho UBA</span></p> <p> <span style="font-size:16px;">Posgrado en Criptomonedas y economía digital. Blockchain y Smart</span></p> <p> <span style="font-size:16px;">Contracts - Facultad de Derecho UBA</span></p> <p> <span style="font-size:16px;">Computational Science for Lawyers - HarvardX, edX</span></p> <p> <u><strong><span style="font-size:16px;">EXPERIENCIA LABORAL</span></strong></u></p> <p> <span style="font-size:16px;">Founder - Singularity Consultora Jurídica 4.0 </span></p> <p> <span style="font-size:16px;">Profesor Adjunto y Contenidista de la materia Derecho de las Finanzas Públicas y Tributario - Facultad de Derecho, Universidad de Ciencias Empresariales y Sociales (UCES)</span></p> <p> <span style="font-size:16px;">Abogado - Estudio jurídico González Frea & asociados.</span></p> <p> <span style="font-size:16px;">Asistente legal - Silva Ortíz, Alfonso, Pavic & Louge abogados</span></p> <p> <span style="font-size:16px;">Asistente legal - Curtis, Mallet-Prevost, Colt & Mosle LLP</span></p> <p> </p> <p> </p> <p> </p> </div>
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