{"id":1839,"date":"2025-10-24T06:23:33","date_gmt":"2025-10-24T05:23:33","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=1839"},"modified":"2025-10-24T06:24:01","modified_gmt":"2025-10-24T05:24:01","slug":"somos-fruto-de-la-evolucion-del-universo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/10\/24\/somos-fruto-de-la-evolucion-del-universo\/","title":{"rendered":"Somos fruto de la evoluci\u00f3n del Universo"},"content":{"rendered":"<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Una Galaxia es simplemente una parte peque\u00f1a del Universo, nuestro planeta es, una m\u00ednima fracci\u00f3n infinitesimal de esa Galaxia, y, nosotros mismos, podr\u00edamos ser comparados (en relaci\u00f3n a la inmensidad del cosmos) con una colonia de bacterias pensantes e inteligentes. Sin embargo, toda forma parte de lo mismo y, aunque pueda dar la sensaci\u00f3n enga\u00f1osa de una cierta autonom\u00eda, en realidad todo est\u00e1 interconectado y el funcionamiento de una cosa incide directamente en las otras.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/-XATUm4kucfc\/UvGTWQyY75I\/AAAAAAAAA8U\/V731HBaKM94\/s1600\/di-OOZ5.gif\" alt=\"Resultado de imagen de En el Universo todo incide en todo\" width=\"710\" height=\"893\" \/><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">\u00a0\u00a0\u00a0 S\u00ed, en nuestro universo si algo cambia, muchas otras cosas ser\u00e1n distintas, nada permanece<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Pocas dudas pueden caber a estas alturas del hecho de que poder estar hablando de estas cuestiones, es un milagro en s\u00ed mismo. Despu\u00e9s de millones y millones de a\u00f1os de evoluci\u00f3n, se formaron las conciencias primarias que surgieron en los animales con ciertas estructuras cerebrales de alta complejidad que, pod\u00edan ser capaces de construir una escena mental, pero con capacidad sem\u00e1ntica o simb\u00f3lica muy limitada y careciendo de un verdadero lenguaje.<\/p>\n<p><iframe loading=\"lazy\" title=\"En la tierra soy un peregrino..... LO VERE EN UN LEJANO DIA\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/tSYXSdAWLqA?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>De nosotros podemos esperar cualquier cosa para expresar los sentimientos<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">La conciencia de orden superior (que floreci\u00f3 en los humanos y presupone la coexistencia de una conciencia primaria) viene acompa\u00f1ada de un sentido de la propia identidad y de la capacidad expl\u00edcita de construir en los estados de vigilia escenas pasadas y futuras. Como m\u00ednimo, requiere una capacidad sem\u00e1ntica y, en su forma m\u00e1s desarrollada, una capacidad ling\u00fc\u00edstica.<\/p>\n<p><!--more--><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" 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cySsEpOTuzmyk5O7NF0Y6b1VF2GuEkW+KTtNt+Xe3wy5J1PESh3r7sNp15Q7\/vA2dP0k2fW3diNJUOzIk+6cbWIDx6PHOy308VCW+n309jfSxcXo\/5+Av6pV07Q6J77YsnRuuxwtkcTcjdPs2tNTVpJaalfUbUjksamkilde\/WAdVJcaWkiAdkeN0icYvVrXmJnSg9bagW19n0VSDhfNA7GX5tbKwFwAdb0XNaThOZdol1aUZ7PjfYXVo9ItHxKeo6HTawTQVAv6j+rd\/TMG58gSsrw1Tgr+Bklh6q4X8Coq9lzwuAmiki\/W1zQe4kWPgs7TT1EqLcrMngkcw3Y4tI3tJB9iLtPQ0rR6GjqoTURsqWtu4jBUYR6MjdHuA0D22N9LhytJ5ut6j466g8NPndZpMaoFrBS3skzmPUS0p6NZpVLDVENjolnlWLWCPqKX05NhklApjXCwJJS2yIWmFYrYqqyjstUJipRKaqp+SfFiJRKyaFNRnlEGlitqmWFuNgGTVV4meW5E2V0bw9hs4Zg+yx5HS3NTGTjLMit3CWZBe3YGuDKhgs2T0m\/hfnceJDu\/CTvT68U0qkdn7jK8U0qkdn7lOsxmHxkb1KJVuJxzc8lADSggSAOtaSbDMoJSvsS9QVbKWyM1G0doimuLh87hmdzR\/N2\/et9SqqXfL2OjVrKl3y9jKSylxLnG5OpO9c9tt3ZzHJyd2MUECQB1AFpsbbU9ObwzSRH8jiAe9uh8QmQm1sx0JtbGlh6cSE2qaeGcOyLmjqZMyO1iZ2b\/tWmOLmtHqaY4mpHR7Fwz6lUMLWyPhJaSBM3E3IEkdZFc2yOrQtPSRnGzRrzqS1XodfsN7rdQ9krbf6Tg\/CHZ9oNzbrvCm0XpBlk4vSLIY62oiuAXW3tJJB4gg5W4hVk5LRos0+KG\/5Z\/wB5Txg\/iZeI6fhjsD4hZZwpPhYW6VN9wbQbIgBvFPPCeN2yHjbsCM2WeVNLVSLKg1s\/v5LduyWy2vURF4uHOcx0Ze3UFwaCMQzF94twWafey8YyjuvT6g6Po88eiWO7ns9xIPsWKonw9xiqRW9\/RlpS9Gpzqyw4lzbew5+CzSo1ZcCrxVJcQ93RuVouMD7ahhufIgX8FnqYSsldWfg\/9FVjKbdtV4gTadYMw\/OcfT8lKkwUwSWnHBaKdQumB19G0i4\/nhxXRp1CLXMxVUZJIW6m7iZRKqrhDFqi7CZJIpqkq1zLNlbUBQzNMGlzUinqWWw29ayWnyu4YmcnXA9\/V+AK00OvGVP792H4frxlT8199CjIWUyHEAEwC2qshkNNyCTVQyj3Ext1CQJXLFzWxNB1Jy77+5Nsoo0tKmrgMk5Jvp3JbbZnc23cjJvmVBUkjaFKRZK5zqkWDKcMZRYjKxzDbUIJWgS2na\/0TY8viFbKnsNUIy2JgwjsuHcRofkVazWjL2a0kW0cjmxh7dW9pve0394WhN5Lo1a5Lo5UsDAJIwRhsWkXxBrhiZnqCLuB7lSokldfeRSSSjmRPs7pfVNIEjhO3hOMR8JBZ97ZZkjPRJhiKkdmJpVqkdEy8p9o0c9sYfTu35dZGdw7TbPb\/SRzV5V4y7St4G6NZS3Xp9\/cu6fYRe3HDIyUWt9k4OtbcQM231zCVNJ9lj4zg+JPT0rmZEWtmcs1zqrsPijRbJYS4ZXKw5m5FKrtE0k1bYBoI3XsPiiticqsjBGlfUK2bJcgnRuZPcCUuhXTlmey1uLqxsrIrXxXJNrXJPmVxZ17ybXFmpOySI5YcleNS5KkAzMC0RaHRbAZIBmtlFjcxVbTjs0ldSlIl7GQrogb3PtWuOpmmkUtRCOPuTUkZZRRXzRDj7layESigBzBoosZ8q2H0DxHK1xOV7Hk1wwk+AJKZSeWSZNPqTTHdIabDMTYWf28uJJDx4PDwrYiNp+Ovz+QxMMtR9+v3zAYQNSkoXG3EU+t9yGEtyRlK99rNPkVZRlLZFlTlLZBtJs+x7eVt2nnwTIU+Y+nR\/yBdpTgnC3MA6\/JUqNN2QqtNN2QEliBIASAO3QA4SFTcnMxwm5KcxOYkbU2zzRmLKdiyoanrDY+adCWbRmmlPPoaalpx1eE92nwXQhBZbHQjFZbEIbhA5XaR+VxuPJ9h3SJDWX794i2srM82E4icNhc5Ddnouc4u+xhUHe9g2Bp4Kkh8UXWzyWkEEgjQg2I7iEiTNMEbnZO35MhM1s7fz5PsRbKQZ+d1nnVa7Wo1Uf8Xb7yNjs9sXU9bETmQ0h2rSLmx45EZpLyKGeBnm5ueSYyFmJ1t65c7ylYvJ2Vy4dHbDENTbF8Al4m8cuHju7X\/ZGVSvebLqGgjaLYQeZXoKP\/ABmHpwyuKfezHKtNu9yn23RBli3IHdwK4n\/J4KOHmpU9nw5GvDVXLRgcdDG1odKLl3otuRYcTbinYehThBSrbvZd3PzGyqzbtDgC7Q2Wx7HOgBDmgnATfEBrh33961dBCSvS3XAZSxEoSSqbPiYfaTi4Wur0Xc3yMpXtW6BmmiiqQnoyTK6UK6M8gB4UGZoHkUlS9rR1tMx49Jlib8CcD\/7msP8A+i1z69NPl\/p\/m3qbJrPSUuK\/17+5XlwFsW7mkXXEU2tLhZnhcRa19OHhwTc0GOz05WLRt3EBuEDeTc6bgAnq70Rp1eiJK9rMBbcYrct+88Faoo5bE1FHK0ZGc5kG4IXPZypb6kKqUEgBIASAEgBzGE6BFiUm9guCjHrHwHzV1HmOjSXEML2Rjs+xMuo7DbxgtB1LtpxdhI5Agm\/irRrvZkwxTbswyXaZBBIuNCBvByPjz42ROs7jJ1mOqpS1wIzDsweOhv4gh37uSXUlZkOdnpsyeCe6TKVx0ZXLOlWaY+JoKI6LFVNMTa9FatoDonkBr82uOjXgEC\/I39gSKU4puEtn7iMVTk7TjuvY00cbKdpe4jEfRaDmT8uas4ww0XOW\/BGFuVZ5VsCU9QcWLfe\/ivOznLpOk43uPlBWsaSDaLHDM2PBeqw\/\/LUKkbydnyObKhJMFneJnj8DMzzPyWOpNY6umv7cfy\/jmNinSj3sodrVeN5I00A4BZ69bpKjfDh4G2hTyxG7OqS1w8QOOYyWvCyaZNaCaMh0jh6uomZa1nusORzFuViFoy5ajXeaqM89KL7jHbSGq1wKTM\/Up6MkyulCujPIBcEGdnA4K6sSmi12K\/GHR31uzwlbYHweyLzWijqnHy9f5SNNF5k4\/df5SM++989d91kML7zsRzClBHcM+tvDsnEZcVfO0x3SST0YMJ3BxIOZ1596rmaYvO07o7JKHDPX+b0N3JckyGyqLEgDiAEgCVkXFWSLqPMmFSBkB8lOYv0iWiCIW6uKsuZeK4sFxXu4+Hcqb6ir31Y2ibd45ZojuFNXkGul7VkSethrl1rFls8CRpiOo7UZPK5Lfa49xdwCslmWX0GwV+r6fByG4NjkQbEcCkMvEuaOXRJkaoSNBQuWOojVEvKWRc6rEaW1NLZYWrFJK5aU84VHFMzSiyxpu0QBreytTw2eSSM8+ruWe0pBGzAN47R4\/wAK7eIiqNNUo+f3x3M1FOcszMzUPzXMS1OjFBOy2XdiN7MIPfyXTwkLu\/IXXdlbmCdJqIVYJbYTsZiHB7cR7BPEZWOlyR3dBxz68SlJuiv\/AC39Z5PtG7XODgQQSCDkQRuI3FTFD5MoqpPSMsyvlVjPIBegzsFkKCjDNjPPWYRq5paOTvSb\/c1qbRfWtz+obQfXtz+r8ndtxASlw9GQNlb3PGIjwNx4Ka6691x19QrpKd1s9fUAaEkSOe7NS2S2ceVAMaggSALCCmFu3l47uZTFHmaIU9OsQVBYMm\/zzVXbgLnlWxBdVFic66CbklPDfM6e9WSuWhG4S+oB7O7+ZKzlwGuafVI522byUPRFJKyO7O1J7giBNHiNx3JPMpb3KN3YVTTkEG9iMweBClMbCZcyOEg6wekPTH\/sP58SrTWZZl5mrtLMvMIo3rO0OgzR7OeLLPOJrgy0p5rLDUgNTLWCoWCpTLBsdQs7iyjiGwVpZmDn8laE3DVCpUlLRmgbVsqWjCQH2zjJAIP5b6j5rsKccTG8d+K+O457pyoS125g9RstwsXua0fmLWjzJQsJJayGRxEXpFBk9HaMYO3vJb6P9ug\/m9b40ko2QiNW8+toZmqY+N1yTqLk3F7WcG2tyGXyTqcGjoxcZKyKLpLscVjMbLNqBjDdwmazCAw7sVibO\/LY7iHyo31QmcHHbY8rqbtJa4EFpLSCLEEGxBB0IKWjO2Bl+auhV9R9R1eHdfwTXlsWlksVUuH+BKdjLKxBDIWuDhq0gjwN1CdncXF2aZfdIYQYo5G2s1zmZfhf9rH7HPHgtWIjeCkuGnk9V+5sxUbxUl4euqKOM2WVOxkTsMDbqCLXOFBB1rboJSucIQQPllcdSpbbLSk3uRqCokASRx31UpFlEfJNlYfzuUtlnLSyImahVRRbhzHA9k8EzuHpp6MbDGW39iErERi43IA2yW0KasTMUEosNl1GB7eF7HuPFTF2ZooztIsXjA9zeBIHdu9irONm0adnYsoKi1kiaNEZWLOnq1mnAdGRZwVSyzpjVIsIKtZpUi1wl9YFToQB31isqJNwaerxarRCkVuBRbWkhdiikcx3FpIv3jQjkVspxcdhNRRkrSVzQ7N6cRSnBVNaxxyEzGtv4ggjyseRK6FKpzMuRx7D8m\/v5DK7Z5BbI03i9V4dcWzv2sgNTll4LpU7MfCqpK3EyPTDZX1xpqIwPrLRd7Wj79ovpxe0AAH1rW1sqV8Npmj5mevQyq8djy903BYbnOcwaVykW2QIKiQBpdjvbNA6JxAy6sk7u1iif4Ou08nBbaLU6bi\/D4frp5m+g1UpuD8Ph+uhnJGFpLSLEGxHAjcsbVnZmFpp2Y+GIk2HtQk2TGLb0JzT4SATcFWy2GdHleoa2FsZxFtxxAxW8ExJR1Y5RjB5mgv63B+EeQTc9PkN6SlyKE0zrXyWXKzD0btcjMZUWK2Z1reSLBYmaMWQU7l11tCB7CDYqtijTW4+Bu9SiYo6ASbjLmjdkq7dywHaFt\/xTdzRugQw2zcUu3MTk4sQk4KrZF+RIxyqCZc7Rl+2eP0\/7Gplbts2Tl\/2NE9PNcJLVxsZXQXDUJMojVIPhqkmUBqmHx1dglumNzD\/AK7kq9EGYjfWKVTIcgWWsTYwKuYHPVXToxFymVtRNmmpCJSLno30qlgu23WN1dET96wDMNPqyNGYcNQLG9gtNOpJbboXnfDdGvdIyVjKmmfeJ2hzuwixLHi5s5thv4HSxXWoVI1Y3Rto1VVRienOwsYNZC0C4DqiNtuySSOtaB6pIOIbjnocsOKw+R5o7HOxWHyPNHYwMhWMxMYggIggx3A9IAuA4gC5A52z8FaMc2iLxjm0W4\/ZtUI5A4i7fRcOLTqPj4K1OeWV3sWpTySvw4l5t2Cw64do5B5B1BA6uTucLA8wtWIh+vfn+z8\/c2V42Wda8\/2fmZ91Qb3GSx5jC5u5E55JuTcqtyrbe4XDXOthJvw4q6m9hsastmQulzOii5Ry1Gdc61rqLsjOznWFFyLsRkKLhcUbiDcIQRbWxYwStfk4JiaejNMZKWjDabYt76291\/enRw9x0MMRVFCGan4KkqeXcrKko7gslQxno68viVRyS2FOcY9kWJsgz193co0kF1NAbmFhsUtqwiUXF2ZI0qoFrI\/rWYx95G0CQfiYMg8d2QPgnS68c3Fb\/JobzxzcVv4c\/k7QzZpURlKdwp0tiqyQ1y1J4J1TKXjIJdVKjiMziNUoyhnGuqkZSM5C+oV1Eq5g7p81dRFuQNUSqwucgM1JBBabEG4I4hSnbYRKfIv+j23nUz3TMbjhfYVNPu\/WzhvIO7MHK6005uDzx8194FoTcX0kPNfeBu5S0tZUU7hLFI12F2EnVpaY3g5XzsRuzXXhUjVjdHVp1I1YXPPel\/RkRXqIB9g5xDm74XAgEcSwkjC7wO4nl4nDOm7x2OXiMM6butjKArIZDsMpa4OGoNwpTad0TGTi7oJrqcWEjPQd\/Y7ew\/Dkrzj+qOz\/AB3DKkF247P8dxe7DmEkBa71Oy\/nE\/T+ly10JKVOz4b+D+Dbh5KdPK+Gnk\/gztbTGN7mHVpt3jcfJYpxcZOLMFSDhJxZAqlDrSgETdXfNWsXy3IFUoOBCAOXQBMwk7vNWRdXDaNgBBO5MjvqPppXuwqXbZacLRlx4dyY8Q1ohksVldkBVcmPM5pUnm1YmpLNqwPGBuVLoVdCE3BRcjMHPaJWXGvx4JnaQ9pVIgLSQbFJaM+xY7Hd9qBucHtPMOjcLK9LtevsMpvrW8fYbQuz8FWG5ek9SWSbtFRLcvKfWCYpsrosNjLS4hOq2IzneuUWJzHDMpsRmI3ToKuZFJOpKymRTPvmpZSburgxcoFCiqnRuDmmxHkeRG8K8ZOLugjJxd0anon0hETiGi7JPvoD6LvzxH1XjlroQdRso1LSvHR8uD+\/eZro1FmvHR8uD+\/eZsHUbSz6xTkyRkEWwg4bjtMkZiyPHcba2XRjKM1deh0YyU1+xi9u9FcWKWlba3afBe7hn6UX4m\/l1HNYK+Efap+hgr4NrrQ9DLQQ4iRvWJK5ihG+hPQVBieWubia7svYfWHEcCNQVenPI7PZ7ovTk4Ss1dPdFzS0X1eaNwJdT1ALQ7kcsLuDgbLTCn0U0\/0yNUKfRVE12ZEHSSmya\/1mkxv8PRPl7wqYmOl+K0ZXFw0UuK0Zn1kMIkAODygm7GoIEgBzNUEocZfBTcnMSwvv5KUy0WQy6nvUMpLcTXkIuCdh+IHVTuWumRvbZVZVofTzlhvu3hSnYtCbiw+qjD2YxuF\/mEySurj5pTjmRBsd\/wBvF\/8AYwebgCq0+2vERTdprxDNnxWxX3Et8lanHe5ooR3bINXHhdLtdlLXkzs0u5RIicuBGHqlitx3WKQuzmNFguNLkEXFiUolM5iyU8COBC03KEiqVxsjSTkFLQNa6C6k9yLBlZoej\/SaWmkxYxnYOLhia9v4ZW+uOfpDjuWmnXcXq\/P7\/vxNVPEOLtJ+f3\/fiegUf1atzhvFUWDjDiBDt+OB9wJG8N43ro06in2t\/v250KdS\/a+\/eZS7Z2OyWT7QCOfXrGi4cAMxM1u\/82qirQjOWuj5\/IVKEZu+z5\/Jl9rbHkicMQF9xGhG7CdCsFWhKD1MdWhKLuwvYMnXMdRS9kuOOB34JBnbx+abh3ni6MvFdzLUHnToz8V4ku2KdzX9XIM5WZ8ntVq0WpZZcV+RtaLvlfFfkxr2EEg6g2Pguc1bQ5LVnZjVBAkAJACQAkAJADmOsVKZKdjsr7obJbuMUFRIAuqeOKZttCPAj5haIqM0bYKFSNivl2fI31b8xmlOnJGeVGa4FhsyM4C1wI11G4ptNO1maKMXlaYLsmPDUsB9V9+8t7Q9oCpTj\/2JMz042qJMJo2WZ35+atFaGimrRBZ5cOQ1P8ulydthM5ZdgcPSxJ3GoJudD0Bcmjbi0V0rjErkpgG9Wyou4IjIaCiyRW0UxpeEaBdCZIAL2RfQFJJXITU8lGYpnInSEqLlHJsYoILbYu0MJDHOLRe7JBrE\/wDEPynePFaKNS3Vb8Hy\/jmaaFW3Vk9OfL+OZ6TsrpK2f\/LV\/YlyaJ2+tfTrLatP4vNdClWaeSX3w+2OjCo4vK\/T4Ca7Z3Unq5g18dhbfbg5p4rXZNa7GlWku4wPSykkppmvbmy4Mcg3kZ2NtD7\/ADty8VCVKaktuDObi1KnNSW3Blx00rGyxU1Sy2YBPG+8HyKfjJqUIVEPxM04RqIyPSCnDZA4aPGLx3\/DzWDERtK64mDFQtO64lWkGYSAEgBIASAEgBIASAEgB7IydApsSothMNK4G4NjyKsosbGnJaph8T5OIcmpyNEXMLoJzjwvba4yI0PI8EynLrWYynN5rSRKzZuOpjLNz2nwBBN\/C6sqV6qtzJdG9RNcxtTSGJpLrWzOWdrblEqbgrsmUHBXZmJH3N1iZzG7u5xBA4NPAosTZhEVPvd5KyjzGRhxYpam2TVLlyCU7aIjxPADiDY6EjI+KjValbyWrH3Ds9CjctpINhoC5t02NNtXHRo5lcCrW4Th\/nJLkraCais7ELIiRdVsUUW1cJpdnueMRs1t7Ynmw7hvd4Aq8abkr7IZCi5a7LvLOHYIcCbTuA9ZkRw+03KesOnrq\/BGhYVPn6Ak2xTYmNwfbVpGF4\/adVR0H+l37tmLlhn+l39yz2STUxFn+vTi7OLot7Dxt8k6lerC36o7d65DqLdSGX9UdvDkbnoVtj6zEaaS2NgJiLtRxbnuW3C1sy13++xso1L6ifSNnElNL6LgcPFr+XBaJQU04S2HTgppxlsYvbdE6npmQP8ASaXE+JPzXMrwdOkoMwVodHRUGBNj66k4vjz8P+r+SUl0lHvQq3SUO9GfWQwiQAkAJACQB0BAErYT\/wAn4KbF1Fj\/AKuBmSpylsiW4sTAjQi8UcfVHcEZgdQYah3FRmZGeQ6OreN\/mpUmgVSSLrZtWJCBax\/m9aac1J2NtGopuxbv2g1j2gZZEk2AAaAb+wH2LS6qjJJGmVVRaRJST9bTkyC9w6+Q048laEs9K8y0JZ6V5FIaaPMtbcDUgZeYWPLHgZMkOCGFzBoq3iRePAjdMFF0VckDyOa7K6q7MW2pEP1VvFVyop0a5jooywmxFjqCLg94KlXjsSouOwdFUAMwdTBhvc9h2K\/KQuxjuBtyTFJf4r8\/IyNuS\/PyXWyZoS3OBzrer1paPCzb+1aqTg1pH8mym4uOi\/Itp0lK4Y2u6rL7ubtHuYQLu8t6idOla97dz\/YidOna7dvEZDsZ4iM4ic2Fus0rHYG\/piGbu85KqpJa205v4KKCSvsu\/wCCsqdvNYSYW436ddMAXfsZ6LPalyxCT6iu+b\/ZbITPEpPqavm\/2WyKyTa07jczSX\/W4eQBySXWqN3cn6md1qjd3J+pa7P231pEdSc9GTaOYfzH1m9\/\/T6dfP1avk+KNNLE5+rU8nyLzZkjIayL6xaN7XD7QejJGcji8DryWmElTqrPo+fBmlNRqLPpLnzNDt3o22nlE9PIx7CcbC06csk5UnfpIqzHQjfrWswvazS9sdQzJpAJHBw\/nvWmWtpIeZrp7TdZGyoG\/su9tvbceIWPHwzRVRGTGwvBSRlOjdSI5LOPZdkeXNYMNNQnrsYcJPJOz4nOkOxzC+7ReN57NtxPq\/JGJoOnK62ZGJw7pyutmH0\/QuZzQSbEi5FtOSdHATaux0cBJpNsz0TcQssS1MUVdCjpHHl3oUWyVTkyd1CG5uKs4W3Lull3GGZo0H871F0tiuaK2IXzk8lW5RzbIybqCtziAEgBIAJgpb5nIKyiNhTvuW2zGsLwwekdNffuWikouWVGqjkzZVuXM+xMiXEkkZG\/PRapYbizVLDrdhdAxjoervkBY7jrfwTaai4ZBkFFwylTtHakcDurYMQAzsb4Tw5lZ6laFN5YmarXhSeWP+jNVdTieXDIHcsEpXd0c+c80roibicbC5J0AzJ8AoV3oU1egbHsp3+oREODvSPcwZ+dk1UWu1p7+g5UJfq09\/QLGzGNFyJXDi7DC3+65sr9FFK9n7Degild39vccBC3URDvkkf\/ALMip6i4L1b9if8ArXL1b9jhqIR60X7YnO9siM0Oa9PkM9Pu9Pkli2iwiwdLb8IwRtP9NypVWOyb\/CLRrReiv+ESR1gLT1QbG4etbE4fudfzFlKqK3U0f5LKacepoyPYXS2ropcTZXPByfHIS+N4OuJp96VGvOL1dzKq04y62pb1U2zK04hGaWQ6hhAbfk09nysta\/pqvc\/vka4rDVu5\/fIrKvonb7udjv1gs9uYKXPBW7Ml56FJ4Frsy9dAGbo3Utz6vEOLSD8bpTwlVcBMsJVXAv8AZVI+rp3U8rHtmiF4nOaQXNHq3PD5c1qpwlWp9HNWktjXSjKrT6Oas1szPw7RmhOAucLGxFzbyWNValN5bmWNapTeVnofQyp+swSwHNw7TfHP3g+a6uFq54NPgdOhUzR1CG0glppqd2oBI5ZZHzATnDPTlTY2UM0XFnl3UWdfeuDlszi5LM2\/QzbkTJGsqQCzQOOeHhf57l0cPiNMkvJnQpVtMr8j0uTZMDjiZPhacwBYgDkVtVSpbWI9VaiWsTwCkGI8t64UdWcmnqyzdHG1uJzhlw48ANSU\/LFK7Zqagldsq9ozNcLt9iRUaexlrSjLYrUozFvSVVM0DFEXHf8AwlaITpJaq5rhUoxWsbliZNnyj0XRO8h77J98NPuHXws+4Fk2NDq2a48\/cEt0IcJFHhqfCRH\/AIRFf734fBV6GH+RH9PD\/IlZs2nGZlv4tt7lZUqS\/UWVCitcxKY6Yi3Wf3H4BTlpcy1qL0uTUop4u01zQebnX9yvDooap\/ktDoaeqf5Lb\/EWEdpzCLa4nfBq09NFrVr75GnpYtatffIgFfBmcTe8Ok3ftS+lp8\/f4KdLT5+\/wVrm0N\/VPe6b5JP\/AM\/25mthvtxCSiBy6rxZO\/8A3EBF6C2t6SYXw62t6NjJttRNFmYu6NjIWn9wu4qJV4La\/kkv5IeIpx7P4SX8lVNtVxyYGxj8vpHvebuv4rO6r\/Tp95meVeX6dPvMCe8uNySTxOZS229xLberGqCBIAK2ee14K8NxtF6jahxa8kKHoyJtqV0RSPuobuUbuMUEBVNtCSP0XkDhqPIq8ako7MZCtOGzLzZ\/ScCwlZb88RLT4jetdPFr9S80bKeNX615o9S+jmrbLMwslbKw5EOAxC43rfKanRbjK5sqTjOi3F3M99K\/RcQ1LnsbZr+156rFUgqkFUW\/EzOKqwU+PEn+iTZnWVQztZpvzH\/YV6T6OnKRdPo6bkbev6MGKqJaOy8Hz19610cRGUM3EdSxMZQzcTxvpXssw1MrbWAcSO52fxXPxFO021tuZq8Os2ilbks4jYJZtmRosHuAHNMVeaVky6xElpcr6DQ+PuSYCKWwHO4k5klUYmTbYmaFRwI4EaCBIASAEgBIAKn9FWew2XZI6b0lEdysNxVPpKZbhPtFmfRH83JvA1fpAaY696WjPDiDP1VBbGoIEgBIASAEgBIAIpNfJWiMp7irNfNEgqbg6qLEgBIASANB0Cmc2vp8Li28gBsSLjgbahacI30qNGFb6RLx9j236WfQZ3LdQ\/sy8Tfhf7cig+iI\/wCa\/aqv+zLyCp\/ZkexbR1asdHZnPp7M8J+lIf5l3cttfsR8Doy\/txPPJNCuezG9gJ2qoxDP\/9k=\" alt=\"Resultado de imagen de &gt;los procesos neuronales que subyacen en el cerebro\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de &gt;los procesos neuronales que subyacen en el cerebro\" \/><img decoding=\"async\" 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Z18G3WW\/wY0ZK4kYPTNgftFP1mKCiwXfXy5D5UCZVlyB5MZiPed3APMsS350SyYsB5JWOiRyMb8bhSAPO5FL3Oc2aY24IOC+FWzVGl4RzdJqm5td2b7Q5++Ia17Rjgo50QQP1GXFBo8lyfK1B2Eh3nVe8iiXETb8jx8lUAfDX8q5477s7p0kkis2fzuTCvvRnTmvI0e47AR5hB18Okg100IP8AGlp1dtKs8jzmXCteM6HivI00dhZpS37ltBjWxDLgsYpdywSKQD6xWJsoPeL03I4oslywi4bqVLMf73EPooHrYeAFVnR\/k6ylMwkjtI4PUAjhcEGU+lwp56nuoU6S9sYpsQcGRv4aI2Zx7Rm96RTzC+yO\/WklzSGhdbiyxOIaR2kc3d2LMe9mNyfia0tU7MssaKzAh4m9iReB8D3N4VDFCit+DTdrK6Wr2tRrDx9ssNgUMWWxAtwM7jU+IoLzDHyzuZJnZ2PMn8O6oSiugrIzVG0agmxNgefceRPh31yeMqSGFiCQQeRHGpOEwjyuscaF3Y2CqLk\/wHeToOdMXLsmiwoWWXckxMaDfcn6mHd0ViTozgbq73eo3QTqWUHJ7CTyxxq3\/bKjZvZURhcRi1twMcB9pjyaVeS8LLxbnYaNLz\/P1jY7x35fsA+yf+Ifd\/VGvfu6VU57tWzkiEnW95jcO36g\/sx4+0fu8KGBVVNQVR+JzPC8r1ZeOy\/kabbX4r+j4MVh5N14pLTIAN1x3MDc28eI76tcvzNpMbBJ1jNHKFZbngHFwLd4vS32TzEIzwP+jmG6R3HkaKsjJjjhF7mCZ47\/AHSwkQ\/B7elbFy15F6naKfhoCst2jxuDJSDEyxhSRu33kuDY\/VtdflRplPTTiEFsRh45be9GTG3qO0pPlagja\/D9XjcSn\/HkI8nYuvyYVSGuZnoLc+gMz6XsPA6o+HnO8iuCrRnRr95HAgj0q\/XavBzwdf1XWRH2uypIHMkcdOYpC7VpdMHJ9rDKP3WLf\/kFddjNoGwkuusT6Ov\/AJCm0KyWp6Uw56StiIOoGOwQAQi7KvskHmByqgyld\/IsUp9yYMP8B\/OmZkkKnCzRKd6F1Lx9wB4r6XoAy7CmPKMWv2pmUejRp\/GmS7COXcXEcZJsKkzncG6OPOpbRiJe9zVa4JNzRqgqWoeHRDtZ18X0WVvrEHZvzFbdJuxIxCmeFbSqNR9sUl8pzB8PKksZsym\/n3g19JbMZ6mOwyzIe1azDmG50j2djcqj5qZSCQRYjQjuNaM1NXpS2LNmxeHXUfpUHd9sClOBVNQiiZWwWt1WtqXUVWNscvR3LvZZFrqkki+m9f8AOiXCLcMn2lIPqDQt0bQkZbdgQGncrccRurqO8UUYQ2I050VLYlPG1IUu0RK4WcniWRP8YYj4JQEaa3SflLR4aVwvZ+lob8t1lksfiQKVBFHLPVKwdNi9PHX5kzKP0q+f5VJE+7iCx+0QfKoOBezqfGpOOH1h8fzpVwPJbkrNsNutvD2W19aKdgNiziWWedfqL9lOBnI5eEY5tz4DmRZbIbJs8anFx3sQViN72voZbagfc4nnbgSPbTa9MvUww7rYxlA4DdgXUKSOG9b2V5aE6WBZsnEzpD2wGEQ4aBgcQygORa0MdtEAHBiOA90HxFKPHwrOvWILOPaXv8ahzSszFmJZmJLEm5JJuSTzJNaRTlG3l\/8A7WSpUZ23aPMvzJ4bgWZG9qNxdG8xyPiNalmPByaq8mHP2WQyJ+y6neA81NcsZAJF6yP9pe7xquUUjVFotPcsv6NXlicOR5yj5GO4r2oFZRAcRVtkOQzYpjuALGp7craRp5nm33Rcny1ooyfYIRr1uN5f2asQg04SSjUn7kdzpx5Vvm+00gAjwsDBV0VjCQif8mG1h+s9z90Gso+QSyXtDf39v7\/QnBsNl0NlJBcavYdfiP1F\/s47jn2fFmFCp2iaSUCXs4dro0S33Qj6F+93XRgx1uotYaVXy4Wd2LukrMxuWZXJJ7ySK5tl8v8AdSfuN\/CnbtV2Jxgk7e78\/wAeDnmWCaGV4msSjWuOBHFWHgQQR4EVHWiXG5dLPg0l6uTrcPaGQbjXaI\/oXAtru6ofQ8qof6Pm\/uZf+m\/8KmWOYPMUZ7P5j1glT3txJB5od1v+4P3ahZDsfLKQ0waJPFSCR6jSizC7K4dXWTCuzMt0dSDqHUrzHIkH0qkJVJMhmjrg4+4DekWL+tiQf2sET+oBjP8A26FgtHW3GDdoMNJutdGlibsm\/uun\/nQb9Hf7Dfun+FJONSaK4Z6safuCDaFP6pgT3Iw\/+1hz\/GqVBRTtFgX+i4RVRyRvDRWPCKAchVPhsixTkBcNOb90Mn+mn7k4u4\/H5sZXQ\/mJeKWBzcLcqe4EWIqPt24wmEEC6s0nzuZHPxZRVj0eZDNhiesidL6szC3DgNazbfZSXGWKtEjITYvIAGD2LEhQSNRbUcqC2YrV7CfZiTc8a1K0dR9HJH6XGwL+osr\/ADIS\/pXQbDYQe3j2b9SBfzlNPTfYDnGPLXxF+Voo6PtqWwOIBJ+pewcch970q3bZHL\/\/AJrEH\/6SW\/GtG2NwR9nGTDho0Cn8HoOEvDMs2P8AEviO1911DKQVYadxBpdZ\/wBHOGBedAQhN2XkhPG33aKMlz3CRQpCJGO6oAJXiPK5qXHtFhOPWXBFiNw6g8tdK52pLsduNqT2FfhNiIp36uEFm8Doo72PIUd7NdG+BwpDuoxE19DIAUQ\/cj4XFuJufKpWW4zC4dGXCRBAzF24m5JPMm9hyHADhUiLMDe5Oumvz\/nzqEp+T0o4JzXsombSyi6rfgO4fhVMjAEcPDkPWuWY5jvNrrb+eNQjj7XOl\/z8+\/woRzLgs\/8AGz020Fb4OLFYV4ZlDxuNxxz7wQeRBAIPIgV8\/bd7FTZdJ2ryYdj9XMBofuPyRx3c+I5gN\/LM0ZWsDpa3n3fP86IY8WCCrKro2pRgCDbXgfSqp90eflxPG6Z8zZPkk+IP1SHdHGQ3EY82tqfAXPhTS2Z2WjjcMB1k1v0hFrHX9GPc4Eb3tfq6iivNsGhe6MgHuqzBSnL2TpxBOlDe1GKxATqMEY03l+sxBmjBAPuxWJYcdXtfu766I8bHnZHbpukctsNuEwQOHwhV8RqHk0Kw94H2pPkvPXSgLHr9Ij69blx7dzck8yTxJ8akYfYc6dZioluQPqkkkOvfvBAPjRBk2RYWDUGaXesCHZUTnqVUFv8AFTxhPwSnmxRW0l8\/kLnervhsvmm\/Qwyy\/wDLjd\/8oNNDBYWBO1FhIUPEMUEjA3Pvy7zDgToeVWRxEzC5ZiN0dnlfmCBpaxp\/Sl3J\/a4f8U2LzLdhcwDXKRwjS\/XSotx4qpZh6irf\/wBncRbekxir3rFEzi\/GwYstvgaLoMolZRYEgcSLkW778Bb8qiYzF4OA\/XYqJSo1VX33vu21WPeb5czQ0QXMjLPlm7jAq02Ay6w+uxh8QYAD4gdXWVMXabAW0M7DkVjQD0DSA\/ECsraYDepn937HD\/10jcZE9QNK6R7aqeEkfwH8KTldEpFm9yKPpP8AuxzR7Xgn9LHb00+VbrtU17dbHb9YfwpPIa2IqmteESfTv8bHIm0kp9mVDf76ipEuc4pNGIU24Flv5jWkhuUYJEcfgQBricILDjvSQch4kW08V75KHqL8KN9mf42HgzvGEX1PkR\/GtmzvGjk\/DxpNx4tgtgxHkTXbL8ylSRGEsgs6++1uPnR9SP4UJ9mn+NjcG0WMt72luR1768bajFC9ieHG2la57mDpOB1jKjIraMfYkG65H6pIP7VL\/AbQY9cSIHxMh3ZSHBsQRGSX4jmFNHXHb2VuIsOR2vUewwRtRiuZYX8W\/D8q5\/07i295jp42HKhTa3azFwyRJHLu\/UKzfVxaszvxuv2QtGGTYrEnDwvJJdiL23IwXYiyjReA4n0FHXG6UUB4MmlSeRk7IsTMzHfJPHvqHmuWTSSGwYjl+J4cuFUq7XSvjDEkzdWgK3BA3395rjkDoPK\/OqHbTM8QJRbEThSOAlkA+G9al1tStIp9nUoqMmwwXZqT7Dfzy8K7f+mpOBVr2HLn4UrcvzyaN94yO4PEM7EEepqxxUBlHW4aRx9pAzAg+GtM80xV0eJB++RsPcI8dfMnv5CuH9G2vfTzH42H5UtYtocZGezicQpGljLIR5FSbH1FXmW9IeKSwlEcy+IEb+jILfFTSvNIpHpIXsFpwoHf\/PdXhwwHC\/8AHxqdlWPixUfWRBwR7SuO0PEHgw+8L8r24VskOoHK\/r51zZslo9nocVSpknL4bDXgSL+ty34fhW8kxAvrfnz7yT+FbtZVA0uOPmQbG\/kNfMVXYo+fH+POvIyzdn2HTYlRDmnN+N78fjx+FcC5PjW8g5\/lwPlW0EdyP9x\/Gua3Z61RUS1yDBmQ24X56cuXxFFv0BktceR79B\/+3xqiy7D9kEfzcireKWQaBjbTn4V6eCTo+P8A8pFObaKHPsNrYeWnGxIv5cvjQ62E42A521AA04d5Avx86P5Ji3tKra81FcRDFp9Uo8havTx5XFHyvU4FNgdh8tOmh9n0Jve55\/zapcmASFesnlSJORkYIDzNgfa18+XdRDj4N9CsbtBx7SBd83+8RceYsfGl5m\/Rd1rGQYp3c8TISzHzZtT8aMs83whMfR4Vyy2xG0mDSBpod\/EhfsgoCf1nG9y47tBeYdJmKa4gjhw68BZTI4\/bkuvwUUQZXsTPDBLExDb3ClzjsgxMRO9E3prUpNs6McYJukZmedYjEfp55ZfB3Yr6J7I9BUFa1II4gjzrZaCKs7K5HM1leA15TkyKTWymuZrZDUbLtElDXYVxjrqKsiEjYCp+SZm+GmSZNd3Qi5G8p9pSeXgeRAPEVAFemmECTbLKEAXGYfXDzam39m7E3BHugkHTgrBl4btxNmoo2Sz9YS0GIAbCzaODeyE2G\/prukABgNdFYdpRUPbDZl8HJcXeBz9W+h5X3GI03ragjRhZhzARlIhxtXiR9Dy\/G8VAEcnijrY\/DQjxAqmOWk4oT8QY90n\/AIg3Uv8AtR6\/GrnIofpWz8sfFow5XzjO8PlVZsW7SRQK3N7DxVTuJ8O0PQU+J70\/zOfOqVr8viVuYZS+NzWSFNFTcV35JHEiKx8964A5kjxNF23ObfRoFSPsvIpjjHOOJRZnv9o3sD3ljyq92fyVYOsOheWVpJWHFmZyVQeC7wUcrknnQR0wyD6YiD3Yhp3XpUUdPjhAlks25Mh8bUSbXw70YccqDQ9jemDlOHbEwAWsLWLNoP8Af0phJbbi+JqzyjAYgkPH2B9pjZT5Di3oDRtlGxIVgQjNr+kZL\/8ATjGnq1\/Sij\/0Q7+0XVbWuXClh4st2A8AQKLpcsVSlL7q\/UXuPjwzFEmIaU6aHdv4WF2+NqsMFs\/PvWjhiw8f97KO1b7qayE\/LxozgwWV4H28Rh4m57hXfPqLufjXKDbrL+sEWFhnxMjGwCR23j4lrG3eSLDiaRz8Fowff6\/RFxsjlKRErZ5GYWaWS1yL6qiDRF+feeFaZ0Y4SbceXf4fO9TZc6bd6uONeuOjBWLKngXsAx43t6d9RoMjN+slO85434DyvUJxfc7+myJSKWEsw8De3K4N+\/nXssQvqQLj156WI1H+1Xv0e3C2vp6fnUeeLl8uR56fz3V5uTHufWdP1aktikGFvw+Wh\/P86xcOQefwH+1Wi4Yk8vS3Llx\/nwqVDl+9xGniT\/NvG5qSx2dU+qUVuztly6cvL4\/z6VaRYZjqAalZfGiDQXPeapekzHYmHASNhwd8kK7AnejiNwzqBz4C\/IMTyrvxxpHy\/V5\/Um6JpVb6un7y+vOvOqB4FT5EV81zgaADgK4jEuvsuy+TEfnXXFM8nKknR9MHCmucmHPdXznBtJi4\/YxEo\/aJ\/GrfB9JOPTjIH\/WFG6JenY7+qIrhNhVb2lB8xVXkm1DvAryoN8i+lV8PSPhi5RxukG3wprZPTfB3zTZLDy8UANBucdHZXWM\/wpk4XPcNLbdkFT+qDeyQaOxvaR8+SbOzgkbvCvafTZapOqivK2xtbPmRq8WrmLZbGNr9HdR9\/dj\/AM5FTYdiMSeLwL+2zf8AbRqkoyfCOmWWEeWviUcRruKLcJ0eObXlc\/8ALw7Eehd0+Nqto+jtAO0MT6mGMfMNVlGS5OeWWD4f7P8AgX1emmINjsIvtso\/Xx0A\/CMVumzWXc5cN645fytR+uULqXv+D\/gWjUx+jmZ8Xhp8JJGJUhRSu\/fdKMx+pY8QQbujDVbNbTSrDDbHZe5spwzeC44kn0BvRVgMifCwNDhsPHErHeY9ZK5ZrWBLNqdOHKl7jOXsvn4MjbK5fh8DFJGhkYOxbckaOy3XdK74AuPG1Rsi2eWFt7eQkLuoqElY14HtH2m5X8TxvpTZhlmILkFWY+ANqmZLNPGd1lItyNwa6PSSVxZwfaZTnU4sOY8KFVXINhdvXhf0F\/jS32ly\/AS4qSfE4xe0QFjVhcAaAWW5vTBlxTSwFLAgoVZTexBvzBBHmCKBjs\/hsInXSdVh0HvWO8fBCxZyfAVzxj5Z2ynVKKbOmBw2AjH9Xw7PKfZDR2OvNi92UfAmq\/H7YLBMELLPKNG\/uovuKB7RHP8AOhvaDbTeUxYNTFGbhpD+lkHPh7APnfxHChAUzklsgLE3vP4fXI1M12ux0ifVzmP9RVH5Xpf5rmeJckTTSv8ArSOR8CbV0yzNt3sudO+jrJ9jRiAsmIVljaxVBpJL3W+wp+1x7u+hS7DW09wG2b2amxbHcskSntzN7Cc7ffbuUa+Q1py7J7JpHHuYdCisO3MwtNMLju9hOPZHhxOtSsc+EwEStiLKFX6nCxgf4UuLnvdtL86V+2HSLi8XeNb4aDh1cZO8w\/4kmhbyFh4HjSX4Hq+dl47\/ANDPzHa3LMvBj3+skXikIDtfmGa4VT4Fr+FW+x+0UOYwvJErIyPusjEbw0urad4\/AjlXzKho66Is3aHMY0HsTho3HkpdW9CPgxpZQ2stCaW1Dqnwx\/m\/8\/zyqrzGOyn\/AG\/A8eXCioFWqHmeXAoSBUGk+Tsx5pQ3QBtmIHj6cLeBGld8Nm\/n+OnEn\/aqPMF3XI8TW+VjedVvxZQfVgDVF0\/crk\/yCaoZ2TxgRiVjcnUX\/H+fnWmInJP4+XdSUPSlj1c7rRNGGO4jRLYID2VutjoLC96usD0wD+3wnrHJ\/wCLD86ygzjyTL\/OOjrA4hiwVoGPExEBfPcIKj0tQ\/N0Pxn2cW4\/WiB\/BqtE6XMDzgxI9Iv9daydLuD5YfEHz6v\/AFU61HO2n3BnG9D0w\/R4mJ\/BlZT8bmhrE7AY6GRQ8BK7wuydpbX8NaYy9LeCJ7UE6+PYP4GrzJdtsFiW3YpiGt7LKRWNqaKTA4ex3SLBI\/wF\/wA6TeZm80h73b8a+nJ40dSGCsGFri17edLXP+ipWu+FkseO4\/5NTN2JH2RVYeZ01VivkaI8q21xENrtvD51V5tk02GbdmjKHv5HyNVr0Q8jTh6UF3Re96ylMTWUtjaAjbbrFe6mHj\/VhU\/Ny1Rptsse3\/xTj9QIn+VRaqFa3tQbb5YyhGPCXwJc2cYl\/bxE7frSyH8WqKFHGwrN2pOGwTMN42VObNw9O\/0rJBbNUNdVA5mw+datIo0QftHifIcqKthtl\/pLdfMD9HQ8Oczj3F8O8+lUTIy23ZZ7D7Mdbad1KRX7HDrJfEH3E8eJ5d9NNM8w2CQCeWOFLaR87eCC7HzoB2v2zGGvFBume1iQBuQAcFUcCwHLgKWE+JeRi7szux1LElmJ8TWaT2BG+T6mwOZw4iFZcO28kl7NuspNiVOjAHiD8K1zPKVZQeBFQssjTB4RASAkEKgk96r2mPrc0ocw6Uca+JMqPaIGywkAoU+\/pck999OVSjF3sUk4tbjWy1kUNc+zIiHzchVPlcjWlr0z5BifpP0ixeAIqru3PVWHaDLyubm\/8KI48fFjIPpERKKxVZlvrDIh3kY24gNrfmpPOqPBdIk0MsmGxy9aiuyb4t1igMRrykFv5NVce5GEquL7CtC1vDAzsERSzMbBQLkk8gOdNHNNisPjV67L3S7ch7N\/vLxjPyq2yHIMNlkLTTSKHAs89uZ\/ssMvEnxFYbUQNiuj9YiJZ1WSdbHcYjqsPz3pDwdxxtwHjxrttH0jw4ctHgj18pPbxLewD3RD3vP2e69B+1+3EuLBhiBgwoP6MHtSfemb3j93h58aFBWo1hK2dLMxaRmLsbkvqSfE8a4YrCKwuNf576oTW0GMZDodO7lTWIovsdpsMB4UUdFmFvjt+2kUbt6kbg\/zGqDrRKO40d9F2EKQ4mYixZkjHdZe0fmRWaApeRiYbGEHn8Kp9sOkdcE0cKqJHJQy3vaOIkb2g4uVvYctCe45iMasMUk7ezGpa3efdX1NhSNxuKeWR5ZDd3Ysx8T+VLKCbHx5GlY4NtIN2S68G7V+RHFben4iq7Zpvr0Hew09Rau+HxHX5XhZeaIYm5kmLsAn9lVP7VV+Vy7kqn7w19RXXj9rFR5fUP0+qUnxaKc5Lg8Z\/wC6y\/R5ucMvsk9ytQ7nGQ4jDG00ZUfa4qfIitM+h6vFTpw3Z5APIO1iPS1XGSbaTwjq5QJ4eaPqQPAmuSKaR6+SWqTYMqKkYzBMgBI0NGsuzmExymTAuI5OJhbv8K9zbKHkwe6yFZY+ItxI0NvOmskLtxRX0dwduR+4AUKvR1sFFaB273A+YrRVyDkdQZb9IGYsmHVVYgm2oJBoUyjbfGQWtKXXufX51Z9JL6xL4X+VBNZgh90a+B2+wuKXqsZGBfS51Hx5VSbR9HyspmwLiROO5fUeVALGrPZrMMWsoGGZvEXO6B491IyivkpJ8LIrFWRgQbEbp0r2nvDjAVBkhjZ7DeNhqayt6UjfaYiDArthoGdgqKWY8ABcmp+TZI84LkiOFPblfRR4D7R8BUrE5ukSmLBgqp0aVv0sn+hfAUiRVs1fCRYf9LaWX+7U9hP125nwFVuMxLyG7G9uA4ADuA5VyFGezOy6BPpWMssQ1VG03\/Fu5fDiadKybko7sj7G7HnEWmnuuHvoB7cpHJO5e9vhRBtVtgsK\/R8LuhlG7dbbkK8N1O9vGqLajbJ5rxwXSK1rjRmHcPsL4UJCjxshact38DdzfU6k8++pmz0G\/isOh4NNGD5b4vUEmiXo3wBlx8Z5RnfPpoPxv6UB+FYxOmPOzHhEgU2aeRt7\/lx2J+JKj40mVej7ppkvNhxyEb\/NgaXYNBbGq0EeyO0Jwc++QWicbsqfaQ933l4j4czRjtnsg80iHDjfYhRfk8RsEkJ+5cKfDd7jSxw8TOwRAWZjYAcya+h8riECCF5AS7MQCdSxXeMMfgd0nzJ76ayUo7plDhIcLlGFLMd5m0Yj28Qw9xPsoO+qmParDZkohxSLE3BBf6sd263FT+NCW3s0r4xzKSVIBi5ARH2VA5EEFT95TQ8KNG7BLtLsdLhiXUF4u8cQPHv86GqKNnNtJsOOrf66HgVbiB90\/lVziMnwGP7eFlEMp4xtoL1gC9auJFEGbbLYqD24iR9pdR8qpWS3HStVjJnkRI1FOTY0EZfCbauzsfEFrD8KTgFOvKYwuEwqH+4Q\/EXplyTyPayj6S8Uy4WOIf2kl2\/VQaD94j4UsKPekLNN3FLERdUiW48Wux\/KhwRYeTnumjVgUtOzQXdGGJ6zCYvDnXcZZV8nBRreRSP96vISQ4vwuL8r63rTo7w0cOMAEoPWo8Vr8S1mX\/Eq1JzaHdkI8fh4elW6fZuJw9fuozX5Alt1ARjXa36RI5OH2kUN\/iDVQ9We4\/A0ytocfDHHBJIm8SrIDrwSzAH0k+VUJ2kw\/wDd\/I1FpJ0dsZycU0gWwuJkiYOhZWHAimjsjt5FPaHFgBzoG5N\/vQymc4RuIt6VJjiwsnslK2hPuZ5WuYsk7ZbAOZOswoDK54X+YqywWTthMMI29rifOi7Y57xGNzoPZa97etVu2OIK2Da9zDn50MaeugZpr0tQI9J2D3ooJ11Xds3gbc6XdN7L8YrRmKQBkPI0P4nJcNHJcIT3A8Kf0pXQkepgoWwSyrJJJz9lObHu8KLpJsPgIb28h70h\/hXHNc7jgXtWLe7GvDzal1m+ZyTuXkNzyHIDuFTySWPjkvhhPO7e0fmTcZtRiXdm6wrc8Baw8KyqOsrj1M9LRHwEOcZ5JiCAQI4l9iJNEQeXM+JqAKysqyIPYM8gySKCIY3FjeXjHGNd7uZuXkPjVTn2fy4p7ubIPZQcB595rKyq8I5l7TbZVWrQrWVlBjo1tR3sUOowWIxPvO6Qqe7eIUn4FvlWVlA0uD3pe1mg\/wCV\/CgECvaygwx4Gf0Z5CscZxsvtEHc57qji3nQ7tptBJLiwyMVWLq2it7p3VcP53NZWU1CJ3IutuAuJwcONQBb2Yju3yUlXx3Zl08HJoBrKymAjL16rW1GlZWUQlxgNqMVELLKSO5tR86mvtRHLpiMMjfeXQ17WUAUczlWHnUth2ZT9lgbfGmksZVYUPuxRj4KKysox5J5eBU7eS72Pn8GA+CqKoK8rKBQ7YTFtFIkqntRurr5owYfMU29rog0iyp7MoVl8AyhgPgaysqmF1NHP1kU8L\/MG9qE6zLr\/wB1MhH6rAp+JX4UvjWVlLmXtsfpHeGJ6BW66cKyspEXYw+izaJuvGGkJZXHZPcaPNo8r4qdRWVlZNqexPJBODsk5dsqjwdzEaHuNCeBwIbEGGXiCVv+BrKynxTk9SZz9TijH02l3AbbfYLFYZ3e4kQkm+8AwHIEE0AtWVlcUz18T7GVlZWUpU\/\/2Q==\" alt=\"Resultado de imagen de &gt;los procesos neuronales que subyacen en el cerebro\" \/><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Los procesos neuronales que subyacen en nuestro cerebro son en realidad desconocidos y, aunque son muchos los estudios y experimentos que se est\u00e1n realizando, su complejidad es tal que, de momento, los avances son muy limitados. Estamos tratando de conocer la m\u00e1quina m\u00e1s compleja y perfecta que existe en el Universo.<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Si eso es as\u00ed, resultar\u00e1 que despu\u00e9s de todo, no somos tan insignificantes como en un principio podr\u00eda parecer, y solo se trata de tiempo. En su momento y evolucionadas, nuestras mentes tendr\u00e1n un nivel de conciencia que estar\u00e1 m\u00e1s all\u00e1 de las percepciones f\u00edsicas tan limitadas. Para entonces, s\u00ed estaremos totalmente integrados y formando parte, como un todo, del Universo que ahora presentimos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/nuestrodios.com\/wp-content\/uploads\/2017\/06\/el-espiritu-del-hombre_opt-1280x720.jpg\" alt=\"Resultado de imagen de El car\u00e1cter especial de la conciencia\" width=\"728\" height=\"409\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">El car\u00e1cter especial de la conciencia me hace adoptar una posici\u00f3n que me lleva a decidir que no es un objeto, sino un proceso y que, desde este punto de vista, puede considerarse un ente digno del estudio cient\u00edfico perfectamente leg\u00edtimo.<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">La conciencia plantea un problema especial que no se encuentra en otros dominios de la ciencia. En la F\u00edsica y en la Qu\u00edmica se suele explicar unas entidades determinadas en funci\u00f3n de otras entidades y leyes. Podemos describir el agua con el lenguaje ordinario, pero podemos igualmente describir el agua, al menos en principio, en t\u00e9rminos de \u00e1tomos y de leyes de la mec\u00e1nica cu\u00e1ntica. Lo que hacemos es conectar dos niveles de descripci\u00f3n de la misma entidad externa (uno com\u00fan y otro cient\u00edfico de extraordinario poder explicativo y predictivo. Ambos niveles de descripci\u00f3n) el agua l\u00edquida, o una disposici\u00f3n particular de \u00e1tomos que se comportan de acuerdo con las leyes de la mec\u00e1nica cu\u00e1ntica (se refiere a una entidad que est\u00e1 fuera de nosotros y que supuestamente existe independientemente de la existencia de un observador consciente.)<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-q7GJrwSo6cw\/UyiK-wfpJGI\/AAAAAAAAAIU\/2jSMPZZE-9I\/s1600\/habcognitivas2.jpg\" alt=\"Resultado de imagen de Operaciones cognitivas del cerebro\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRS8Mr3PjvdfBC8cPkC93pjKQxyDfa0d0mYSoqGrYar19XxUU9O&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTW0hWBA4sq3Y7IXVMzmqBgES91Y2MN46jntzZsxWm_mewpBRLM&amp;s\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQaLzgYUAZEbg-W_NwhA-dUnbUb2lMTOz2PfBQL6e8nbkCdV7oD&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTHPhQZp2CEd7y7eWZYciZI3_x6VO2g0xZ6uF8WHhKbZLhFTzGR&amp;s\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">En el caso de la conciencia, sin embargo, nos encontramos con una simetr\u00eda. Lo que intentamos no es simplemente comprender de qu\u00e9 manera se puede explicar las conductas o las operaciones cognitivas de otro ser humano en t\u00e9rminos del funcionamiento de su cerebro, por dif\u00edcil que esto parezca. No queremos simplemente conectar una descripci\u00f3n de algo externo a nosotros con una descripci\u00f3n cient\u00edfica m\u00e1s sofisticada. Lo que realmente queremos hacer es conectar una descripci\u00f3n de algo externo a nosotros (el cerebro), con algo de nuestro interior: una experiencia, nuestra propia experiencia individual, que nos acontece en tanto que observadores conscientes. Intentamos meternos en el interior o, en la atinada ocurrencia del fil\u00f3sofo Tomas Negel, saber qu\u00e9 se siente al ser un murci\u00e9lago. Ya sabemos qu\u00e9 se siente al ser nosotros mismos, qu\u00e9 significa ser nosotros mismos, pero queremos explicar por qu\u00e9 somos conscientes, saber qu\u00e9 es ese &#8220;algo&#8221; que nos hace ser como somos, explicar, en fin, c\u00f3mo se generan las cualidades subjetivas experienciales. En suma, deseamos explicar ese &#8220;Pienso, luego existo&#8221; que Descartes postul\u00f3 como evidencia primera e indiscutible sobre la cual edificar toda la filosof\u00eda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/236x\/97\/ce\/24\/97ce24fc780556a8d21af1b84b6cffc1--the-ojays-love-the.jpg\" alt=\"Resultado de imagen de El paisaje m\u00e1s colorido\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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lhs1ctH3xQzoriNYurstwaCC5Y4wHHM0ranmIBBa5ZCzmwDtdYrlG6sXO1QXF+EQzyv9IgVxdAtRagzkmx8ItqG916E7Y1eq7vCWuK2cPRb3YzBfMM2seW4hNDCoSLVyrZIDBV23N72cFxVJ1TCtfuPp7+iP2RXZSxrqLvldbx2+48Vs\/wAnGaEbzZU\/CQZoPZCQJYx6UwU16bnthvC1u+pNeddD1H5Wf2jg\/wBLiHUwLajoVsp69sNhZ5Q7J7Y4qzZKqZSMdEq2YgwVwR33xEKS+RC7Ga6DHFcIIRcCg9VxWVLgQJS3i6DLzxZsbIaim9lY8jn5NQP8kYFVbBD+GvT9tU3hKhqMdh9zdv8AxDb\/AJhbrC0yrgyzoVc+bjQoHdVLtpQE7s3oo6k\/LpiJUwuueoGJUKj6TRo4mFCks99B9+IUqZP3\/LFSiNA3XfLU4iSrKtox3B\/5Y6VIHBKJMvPCScsbQXcD18\/qnPT9QnT0oqBRgFv8yu4PAlhTnhPEllAvlboV3FN3UhgCrfwSAfn1wJzRsiMqEi+qUeP84fKXKoLfMHSR\/AsAr\/LZlSv0S57YDWfkZLddB1KcwVIVqwD\/AJR8Tv8AhFz+FoeE8PWCFIl30jc\/pN1ZvvOJpUxRaGhCxVd2KqOqO39BsPJElfbBsyVyxsvAj0xEFTIC7jrrrLMoMPLLREa4glXAV6gbbdf7j\/dihRWwEUFUAk9AN7\/owF7i0SUywNf8IWdWZWoeigV36d77\/PGGeJWwNIXzXxrwVjmcxmFOgIdRY2dwuroN+wH4n562HrDu2sN1l16B701GmIuu5XOtC0c+kiSBtRQ9arTNGfml\/wA0YQwzu4xBoz8LtPt+F6LtFv67AtxQ+dnzf+w+45L6s8gdQyaSrAMpB6giwR8wbxsNXmC62lkEq3tZwSUMQRorVh9icVKkQily61vtit1YOYpxZUA2McJ3XOcyLItI8ShEyk3H88I4pkdHnXSxkrSqxo3RdSrd0bGzH1I2GBVazdAOAP7z9kSlTf8ANMbjw4Jb4f8AEMmaysQymlWVVWVidbIa5QiWeoVjch5aFht6n5RAGi6e8cXPsTco7L8FWJjJI7PIwpnLapDRsAv2APRVpR2xZjTqVV7hoFesy3tfubwVDUJ80CaVfvOOmFIbKvisKP8Aq8UzIwp3V8EpJuwB+zAH1AE1Tw+YIpW98UFa8KzsNAlWpv3xPeBV7gqGczMUQ1SsFFE2boAVZJ7fEPxxOZUIymCvn3GuMH6yTKxCJY1O8ZAkfmLcxAIK2WaiDVuQbN4WfijUqAOOtr\/n6IjsNlpOLBoJsqPCnirLiaM5\/WkmiPy55ByGkddLNZ0oGkZlZjvqs9sG7owCbwUthatSkx1NzpBEE8pkfZfWVksAiiDuCPQ9DixAiUVpMwvWcUztVsrpXtGJD1BphSr2xOfmoyJFDBZw65yz2NBN0TDED0IP\/R\/uwAVMyZNINWe4t4qSOVUiTzAGIZ75fhOy18VHqenbfeodUgW1S\/xOIcxst669PtMAmLxceznG3mQBAqC7a7NjsOgrff7u2MfEY93yPZHj+y38LgadRve0Xz1EQeBE2KRSZ1kI1uoveyDR3rrVX7YvSa2qJYR03S2KrvwxiqD5SD4+ys5nM1M0hPmQlZGOxqwpB6jp6CsOMY2L7LMPaQl3DpsvcNyzvmG8x4z5hXTpI5pLCkV6EC\/uPrupjMO6qwZNRx4fstTsjtylSc9tQ2cJ0308yPsttwB1y8By88sf1LsqEMT9XfKGJHVSxX5AdO2nRqFw+LXfhO\/58UhVdTa45DbadY2TzQK2AODhCL1CJDdnfFiqIxUVt99sVlTChmsqQNa2WXoKJsGtSbb01D5EKd6xGqsAhuM8SWOFW3ZXbSU5Q5H21pjtXRupF0BZAxR72tBLlZtMuMASsp4nmzE0IUVEBpMSBVGXVhZI0EapGG3O60CQVRWBwoyu3Ny9f29ynDQOXntwWZ8JcTOUzCtMOj6MxekkA9JSw66Swa7+FpPajGt\/ihpuD8p+yMzs5r8Ga1P52H4x9x9TM78F9csSIGF6TuLUjbsCDv8AsGGAVlm94+v3Q0hXofx6YsqqhXjroT6YghXa4hEhQF2bf0wM2TLZJXYUIPT5jCj3ArSpsICYRoPSsCNzK4mBCIjjHYYv3coLqijn1pbGx3F+nKSD\/OVcW+RpKA45nAL53n+GqUWADS8gWNmQmwANUrgkdkU1Y66R3xiCqcRjR\/TT+Lx29futMU\/0+GLR8zrec\/QJN+T8NmM7nMvI9AqSiUDGojdYwlHqgQhQL6Dvj02jA7ivPkZqjm8Fpstw\/O8Pb\/syl4rs5diTEfUwuAWhP8GtPsOuKlrXhcH1GGCFruA+IIc1qVdUcqbyQSjTKnuV+0voy2p9cLupcE0KoKcCQdjeJFMwoziVLWMdkPBdnCyPEONJHZUih71XvhDEdqSctC5NhH1UinSpNzVT15LI8T8Rs9qlrGwAbsz1dCvspudu\/wAti7SaWC5uUBw74y8Q3Ybn\/i\/\/AD58AuiJK2EB6g9AByk3v2pcXDUSpWaxzWnVxsqW40sMiIzIC7bKA4voPi06Qfe\/YjAauHbWbDh48FdtR9F\/eUjDvRw4H7HUcxIOjIjmQqwDKRTKf+Y7HHm6rKuFffwI9+i9Fh8TSxbCIv8AzNOo\/IOx38wsL4i8GOmpsqXKHmK6iWUi9lN2y79Ouw641sJ2iyoAKkT9fws7E9lAOmmLLM5PNnLzQvMhmVPzkRdlD0z8rHcg1XY9BjXaGkSAsYUS15BG\/wBgvrfhnKcOzYHlwLqU6ZEcWwoxLZBJ5GfzKPez06YuAAgU8rgCPcgH7rbJw3QoWNQqjooFAewA6YvmRsgU1y7DasTmXZFasOkaunS\/vNXipcpyoGfiDOHEFkISGl28u+hAI+I2ego7bleuM\/E1q5JbTGUDVx+jRx5mw4FNU6LRGbU7fn8BY7wrnZIuI5pSQ8Ypzdb8op1LbWuvS24JXfbRWGgWigHwl+7ca7mg9eEe\/wAIriWajkRAkgXkJVrUEBqrYnY0O+M1oLSSQtIuY5oym2yy2dykf+kDCCrLmoQUa7CzIGpW67EAj+WMHeHVMPbVpRMFiG4bGSbtcII5bph4EjZM8qyagZYnjGq+Yx+WwaydzoWj3JVj3w\/QrGpSBIg7rNx2GZQxThTMt2Pvhovo80SDYrZ98XLg0ZibJcCTCWvB3AxaZEhWA2KgmWa7xRx2KMwQZCZwtW7noL3wpVa0XKdp1CbKpOPRAld7Hr0O19cLsqsJywUV9J2so7NcURRsR8z+wfPC1btBs5KevGEuKR1KXcS4xqiZV3ahsR9q7r7tsccWajMrTeOEe9kSjRAqAu0lZbLy6p2GqNZE5SgYNKEoM+pLtLk0EncgRrYGoHFMNhXUaEuF3XP2\/Pij18Q2pWhpsLDmst4XzBynHal5VkmkQE9CJCfLo9DbFPlePQU3B9BscAsJ7Syu4nclfX+J50aitiuUfeT139sZ9WoC+AeC0qVIhkkcURk9IjLnqAQSeoF3V9a6Yaa6GyUo9vxQFnuD+IEhLRSKQDISrdNmom1O+19r+QwCpjaTHBhN42vHkoFJxkp9\/pvL\/vq479bR4+hVu4d7K+RjiCZr6PpaRQ8mkq3l3TfBIVUk1dgEnfb9G8LYPDdzIIE8R6rsT3Ze3LMaiYkfXwPPjcjcPz3morDYnqL6Hftf\/X7MOuAaV1J5e2U0y0DM0a2AHNMxego1Fbr7RoXVi99xip0lLVcaGV+5IuYi+smNFUuXiqoyWGrbdatiC1EFl6k\/CT0NYrmO6cIjabxbrE3gxvx5Ik5at4pirDvX7CL3+RwN2V4h4kK5pXDmmCN7g+n00V8nGDFG7yBHWPVenlchBbECtJNVtthCr2VTcf8ADME+X5U4HtirUzTcNMGbH0sfILNZ\/wATcNnJMuVlJF2yhQa3+0rixttfrg1LAYumIa8Rzn8Jip2jhql3sPp+UujeBHWbJSZuJ6LA1GQKZhzHWNtV9dV33w\/TGJHz5T0kfZZrquEM5Q4R04deAC0nC\/yh5+IHzUWdA4RpQtENdc1co6jsOuCCnHymCb8f3VW1g5uaDHh9iR71WhzvixjOVLPSG\/qxag8pCmjsTuQGIJCt6YzarMS8hxcAOF\/Z800xzMxa0ePGfUeIXs7xZ8xCamjbVyghWsHUAwqiw3IXpRLD1wYPqZwHjxt91NQ06dOxN9odtyAOnl5oXK+Mmmcq5jGnYgOtV6qQ5Q7dr69QDitai7NnuQf2RsO+lEOs4cdD6fdY7O+JR9IlWPKBBuXflfVpGylXQooYqBQAs9bO2HWtDALrLeQQSG7wYH+9HrCt4y+Tly8k0sTRSJL5anLySBX2DagrrS9W7VymsCbTeHQw+Bv+\/r4Irn0QcjmAjiLfaPTxSDgUURDSxzhWRtlzQJiojTTGMkm9W3IOnXbDDx8OUi\/JD7umXzAjgQL\/ANlqJ+NiGOSOEZeCe95hIrRAE0SAAZA2w2YEbd6GFBhQ94c8kjYe9k+K4p08lJoadyPevgm3h\/j8eVhMb54TIDfM6FlDVsSpa11b7n7XQd1sf3uJGSmCPK9ojyRMPRpMvUeJ8VY3jVVbTG7ydwkflsANVmz0Tax3IsWMFw9LEtbDnQl8RVoNMNBceip4T44nmdI\/KZn8y6RQehJ0laDUAN2s\/LDtRpABB04pOjiQ74SwzxCd53iU0sijZGoj0FAFm69TQPz2xjt7yu\/M4+kQtZlVtNmUDdRHCRXmnMKwLafqXVlAIflJBJ+EHcV0Pthg0n0mue0SR9zEx4qj8U0wONl3M5xnRQnl6RHqIkV2oKCSbQj7Kk0e9DCtHAta4ucZvrpHrdAfiHOjLaffgsL4o8Z5jaLLAReZsZUKiRya2VAzeR8Y605v7NlcadDC06dwLqhqvcIJSaWUrrljy5QhbRkdLjIE2qQMidtXYhriXrg5cAQCdUMpjw\/ia5oE5yHTJQIzVOFPlrYMqRspFBvzkY6EWpq8R3gZ8LSOih7cxE6p1mPHkoJJeMqPRWO3rtv1PQ4luBaT8\/oUJ3aFbTKP32vPD2EdkvGcs6tEjhlr4aAO5Fb0Cenr88UxTKNGmBUqm5\/pPv31VqeKfUeS2n\/3fsqYnlc6kQ6lJvVWlSK+1ZG1j+jGVkaXlzXWNweSeBc9ogXTTz8x6p\/PH+PE5KSLlqoPL8My8SKNLAL0NAUeUhgTLQIIVvQYmk7tB4lrTHNsepiyEzA1qvy03HbT9+WvJSjykC0qxkAC6JU7CmB2kHrd2bH7IrDtAS4s8r+gmRx4IwwmJYIFIgC2gP3ufPmrM1a26Kb+yKIYNbdAHoUT0o4XbiMY2XPENETIgRbiJvyKz8RgM7hiHUzLYM3EXsdePVAPwFJigZGUgpzFiBSAdbfqRXXuoxYYzEsaXZDETMGIJsdIi2sxEpk0q1Qglp4zFuqaQcEy8QmKyC3Jc6d7bUxPcnv+FbbYEO0nODRw5bfsFPwtzEuE6+7rNcShzLPIoMsaOJFZUQnZ9OsFiAGFDp2+8g6dPGsDRmufK6RyupyxrcsmTbjffiEJw3we3lSKZWVJAjENHTigxQHmsjnHYXt02wKr2mA\/NknLvNoNp8UWnTJYRBAiffG\/Bdy\/gNkKlcyTRB0tCNJI3GoNLTLv07374q7t5v8AQfP9lHct1+yMPhcaI0MjaVbVypuz81Fqe6piOt1tYoYj\/XgLs2WPH372XBgAge\/p+eaarDMinRMFcg6nXL2DZUnlWTdgUBs30rpQEf65pOPyeo93VhEnid4\/fZVZnJzPol+kyiVFrV5f27BVqJsgN6j5VsMSe2qZMZLdR9VDYp3BM8dffvkr5MkjLl3V2MkDB1ZozRK1sbY8mxsXvYwL\/W1NrjLTfmEYEFoG6pymVmhQ3mNQ2VTQ1oS5IUB2A3FDVv0s10JqWJpVnZ2tgzeffom2U8RWZkYCY4DnJv8AvZKc7wJmjooWdtQJFEgCgtb6RZJNAGyp364bZjWuJdpfgUD9DiSAMhkWvA24m26L4HwWLL+a9OmvQpDBGXS8gOkNVgAhRq603Y3herjajmw1s+kaa+9uksUezKwM5NuI8R\/dM2RNb5jlWRiA1qv1lEt8BJKBSSTZ6LRAAwMdoVh8IaII46elz9FZ3ZFYuackuF5nSbRPPkTINlNOGxn7buVYHXuSCpMY1sZDqrXW+5J6mjQKj3EGRqCP2FtTCb\/SVWkTHG51OscfetwrZfDxKnbNglSLIJNk7llO96jt17AYihXqUn\/IOP28OBsl6lJ7zlkD\/nbv+NeiKynheILp+jEEsC1lASA41jmtgGO21bfI449oVs5uN9\/CdNjynklzhWU2kNDfDf7XHPQozMcKiEbBYHisgIQ6rpsDlC6gLbftfMe+Jp1K9V7XBpMT4\/2t421U93Ukho8tuPRWR5uOJzUKklqCKynSSAdOkD9ZiaO7EX0wz+ix74Fha8nfW9jf9kxSwdZw+WBrJMAbKrzOVwyKERrURAoCADqVuYlx0BsC9LetYYp9m4kTLhMdbx047qzez6roDiJ2At5+4uEBxbKJKjJEyZYdW8sAPuECHUN9VJfv5g6b03h8HWaz\/GIJ8fWefJWHZtXUGJnQT+OfHS2y4OHvppvJK77+Qse7UAbWm1MLYitzewvC2NwtOq0TUg8hvzk6KtPs9wN33voJ+4HXmic1wKUg6HVCoOptJN2AQQCTpN3V70tV3wCnh8PRZlb8R4kb34Cd+kIVXDEtbkf8W\/DnHS3HVAP4SdZWaJoETULuIhwCq3pYkADQC1UR164ivFUQ5xiwjQHfSPGZ8kA4J+aRHHnw59PquReFGAF5iNmkIOpYmXUDYBtZDZobbWSRtvgNRjTlymQIgE2ieh+5VzgHiYjnaD4328uaLyfCWjpfNiKiyxSwT8gLoVp77Wf0t4qtdmJbAnQHnEX5ifQK7MLWZb8hH\/RY\/wBI\/wDHwHucVxZ5o36ap7cEqiWXVZMNadRsknU6FowbBK0auuwNHufR1cdZ2Xwnff7Fb73MiAHcPAGDGnruR0HpVP0cs7SDrZRgt6fLUaKG+okUCBsrGjtQavaJgZPHjtp9eaqKgFSGx4idZN+njcgcZLkj06S84KMFctelVVq0rSfGSaG+1aupssGpjql5tHrp7myXpvLx8LL3A5876R5zHICvh+ahIVkPwEu5Yi61MqgkfEeVRZ6CS\/bC7sdUcASdr8xMX5zF\/wAq75fmuDPw22IuddBrprGu6qPEwAdZLkIwABBDPRkZyR0U3pAoHSxNDbC5icrzO314eXTxVKmRhmzQb6XyghsReY1Nzeyh\/rAgWyl9KVQRq8x2sKtUTpBHUm2A9hAqkke94+m\/Dokf1tHJnBM7je1gZ36DSFBsxmtbRrAXktZNDgK4DJZ16vq1AGwDbgr8hiXEkkOHWdLDdWq4ujkkNlxAEcrx4gzOkz4pymSzTvpc5aNvmzNRB0jQKAA1qDTfZHWyMVNCm9470Cw8h18R5cJSveU3MBfT9drTtyPK\/Rcg+jicxedJIxbbYaaAsxhlAUNpQtv+l164BiMLSqPabwNhYRc+H78ZRq2DrPpCq4BrRoOA46km5115aJbLxS0kZIjavQJa46L6UNr0Fg2e1e4OIbgaBc62+lxF9Bp69Amh2RSD4cZkWFwZiSPpr9kI\/EizLKLCLpBCKShYxlh8R1lbA2\/W7Yj9PSAs0cp+l58Amx2dhmNLCBfd2sTGugN\/pvdcMxZyoYF15nBbYLr5hdarIAFbVqqhghDM126G0D2Pd0w7D0+7Ett\/LbcCx4CON5jVCZ\/iNgECkZW+LXzUCFVPfVL1FfD1FVi5AJ+HT3r0+oTDKeQyTcHaLDcnyFue9lCCOebUUWUs7gsUsqI1BBJqyAS55R9wNbQXQ0uHu37pSvjKVNhLCPhsAf6rTHhAm59U6l8NuuhpMwkRLL5YRSeW156PQgHTZ00F7Xirq7mAS3aYmZE68L7DUxprCA7QqPc7K0QLXMg\/mdo3JK0XCOEwQqWVFlUKrqzczkmySdgoU6b2roTW9YD35jM4aR1APGeYOpsIncFGriK7yWueRJM3t7\/Mc0ZFqMaFgwvmYDQNBFlRUZNg7rW91fTAHGKYJHPkbT66gW4lCMZzHTe\/n78VHKZhHQABhG4sFjITq10SQTqCWPisXY9MWDsjQXABuvLadNJOg8lz2EO4kdNI04THkgJ+JtKhCajyjWfgVrEisNG7hdiaAW6O5076VDBVcQ3O75Te5v6ePK+hsjUqQBzDw8I34877aSkczuSvIVbSUoSAHSNgF2aQsFpSTQG5749JSpd20MGl\/D9\/fBbFGm1jYBtINxPiSSBfW0k+CvyeXAWPSDZtXVnBFliXFgldV9BsTsT3wZrSNT719P7Kr3mXZjzBiOmwMc9OCpnQqq6Uk0q+kBGj1MdW7HQpACsvSt77VeKOkC\/7++P90RrgSczhJEmQbcrncHWbeilJl21klh5asCwIkPfn5XJG2lxQGroNjWIqseQcvv7KhecnwD4jYaDpcRsQZNt+KeJIhDsGBQDkHdaRwRQA69B2qMdNjjBqUjcHrz+X7pAB8gRffmc068vqSqo2DKFtrZntZG52RizaqAreMEAUBT32sDdb4dZB+nr91aC0l1oEXAtIgR4He5+HmpGItJSEaqR3qjuX2KEm9RjB3+W17EIl+mtv262VZhku0uB5b9D\/AHi6E4jlTIlxkApJS1YBoR7lidXVq77tfc31YExl24cP2JVKgJaWsMHW53vaAI0v+YRsEEQjAVRQQnV\/4dupVlXWCZGPKtkEj0HTFzksYj97ee34QSH5oebzfU6cTIA393Uvo0X+zQ\/8P\/Diual\/S3zH5XZBxPl+6zXDYmRnmYIpWMaAKF6VGhhsSOQsOg2I98SHFocHa6rWq531QxpOQ2M3vN+G\/PULklyCOWRTy6QisTzkoCGk02ACEXk999rwM1S1wM6Eedr+WnuQPxEUzlBaJkiNRm0G+5MoDifE21lFQhxLdsvOQgXy1YNuQDqNbDc0Btizo0nc+\/AykMRjKdNrw0mbAcADc+Zt03TPK8HzM+h80DoKqY9Mqqz2ETUy0eWgh+a3XbEvs0GpaePghMrvqsyn4RxaDexsfXzTng\/h6OFY9YIkoqZVohdcekBttQWloaqonpiwkkA7yPfDgPyhBzw1ucyRpw6DaN7eaPyuTRo1WFI6WQlFK8gJKsCoc9dDAahdG664rEkFvQcOPsqTTDAWkc+PHX3vOyInzgVgaAY1RA+rAIstr0DUQC\/LZ3PuSLlzQ6Y8Yt718yeMEa0GGnU2je02100v5c8zxfjMsUodduTWVoKxogKWehZvbSOoNdthuJaQNJv7+\/JbGFwVGtSkjeJueJIA28eo1umzcxadpJRqCrY0AKmp1YtQ3stvRF9LwNxk3O+vvh9oWi0ZKQYzQ8ZJhtr9LWQmR4iBIoAKqIrdaNuzbaaYElbOqt99R6nBKrS7cSRr4TrxUPqU3N+YHMbOJ03H\/MR0sANArUllcRiNFjq2LOTSlzUZJNnVpArawAem+BZ6Ybe+ojx+xQm4mg972CXEWiI0v5Ttx20XoGCJYcLqShIzHUzFm8yk7bsK69Ab9Jc4moXDUa8J\/GqJUYXS7cExaw0ieItf2TKR9QVVAplNK2zKvmA6tz1tNvnY61gNSGi0+5+2vRLYk1H4dz6Qk6dTEWtpF+ad8A4lFBlNTMQFc+UqGrOlQSdJ30gad9tyd7xYg90Tq4Gb+v7LzfZ7KlQOJ43J+nn42TU5eNFaQTalplZi4YC2BlUBV5RbMKQb8tkUKVxJeXgOiTyiSPUt1jbjqnC59QiesRFoseOgFydzqiJCbmbyXAZ0QlWRH0rYN6gNK\/WAAXe\/asVL8ocXG0mxvvBFtIkWEDTmqNgQAdBMQSJ1tztrpZK3zap5ixysUi0sFlDoXDsFWJXAsoAGXTpG7A3tWCsbLTmhwBHjA38OnTZDaXGzCC43tFgNbRF+JkzZEQSh5VjnbUFWo0QP5QkRhpVnG7NQ1dhp7HrgdEZhIBkNgEiJ3+XhcTuYRKju6yhoy5tZ108o268NAg4vB5bKjoxy5NIEJDN0ovqJa9bACq69ax6PA4wOosaRHHiD+CRPRPUsYygGsbYzdxgxJ2jifJXwpqiZDGOUUz89BdNUCxTWw0gFzQ3HXa9hgkQRB976rQJAeHZtdBbXnEwDNgJPS6ElhVYFl0pVHQsjvq16tLGrAPQEAeo2xOcBkyYG\/H2UUVoeQ5xt8xAEREjmN\/ypwMpiUKZC5U\/nAyqqr6kDUEUbgA7m92vHU3yAdZ9++Kq1xLi4xE7QSZ4aAk6TGkaK+Jy0lNIkjMCEVAoUaTabk0wBhP2DWq\/TEuk\/Meg8vwVR4DWaZRO8yeOmhv8A1CYjiijNrZy4R7kj+rLDyw1NpD+ZtuWIIVeg6XgdbDtqTm293846FBNOGhrSRY3i8SJiOm58YQ2UDwvI06mS0ZQ0ZJCqoYqpUDoV0j2AG4xiV8LWY6X\/ACARbYQdfz6rPNWs10OtTmRvF5k2nxiJtxR3DipYuBr8xVJerZZdtMSGiS3Nve502b1YUpgyCN4v9fzHIqfmcHA2g8vhB3HP002tZBlTcCjdhF8Bbew6Wa+Gw\/LRsdPQAVNN9rfN+3sItck5nbZrnTUGOtr+fiTPmCJy7Rhok54ym4UqGALUL1b1W55b7bXcD3gBMCZ98+v9lcziRRIsRcnqD4Dhz9Un+t0\/71J\/NH\/6sR+tfwb6J3ucF\/X6H8pPPk81JHAxgagqICo1MRvZIXmNqhrt+OJfJMAbeesef2WPXxxdRbkDgQSc09PZTHhXh9nh1sJxKrGwQAg0ACMkNRAK30OwGKPpFzJ33VGmtWpXqEEWAve\/LnGu5T+HgsUcUbSRCSUc7+ZpBLFeYEncrzBdJoWvbrizn5P5dzPr1JXMpd83NUubXGvTgreHZNrMrooZQYxCWjEIXZkAUD4jXegCWF9zOQvbNp0I2B4Dx+uxRGXsMzQNAL76+503VcmUWSo7pVbnSJG1EBWKs0h3K6itk0O3UYlzQ85NvpY3KNiWnK1t4NpJ20gC8ep80cq6QHEcuk6SUHISwX87IQ66STtW19aPXBGkN0sNY58Z67b3Vgy5AcNNdfBtjtr9dljeLcaYRzRBVVFUIWFaQys+mNf4JXm9Rp3wLOTofHTivQ0MI1r2VCTPzX4ECSec24cEBNnHijXWptYfKDmjpI2KCxutntfUe1UYWPgkzM25bfZRhGU60VQdTJHjrbfS+8eYKZqRI15mV5ipAI2pAfLGmhe536\/LHOMiIBA87f3R6dRuILnAiBIE8wC689bpnms8Y5IlLhiqHUoFW+51epbtXtgJax\/xER9v2QSGMpZ3tABcBPAG1uU68jyVnDnlQAzKqARkxqL1AhWptK7HagQ3Wh3xDmtuW8QfVXqBtQnuhqbnxFjN\/LTTRWw6nCdUJBkRlshmIYVQu20aQFuwD2qsW0NhfgeBvA98UJtTKTmbfQgxoCN7RN3THnqlbySOzNIFQFHEYIUhRY1HQLKnsLo\/heJGWTlknX8cjbVGzxVFMMJG54uGl9xEnn4r3g7Iys30iU\/UqWDhSusEgFWQMNyQmsbVQrFsS6iGhp5e\/BeAbhX9+9v9LjOsTueJ16wtxxqCbSqxoJjsxLsp0BizUqADYgkX1FDsMZxLXfCdo0vM319ee62GOptpuLwYMgADXa55K3huplaTOiNUdiwM7EEc60BGQq9gbsE2OwFnhpJvqCbXsY57+UXBCDh6lWoDkBHAN4AHXf3dE5qOZ30vIPKbUxUAFxTIVQ01AEjSa7HcdwuC0vd3lz\/TMxeALaEk9RyUuiQGt5Tz4\/XXwKXNNNG7SSt5GWQilXSJCxq0aiWAXms9Tdb2MS3X471AePWPSfoUUkH4GgWEl5MgjkPK9\/DVTzvCVeGTyQdcVBGtuXSLiQW5tqe9Rvt3AxNKvUtUIiDyEyZ02vPHTW5kWJZm+bUiR1vfTqPVDcZyDZUGR3OYeT47WlVAF1nSCaFDqdvhHQ1j0VLtTJVNGrEgfjUcT4HhqnsNjAaQbVsGjUDU31sefjO6WZRpX8wCLmU7uzElUtaKkmxsSdh3XoAL2w+fhG333Ws51GGw+3CAJOtxEHbXnrNpCRdZWMPKa1kDUzg2QhJZaUFdtt97G9YkvGbX+0ff6qHOcMof8I04DSToePG2xXEjLHlyzM+5V5HQsBXRQWBVefqN+YdbrENN7g++C54YYNR4tsGmxuJ0N4n1GgRBy0ESFdtMRLapDu2o7BkXewbG4+ztVjFsjWC5t+9p9FRrqz35t38Bw5m1xG\/0VHE0nkFIjg8undUS9r3NvIvN1G2w63eB4gGrScGnUINVw\/Tv7oguII3Jvadg0iCefhCFMOYI1KfLSMKxBK8rgC2OkGwSt7AmjvWM80arqTKbWAERJtsNbXuEo4Ve4ZRpUwHk3Ji4F9idbDiULBmZsuv0nVZWxzncqzEEBNr35tgL0e2M+lQrloqx8I0va3DySdSvjKwNUj4Wm4FgQNTvpxTTguadFdla38xRGjEAMS7HY3QGrUKAJ2F+6orZ399re48yPqjCu7GPdUAsG3HTgb62EndOPIh\/fD\/OT+7HfqHf0D34p7vK39I9UD4YyOYhmiEwZQEeh8Z+HTT6QNBtz8V7kDrQBxUuSNQ376e9152i+sQ2k\/5dR\/dNYs6SZGMsPK5pJOWiAEqQiytWWAoj5XeKNDmi533HG3URP9ttN1GsDAZMgRBNxqSLXk29FHw5NHMok1OSPMikIblVtY1KCQC16FAodzsDijKQZY72J+g8RHu6D3xqS5p0Py8+fS9yq5kCaUIAi1a2LMzStrckahsaoaAD8ND0FSHBzha4mbGYvHoPPnCIxlTSnJJNjIgACSPU6eC5lOJJJln+jaY0aTRqlfcXRo9TsD37UB7EpioWktAA015fn0R6mErUK2V0ucBPLz+3FJvFHFyoWGGQhSdAHL0KqQzECwbPXahgbyWGB8o246ytCjQLaTq7gMwv1gmWjkRab3hIOIskjv5ThI10kgjcvR3A235SbJ7j12s5rqYc0C1vALUivkDWgFxm5uMp00PTwU\/EBDrHIsjaCQukLZXSBpXru1WRV30rsBNBYwMItqD12lKOdVweGc2m0SweY3I6Wt7JOYVFlZ8yhdrJQC+Q8oNC+utT8\/a8Rh\/jaQDlAHrt6Ss7Duq4io2hUAb8OYcxvccttt5VeVywW3ljOvWrP5lDSlgFasdTTV3H44h7xUIJO8QOmsenIpzE0qeLeRU0b8sec8xYg81CWVFbWv1mqJwilVIQrq01Wx0ADcbdcX+JsMfoIv8AnxT7S4skmGgjSZOgPO5myKyM2hIJpqbl0onRx0AYb3Wq1AHqT8oeabnCLARPOPslRXbWpONOWt1cSOBM26XvrYQlGazyMI00adRAa99MbaQgLC9IsXuf7sWLYpkgyRp4Az1\/CFi8dQ\/Svf3ly05YN5ve25sth4KyRhgdpjATPzQsBzKgJVUO2kaTsKsizddMKdoYiKQDJne3DUyYuY8RPJeXwFFxl4BIJnrvf6p4gk3JEcUzSKpkYswk1KxURnuNT\/AKHUd8Agmm28mY0uQel4MGTHC8iE6XNMhskAacOvlqhuGKEMk2al81o1UoGVVbVoYAAGyrEIB6k10usHw8GaoEZbddIJ5D9jdDBrVavc5Wjew0BOpuec7a+C3PzZjNvKq6vLjlDFiwRgDpAA1HVXx\/ZNgrt6rsaKc13eN5Fyb6chpcXVcQ\/IBSofPbNHC\/hJt0hafjGYRFEspkQsdAs7\/FSyaVO+6BtqFE+5xbFUG06gcBJN+gG9+e1hoOaljCQabSDAmfCYnlMdR0CF8VZwqFKTgMjA6GA5mDaWog7GlYmhW23TFcRHe5SCd7GQCLGedh+8qA51Kg5+Sed7AkfkR1S\/LcXLxE5ZDMzJrkWQqEjdvMBK6qXZtqvow9MEfTZQf\/ALkDW5mImOUzMaq7XNqsD5HAAaxazt\/3B4oXxBk1kWovMklBBlCIdKm0Bj1KpAPIGqz912Naljv09NtMmQb5ib3uAPdk7QxNbC0y9zRB+UTfTUDhzI+kJeucTL+YxVQWYpoJLtQIJYyGg1FqC9tJ3BGPRsiC7bjx3WozDGsA0EkC86a7RsOnK0IYcWed0jBADgWsZ3agp0gFt1YgVv0JxQYmm9oaw3PmIQaGJwZbNN4LpMTtrfSdJm2yOljmMgRY1SJSd2F6lFgC3skAOOu1798FMSBEjdHaaHd5i4l59D4RrG19kJmsoZqAaRpSaTyyNFGyGFbhQq2QANxWxvEVCXU8sxfb0RGVu4YQA0NA3mbbHaSdOV0ZxaJky9GmGlbaT4upL+XrIDLWkmlHUWSRiXEhhm5+6DQe19Qu01sNNIExcGZ1PGwCFyuageP6uPzmUazqTqSrCqJA2OncbnUABeFqFGi2nlHxCZO+3BLYfACjT7tz\/hJgyddJtG4mxsIklELn01KuYREewQx6AmmYIFH2h79aPUbFNHCyC9o9Be8D7q1Xs2k746dwJiLHx8eSt\/04v72n4y\/4sV\/SM\/oHn+yZ\/Qu\/qP8A2\/hHtl880\/M0Qjo\/WFms6mRrVdPxDQ2xobijfTy4OYFz3fNG20k2FjqRty2XnO8cKv8AhsEC309\/dCx5vJwzWjNJMoaVZXAa1Xm0LTAUdDH5lTdgUcNIeGgxB3v9+E+iep9lYh4z1DrDdSCJtpGkkeXRDZnxIrQLmw0glVwpQFKBQiidSajYYmx60egOOAcAcpuDPLgPDxTI7Kd+odTa6GkXtqJPkZt0uEvznis5lWg0rGH6FBtqqgWs2b6ddtV9qxDaxbBiOnFaTezm4U98HSQN+Hhw18I3SoSPBHIsXmNH5gJcqAW02NiNhW+w6Wb64FmuATHKfd\/yjVO7pjvK5kgHwB6AecBFmBJpncK+oFRHGNkO24LMboCxd7AfhZznOsTPD35JfEUBUwwp5\/hi5BvyOn95QbQ+YTHflhIuaRYhchSgN9rJFm7vri7Cc8NOsCPqpw9E4ei2jTPxwBPDQextKu8NQ63WNCaKlFLAHnZxoIHZrobdrNjFXPe6GETF4+3mkv1eIp13UMQAQ0Z8wtLefHfje0Gyvn4nHl5QUHmShgGYm7caQ5AO27Kfu0nr0CKWVwvYaj36Jythaddoq17BoOXaAdteEeqsilIjGYkYgNpcRgdlYqC5NkkaQSBXRd+uJqMIOdjbEke\/VAon9XlfTs246zB8N\/XkleVnSbMPI5YcrHSKpTbqFs7E0Bvv02wQghhEWAt6fSUCjjqjsaMO35WtFuYIk26xCnBk\/OkQWUgW1D76ttR+KgpoWevtW4sbnhouL+5PrCLisaaLzhQ3W5dtLpMfZL2zKG1ospskgEnRoS0J6WdHr8V9L3uGFoB34c519V4nFM7qs+mDMGOsHVajw5wwZjXNNmE+iwsVMQ1WWMMbS09gKokZbIBNp9nfAMXW7mkBHxHTxJAtvb67p3smpiW\/wjqdI3099VpYM+Z38zLyMDGXSOIrdMqspY2Qa0vp6gdd7OE\/8Vp72JJtMxDYkeg9E89rC0NkGCC4g7mfhMeekyOSJyhgiaTMGYtNVUSAAhLsFCg99XUlu1dcBD\/8BzaQIg26Gxm+tvPzEGg6pX+FsSAI6Wk\/mPulPCOKzoZvKj+ksNK+ZWkaR8NMeoKMTq9R03NMsrNo04Jyh2s6g3nxn0SzXsq4twqNLW6GLwRx8duHmhONyyiNDJNG5AGmJRdMpLIxc\/ER6ja9t+uKsZkqxBmNSTodRy38kXtKuwUIpsiTqfxwt16J5neHrm4o5yxZtRINouh1KgIAQSQdBJ33APSxQ8ppgO2NnSeR25JXM3EUSBbgL36+OnVCRxRaMw7QzQCyqxaaDroZmYkKSAXDC7H2d96wRobka6Q9wIgSIE9dY4c4TWCpgVg6mYsJm152nUgddyg\/EvHkiY\/RdFAJYAveU1rIvd\/qx6k0PXF6NEVi7vR8Og2jKBprAgdER2JFFjXVBmneeGgnhfoswJPLmUyXIA2ooNNODuNJ61cnpY+8Eb4x+YzMN38yoqdturVWx8DTAO\/K\/SPIlNc7xt2kKwxKVCBtWkWxoBbHSlJ2HquNd9Sl3hgDTXpst+jQwzBme6\/XSDoN78eakX1v5sxu46ZCaCmgByg6l1EkVpN67HXa7XlzczrCIjxt+OaJQqE0YYI+Ixa5EmNREgCdduAvdwqRdDyN9SWG0ccYsqjFgQOpH2SAKIWzZxNN7W\/E3a0IdaO8hnxRuTuREfccDpZRzEkDcwWaTXGSBfIo0sApAumASt6C6T1rEOhwzOJMgmw93Vg2qaZlzQAeFyZBPqepnZDrk59DIURAyA6QWDi1VRGEc2QAAtC623J2xSlnaw\/BYj36KtCrSaA8Am\/I2F5PPqo5aWCFFVATOWBk1VqDaY+TSRahgVOxH9OKUX0wZJ+I28vfig0303Yl7nVBcxEnhAIvGnLdAf6azf75+1P7sB7yv7\/stXucL\/QfVPPFPGHiAHmB7WmZWahWyAX9oDqe5xhNaKjXZjJbAHvqPRI9mYZpaXVREGQIEwTv9FlYMjLI0L\/YfVQW9XVlIG1aiVJA36dD0xLq0k\/1AD0E9V3avajsOM1JsmYnUTbX3qiqjy8BjlAMgZgS\/ofgIXoG2U0e3zxYNFRjjobGPx7+iB2aa1Z\/f4lxFoA0ETfrO+4tshM\/LpZZcvEECKjB1BIDKqlmv59PuxL2hrg2bwtZ1NjaRLjMydf5b2jhCLlzOv6OBGX2UkgszMXZS92d7LHbb4hgLmGSCd\/f2Ute2nSc+dRptEbdB10VU+eMmac6pAb2PQ6tLcpLDYEKy\/cMWd\/hhrm+9PpKyO0O1KeGoClSIzAgRHUm3kUZLmUZZnZmZkIRRqpQtAMaHUnb7vlioa9jRUbuft7C16BJFPLEESd7kZhfx9yguCcoYefoJUnUN2BtWBAG4+XrfXFpc6oMo8ffisKrhsdXx2do+FstkxBuZtO877ieCXZxmVvqyZaY6mCAmzVmhexN9NumLNGec1vHqmcT3VF84stcHCACNANRfe+ovtsmP0+PWmXdF5BuzMTf2gTZoCgARXS7wN1Or3didSY+qp2O+j+laGON\/Tbr5qnNcW8wyMsYWPSwoIoAUI1UBXcahX8Kqs4I1gY4DU2HiYBKzu0sbQwtak+jd4zB1yCQb3PXQ8F7JO0bNEHHlrpkBJW75Q6kdSo8s77DY31GA1YfTzEXuPx9li1+0atTMwxBg87AD6C62eayWXWOR0ybKGhJEziTlc69WrUdgCSTtsSDWE3Pqd4IdaYjoducQL7IjsNS7hzgROWfGPryXPyd8JkgMmalaPySrsiq2pi4NsSp2DhF07b0K9catOoxzg0H4oI8YB+4QcBSrmGNPwuj8D196JjxNY4XlzKGYMdSO6kaBsoDbrTWUUdfS9hjzwD3DuSN+J8vKTqtIUWCp3pIBiYOh6xce90s4hxyCVkgWFfLWnfoAwTmCdLs6HjN0dh0IrDv6YNqd4w8o9+Bm8ygVcXTOG70VD3hiwmReCCbWI0T2Di2XWJhaRLCCyxAKNajnDBa3Dab267+mK1qeZ4yjMOJuJk2OvIcIKaw9Nr3AULzE8ptfTjr+V48dimSYvFyjSqM63ETy6SAdhUitQvsPUY4tLWmq0y87cGkcNJHTe4Ko2jSqu7sGYPxDTQnffaYWP4dxOSRmhy5eKFHaQggERhQASCwO9SgAdL9euGKjMtL\/FAcYGvEyAk2YkYWrVZTaHC8G8c4vpZOspxmfO6Ii8cSzIS5YMx3JVlA2Aqtr2qsAGDp99mc4zIjgNDPTfl0U0sbSqU+7yHPEa206TzRnEOCZeFvPl8xkA0uxsJWokPygHkKDayQDsRuTFCo4uLS20kCdyBHr\/fRUGCaIl3W+n4BNp04rC8XzKTza4Y9KKDatptSEfTqu9I1hQf1Adq3fw7HtpxVMk7jf6bShdo0qFJwp0XA\/DeNJJP2go+Pg6RyCRXaSQ6m3TkVSq7lt1Zh0FX1I6ttuYfChgD3GdDEev08lrYHs8MYK9RwLYBA3M8By1UlRpZtgpUFCCysW1BeRCFG+7LYPWvuw0aor3pj4fL3Biy3WY9lWj\/g31m4EXvrwFxHHmis2Z8uqtLekMCKCUyq60pRSG2BrblF9d8cazqTXFzbCwI4HlseCTdjWUy8uZ8IFnDn9CTceuit4RPJmXfm0xIu66wqkHoRqWmDEm9vtDrsCVlYVIDRHT35pxuIwooMdRuXXFpI8jII9Dyuu53jAhQrE3M5KqQukg2gJBIurOlb+0dqNYvVrCnAeNdFWq+iyoz9TaeJkHXXbhPUAzKnBkZZEEea5asam+ME6mbQ2qkcAk2Be\/Yc2Bup962Hj6efXdUxtLD12nIJn0tlB0n1gdbLn+pM\/wDtp\/mL\/jwv+lf\/AFnyP5WH3VX\/AGrvX8pFflsBKBNGpiVkZettpJUfpaXbfrajuBjz1D4XacUbtsV6NZtfOcrybCbREg8Z1H7K7xBm6VaiooF5gCFAN8goAKtEVQHpirmhxFxcX48vReowQaKIdMgiw8oPGeqQPOztJKE1LqUspqqLjqew5evt74ZdBcNtvRYXbmOo1aBo0pc5rhoDYt185jxWi4pmkASMNIQd+oAAZlZaHfbe764Scc7cwEEWjp+Vudl4U0qAiCAAJ3MCL+9EM2azA2khkRVVhGTdVqDLpv8ARAsEdtODBrC05jeAJ8vslMNWw+GohrrBsAnLw+C8DQ\/kqHDoGlQM50CIg2b31bV8yXQV25iawEsjNlvIP2WTjmN7VxRNA2AAmN\/in0+g4hePD4njctIV0tsUolh0s9iAB267\/PFu9e1rRG\/49Uz2dhcbQqPo5\/ht5xMidJmCOPS6mfK6JQyGo2Xq1kikeyR+iTEd9huMM4eqcs\/zafT8qlbtl2BrOY743N30mdJjcAjZcyknklJGYNrZlb2+MMKP6qn7xgb\/APEzADQT5x+T5LE7Q7SfjHgOERfzgn6Kzi+VL+WCNLkBuVQAbUggA18PlftFdcWpvLXOMWP7R5ysam835H8ojPXytEA\/mL5aqACGLyKBQO3RyR8xgFIC4faLz0B18rq13EAalfSDwdFyojkWKOSWFVddIY7Iuu5FvW2oMwHoa2wljX93UEPsIMAbbGVtUaDX0y3JeDJ53jwuJWZyPirM\/Vqy6zEpXUtEs3lsKNntJpJPqV96K7CUy\/MCbzAPO9usn1RMFjcGaXd1pDrZjtYi9ryQI08loch4m+myrEsB8tbEy3ty+UbajvpYFT\/TuRitWi+mGvt8N4EgHWCfMXniUZjsMKRNOpLzpYyNQdR4j02UePZl2zUMelXjZXLRhiAY1EbKCRVFWCjYnZuvUYXwwbULqryCbdBrby9QlsZWZSod3lknjtBvHWeX0UP9Y0eeM5bLa4oeyIAoDaWGkActK5J23KruTWGHgir3tZ2kWFhAO\/Ux9FfLhf04LXAuJEACSLQZ+seGtlm81ncxmZVk8kSyRKFCkF0fcM7MF2I5BRBIGoe+CNa2l\/NYkn3PCSlMbVour5sJJHQjjbj5rUcd8TwHKrHpClgEddItToYEH9GigI2Gw+7AXUqr4LQLQZ3J3301Eet05RwzauHdUdAbBgcI28FT4Zhyv0VnLWQHMikn4VLyIoAIrbm67jFsT3jiDOwtxiG+ebn90thMOMuaJzW9YQnCeIZOHLwrDFrcTOju24AD07ajYQadwAdrB74ZrB4NOsLfDLudtI4+SZ7PwTHSbSJA4yJ\/v08ULx7xC80DRGMgG4XOoEEMqhW1DoWDC9iN+vWgihSbUa+TIh0cxqb9PRXfisGym9rSXEgjSINxvsPNY\/gefSPMRtmFJ2bzFfs6k6GlojSoVlBPyvG3QpMzw\/5ZEeI\/N+CxsO2m6q3vflm598NVqeIcZfMERRoGOokk0uijYCkEAldR2632s77D6jQcrBK97TpU8Mc03sI1njPUeXgr89CqFJInZAQzjWzNrGq2Ccu\/2hv1Kj2JVdQfQBfSuLzOpNr+Sxu4rYJtSpTAcB8wOoPEAbxHKPGK3yMerzcwSwaQDyxq67MO6sFFDe9x2w3lFdpLrNO2npxWq+cbQ7kNgQCdtD43n2VzO52GYeXCl8talVQx0EldRNcvTr29wMcH04lgmbI+Fw36Y5zAvpsJgHTfpy2XDwaIIGzZKuGKHVqNA83KUvc0diR3xV1MVDNXbmk8VTGPqgBshtxBiZjWYMaacFZmc0uYKiIMqgMDrkttOpSQo67qp2G1vQwV7y4im2839f7pppOGcGPILjcQOAIk9CRflJuiP9PZH97H80\/34n9RS\/qUfpMV\/V6hY7I8RYtmGG7FNjtYJdfXpdkffXfHlBThsLN\/0hxFPIxpuA6AOrSJ8PunufzaqZA5EqomlQwOkUXoVdEnTRPzGAdycoycfLdanZ9WnisKyrTtN3QRyDukGbeKhwzORNl99ShIjaR0qs\/m2Cdv0dA9gMNd014a3U3n0RaVBtN8UALvnjEtk\/cieI2SIqsrKUJH2dF\/weSj120sSfRT3qwSWNM35\/X8LE7Sx2Kwlfuab\/hcJBi4+2sxyhH8b4h504SJtekFSB0qzqsdhTVi+QNZm2Jn8J\/9ZhG4E53CHtkibmWi3XlxVvGVnNK5iVpFshKF23xNWxI0j8Nh3PUntAsLafT7pnPRwuFqVaVOzZ9B+5J9eQMGW28suOVHkkBDAEjUFQHahysLv7RwQDMwkDdY\/ZnaFfFYmo+IbDR0ub++CjDIWiRk20pKeoNOKZbB3vmYj7tt8A+SoZ1keWh+i812rm\/VVJMyd+BAPpohEgEqpezKocdydcTuf\/vTf2wTP3bnc5Hk4D6FJOqZDK0Ph0r9LikmjLwQFi21ovmBmDEaaK3IG+7236mQIB5T4W+oVsOPjnb6e\/3W34\/wGKVEaVjHmANQ0FUQSkROosC25lXcEd6xn4hwwTjLS7NqP5YuLeBvaFsVsG2u7NT0E5TvFxJWX4JxLM8Q8sCVVRDQJ0hgBEU1dbIZ2IoCgeldMGxdKlS12EX4SD5DxspwvaLiw02U\/ii7idbyDHG3Hqjct+T54wsgzasXErkaCtl3horTGh9WvyLbemKVsU3uQ8iNIvJESBzOusCwjUJE4BwJbwsbb3\/dX+AOEyxPJJmGHKtKo21ciB5rAAZGJLA7nftWBY+rTNMOaMw+IR1mAeEf+vC6Jh8K9lUk2Onr+0K2XiuX+lwB4hUZcO4BpQY9NMQb0akbr8RQDviOz2OcHZogiw57c7W3m5lOY6lnrU6RMkz5nT\/qt7CtyvFhm0kTKeWvlEOSeROUkMTpB1Bk70SKGFv072kCtodB4czqPM3haJoU8K4B\/wDMNoPCOEQfBSfjq5aBoCVeQlm5FNOzAsjld6BoL6gj7wds1qOWnAbI11tYzOtrjxSeFpUXV3ZiGCZuYsdY04+h6FXwDhmWzvn5iRpEDyNGsYIAsKHDAkHfSCm3LyOd7w3UpnD4dp1I4D68ifKQdllUMOMQ97m3E+kxPqPolHF\/Dj3MY9oZHVYjqJJdNYIeyapYyttX5z33ijjQ5jM3zwSRyJ\/JB42XVWVsI52QkA26jVN8v4TjGXDFi3nu0iqinSoKLyb9uQb11I9MArY5zA0ZrCx5kOgnyPiExhqeJaxxp1ItPU7X43Prqsp4fzZdXhoKZNShR+kobnBABJ1KBt0o\/IOYylly1BeI8rW8iVltHFU5XIHPTy7qixuFYkspkjZCObQNyzRgk7AXfbGtgqBcQ1ptHkZ2803gsKcQ\/KDEa6THEA6\/un3BODwQPLpnllESmn60LWl0bbg1zA7710ONJuFaHh4dBB08D9l6Kh2S+k6nULjmmwOkEG2+2vlaUfxDikEZ1eVzO1JIxDEKEHODpBNgjlPe9+gw0406YaSdd\/VbNKhVMNL7AXGlyTbU8Nelll24iyC2O11V21nWt0dxs2qzXXCLsdqBf2UGv2zhqTcwgmYgROvlFrqGU82EiVUddIDB9Dc2ruNioAur7dfTC2Hqlrpi1\/fuyzsN2ya1ctrtimfS9iTz8r8kdleJ2syS0x+IknnNMgVje+xaix9fY4ZqYzuxldfYEeELQxfaVHDVWAHjEaAfg\/ZD8Hy0jTjQQAiDQBeptRGpm2JsGVe32T03OFaT3PeCw3bP9liVMXVrY6WkODZjgRvcwtJ\/q9mf3iD\/AHqf48aMYj+keRWr\/rGrxH\/S78LJ8KzceXBC7O7agxr4QZlKj5UpPfp6Y809pqtJOo\/APrsqdmU6bMXUoVXSRIBO4BHrGvH6G1GcqZnJZ3oUQCCASAL7CgfvxUMg5QYi8c9vqtsNa6qYaMpFzof318B4ITKQHQyxtSHSaayBYKlh36r0vvfzuKzmCT09+a8m7tGp2X2hUYPjBjXpIM9IB4wjuEpHFlC7qrS2GBa9tyrAC62F\/Oz7YrXp5mhzd5C1cNQZ2iWVqzdJHSJjzUeHTrLMuvqaHJQGm0BD1uz6mLd+Uj+DQqgPdgdB9f28V5TtjDMw2Mq0mD4RBHlNvUJVxqZzKNSmidOoUR1AFdxsQRfXDDA3J8Own7r0R\/0hoHCBgBzZbj\/eNvLXwXeJwM\/IKoSAMVvVoIpVFdRrU\/It6HE0XZWE+51+i8thMZWotLKZjMBPhp91qfAvh6JlzDSsRFG4ZBqA1h4wotqJ+LbtuMJ16znDb5ZPGxIt5otOkcTVLnEk\/t+ETL4I0zxxrI6wvCqCVgGYSqZGUEAjfSAe16SO9YWw+PFSnmqATmvGkGL357a8rSq18EMwa02v5rSZ3jUeQhiiSysTpEFAGpqjsuR+rRv1Jwv31bFGKbgN5AiTMTvv9dFsUMG0N+MwMupPP9ivm3EOPz5iCR2ckxE16kICYyTe7L5h+axgGyLxtus6nSfpAH2+0eKQZ2xUplzaUAEugxeDt6cOKYfk\/wCFTvDDPDIqxo2ljqpmfm5RytqIWQ9q1C96wHGV203vDhM\/cRGu8bbcElg6VXve8bFidfel1q\/EeYaF1y+XlFhafUGdl1gNZN\/DqVjdgAvVbYznCjUGZwkAASLCx0FzJHrdeoo1W906vVbPCIExbTp6DmsrDmc1K0MUSsVrSoDUQE8tGN6unKLBo7thtlOmwOvqdNiTJj91j4jtWpWxAfhmxYzMGZM3Glptuvo+Wy0McNPGqtQVl5S+so2rU4JJBo\/a+0fbCdYNNFxzXbsANbcLxYzy2BCM1j6pzOFyJJ5WFvegWX4bwZYuJRyZVgIvLJkW71c76krrRDAV20Dr3NhsR31IiuJg25iw5cT4GEpVouo143yze9p5+CYeN3lOW83ytOnS3OEBpWIblu90LHYWNW242r3J\/U5p+FwttqLcJui4ptPuDlMkQd9LTfl9uawGWyeYL+XlizwvM0ZRDbJouRRX2aZ3YV1D+poaYqHuvi1yjx29beKQweKrYaoTR1IO02W+4ZCYMs4zUUY0D6td2WgD8aG6chHNnbcDYisZha19XNSBnedRcTwsLwOq36rzjHAkQNTJB63tpOn7pNwvxcsMcoRWKFy66Rukfl23yFguB6H3GCvw1V1MUy4A78yT\/YJHDvw7arqVR8AfLqRfa3Ays\/K0sk5zQ2bS2kAixUVS2K\/fI29b8x\/nggytpd0eNyd5Nv8AtI8gs3GVaTq7zR+WbdFVl4JvOlly0TSaZiFGtF+GNlduY780l9CtEemNbs6nXDWVGWMfU6eQTGCbiGuFWm2cpg\/jxCdw8WMcbSeQ0b6dyFHlo+vRsKIr4qJYglrHbG4xwbM6\/fReywzBiGtc8xJggn4raibTeNALBB5pIpVcvJokazGtDTG+gjU3UEMwBIodST1xR9HNmvbYe+KJiKGKaHtpOtFuPnymySo6K5mJD0Vd0YHTpB5hH3NmSwzdx0O14rYpuAiRPmvndIiicsZgD5+\/3X0DKs88QoaIpIxbCyyq2pkBGqloGzZ3v0x6AuzthuhG\/Neze6lVpZmmcwtO8gCdJOto0jisrxjICNJJFaJ9RN6TuVbagpF2wSNjVDqbxhVcHUpEE6QPORFvE+C83X7MxGHpy8WGvmPW5RPB+AZqNxI\/1LK1JqZNb8i0i0dyrCu9lQOm+HMHhqtOoH2jQ9J8eqa7Ow1ZlcPI+H+beztdJjY7LQ0375D+H+eNnOV6aW\/0u9+C+YS5WnRHQmNn1ij1UxhiFY710367N3GPKMMXPCPWF4qriHis54deTfjddzgkVREvMgJCkk708i7Dr0Sz6X747MCTJ9xb3ut7D\/6Q5KDKTm\/FGvHdMOH5tTEug3pViQRytdUWB6jVC1Cxs\/bC7w5pII3H2+xXmcZiH1qzqp3+1voAozQ+fGzxyaURxdruEddSkgdwpLEfP0wRpcxuR14+un1C2ML2zVw9EUY4meekJbwiSR5UUvp8okD1LSctD+bfzUe1Xqgd3AGt\/K\/7LJxOJ7+q6q\/Ux+Pot\/wPguSbJDO5nVJJIgfRr0qWSgdIABvTCrUf6MIVXuGZgkZSAIjcnWQdAU9gezzWiBM66wL29eKbZ\/xDlsnGqwKiMyXoj2Nj4Gura79b2vfqM9gr4gbi4v0mfr6XWzguzW\/zCBPpv5Qu+GcvlzJNnIdZkkJjVQToA1My6UXrqABo9O1b4JWqVKeGbTcJm2t5tb3r5LLw1MFzi02zX4Wi\/rrw5K7jvG8xDIWaF1jCrqcnckmK+h5NtYvofuwpTpGo4kvh5vFxsRPOTERoFs4ehhnU4LhN+kQ7z2KyfAIVzueSSd9ceYaXylJrcecDRFGgg02D+j642alN9KiW0wA74ZPUifWV5+tXNep3TzLGyABw97o7inh7IxZacwRsrFlhHO5ALHy1LAmq0zGh09tsZ9PG4irXGYy27tBoPi4f7oCtiMEynTzxcCfPgkn5IeJmQfRNQjCv5q7arIjZJQNxuUlv20Xv21e2CKbCSJBPlO\/hH0FtVHZtXun1GkTnHTdsfRaXxblkjQz+ZI7QsiNrItgzgLso2Aone6JB7EHHwj2vJpMEZpjbTfyt\/ezGOFdrDVYYDhBA0jT10TFvEOUQlcsEBK1EFU6tTRg62rdTqJViem9+9q1Cq2rnbpYTOwtPI8hbgESjToig2qSIF9tiQR7uViJ+Kyz20khp5E5lOipNAXUw67Cj2o9h0w73NOk4hg2Ot5Ez+UCt248taMO3JEj+q15bcaX6o\/wS3\/aFRmKFKPmL1KsvmkEe5iCX1Jrvgj2l8ZTEztN26R5zwSVPFVcRXa95kuEX4cOXsreeKXDRMsZ59NqbBa3XR0OzD6zvY298YYqsNZsAkfDM8ReOgiPPqtZwqMoVDyO1rX+yx35PeHNNm+SXyTl9L6dGoSF03LHUpIATb0azv0x6GQ\/I07zB4ZZP7dCsjCWcahuB9DZR\/KDnVRBGrGWOWVywP2SrgkArufjNe4b5YzuzKTXVi7+kDxB0\/f2VodqOPdNY5sG1+g+qz+WlBzKgM4jnWxq3UExuhSqItQfbdDfvpYn+GTqW+diCD5R5rCOx9+\/yifD6lpJddAxlw0RNsrMp0sG7ppZ\/ezvhXEkCmI0IF+h+swocAm\/+n5nyyeWpMisAzVuoQadNj7LMgbT3BG2PVsrCpRa5gk7+S912OKNak1x4QR\/vcY4wdV3inGPqVMQIhIa1NaWBUMUFDYUxPz3NnDVQMawzeRZPUqFP4i6CSJBH16koXgKRTfSWljXzfN1sLIHlEE0nTSw7kXe292cKYNrarXZtfz7Pksns3FvrsLSTI+EjmbAnkb9El4hBJmMz9KRECurhY12QtRDBh1q9LE9yfW8Z2IfTu1giI9OCwe1qFHD4g0qegAR+VOabJjQtoCWjMZJLKGNAp15CdIHYAbCt9KhUqfp8u+x5f3XoOwMQBQPebWafqEwPhISQRNLP5cjEMVrUoRRzhjYo6N7B23xL6L6zCSY\/OyP2jVqY2kaTBDbGdydo8UvzfFFVmhScStGGEbMSG5lTmUEnbSSRvsRglfFhjAJvueaKO0aFCnkrGHiA62pF\/GZulevNfpN+OMn\/AFmf6\/fkhf8AyLBf1f8Aafwq+JROza421eYulCLsWGKUBsG8oBCfWx2wqC1rsuw+lp9V4TOcxBHP0UVzjQw7KdQVRJdkaZVWQn73XXXoCMVLGveZ308PcJilX7p43B+H8fhKZMwY7VQGVZmHzVKIF+h81u3pgrWB8F27R5n+wQnDMVt\/yfZJc47qz6QYlWtA1brKHZttxcOx67L02GE6x7t4ZxzX2EDN90xQod60kn5YPVE8W4TDlcrqyhdmM6q7ORqYB9zVAEkpdbbel4WwuMfWqmnUiIkQOlvKUTG4QUWBwnn4j+yXeHOAzZuF4I5EWFWBdzdIwRegvckAgjryi6w3Uf3ZL3D+1z9kTsvF1qD3inoRf0RvHfD4yqJOZg4jdQqFNLk3GoJazsCmobfpdbwlh8YKpNLLBMk9NdwNQfcIvaTa1Waj3WjTr46ybpN4e8TDLZoqSUH0cowskCRQr0a7Aqykj1PtjQdhjUouBNi7bhP3tbol+z6wpvDXn4CRP0nwlMfF\/iZp42URPpeUCOzzu3lOBY6g2Bv6gfMZ+AwWSsHOfLgL\/wDUPqFpdoVcOKPdMMnkLATMgpf4engizcC6PqstmAt3rA1rPbb7f+GDtVEHuMaOIFQgniPQFv5KxcLUd3gJMT+I8NU98V+JkeEwqQSZ4yK+EBJhpNnsVN79+vTGXhcHUp1JNm5bjmWm3gSV6btXAd1hy5+sDXiYkeH0VeX8CTZdxNHOFlWMtAqjU0ji6DX0VlbRXX8MMVe0GvDWPbZ0eROwHO9+EQsajgqjT3m7fLx\/bzT3IcBunzc3ml9DSRA7B1IoE963BsC7+d5dfFNpvysZBEwZFrmeOwkXWxiK5xlNtPIGgXgT1hPuI5uFNCtGvklxSUDVhlWvQ9F2\/SAww2vnrENHw6jfcTe\/PlayWGDFRhBvA4dPyVhvEfAny0dshVFJYaSNVgPpY10OohjY7DDGHql1WHanY67bG8QsB1GowS4W8x0Xzxc28TxyguGQqRe1b6xXpuxI+WNrKCCN\/Y+yrMQtrns4S6srBljQij8SaXXsALVY6Iu9ivscZAZs7V0XjWQfWeHNP1e1sRWpPY+Bm1ga638d4Wk\/J0sT5rMSEk6IlEYDMtjnPUUDysNjf9GLBgbSHe\/72kgzaYI00PmhYJzwXBvL35oXjq5TMfRA8YWMym9HKxUxtsXFEgy9fevXClF1ag+oAdPHcaeExay2cdhjnAqXMkT4Hy0CA49lskiw\/RnfzPNXywXFBblaQsCCeYWGNkWR7YPSrVXPfnBLYmSNdABAtOnkVnY3BiiwOIjb0usTPmJH4hMYnKksdJNAmhyLXcbBdxXS8abWNbhWh4ss4tGWy2PhXjSgCFgizXf74jBi7sFHMV5p9x0pBvvjZ7Pq0QwNO1r+U+i9T2PVpvod1oWydY1i82nSOIJ4Ifi3FxLJGqgRJ5mliQt6TrMhINqG0hzvsNhvW9a9ZtQBonW\/0T3aMYag1jX\/ABOd6Xkj08b7pwJsplLIQGR0BAIGsG9vMa\/QjYXQ22w21lOizLpbfUouF7NyDKywm7pu7pa8HoOCXN4deRJzGi6KBRPOHLXOCN7PMoFbHl998uphKveuIFhPjtHh+F5ntLAYn9U58EjYnew+ml0rTi88SyJExVQp1nZNJ16i6m\/tG7A9Ri1OsKdmGZ47dPwtDAYrCUaTQXSLxN7xw5eie+GGE7uPrChRQzKtoykqwX0ACSJd0dwSPU+Fe97iDpEcrW9+KYw\/aZqONMD4W\/KTb2f34Jlx3hiLAnlQxI8kloqKPMonm1ELutdB\/BHXs1WotLHNa0f36I4oNqmoIBtBLrDYa6zxOvSyUaW\/Rm\/3X\/8AWMb\/AFLR\/wBofJZ\/\/wAXZ\/th78VHhPDHlEBihcKjKwJUAVRsC6sU3XoWs9zjHdWLKmWo73b8eSjtvB4Xuw7DNAfNwOEHw18Vl+LA6tDakkLvqRutaiqKw32OogN32r0w\/QAfJFxaDzsSvMPpn5Tt6FC5Gd5AqrGXIBj5VYtzLIxbbfVZA+Ve2JqNawlxMDXyI\/dSWFziG+HmFpfBXAeJxTEpGY6jomWwjIXdlBIB3Lneuihrq1tXGYrC5bmb7bWAPC0eE+MaOFpvZUnLbcG3s7jnsvce4FmYopZ5WQoG1IAxI1SMQ4AAugRvYG2\/rgGExVCo8UqczF+gj82THa1etUpd3Aa2RN7mJjbgueHuLnJ+euousyZeSg22sI7u1nsZIih9mHpjRqAPZkI1kfYfVJdn4mnSrg1NLg8eE+qB43x2bMyBWYeVJIr9QdKKVItrJ1EMNvftWy1LC06QLx8wBHUkfsn8Zj8M7D93TBnSdN5+vILV+Cc9DFw959CeY2YZZjQ1KuoKgJAsqNZNbDZtt8J9psLyylruOFm\/U9dhqrdkUDWJa3W\/599UN+UTNfSVRY7fQQlityoF0b6CyTdevzF2WHU3TU4eQ6e7zuhdq0DScydwT6rO5fKpl1aQMElfS7RWfLKugaKWMqAQAryDSCSDYsbY2q+b4GkEjjv7NvJZdWGtBPsH2E8\/J74aSdZBmNZUhK3IBVkVwVJG9BSOWurXXbOx2Jy1WsYQDe9rEGNPWDwTlGk6uwmqSQNJlbDisgljWNGeN43tJFIZh8S6STtRLXe\/UGsY9N\/dP+KCI8t9RzvbzutZudshu40OmmvostmuNStLmoMvEzuEJdUBOhlGhnXuVIAIG5uh1u9JuDYWMqOsJkf8JvB\/J2R6GNw\/dNz\/AMRhIIjUAz9fqk3h3jsjkyObSMvKoLFiGRVYEgnUVGzbk2R88aTsPTpuYCP923NZw7Yz1AHtAaTBjXLPD8D7L6DDxyCdsy8iMVhW9LDaRWWy1dxyFq737YxnYbu3hzjnLogj+oReeXBMuDHllKm8OnWPfOJWb8ay5Z1ZZSFYjr3Lh47utwxVeXtWoYNgKmJcBacv0M+d9fBZ2Lw7ZGURMx78ll+DZQFsypY2UVQCbYawQzX\/ACO\/bTh\/GVAMjmi0\/T39VkyPqknDeMzZZleORgGj2a7UL5jKLHQfm9saTqLX5hHuAmsPUdRfnaB0O6YcOLAo9lvq2k0MSV0MQm+1Aa2ax7DCNWCC3mBPPX6RCPjO0q2I+a15tx4onMQNA2ZYxoEQyCMlV\/SVRX6yyqQd6pu2Olr8oBMmJ8ifSD6JGrVfXgvdPv8AZLeDQxSGd21iVwUho7BiGO569KB7adQN3WGKj3U2tGwuemnvmozkCFq\/C3EIEyMUhhj85VdTpVV38wUXoA3yi9xtRN2MblFrQwPhew7IwjalIVQBwJi++h5iNfCEj4qpzOYSQBV6hlAIV9RqVh21VLfvXscZ+Lqj4o9nX6rP7byU8SGNuANzPPy97plwKBc7EsjlgQRG+6g0gWmLNsWawtCt9\/bDLP8AH+F5uI8tvwtbsvtGpWw+R0S203JO4sNN78lruJOqQkCVkZEul3GkE+Uu\/QFgvTt199Co3Lce\/ZTtMOfUktBBO\/H+byE\/ZfOs7l3qJZBUjjQrdDqAHlMNvgZy4F9Q97kAjzwAY5zeHv6QvnbsO\/DVX0XjQ+k6+kqzw5xgrpRrEUsA1Vdh43eNGHcErGqn1tfQYcwlcUnOadCfKQD+Vv8AZGMbh6wDzY8dJ58j7tKP4pxGVZ3lUk6TrX00IV6X2C0Pax3rBcRiHNeC02kLf7Rx7cNh293BkiRx3d5\/dE\/\/ABGl\/ej\/ALn\/ADwT9Wz2R+Un\/rHs\/wDpqen5Ww41xXyJohK1qzEOb2FAFTtQO+PC1adSqarR8w9eIQcPhxUY5w1FwsL4hnTMTMFVgzUWIHxCNQdB27bt7kL88amAY6jRg+5Xnu0HZa7gNo8yP7ea0n5POKQLlEjcoJBKyDYeYysVK7jckseny2wl2tTrPPwiRHkb6LQ7MpmpSc5o01PCf7JrxvPzxROZEI8l3ktZFsIXFKUDAkhD3GxjHXAaNFheKNU6wAP96NdOUeK1Guw3eSfly3PMD7n0K+c+KPErzRSaTyLLdfwZQxO\/6y7emoj2xq4HBNo1BIuWx\/0x78Fk9p4mjiAymzUanmLD012NkJlcpNmYctHlomkdo2jYJuBzD4mql2kJs9NRvDhyseS\/Yz78YWPTpE1T796J1nPBc8GVPnASaAwQxsSVLkKhYkABAxJY70BXQmk6eNpvrf05uI1i+xO2nP1bqYZ7RmdEe\/fkgvAuYV2ny7xtMhBk0oX1alY0wCiyCJKo9aGL49uVgqTl2kxA\/t9012Vin4escsw4RIE+n3j8LS5MDzsrlpPqQrgkUVdkJKM7Ej7ZOn2\/DCFO01iZBB8N46BRj64xNVgdM7k2knYcreZ5LdZuPLqnlRqqIEXZQpoDYKoI6Cjt6jteMitVD6mb4trkk9eHH0tAsnxTIHxCYWc8U8dVYNULBZYZRSAdCmzg96MRYWOx+\/F8FhHOqw8S1zdevDxhFr06tGmX8ADrq0kW8ZHQ9Fnk4zLmWaOOHQHAZW1W3Kw1Hc824vYA7D1xpjAtogOc6Y1tsQqjtLCNaHySYNo9Frp+NJFLIkbKY\/o4kVkUbgNpbpuzEV73eFX0ahaTvmy8LRYj6JoYKKIqGxzQR5GffJfL4E0vOqLoUiSNb2J6mQBSLP1bKD6ctddtt5JYxxN7E\/QT4yvIYgObmA2J+q0iLHTqzW4CeZvS6THHq0kEEVqY17t61hEk\/MwcQPN37eiFSxD6RFSmYIMpVwnw8c6zoZAjxuxd31NaHywqneyws1uPuw47Etow52haD4yZTrX1cW5snb+6u8RZSPJSQzK3mIwKHbTS6NIrrekAbH2HTYCo1hjGOpgQRfxn7q+JwXdNmZvHj7BS+SWGJZFkgjk0SBizgapUpg6qdjaFdivoLBAwzTZUfDg4iRpwPHx3ndJt+IAgqfGIIxEPJDIoizCaGOo0C7EavQPHYBHTvtuGi8moc17sM+Q+hUtdIHULReG8pBPGEms6UWSOwNOmlBdgwpgoYdfQ9wKd7Pw7X16hdqPyZ98072bh21axz3jbz4X5eN1dm+E5bLsKg0oUZvNo2GZQgERPwNa2AD0rsMarqFJ3wubMjwXoaXZeHqtc2LkxY6ft90ly\/C41AhM0cetWEUKlTIVWW9bu7Aa5Ecntsi0BWnE0aVRgLHH5vem1lTANxOEe7DOtmnY7WkAcvdk8znB8nHGSg1TQADVqardxrAv7TA1YFUDXfA8VgmCk43nXxCF2j2eX0X1nTOUuH\/KJ06DzISrJRIPMjRgFYu+ketI3T3dGA9NR7AYz8DiDReHu0IAPgbH1WP2N2l+kxYqP+U2d+fC390qj4k66mjNguFFb7DeiegB1bevbGk\/GNa5zZH7BeyrdrYUuLcwPC\/mtbFNF5STSNE7nYyjVqsPq0UooEGSqNdLA3wSjRpmXkAyZ9AEnhsHQxD3Vg2QTbQiIyiZ6bA87qnxZkoJUiVFSMVbeWEDadnkJAoheQtq6WL3NYF2g1jGtygC9+PALL7WwzaNIEN0drHWB46nospwLgrNAEBRVfWBI184ZV3QD+EASCNtHUbWp+nfWfmG0eYOiz8Nga+Lnuxpvt0niivoc3+0J\/wAT\/Bg3+rHcR5LW\/wDjOK4jz\/ZMPF\/7nyv6if2a489R\/j1PBa9L+JU8fqUkyn7ph\/VH9MGHv5D1\/wD0vFYr+LW6n6ovwD+6Yv8A5jL\/AP5Yit8vn9Vpdi\/LX\/8A5\/dajjf5nOfqzf1Gx56h\/Hp9W\/VFxH8M9F8tf9zT\/KH\/AJ49UP4repWG35wvpP5DvzE38d\/7QxmdrfxB0+60cJv4LVeOv3JmP4tcZrf49H3si4j\/ACz\/AHuFmvyK\/msx\/Hx\/1cE7b\/j0en3KHgv4Z6Iz8oX7pX5J\/bQ4pg9KnU\/+LkLHfPS9\/wAyXj8\/H\/L\/APWJjh\/Ad4f+C9bW1PQf+CR8V\/d2Y\/i2\/qYbof5RnX7rM7X\/AMoOg+qF4J+dy\/8A5\/8AZjDh0f0H3Xlafye+K0XhH92t\/FH+smM3H\/5VvUfde3d\/9XQ6Be8efuvKfxcn9TE9m\/5R3X\/2XkMf\/GPQLNZL4j8h\/wCifDr\/AJff+0CzP6un3K0X5Ov3RnP1l\/tMLY7+Ez\/gd9Atjsn5\/wDkP2Svx\/8AAvzb+qMW7L+c+Cc7S\/hf8w+hWd418H8j\/wBuPGxh\/kHU\/wDkViM+Udf\/AGTbjv8A4\/6039jPjNoat8P\/ACaqUvlb1+60HCOmV\/8Apx\/qJjY7P\/zT+n3K3Owv86en\/u1A+JfjT9Z\/6wxrVtG+H0XtWfy9B9lluLf94R\/JP6mBP\/jD3ssfGf8A3LOo+623F\/zP\/mxf2cuIxvyH3xWhjv4VT\/gf9Eg4D+6D+o39Z8YJ+UeH1C+Zu+YdfwrMn+5\/u\/5pir\/n8Pyjn+K3x+6cv+Yf9Zv7fMY2Oz\/4Luv2C9n\/AKMf5b\/mP0YlXEOuc\/Um\/s5sLYz+M3qqf6Q\/5ej\/AMQ\/8XJj4Z\/7th\/jZP6zYfw2niPop\/0d\/n97BW4fXrF\/\/9k=\" alt=\"Resultado de imagen de El paisaje m\u00e1s colorido\" width=\"298\" height=\"298\" \/><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">No es lo mismo verlo directamente a que te expliquen los detalles y belleza ah\u00ed presente<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Ninguna descripci\u00f3n, por prolija que sea, lograr\u00e1 nunca explicar cabalmente la experiencia subjetiva. Muchos fil\u00f3sofos han utilizado el ejemplo del color para explicar este punto. Ninguna explicaci\u00f3n cient\u00edfica de los mecanismos neuronales de la discriminaci\u00f3n del color, aunque sea enteramente satisfactorio, bastar\u00eda para comprender c\u00f3mo se siente el proceso de percepci\u00f3n de un color. Ninguna descripci\u00f3n, ninguna teor\u00eda, cient\u00edfica o de otro tipo, bastar\u00e1 nunca para que una persona dalt\u00f3nica consiga experimentar un color.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS80rYO9ur8Wt2ds7Dm-jgcm3iOwxiBjCbcm-DKXv4Xrd25mam3&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTPmF3Fr_S_uPISANqp1ZXjyBzpVwQNhrdMb_aOUBwmKiQBAzZC&amp;s\" alt=\"Imagen relacionada\" width=\"187\" height=\"150\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRt0yBqDB9QlRuaocQ_AHWCEin2msmhz05DcJCj4oQBy3BUhEex&amp;s\" alt=\"Imagen relacionada\" width=\"264\" height=\"151\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTgQSAfVVaRCozeRZHkAqTFeFLXwyJrZ2cbRAoiJJkfYDIXycMN&amp;s\" alt=\"Imagen relacionada\" width=\"191\" height=\"153\" \/><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Si te lo cuentan imaginas como ser\u00eda, si lo ves&#8230;\u00a0 Estar\u00e1s formando parte del entorno.<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Pensemos por un momento que tenemos un amigo ciego al que contamos lo que estamos viendo un d\u00eda soleado del mes de abril: El cielo despejado, limpio y celeste, el Sol all\u00ed arriba esplendoroso y cegador que nos env\u00eda su luz y su calor, los \u00e1rboles y los arbustos llenos de flores de mil colores que son asediados por las abejas, el aroma y el rumor del r\u00edo, cuyas aguas cantarinas no cesan de correr transparentes, los pajarillos de distintos plumajes que lanzan alegres trinos en sus vuelos por el ramaje que se mece movido por una brisa suave, todo esto lo contamos a nuestro amigo ciego que, si de pronto pudiera ver, comprobar\u00eda que la experiencia directa de sus sentidos ante tales maravillas, nada tiene que ver con la pobreza de aquello que le contamos, por muy hermosas palabras que para hacer la descripci\u00f3n emple\u00e1ramos.<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">La mente humana es tan compleja que, no todos ante la misma cosa, vemos lo mismo. Nos ense\u00f1an figuras y dibujos y nos piden que digamos (sin pensarlo) la primera cosa que nos sugiere. De entre diez personas solo coinciden tres, los otro siete divergen en la apreciaci\u00f3n de lo que el dibujo o la figura les sugiere.<\/p>\n<p>&nbsp;<\/p>\n<p><iframe loading=\"lazy\" title=\"TOP: Las 10 Nebulosas mas hermosas del Universo\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/1YjswrHzEu8?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Un grupo de cient\u00edficos se pusieron a describir la imagen de arriba y, aunque hab\u00eda coincidencia en todos, lo cierto es que cada cual, ve\u00eda su propio escenario y sacaba sus propias consecuencias de lo que ah\u00ed est\u00e1 presente.<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Esto nos viene a demostrar la individualidad de pensamiento, el libre albedr\u00edo para decidir. Sin embargo, la misma prueba, realizada en grupos de conocimientos cient\u00edficos similares y espec\u00edficos: F\u00edsicos, matem\u00e1ticos, qu\u00edmicos, etc., hace que el n\u00famero de coincidencias sea m\u00e1s elevada, m\u00e1s personas ven la misma respuesta al problema planteado. Esto nos sugiere que, la mente est\u00e1 en un estado virgen que cuenta con todos los elementos necesarios para dar respuestas pero que necesita experiencias y aprendizaje para desarrollarse.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Podremos alg\u00fan d\u00eda explicar lo que la conciencia es\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de Podremos alg\u00fan d\u00eda explicar lo que la conciencia es\" width=\"436\" height=\"256\" \/><\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">\u00a0 No ser\u00e1 nada f\u00e1cil explicarlo que la conciencia es. El \u00e1rbol en el que germinan las pensamientos<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">\u00bfDebemos concluir entonces que una explicaci\u00f3n cient\u00edfica satisfactoria de la conciencia queda para siempre fuera de nuestro alcance?<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">\u00bfO es de alguna manera posible, romper esa barrera, tanto te\u00f3rica como experimental, para resolver las paradojas de la conciencia?<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">La respuesta a estas y otras preguntas, en mi opini\u00f3n, radica en reconocer nuestras limitaciones actuales en este campo del conocimiento complejo de la mente, y, como en la F\u00edsica cu\u00e1ntica, existe un <a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a> que, al menos de momento (y creo que en muchos cientos de a\u00f1os), nos impide saberlo todo sobre los mecanismos de la conciencia y, aunque podremos ir contestando a preguntas parciales, alcanzar la plenitud del conocimiento total de la mente no ser\u00e1 nada sencillo, entre otras razones est\u00e1 el serio inconveniente que suponemos nosotros mismos, ya que, con nuestro que hacer podemos, en cualquier momento, provocar la propia destrucci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/_yd9OLN_xAiw\/TATfmbM_MTI\/AAAAAAAAUZI\/U0RfSH89MyU\/s400\/1.jpg\" alt=\"\" width=\"300\" height=\"225\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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alt=\"Resultado de imagen de Podremos alg\u00fan d\u00eda explicar lo que la conciencia es\" width=\"307\" height=\"230\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Una cosa si est\u00e1 clara: ninguna explicaci\u00f3n cient\u00edfica de la mente podr\u00e1 nunca sustituir al fen\u00f3meno real de lo que la propia mente pueda sentir. \u00bfC\u00f3mo se podr\u00eda comparar la descripci\u00f3n de un gran amor con sentirlo, vivirlo f\u00edsica y sensorialmente hablando?<\/p>\n<p style=\"margin-bottom: 7pt; text-align: justify; text-indent: 14.2pt;\">Hay cosas que no pueden ser sustituidas, por mucho que los analistas y especialistas de publicidad y marketing se empe\u00f1en, lo aut\u00e9ntico siempre ser\u00e1 \u00fanico. Si acaso, el que m\u00e1s se puede aproximar, a esa verdad,\u00a0 es el poeta.<\/p>\n<p><strong>Emilio Silvera V.<\/strong><\/p>\n<p style=\"margin-bottom: 7pt; text-align: right; text-indent: 14.2pt;\">\n<p>&nbsp;<\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F10%2F24%2Fsomos-fruto-de-la-evolucion-del-universo%2F&amp;title=Somos+fruto+de+la+evoluci%C3%B3n+del+Universo' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F10%2F24%2Fsomos-fruto-de-la-evolucion-del-universo%2F&amp;title=Somos+fruto+de+la+evoluci%C3%B3n+del+Universo' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Sin embargo, toda forma parte de lo mismo y, aunque pueda dar la sensaci\u00f3n enga\u00f1osa [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[68],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1839"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=1839"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/1839\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=1839"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=1839"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=1839"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}