{"id":28384,"date":"2025-09-14T10:49:29","date_gmt":"2025-09-14T09:49:29","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28384"},"modified":"2025-09-14T10:49:38","modified_gmt":"2025-09-14T09:49:38","slug":"el-misterio-de-nuestras-mentes-5","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/09\/14\/el-misterio-de-nuestras-mentes-5\/","title":{"rendered":"El misterio de nuestras mentes"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQJMT9qNUvPWx2n7Sxr0RTRAexm1txqi1UItQ&amp;usqp=CAU\" alt=\"Consiguen la mejor imagen de una galaxia de todas las tomadas hasta ahora\" width=\"546\" height=\"240\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">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, todo 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 style=\"text-align: justify;\">Pocas dudas pueden caber a estas alturas del hecho de que poder estar hablando de estas cuestiones, es un milagro en s\u00ed mismo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Conciencia: \u00bfQu\u00e9 es? \u00bfC\u00f3mo se desarrolla?\" width=\"459\" height=\"199\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00bfC\u00f3mo se desarroll\u00f3 la Conciencia?<\/strong><\/p>\n<p style=\"text-align: justify;\">Despu\u00e9s de millones y millones de a\u00f1os de evoluci\u00f3n, se formaron las consciencias 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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcSSWuiv0hJe3oZuhncYkA5RFTbgw5eyv_r8xKZRqMq5ui93BzXxRQ\" alt=\"La Evoluci\u00f3n, la Mente, la Consciencia. : Blog de Emilio Silvera V.\" width=\"382\" height=\"318\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La consciencia 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 style=\"text-align: justify;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.gifer.com\/7Ulw.gif\" alt=\"Cerebro GIF - Conseguir el mejor gif en GIFER\" width=\"525\" height=\"314\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 Miles de sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s neuronales en nuestros cerebros<\/strong><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Si eso es as\u00ed, resultar\u00e1 que despu\u00e9s de todo no somos tan insignificantes como en un principio podr\u00eda parecer, y s\u00f3lo 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 style=\"text-align: justify;\">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>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Fotos de Atomo de agua, Im\u00e1genes de Atomo de agua \u2b07 Descargar | Depositphotos\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSVq_c02ytWZUUvgjTf0vUleG-8syfcULVMyQ&amp;usqp=CAU\" alt=\"Mol\u00e9cula De Agua Contiene Ox\u00edgeno Y 1 2 \u00e1tomos De Hidr\u00f3geno Conectado Qu\u00edmica Del Agua F\u00f3rmula Sustancia Ilustraciones Svg, Vectoriales, Clip Art Vectorizado Libre De Derechos. Image 13327668.\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">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 suelen 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=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Pin on GIFs\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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pLmqNpx+R1ht5pibntbY8tzniwn4gRWcSmVltyqBQW1r+EAeYYHMeqEfxJ8zDk4WtXS0xOYZQDYINz1P1joS4tOyzWXlQf6RHQ+M+vsktu6vgPpFI5bFMQCVw6m53mEUtrZb\/rYeJxBn5ZKWU++SNhanw+Ii7khVAVRRQKAD9ecX9pBmjKFlSxlqDQgWRRvT5decCxuJk4aW056KFGtKsxJoAN2Yk0AEeriERZk12VUqe8xAAVKqDU2oTmI6ERS8LRsbMXEzUZJKH\/t5TihJH+c663BoorQC9N4YH4Hw55j\/AGzErSYwBlSjRhh0p7qnd21ZrXNBYCNEJccsefalzZQb2r0roPGFbxUn9F+IOUlu26qSPGF+CyAkiWNKorHxYZj8TFLx7GYhpwkovcmVBrSo0v0A36RpUSigbAAekTm9qt45JazXYdaS5w3E96+ixDisjJxPCzfuvLeU3jlZlB84N2YXJNxiH7s4MP6wT9BE+2aN9nE1QScPMSbQakKaOP7WJ8oc+kLhUuRXrAlGU5edx9RBJr1VXW4AzW3UivnahERmvUIy7m3mDFBX8TwQxCPLaq0NUegqjj3XT+Ja2PjHvZvijTAyPTPKOR+rDRgP3WArXnXlDsy\/cU\/zHp0\/iMVHG5f2d0xUtTllrkmotSWl1sQK0LIampvSoERZ762xZz41ouIjNLYDWMHicAxewNjpvG09qHAZSGVhUEXBBvAmmAaAk8hr67Rjvwzd7XV\/jee+CXn6xmM9vhqMwOX94X9RDeH4sk5CpbK5FK09Kj0jTMSQQ4HhqKfjGa4r2ZVyXknI\/nlPlt5WhzFz9Dfnz5PWvtaS0JAIOor6wRcN3w1Bmy60vqN4yEji8\/DPkxCELWgNLHqraEdI1eExizBnRgQBehHSsazTi1OUeWAzk7JUAbZtz4gGnmYYL0hOSpCjmbnxNz84irlj\/Cp\/uP5fh1hsz6YkEWUny\/GGEmgKzMpABp+dIHJcEXicxjS0ZX7dk5ZJCoxktjRXXwJofQwKbN5GA419ioPiAYrDKQ7Zf5SU\/wBpEEz1Pk1c+oddjC80+kRYMBZ2psDRh8RX4wp7VwSWZMo5KQa+bERUc+rbe17LGqm1NCdxanmLjrSKvCYpZpYAEFbka128o48RYuc4BWtstjSHf8RlI+alFYUNhWlheGUjN9npfdxAuf23\/wBYsXkwn2WXvYtbWmIR4FemlzSLgtSsByKmbhoFisMUQllIBZdbczpqPGLc\/rrCHEJfc8x84De8YwQM5zmO33CdhvHQbiaEzGNTt\/tEdAH0DhaZXdSBXuvXchs3yy0pBuJ41ZMp5jsFVVJLE0AsfjvTpGY492slyJuSUPtE8oEEpDWjAk98iuSlTbWBYTgU6fNlz8c4dxdZK1EtANypNM1Soqam56AUgbC4Z8dkaYCuDQDJLP8A8inuu+4UUBC9eca0TIWnT1QVNhsALnkFUXMRSY5uVyjkT3vT6QGe9uFBYmgAJJ5Abwj2eJdWmvrMYsFP3V+6PSFuJkzAslfv++f3VHPxsKQ+ndAA0AAEFnTmuTiwKrXNlGbnS\/rA3MLK8CJcEkMpBrY2p5xQtlU\/DkrjMWuYi6NbWoBH1i4+zvlKs4cMCDVb0PUfWKDgmIrjMW9CRVVt3qEW+hjRjEV0U+dhChVQ9mMQ6S\/ZMKiQTLNDVhlPdr0y09IPiMeEZAD3SxIrtUEAU8doTyiXj3zkhcTLU2qAzoaefdJ+ENTcCruNQAadK0zQjWOFmgLTvM2pNKknqYM7kgjISCKEGgBB8YWkSyvdYAsPRh\/CefSCMgYEKzKehuPKAM9wpjhJowcw5ZMwk4dq7tUmTXUZb06Gm0adEA0FPr57+MJ8Z4SuJlGW4PNWFQyMNGUi4IsfKKPgXG3R\/seLNJqWlzD7s9QLHMbZ6ajehPODvDvb7X6PMHvIGFTowBArblWJNiFHvVX+YU+OkSOZv4R\/qPhyERZUUXyjmSRfxJ19YE9K8aeT7I+3UMhIsVzCuxHI71F4xEzhz4bK+GcuGNPZ6E10odDXkY1+NwyOrBZRG1aZAeoH3vSKXG4pwqSqVNe6aXPjzpSCw+meFcfSdRHpLcChXc0oP6eUWrnJYAADbSKnGcGXEylMxcsxQP2ks3qNiupXmPSkVeC4w+FcSsUgKmmWaBUX\/iIt\/KTEjjSDG8jWnK8d\/idwDXxNvhrDKTldQykEEWI\/5ipeW7ioRV198kb090C\/jC4qasWXt1cQniJKULZgoGpNhCowDj7y1\/hH\/wCiTEpeHINbk7EmpHhy8qQFfaJzbaczv5a+ZgT4dWHeOY697T+0UAPlD7m3epCzSjrub\/rygCpxOCBfItiRUdPygWBkKikzBncMaClRQaGvXl0hxQcxc3zGi\/yrXTmCcxB3FIk8wX63+hhlxn+BOExOMXZspG1b10Ghopi5mTFJ7tha1axR4So4g60\/8kthvfufnFpQbfhToeRgMRv1S34wpj6ZG1raxH8Q5VBgpNIXxzVRq8h\/uEAOYhu8dNF6fdXaOiGJbvcrLan8IjoRL\/h2HkYbEEooUv7R3JOYlmapPS1BTpDWO46qOzAZiwCoOX\/J+UZLH4pjiXI+67L\/AKiPpD6GoBO0V0NbgsMVHtZpq5Fb6ID91aQzh56uKqengYpJPGkcBHzk0pRFrXxpvD2FzKpyS2GY1JchfgKn4QyWCoBWgAJ16+POITZqoKuwUcyaCAmQ7DvvTmE7v+o1PnEpeERbhRX943Y+LG5iiQ\/xGWdGLdVVmHqBEZnFUAJo9gTdGFaCupFvGHQIzPbTHFZaykPfciw5VI+Jp6RJleyE3JWtzPckmmmUECvUkmNfnhbAYESpSJQEooFab9OUHpDgqi7TzMj4Wd+5Ny+TgBvgoEXsulFrrUnzIMUfbJK4ZhuCCPKH8A5dJLmlGRfGuQ1hd9nzsWc1Awpy0O4PMQCUQWyuKONDpUcx06QbNHFASCRdTaKKXlPS17t7xmO0vZ5cX3XIAA7hA7yno1a0005Rf+2MDZqxPF3U5WG4fx98PMGG4gzhrBJ2aiPU0UOEsDY942O942CS1FWQLVhY8\/6oR7QcHTEy2RwCad00FjQ\/C8YKRxTE4UiUmd6HKsv3r1AoBtSsK3iedfSASFq9M3IXHl+MKth6Ub71Sx38QBtaDo7UTOBmy1ammagrTpUmPHbvDwP0hdLgTS8hzoLH3kFL7Zh\/EBy1EeYiTLmoVcB0YabEdGHzETzZbbH4dPDYQu4KGq3U3K8uZX6iEplnw07h7l5eaZhiSWWt02uNSBzEaXBY5JqB0NVPw6HlBEnKwsajcHb+YajzjMY7BvhHM\/DrWUbzJV6KP3kUaCtailvkBpy0AmzQNSBWBYLHLORXQ2ankaA\/X4R5MlgkEgErWnSAJVrc2Gw+p5QGe9aKNTr0Xc+Owj12MKyiSC+7Up\/Ltfr739XSADsgqBoAD9APrAJqLUHQE09dPjQRxc167\/P84FMJII328dR4EGAM9j\/2fEZDDQ2PKuSl\/OLzEYMgmlyCQRWxufjyjLdrHyvKm3FCptrZsrCngI2WNcVBW4ZFbzIv8YYVySMwqDpY1sQeREK8TwxyHqQPj+NIbnMQc6+9uNmHI9eRgOLdnaUlB3mBIN6Xp6fjCA+OQh2HhtyAH0jolNxVSTTUk\/GPYZdKYrB\/t3I1Mxz6sYvMPIGQA60\/QgX2PNOmMWAUOQKnckk\/SGJuDfJ7RCCFvS4NAaGxFxDC8wPDAqAhmUkXC28riGGwrbTH8wp+kBkzCEVkqyMA2U6gEA90+ekMSsSGuPzHiIaQ\/YTP\/b6op+REdkm\/vofFSPqYYJgZaKAE+bMRSxCFQKkgsPpGU4YGxWO9q1Skup5AG9F5mmnlFvxvjCKChdRzqeu0ednMRLKv7PLc1JWlPh4xP6r8aQkRDNeFqx7KmXgtGZ28dxpQcPMU7oYrux88PJVKd6SzKR5W8qNGhEhXWjabjnEcBhJUtiVpVtbRlbfk6O5mbOe0JiwItHuMa5pCZY6xtmsfJOWcN+0ji8JiaYiZkK1HDtYCnDpYmGbk75+9e3OnKsCR4c9qAM1K023MZ6rbxTvXjDveC\/X8oUn1DixplNW5aW+ENJiQa2AIG3Q0I8jCmLm0iZeWNdZ\/jfSDQENtrT4wBp0RE6\/lFuYSagJqdRoQaEeBgSZgSDdbUJ16g7EdY4zxEfaVgDN4\/DNhH9vJFZTH9olNKmmbQmht4Ui9w2KWYgdDVT8DuD1gj0NiKg6jWsZiYrYOYWB\/YOQKa5Tax6coAvMc9VCBqM5oDyG59K+sGLAC1qafr0hJe+4mC6he6a7n3q9bDxvEmeACKgBYgnvmpr4UtHpaFGmxxmwBn+3UoGUCBWit\/uJ+ZjR8NmiZhJEwEGiqh\/tqD8DFH2rmAykG5DA+BJYfA\/CCf9PcUJmHaTU1X3fFTQX9PWH+Bbso\/XWFMF38SSDZEa+1gAPxhi9GN6gaaGp0BrpAuGySsubM3Ip0uyj6mEHeyEdAfaGOgDdScIguVBYljXxJ\/GIcKH7FRyzD\/Ww\/GGmtCmGAXOg+6xI8G73zLDyi0oYMlC0s2AOZOqm9P6TUHyg2JAClxXMoJ5ZqCtIjPl59DRl91uXQ9DuI6TOrUMKMNVPzHMGAcV\/DcfOdxmoQdQBQAeO1IumNYCiqLAU8I9GsB86qcTwBCcwAPj+rwXhvCVlvnoAaUtv4xa0jwpTeBXKGxiJMV3HsVMRKy1qTq2tB4c4JwqeXlKzGp3+EHR8bPa3kYqhinxOOZMbLWvcdWPnQinyPnDBJiq7QIMqTL1Rx6MaH4kRNjTPk51e4idU2hczIFmrpA3cw59Mta7RjMjxngIcbx4XhFwb2ketxHL3FoXOg2Xq3SEJs8+6uu55D8ekdKUKLam5O7HmTCs6vOrn6W+HmBVCg1pYk7nc+JNYFPesJrMiQnQpmRd8ts5UWEBz0PPpuegrBnmCAsAYbIu70JECMyCNLpAnSACpPjzFS0mIUe4P6qOohZ2pHgnQBT4HEth5hlOpItlalFdb08Kc+kaIyg4zJcakC5A6jl1\/RrcfhfbJQAlxXJTyqPT4xecG4Q6KGmOqa2+9TovIwBVOkcibsaLz59BGix2Kw6g0lqzfvMooPBQR8YyXEcYPGgNBtz02hl1S9o55cmlula0AFAIpexmJMqeVJoCbGtr7eOnrDmPxGaw31pvuflFGr5XLCxqfnX1gN9twmKSYAHAqb5uvMjfaGsVwr9g6yxmJymxJrRwx+APnHz7hXFsyCoNReig2r1jZ8I46FpmJofIw4ms97P9afCOje5sLM77rLLHUkX+cdB8T+QJnLfvDXn8IC1A4cXzDKx8LqfUt6xhcfLne2chiRnegJJoM5It4QMe2Br7w6nx2hXTTPj6+hkjYiITZQbejDQ1uD+towi4ycCTTSw1A8xDA4jNtYEdfCtYm7bZ8DcSFNO+QDeu4saVtz1ggy8z5UjGSOItQEihPTb6Rf8PnFrEkxnfL746Z\/i\/HPyq6RQ1KViTybQzgcNoYlxDDVFY1nedct1n5\/FVzJNBpaKjDqUdl0Vu8vQ7j6+UP\/AGkrXcXFPKAzyr3U3FwNedfEbQppWvHY9ZoBipWdGU7j8x8QIKs2oqNOsCd4vrnuQcPM7inp+Ij03gSEAEcjbzv8yYiznaEnibQN5h21iGamsRPga7c+duu3rAHAgfU84i0zlCOM4jLQXcE8lIJ8CBWnnSKx+NFrS0JrozX0\/h0MAaD29IVn8aloaFxXkLxSDAzXNXciuxOnkNIYk8KRTW7Hrp6Qg9xHaUfcRn8e7XX8PjADxvEORkli3KrfE168tIsERF0VR5CJe0Gg2gCvGKxr6KaUI91ddoEz48UD1zcsg+YF4tRMG8GWfoAdf15QBSfasTUVPllUV+ENJjsSo95Q3MKOe4Gv5RbIRS1j8Yiw6A15gH46wBS43tBiUB7wPIUpfbS4jNt25nMSGHO9Y1PG5KlMyqQdGrcDltUDUa6xiBga5mIprUdekOBbJxx2Fzrzbr0gRxObQ2A56nz+sVQkUzWNbeO1umsMNUsAdBemn\/NIQFmVNakZdlBHxpCIlkk9wkaWNKX1F+kT9rapqAf1+UQl4hbAVN9yQB48zDBzCTWSmR2PixNPQ3iwXizLq1xrW1+decUoxgFT3tN9POAPimAFK3sBU08wenygDS\/4+RY5a+Ij2McXG5BPOv5x0HA\/Q82WhJqoN9xAMRhUyk5AaXtaDTwanxPzgM4WAr7xAirCmrC3+Ho2oItff46wGdwml1FRz5fj5RarTSCRGsSujHmsZ+ThSGFtvSsXnBZN6EDXwgjyFsy3vcaU9IJIYqdKRj8OV3XyfPx8jTSVoI6fShrAcPNteKziPErGm0dF1Jl5mPFrW+RUcTY8xSvhGcbFujhhUEHUcossdMzVpqdRy8Io2w7M1dtd6mOa3tet8ZJynH7Q5dQpvcFdfOF37SI1wqiu1TA\/8FmNUtUA7GgOvI384ivAgdSqjrXyHdB1pF5unLuYRm9plFf2YruSzXpXlbeFpvag6qi+p59dYcTgKGzkDT3R13Jvp0hleGSl0StOcXOuXXx\/FKvGMQ11FKjlX\/iPGw2InDvlqV1Nr116c40iywaUVRfZQNBmP09YXZrxSFZI4Oi0zMWI8QPzh+XLVfdAHOmvmd48dogXpAT0vyiLuYGSIFMekAFdx5wJHvAw1Ymkwgk1BWgqCL16QBB524vBJcyF2pHitTSALNJsTM2sVZmGPRMMAW8qSHzJuysB4jvD\/bGXxGGrUdTt0jXdkpJmYgXNEViSOqlRXxqfSKjjEgI73t3qeBp+cBMpOk0NK8q8jb8awm5y3Xfxvpz6RYT3vY3OhppbbrCU4C1rVNN6n9bwjKZzcG4AGgp46xH7VTRRpzpQdecSmqSCaUsabDX8oClL1FBTlenhp8YYDZzuNdL2HlCcyYQTqDodoPPalmBPLQj1rEEGaisBcgV+8LneHCpbMeQ9I6LASstmF+lKR0Po4\/QLtc+J+ZhOfiVDqt7g+ptHR0OlB0cxMGOjoX4cTlTSNIaWcAK0ufQeUdHRGnTi0aROr3efzhL7Pe5F9r8zHR0Rr8bZvLeBMoFgve5k\/TQQB39Y6OipIjeqWZ4DOAYU5x0dDYaSw2GLoxOoU16\/nEsLg2mioIFhmJ\/V46Oimb2ZhwM9NFVvxJ9YqZhtHR0IoCRUQEttHR0BhO1IiXqI6OgAZbeI5t+cdHQBEzIOMI7AMFsd6j8ax0dCD04ZRTNNA6BWJ+QHxicubhwbhnqdT3AOuUVJPnHR0Mq2vZWeGyqqqoNbAUHnzjFdpZ49pMNdyBbl\/wAR0dDv0X6yxnAkHf8AWkKEmlqCxodaA\/8AEdHRKkThRWlbg3OvW0EmyRrkqPEfLnHR0AKFC9V0NLVv118oDhJNGViNWyk2tytHkdDBp8AWJNV15R5HR0Af\/9k=\" alt=\"C\u00f3mo crea el cerebro recuerdos, los retiene y rememora? \u2013 Centro Psicol\u00f3gico CPC\" width=\"332\" height=\"220\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">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.\u00a0 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 \u201calgo\u201d que nos hace ser como somos, explicar, en fin, c\u00f3mo se generan las cualidades subjetivas experienciales. En suma, deseamos explicar ese \u201cPienso, luego existo\u201d 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=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT14R_fRp7cbRmn9eM1Ce9Ti2oYLMHua01wlg&amp;usqp=CAU\" alt=\"Una nota de color \u2014 Bello colorido | Sunset art, Purple sunset, Beautiful sunset\" width=\"303\" height=\"455\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR9FMmxg8MxhZzUjtyqqWibFMHWGqjMLaQJfQ&amp;usqp=CAU\" alt=\"10 de los paisajes m\u00e1s hermosos de la naturaleza - 101 Lugares incre\u00edbles\" width=\"335\" height=\"453\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Ninguna descripci\u00f3n, por prolija que sea, lograr\u00e1 nunca explicar claramente 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 satisfactoria, 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=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Daltonismo - Somosdisc@\" \/><img decoding=\"async\" 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\" alt=\"El daltonismo - \u00d3ptica Luna\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En un experimento mental filos\u00f3fico, Mary, una neurocient\u00edfica del futuro dalt\u00f3nica, lo sabe todo acerca del sistema visual y el cerebro, y en particular la fisiolog\u00eda de la discriminaci\u00f3n del color. Sin embargo, cuando por fin logra recuperar la visi\u00f3n del color, todo aquel conocimiento se revela totalmente insuficiente comparado con la aut\u00e9ntica experiencia del color, comparado con la sensaci\u00f3n de percibir el color. John Locke vio claramente este problema hace mucho tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Cuadro paisaje rio (bfl62841925)b\" width=\"496\" height=\"264\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">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>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Test de Rorschach: \u00bfqu\u00e9 significa cada imagen? - Infobae\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Test de Rorschach: \u00bfqu\u00e9 significa cada imagen? - Infobae\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0Aqu\u00ed cada cual contesta lo primero que se le ocurre que cree estar viendo ah\u00ed<\/strong><\/p>\n<p style=\"text-align: justify;\">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, s\u00f3lo coinciden tres, los otros siete divergen en la apreciaci\u00f3n de lo que el dibujo o la figura les sugiere.<\/p>\n<p style=\"text-align: justify;\">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 elevado; 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=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Perspectivas sobre la conciencia en los di\u00e1logos Parks-Manzotti |\" width=\"457\" height=\"304\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Conciencia: \u00bfQu\u00e9 es? \u00bfC\u00f3mo se desarrolla?\" width=\"425\" height=\"309\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfDebemos concluir entonces que una explicaci\u00f3n cient\u00edfica satisfactoria de la conciencia queda para siempre fuera de nuestro alcance?<\/p>\n<p style=\"text-align: justify;\">\u00bfO es de alguna manera posible, romper esa barrera, tanto te\u00f3rica como experimental, para resolver las paradojas de la conciencia?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTPpJJtYTk9NQ863mfYVF-PlEQ0ihK_mlJbQw&amp;usqp=CAU\" alt=\"6 Preguntas sin respuesta (con reto incluido)\" width=\"482\" height=\"241\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Nadie, ni t\u00fa mismo, puedes saber lo que tu conciencia determine en un momento dado<\/strong><\/p>\n<p style=\"text-align: justify;\">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 quehacer podemos, en cualquier momento, provocar la propia destrucci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Una cosa s\u00ed 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.<\/p>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/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%2F09%2F14%2Fel-misterio-de-nuestras-mentes-5%2F&amp;title=El+misterio+de+nuestras+mentes' 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%2F09%2F14%2Fel-misterio-de-nuestras-mentes-5%2F&amp;title=El+misterio+de+nuestras+mentes' title='Digg' 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[&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":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28384"}],"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=28384"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28384\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28384"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28384"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28384"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}