{"id":12281,"date":"2020-03-07T07:02:53","date_gmt":"2020-03-07T06:02:53","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12281"},"modified":"2020-03-07T07:02:10","modified_gmt":"2020-03-07T06:02:10","slug":"%c2%a1nuestras-mentes-%c2%bfestaran-predestinadas-5","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/03\/07\/%c2%a1nuestras-mentes-%c2%bfestaran-predestinadas-5\/","title":{"rendered":"\u00a1Nuestras Mentes! \u00bfEstar\u00e1n predestinadas?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/la-vida\/page\/2\/\">Entradas anteriores<\/a><\/h2>\n<\/div>\n<h3><\/h3>\n<div><a href=\"http:\/\/www.abc.es\/ciencia\/20140821\/abci-encuentran-primera-ecosistema-completo-201408211000.html\" target=\"\"><img decoding=\"async\" loading=\"lazy\" id=\"U16132508916370LF\" title=\"Encuentran, por primera vez, un ecosistema completo bajo los hielos de la Ant\u00e1rtida\" src=\"http:\/\/www.abc.es\/Media\/201408\/21\/77817--478x478.jpg\" alt=\"Encuentran, por primera vez, un ecosistema completo bajo los hielos de la Ant\u00e1rtida\" width=\"478\" height=\"478\" \/><\/a><\/div>\n<div>\n<div>\n<div>\n<div>Nature<\/div>\n<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">Bajo los hielos de la Ant\u00e1rtida hay <a title=\"vida en abundancia\" href=\"http:\/\/www.abc.es\/ciencia\/20130708\/abci-hallan-miles-especies-vivas-201307081053.html\">vida en abundancia<\/a>. Lo acaba de demostrar una expedici\u00f3n norteamericana, llamada Wissard (Whillans Ice Stream Subglacial Access Research Drilling), formada por investigadores de varias universidades y que esta semana ha publicado en <a title=\"Nature\" href=\"http:\/\/www.nature.com\" target=\"_blank\">Nature<\/a> sus primeras conclusiones. Bajo una capa de hielo de m\u00e1s de 800 metros de grosor, los cient\u00edficos han encontrado todo un ecosistema viviendo en un lago subterr\u00e1neo al que la luz y el aire no han llegado en millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/03\/%c2%a1aquellos-primeros-momentos-5\/\" rel=\"prev\">\u00a1Aquellos primeros momentos!<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/oldcivilizations.files.wordpress.com\/2010\/07\/galaxias.jpg\" alt=\"\" width=\"393\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Alrededor de un segundo desde el comienzo del tiempo, llegamos a la \u00e9poca de desacoplamiento de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>.\u00a0 Aunque en esa \u00e9poca el Universo es m\u00e1s denso que las otras (y tan caliente como la explosi\u00f3n de una bomba de hidr\u00f3geno), ya ha empezado a parecer vac\u00edo a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a>.\u00a0 Puesto que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/01\/11\/aquellos-primeros-momentos-ii\/#\">neutrinos<\/a> s\u00f3lo reaccionan a la fuerza d\u00e9bil, que tiene un alcance extremadamente corto, pueden escapar de sus garras y volar indefinidamente sin experimentar ninguna otra interacci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/10\/03\/%c2%bfque-pinta-el-azar-en-todo-esto-3\/\" rel=\"next\">\u00bfQue pinta el Azar en todo esto?<\/a><\/div>\n<div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/k41.kn3.net\/taringa\/1\/1\/3\/0\/7\/4\/06\/cesarefren\/0DA.gif?7867\" alt=\"El Poder de la Naturaleza...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0La inmensa complejidad que est\u00e1 presente en el cerebro humano y de c\u00f3mo se genera lo que llalamos \u201cla mente\u201d, a partir de una mara\u00f1a de conexiones entre m\u00e1s de cien mil millones de neuronas, m\u00e1s que estrellas existen en nuestra Galaxia, la V\u00eda L\u00e1ctea. Es algo grande que, en realidad, no hemos alcanzado a comprender.<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<div style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-7JxZ7ReoDEA\/T4WhJyTORTI\/AAAAAAAABL4\/pHBDKPHU25c\/s1600\/397b828e.gif\" alt=\"\" width=\"364\" height=\"393\" \/><\/div>\n<div>\n<div style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 No siempre podemos ver con claridad<\/div>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1son-tantas-las-cosas-que-no-sabemos-4\/\" rel=\"prev\">\u00a1Son tantas las cosas que no sabemos!<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La materia oscura del Universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Agujeros negros\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Un Universo paralelo que tiura del nuestro?\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Un Universo paralelo que tiura del nuestro?\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>En este tema de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1son-tantas-las-cosas-que-no-sabemos-4\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>, \u00bfle hemos prestado la suficiente atenci\u00f3n a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1son-tantas-las-cosas-que-no-sabemos-4\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>?<\/p>\n<p>Tambi\u00e9n el comportamiento de las galaxias y las estrellas que se alejan de nosotros a mayor velocidad de la que deber\u00edan si tenemos en cuenta la materia que podemos observar, se podr\u00eda derivar de la fuerza de Gravedad generada por un Universo paralelo que tira del nuestro.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRgFlNrK6MvXYp0i8cBYow-cPQ5iubBjznQ4IEPYCpqg8cgFU8X\" alt=\"Resultado de imagen de Teor\u00eda de supercuerdas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS4mWPWYADY0q3i7QhfafC5msQyBGyN-TfNvnEAKr1yIcCAiSCp\" alt=\"Resultado de imagen de Teor\u00eda de supercuerdas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>La realizaci\u00f3n m\u00e1s a la moda de la idea de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1son-tantas-las-cosas-que-no-sabemos-4\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a> est\u00e1 contenida en lo que se llaman teor\u00edas de \u201csupercuerdas\u201d. En estas teor\u00edas los constituyentes b\u00e1sicos de todas las part\u00edculas son diminutas cuerdas de materia muy densa enterradas dentro de una especie de nube esponjosa de materia que forma las capas exteriores de las part\u00edculas familiares. Las cuerdas son muy peque\u00f1as, pues no tienen m\u00e1s de 10\u02c9\u00b3\u00b3 cm de largo. El tipo de cuerda que se supone forma el coraz\u00f3n de la materia tiene de este modo la misma relaci\u00f3n de tama\u00f1o que un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1son-tantas-las-cosas-que-no-sabemos-4\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> que la tenemos nosotros con una galaxia peque\u00f1a. En las primeras teor\u00edas formuladas de cuerdas, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1son-tantas-las-cosas-que-no-sabemos-4\/#\"><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a><\/a> correspond\u00edan a lazos, mientras que los Bosones corresponden a cuerdas abiertas. Incluso los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1son-tantas-las-cosas-que-no-sabemos-4\/#\">quarks<\/a> se supone que est\u00e1n formados de cuerdas si se los mira lo bastante cerca.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/29\/%c2%a1%c2%a1atentos-a-los-fenomenos-naturales\/\" rel=\"next\">\u00a1\u00a1Atentos a los fen\u00f3menos naturales!!<\/a><\/div>\n<div style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Cielo rojizo por una tormenta de arena de Sahara en el Caribe\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Cielo rojizo por una tormenta de arena de Sahara en el Caribe\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>En estos d\u00edas, los amaneceres y atardeceres podr\u00edan verse en tono rojizo en los pa\u00edses del Caribe, pero el bello espect\u00e1culo podr\u00eda traer un mensaje poco alentador, ya que se trata de una tormenta de arena proveniente del Sahara conteniendo material biol\u00f3gico y qu\u00edmico potencialmente da\u00f1ino para la salud.<\/p>\n<\/div>\n<div style=\"text-align: justify;\">Hablemos de la Vida y pensemos si las Mentes, realmente est\u00e1n predestinadas a poblar el Universo. Es decir, son las herramientas de las que \u00e9ste se vale para que las criaturas surgidas en los mundos, lleguen a comprender tanta grandeza. El Universo, para nosotros, es casi infinito, es posible que nunca tengamos los medios para poder recorrerlo, y, sin embargo, s\u00ed estamos creando maravillas tecnol\u00f3gicas que nos permiten &#8220;visitar&#8221; sus regiones remotas para conocer lo que all\u00ed estaba presente hace ahora miles de millones de a\u00f1os.<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5627229544013421922\" src=\"http:\/\/2.bp.blogspot.com\/-dYx78xE9gR8\/ThfvdLiA3WI\/AAAAAAAASu4\/H84I9Uotl-4\/s320\/toolik1.JPG\" alt=\"\" border=\"0\" \/><img decoding=\"async\" id=\"BLOGGER_PHOTO_ID_5627229538907356482\" src=\"http:\/\/1.bp.blogspot.com\/-mFC-R_uX5Bc\/Thfvc4gofUI\/AAAAAAAASuw\/DkLhuqgfwug\/s320\/toolik.JPG\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\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\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 Vivimos en un mundo hecho para la Vida<\/p>\n<p style=\"text-align: justify;\">\n<div>\n<p style=\"text-align: justify;\">Algunas veces, mirando la historia evolutiva de la vida, uno tiende a pensar que, de todas las estructuras complejas producidas por la biolog\u00eda terrestre (es lo \u00fanico que conocemos), ninguna es m\u00e1s importante que el cerebro, el m\u00e1s complejo de todos los \u00f3rganos. Lo que nos lleva a plantearnos una prgunta: \u00bfSon los cerebros s\u00f3lo accidentes aleatorios de la evoluci\u00f3n, o son los inevitables productos derivados de un proceso de complejificaci\u00f3n que sigue unas leyes? Una hip\u00f3tesis muy generalizada es que si surge la vida en otros planetas, \u00e9sta tendr\u00e1 un desarrollo muy similar al de la vida en nuestro planeta, la Tierra. Los defensosres de SETI, la b\u00edsqueda de inteligencia estraterrestre, argumentan que en el curso de miles de a\u00f1os la vida estraterrrestre se har\u00e1 m\u00e1s compleja para formar plantas y animales, y finalmente descubrir\u00e1 su cognici\u00f3n y la inteligencia, como sucedi\u00f3 aqu\u00ed. Eso en los planetas que est\u00e9n en evoluci\u00f3n y, en otros, evolucionados como la Tierra, la vida ya estar\u00e1 presente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/1.bp.blogspot.com\/-3f1ES5s35js\/T1EJQeZztkI\/AAAAAAAAFk8\/_xezd7Snar4\/s1600\/cerebro+subconsciente.jpg\" alt=\"\" width=\"395\" height=\"402\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hablamos del cerebro humano por ser el <strong>\u201cdesconocido\u201d <\/strong>mejor conocido, muchas son las inteligencias que est\u00e1n presentes en nuestrto planeta y que, no hemos podido llegar a conocer. De algunos animales, podemos haber vislumbrado alguna clase de inteligencia y, si me apuran, hasta de sentimientos pero, lo que se dice conocer lo que se puede fraguar en sus cerebros\u2026, es una gran incognita para nosotros que, somos los seres predominantes en el planeta y, adem\u00e1s de ser conscientes hemos llegado a presentir que tenemos <strong>\u201cAlma\u201d, <\/strong>algo tan complejo que, siendo portadora de los sentimientos y los pensamientos, es, sin embargo, inmaterial y et\u00e9rea. Eso que llamamos Alma es en realidad la sabidur\u00eda, la que nos lleve a comprender sobre las cosas, sobre el mundo, sobre el Universo y, tambi\u00e9n sobre la misma condici\u00f3n humana. Es el s\u00edmbolo de nuestra evoluci\u00f3n, es la <strong>Mente<\/strong> que trasciende lo material y entra en otro espaciotiempo que, todav\u00eda, no hemos podido comprender. No pocas veces hemos oido decir: \u201cS\u00f3lo utilizamos el diez por ciento de nuestro cerebro\u201d, lo cierto es que utilizamos el cien por cient pero, lo que realmente queremos decir es que, hasta el momento, s\u00f3lo hemos desarrollado el diez por ciento del total. \u00a1Qu\u00e9 seremos cuando podamos utilizar el cien por cien totalmente desarrollado?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"postImage_1255332017\" src=\"http:\/\/img.scoop.it\/Ct9SCinqIKBcCJwRcASdoTl72eJkfbmt4t8yenImKBVaiQDB_Rd1H6kmuBWtceBJ\" alt=\"Visible Body | 3D Human Anatomy | Esa maravilla: Humanos | Scoop.it\" width=\"455\" height=\"255\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El cerebro es de una complejidad tal que, no hemos podido llegar a comprender toda su grandeza, y, sabemos que rige todo lo que acontece en nuestros cuerpos, desde \u00e9l se emiten las ordenes necesarias para hacer los precisos movimientos, para hablar o correr, o, en otros casos, para pensar y generar pensamientos y\u2026<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"postImage_1255294411\" src=\"http:\/\/img.scoop.it\/ymmQzFEiRWW7Mun1c5qdmTl72eJkfbmt4t8yenImKBVaiQDB_Rd1H6kmuBWtceBJ\" alt=\"\u00abTe amo con todo mi... cerebro\u00bb | Esa maravilla: Humanos | Scoop.it\" width=\"455\" height=\"255\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n sentimientos que, en realidad y a trav\u00e9s del Amor y la Familia, encontramos el verdadero motor que mueve el mundo en el que viv\u00edmos, es el mayor incentivo que tenemos para luchar y seguir adelante en la dura batalla que, la Naturaleza y la Vida, nos plantea cada d\u00eda.<\/p>\n<p style=\"text-align: justify;\">Dec\u00edamos que en otros planetas (al menos en una fracci\u00f3n de todos los planetas presentes en las galaxias), tambi\u00e9n habr\u00e1 surgido y evolucionado la vida inteligente que, como la nuestra, habr\u00e1 avanzado y desarrollado su propia tecnolog\u00eda, e incluso algunas de esas comunidades tecnol\u00f3gicos pueden estar en este preciso momento tratando (como hacemos nosotros) de entrar en contacto con otros seres y con otras inteligencias dispersas a lo largo y a lo ancho del vasto Universo. As\u00ed pues, los investigadores de SETI suscriben generalmente la idea de la escala de progreso, al aceptar que no s\u00f3lo la vida, sino tambi\u00e9n la mente, est\u00e1n en cierto sentido predestinadas a aparecer en el universo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/us.123rf.com\/400wm\/400\/400\/lightwise\/lightwise1206\/lightwise120600070\/14119586-human-brain-medical-symbol-represented-by-a-close-up-of-neurons-and-organ-cell-activity-showing-inte.jpg\" alt=\"\" width=\"423\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">As\u00ed, el recipiente puede ser diferente pero, el cerebro portador de la mente, ser\u00e1 parecido o similar al nuestro y se regir\u00e1 por los mismos par\u00e1metros y funciones. Un inmenso entramado de neuronas y cogniciones que reciben, controlan y env\u00edan informaci\u00f3n que procesa para conocer el mundo exterior y comprender, su lugar en el Cosmos.<\/p>\n<p style=\"text-align: justify;\">Claro que, este punto de vista, aunque dominante, esconde de nuevo una hip\u00f3tesis enorme acerca de la naturaleza del Universo. Significa aceptar, de hecho, que las leyes de la naturaleza est\u00e1n \u201cama\u00f1adas\u201d no s\u00f3lo a favor de la complejidad, no s\u00f3lo a favor de la vida, sino tambi\u00e9n a favor de <strong>la Mente.<\/strong> Dicho de otra manera, creo que la Naturaleza misma es MENTE, de otra manera a m\u00ed me resulta muy dif\u00edcil comprender que la mente no est\u00e9 inscrita de una forma fundamental en esas leyes naturales que todo lo rigen y hacen que las cosas ocurran como vemos que suceden. Es, as\u00ed, altamente significativo, por supuesto, que los productos de la tendencia de complejificaci\u00f3n de la naturaleza -seres inteligentes como el Homo Sapiens- sean capaces de entender las propias leyes que han dado lugar al \u201centendimiento\u201d si, esos sujetos, fueran totalmente ajenos a ella.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.defondos.com\/bulkupload\/fondos-universo\/Universo\/Inmenso%20Planeta_800.jpg\" alt=\"\" width=\"640\" height=\"480\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En cierta manera, tales pensamientos son visiones inspiradoras. Pero, \u00bfes veros\u00edmil? \u00bfPodemos creer que el universo no s\u00f3lo es <strong>bioamigable<\/strong>, sino tambi\u00e9n <strong>menteamigable<\/strong>. \u00bfSon t\u00e1ntos los mundos que, como la Tierra, tendr\u00e1n las condiciones precisas para la vida? y, \u00bfSer\u00e1 la vida, toda la vida del Universo, basada, como la de la Tierra en el Carbono?<\/p>\n<p style=\"text-align: justify;\">Claro que, en este apartado del saber humano, son muchas las versiones que, a lo largo de nuestra historia han sido vertidas. En 1964, el bi\u00f3logo George Simpson escribi\u00f3 un art\u00edculo esc\u00e9ptico titulado <strong>\u201cSobre la no predominancia de los humanoides\u201d<\/strong>, en el que relataba la futulidad de la b\u00fasqueda de vida estraterrestre avanzada. Lo calificaba como \u201cuna apuesta contra las probabilidades m\u00e1s adversas de la historia\u201d. Se\u00f1alando que los seres humanos son el producto de innumerables incidentes hist\u00f3ricos especiales, conclu\u00eda:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i1.wp.com\/farm4.static.flickr.com\/3037\/2573242447_202980c91f.jpg?resize=381%2C500\" alt=\"Resultado de imagen de http:\/\/www.gustavopierral.net\/wp-content\/woo_custom\/3586-splitEW.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">Cualquiera sabe lo que el futuro nos reserva<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><strong><em>\u201cLa hip\u00f3tesis hecha tan abiertamente por astr\u00f3nomos, f\u00edsicos y algunos bioqu\u00edmicos, seg\u00fan la cual una vez que la vida se pone en marcha en alguna parte, los humanoides aparecer\u00e1n final e inevitablemente, es lisa y llanamente falsa\u201d. <\/em><\/strong>En un famoso debate con el defensor de SETI Carl Sagan, el Bi\u00f3logo Ernst Mayr se hac\u00eda eco del escepticismo de Simpson: <strong><em>\u201cEn la Tierra entre millones de linajes u organismos y quiz\u00e1 50.000 millones de sucesos de especiaci\u00f3n, s\u00f3lo uno condujo a una alta inteligencia; eso me hace creer en su completa improbabilidad\u201d.<\/em><\/strong><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Claro que el hombre, cuando pronunci\u00f3 esas palabras, no pensaba en el hecho cierto de que, el Universo, es igual en todas partes y en todas sus regiones rigen las mismas leyes. Existen miles de millones de planetas como la Tierra, con las condiciones ideales para que surja en ellos en la vida (y, de hecho, as\u00ed habr\u00e1 pasado), no podemos creer que somos algo especial y \u00fanico, en el universo son m\u00e1s de cien mil millones de galaxias, mucho m\u00e1s abundante es el n\u00famero de estrellas y, no digamos de mundos\u2026 \u00bfPor qu\u00e9 no ser\u00eda tambi\u00e9n de la misma manera con seres inteligentes?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><em><\/em><\/strong><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/cnho.files.wordpress.com\/2010\/01\/sin-titulo-1.jpg\" alt=\"\" width=\"350\" height=\"500\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfDe qu\u00e9 manera podr\u00eda ser la vida en otros mundos? De haberla, podr\u00eda ser \u00a1de t\u00e1ntas maneras! que no debemos descartar aquella que teniendo la condici\u00f3n de vida, incluso est\u00e9 fuera de nuestro alcance de visi\u00f3n y, est\u00e1ndo a nuestro lado, sea totalmente ajena a nuestros sentidos. Las formas que la vida pueda tomar (aqu\u00ed mismo en la Tierra somos testigos), son de m\u00faltiples fasetas, de diversas maneras y, hasta desconocidas. \u00bfqui\u00e9n conoce a todos los seres vivos que conviven con nostros en el aTierra?<\/p>\n<p style=\"text-align: justify;\">Por otra parte, el especialista Jay Gould denuncia an\u00e1logamente la idea de que la vida est\u00e1 destinada a producir mente. Imaginemos, dice \u00e9l, que una catastrofe barriera toda la vida avanzada sobre la Tierra, dejando s\u00f3lo microbios. Si se repitiera el drama evolutivo, \u00bfqu\u00e9 suceder\u00eda? \u00bfCabr\u00eda esperar una pauta de desarrollo b\u00e1sicamente similar, en la que volver\u00edan a emerger peces, vertebrados, mam\u00edferos, reptiles y b\u00edpedos inteligentes? Nada de eso, concluye \u00e9l. La historia de la vida sobre la Tierra es una loteria gigantesca, con muchos m\u00e1s perdedores que ganadores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.concienciaeco.com\/wp-content\/uploads\/2012\/05\/biodiversidad-marina.jpg\" alt=\"\" width=\"266\" height=\"408\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Muchas formas de vida pasada, ya no est\u00e1n aqu\u00ed con nosotros. De hecho, s\u00f3lo el 1% de las epecies que han poblado la Tierra viven actualmente y, tenemos que tener claro que, la \u00fanica manera de evolucionar es mutar, sin mutaciones no hay evoluci\u00f3n, dado que la din\u00e1mica del planeta es cambiante y nos exige una adaptaci\u00f3n, aunque a lo largo de miles de a\u00f1os, nosotros y otros seres vivos mutan para sobrevivir.<\/p>\n<p style=\"text-align: justify;\">La vida contiene tantos accidentes del destino, t\u00e1ntas carambolas arbitrarias que la pauta de cambio es esencialmente aleatoria. Los millones de pasos fortuitos que construyen nuestra propia historia evolutiva nunca suceder\u00edan por segunda vez, ni siquiera en lineas generales. La historia recorrer\u00eda \u201cotro camino\u201d , de modo que, \u201cla enorme mayor\u00eda de las repeticiones nunca producir\u00eda\u2026una criatura con autoconsciencia\u2026 La probabilidad de que este escenario alternativo (por ejemplo, repetici\u00f3n) contenga algo remotamente parecido a un ser humano debe ser practicamente nula\u201d.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/farm3.static.flickr.com\/2662\/4089800366_5fcd5a008d.jpg\" alt=\"http:\/\/farm3.static.flickr.com\/2662\/4089800366_5fcd5a008d.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Claro que, las posibilidades de vida en otros planetas es grande<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si eso fuese as\u00ed (que lo podr\u00eda ser, ning\u00fan dato tenemos a favor de lo contrario), \u00bfqu\u00e9 seres surgir\u00edan a la vida? o, quiz\u00e1s, no surgiera ninguno. Es dif\u00edcil refutar la l\u00f3gica del argumento de Simpson y Gould. Si la evoluci\u00f3n no es otra cosa que una loter\u00eda, una caminata de borracho, entonces hay pocas razones por las que la vida debiera ir m\u00e1s all\u00e1 del nivel de los microbios, ninguna expectativa que avanzara obligatoriamente hacia la inteligencia, el cerebro, la conciencia y el \u201cAlma\u201d y, mucho menos, que pudiera desarrollar caracter\u00edsticas humanoides. Nos ver\u00edamos entonces obligados a coincidir con la melanc\u00f3lica conclusi\u00f3n de Monod: \u201cEl hombre sabe que finalmente est\u00e1 solo en la inmensidad del universo, del que ha emergido s\u00f3lo por azar\u201d.S\u00f3lo si hay m\u00e1s que azar en ello, , s\u00f3lo si la Naturaleza tiene un sesgo ingeniosamente incorporado hacia la vida y la muerte, esperar\u00edamos ver repetido en otros mundos, lo que con la vida ocurri\u00f3 en el nuestro.<\/p>\n<p style=\"text-align: justify;\">La b\u00fasqueda de la vida en otros lugares del Universo es, por consiguiente, el terreno de prueba para dos visiones del mundo diametralmente opuestas. Por una parte, est\u00e1 la ciencia ortodoxa, con su filosof\u00eda nihilista del universo sin sentido, leyes impersonales carentes de finalidad, un cosmos en el que la vida y la mente, la ciencia y el arte, la esperanza y el miedo son s\u00f3lo embellecimientos accidentales y casuales en un tapiz de corrupci\u00f3n c\u00f3smica irreversible.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/us.123rf.com\/400wm\/400\/400\/yorkberlin\/yorkberlin1209\/yorkberlin120900013\/15222052-representacion-3d-formas-de-vida-extraterrestre-en-una-antigua-fabrica.jpg\" alt=\"\" width=\"400\" height=\"312\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Creo que todo lo que podamos imaginar\u2026 ser\u00e1 menos que la realidad que ah\u00ed fuera nos podemos encontrar cuando, de verdad, salgamos al espacio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por otra parte, hay una versi\u00f3n alternativa innegablemente rom\u00e1ntica, pero posiblemente cierta de todas formas, la visi\u00f3n de un universo autoorganizador y autocomplejificador, gobernado por leyes ingeniosas que animan a la materia para que \u00e9sta alcance una evoluci\u00f3n predeterminada que la lleva hacia la consciencia y la mente. Un Universo en el que la emergencia de seres pensantes ser\u00eda una parte fundamental e integral del esquema global de las cosas. Es decir, un Universo en el que no estamos solos y en el que, esa misma complejidad de la que hablamos, nos lleva a trav\u00e9s de la mutaci\u00f3n hacia la evoluci\u00f3n necesaria para la adaptaci\u00f3n al ritmo que el Universo nos marca.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static.wixstatic.com\/media\/f7b717_1a34480f691c4731b54f2dacd70ecb27~mv2_d_1920_1280_s_2.jpg\/v1\/fill\/w_479,h_319,al_c,q_80,usm_0.66_1.00_0.01\/f7b717_1a34480f691c4731b54f2dacd70ecb27~mv2_d_1920_1280_s_2.webp\" alt=\"Resultado de imagen de \u00bfQu\u00e9 significa nuestra presencia aqu\u00ed?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfTendr\u00e1 alg\u00fan significado la presencia del Ser Humano en el Universo?<\/p>\n<p style=\"text-align: justify;\">Particularmente me quedo con la segunda opci\u00f3n. De no ser as\u00ed, si el Universo nos trajo por razones fortu\u00edtas y s\u00f3lo se debe al azar nuestra presencia aqu\u00ed, entonces, \u00bfpara qu\u00e9 tantos mundos?, \u00bfpara qu\u00e9 tanto sufrimiento y dolor?, \u00bfpara qu\u00e9, en definitiva, tanto Amor y sacrificio? \u00a1Ser\u00eda todo un sinsentido tan grande!<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p style=\"text-align: justify;\">PD. Doy las gracias a Paul Davies por escribir \u201cEl Quinto Milagro\u201d, de cuyas p\u00e1ginas pude sacar algunas de estas ideas.<\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F07%2F%25c2%25a1nuestras-mentes-%25c2%25bfestaran-predestinadas-5%2F&amp;title=%C2%A1Nuestras+Mentes%21+%C2%BFEstar%C3%A1n+predestinadas%3F' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F03%2F07%2F%25c2%25a1nuestras-mentes-%25c2%25bfestaran-predestinadas-5%2F&amp;title=%C2%A1Nuestras+Mentes%21+%C2%BFEstar%C3%A1n+predestinadas%3F' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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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Lo acaba de demostrar una expedici\u00f3n norteamericana, llamada Wissard (Whillans Ice Stream Subglacial Access Research Drilling), formada por investigadores de varias universidades y que esta semana ha publicado en Nature sus primeras conclusiones. Bajo una capa de hielo de m\u00e1s de 800 [&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":[204],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12281"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=12281"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12281\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12281"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12281"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12281"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}