{"id":27976,"date":"2022-05-14T08:00:50","date_gmt":"2022-05-14T07:00:50","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27976"},"modified":"2022-05-14T08:00:50","modified_gmt":"2022-05-14T07:00:50","slug":"el-divagar-de-la-mente-14","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/05\/14\/el-divagar-de-la-mente-14\/","title":{"rendered":"El divagar de la mente"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/26\/%c2%bfrecordar-%c2%bfolvidar-todo-esta-dentro-de-nosotros-2\/\" rel=\"prev\">\u00bfRecordar? \u00bfOlvidar? Todo est\u00e1 dentro de nosotros<\/a><\/h2>\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<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/_yS0Xk9knbdM\/SV_z86HB0fI\/AAAAAAAAAAo\/NQhfY6zA1s8\/s400\/charco2xd%255B1%255D.jpg\" alt=\"\" width=\"286\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Aunque nos cueste creerlo el Tiempo, se lo lleva todo, y los recuerdos, no son una excepci\u00f3n. Como las ondas que se producen en la superficie del agua y se alejan y alejan hasta desaparecer, as\u00ed pasa con los recuerdos que vez se ven m\u00e1s borrosos en nuestra memoria. El m\u00e1s destacado explorador del oscuro continente del la memoria fue el inspirado vagabundo Giordano Bruno (1548-1600). Cuando era un joven fraile en N\u00e1poles se hab\u00eda iniciado en el famoso arte dom\u00ednico de la memoria, y al abandonar la orden de Santo Domingo, los legos esperaban que desvelara los secretos de estos religiosos.<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/27\/buscando-la-gravedad-cuantica-3\/\" rel=\"next\">Buscando la Gravedad cu\u00e1ntica<\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div>\n<blockquote>\n<div>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Gravedad cu\u00e1ntica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"La gravedad cu\u00e1ntica estar\u00eda escondida en los agujeros negros \u2022 Tendencias21\" \/><\/div>\n<\/blockquote>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;La\u00a0<strong>gravedad cu\u00e1ntica<\/strong>\u00a0es el campo de la\u00a0<a title=\"F\u00edsica te\u00f3rica\" href=\"https:\/\/es.wikipedia.org\/wiki\/F%C3%ADsica_te%C3%B3rica\">f\u00edsica te\u00f3rica<\/a>\u00a0que procura unificar la\u00a0<a title=\"Teor\u00eda cu\u00e1ntica de campos\" href=\"https:\/\/es.wikipedia.org\/wiki\/Teor%C3%ADa_cu%C3%A1ntica_de_campos\">teor\u00eda cu\u00e1ntica de campos<\/a>, que describe tres de las fuerzas fundamentales de la naturaleza, con la\u00a0<a title=\"Relatividad general\" href=\"https:\/\/es.wikipedia.org\/wiki\/Relatividad_general\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general<\/a>, la teor\u00eda de la cuarta fuerza fundamental: la\u00a0<a title=\"Gravedad\" href=\"https:\/\/es.wikipedia.org\/wiki\/Gravedad\">gravedad<\/a>. La meta es lograr establecer una base matem\u00e1tica unificada que describa el comportamiento de todas las fuerzas de la Naturaleza, conocida como la\u00a0<a title=\"Teor\u00eda del campo unificado\" href=\"https:\/\/es.wikipedia.org\/wiki\/Teor%C3%ADa_del_campo_unificado\">teor\u00eda del campo unificado<\/a>.&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/22\/la-pseudociencia\/\" rel=\"prev\">LA PSEUDOCIENCIA<\/a><\/div>\n<blockquote>\n<div>\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\" 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\" alt=\"Pseudociencias fuera de la Universidad! \u2013 Bio (Ciencia+Tecnolog\u00eda)\" \/><\/div>\n<\/blockquote>\n<blockquote>\n<div style=\"text-align: justify;\">&#8220;La\u00a0<strong>pseudociencia\u00a0<\/strong>es aquella afirmaci\u00f3n, creencia o pr\u00e1ctica (&#8216;<strong>pseudoterapia<\/strong>\u00a0o &#8216;falso tratamiento&#8217;) que es presentada como\u00a0<a title=\"Ciencia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ciencia\">cient\u00edfica<\/a>\u00a0y f\u00e1ctico, pero es incompatible con el\u00a0<a title=\"M\u00e9todo cient\u00edfico\" href=\"https:\/\/es.wikipedia.org\/wiki\/M%C3%A9todo_cient%C3%ADfico\">m\u00e9todo cient\u00edfico<\/a>.\u00a0A menudo se caracteriza por el uso de afirmaciones vagas, contradictorias, exageradas o\u00a0<a title=\"Infalsable\" href=\"https:\/\/es.wikipedia.org\/wiki\/Infalsable\">infalsables<\/a>; la dependencia en el\u00a0<a title=\"Sesgo de confirmaci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Sesgo_de_confirmaci%C3%B3n\">sesgo de confirmaci\u00f3n<\/a>\u00a0en lugar de pruebas rigurosas de refutaci\u00f3n; poca o nula disposici\u00f3n por parte de sus seguidores a aceptar evaluaciones externas de expertos; y en general, la ausencia de procedimientos sistem\u00e1ticos para el desarrollo racional de teor\u00edas.&#8221;<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/02\/23\/%c2%a1el-futuro-%c2%bfquien-puede-predecirlo\/\" rel=\"next\">\u00a1El futuro! \u00bfQui\u00e9n puede predecirlo?<\/a><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRCGWkHfFNEhAeuUyQJxVvFRe2CEr-u7gIFmQ&amp;usqp=CAU\" alt=\"Isaac Asimov, el escritor que predijo el futuro\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">El futuro s\u00f3lo lo podemos imaginar, y, dependiendo de los conocimientos, la imaginaci\u00f3n, la fantas\u00eda, los escenarios que cada mente pueda construir, as\u00ed ser\u00e1n los distintos escenarios que, del futuro, podamos representar. Sin embargo, ninguno de ellos ser\u00e1 exactamente una representaci\u00f3n real del Futuro que vendr\u00e1.<\/div>\n<\/blockquote>\n<div style=\"text-align: justify;\">\n<h2><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/04\/02\/nuevas-teorias-materia-oscura-nuevas-particulas-2%c2%aa\/\" rel=\"prev\">Nuevas teor\u00edas,\u00a0<\/a><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/26\/el-divagar-de-la-mente-3\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>.<\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El mundo despu\u00e9s de la revoluci\u00f3n: la f\u00edsica de la segunda mitad del siglo  XX | OpenMind\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"F\u00edsica te\u00f3rica: Una conexi\u00f3n inesperada entre la f\u00edsica de part\u00edculas y la  inteligencia artificial | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y Ciencia\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>Los f\u00edsicos te\u00f3ricos no dejar\u00e1n nunca de imaginar c\u00f3mo funciona la Naturaleza. De hecho, imagina cosas que&#8230; \u00a1No podemos saber si ser\u00e1n ciertas! Ese es, amigos m\u00edos, el caso de la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;. La dan por cierta, y, la realidad es que de ella no tenemos el menor indicio. Todo son especulaciones.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.antiidolo.com\/imagesA2\/Evolucion-Universo-4b.jpg\" alt=\"\" width=\"735\" height=\"389\" border=\"0\" \/><\/div>\n<div>\n<p style=\"text-align: justify;\">Los procesos cient\u00edficos que comentamos en este lugar lugar, los fen\u00f3menos del Universo que hemos debatido y,\u00a0 los misterios y secretos que el inmenso\u00a0Cosmos nos oculta han contribuido, aunque inadvertidamente, a comprometer e involucrar a nuestra especie en la vastedad del Universo. La astronom\u00eda al destrozar las esferas cristalinas que, seg\u00fan se dec\u00eda, aislaban la Tierra de los \u00e1mbitos et\u00e9reos que se hallan por encima de la Luna, nos puso en el Universo. La F\u00edsica cu\u00e1ntica\u00a0 destruy\u00f3 la metaf\u00f3rica hoja de cristal que supuestamente separaba al observador distante del mundo observado; descubrimos que estamos inevitablemente enredados en aquello que estudiamos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/staticr1.blastingcdn.com\/media\/photogallery\/2017\/11\/15\/660x290\/b_1200x680\/la-cosmologia-estudia-el-universo-como-un-todo-public-domain_1690783.jpg\" alt=\"Resultado de imagen de La astrof\u00c3\u00adsica nos dice la la materia es la misma en cualquier parte del universo\" \/><\/p>\n<p style=\"text-align: justify;\">La Astrof\u00edsica, al demostrar que la materia es la misma en todas partes y que en todas partes obedece a las mismas leyes, revel\u00f3 una unidad c\u00f3smica que se extiende la fusi\u00f3n nuclear en las estrellas la qu\u00edmica de la vida que all\u00ed se produce a lo largo de todo el Universo. La evoluci\u00f3n darwiniana, al destacar que todas las especies de la vida terrestre est\u00e1n relacionadas y que todas surgieron de la materia ordinaria, puso de manifiesto que no hay ninguna muralla que nos separe de las otras criaturas de la Tierra, o del planeta que nos dio la vida: que estamos hechos del mismo material del que est\u00e1n hechos los mundos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/egasmoniz2.blogs.sapo.pt\/arquivo\/universo.jpg\" alt=\"\" width=\"428\" height=\"360\" \/><img decoding=\"async\" src=\"http:\/\/estaticos.muyinteresante.es\/rcs\/articles\/1855\/cosmoacustica.jpg\" alt=\"Resultado de imagen de La astrof\u00c3\u00adsica nos dice la la materia es la misma en cualquier parte del universo\" \/><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/fc04.deviantart.com\/fs10\/i\/2006\/138\/f\/a\/Tamino_by_19_10.jpg\" alt=\"\" width=\"339\" height=\"509\" \/><\/p>\n<p style=\"text-align: justify;\">La convicci\u00f3n de que, en cierto sentido, formamos una unidad con el Universo, por supuesto, ha sido afirmada antes muchas veces, en otras esferas de pensamiento. Yahv\u00e9 cre\u00f3 a Ad\u00e1n del polvo; el griego Her\u00e1clito escribi\u00f3 que \u201ctodas las cosas son una sola\u201d; Lao-tse, en China, describi\u00f3 al hombre y la naturaleza gobernados por un solo principio (\u201clo llam\u00f3 el Tao\u201d); y la creencia en la unidad de la Humanidad con el cosmos estaba difundida los pueblos anteriores a la escritura, como lo puso de relieve el jefe indio Suquamish Seattle, quien declar\u00f3 en su lecho de muerte que, \u201ctodas las cosas est\u00e1n conectadas, como la sangre que une a una misma familia. Todo es como una misma familia, os lo digo\u201d.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, en nuestro Universo, todo est\u00e1 conectado por los hilos invisibles del Tiempo, y, desde luego, como dijo el sabio: &#8220;Todas las cosas son&#8221;. Con esas sencillas palabras elev\u00f3 a las &#8220;cosas&#8221; a la categor\u00eda de Ser.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-fR5Qwl16hC8\/T7UOr5__UyI\/AAAAAAAAAsY\/J2jdeEKXOrk\/s1600\/adn-esquema-genes-cromosomas-proteinas-gen.jpg\" alt=\"\" width=\"480\" height=\"320\" \/><\/p>\n<p style=\"text-align: justify;\">Hay algo sorprendente en el hecho de que la misma concepci\u00f3n general ha surgido de ciencias que se enorgullecen de su l\u00facida b\u00fasqueda de hechos objetivos, emp\u00edricos. los mapas de cromosomas y los registros f\u00f3siles que representan las interconexiones de todos los seres vivos de la Tierra, hasta la semejanza de las proporciones qu\u00edmicas c\u00f3smicas con las de las especies vivas terrestres, nos muestran que realmente formamos parte del Universo en su conjunto.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-M4SMYITlG2w\/UFAFira5RDI\/AAAAAAAAAYk\/_4V7N458eQQ\/s1600\/alien.jpg\" alt=\"\" width=\"560\" height=\"286\" \/><\/p>\n<p style=\"text-align: justify;\">La verificaci\u00f3n cient\u00edfica de nuestra participaci\u00f3n en las acciones del Cosmos, luego, muchas implicaciones. Una de ellas es, si la vida inteligente ha evolucionado en este planeta, tambi\u00e9n puede haberlo hecho en otras partes. La Teor\u00eda de la evoluci\u00f3n de Darwin, aunque no explica el antiguo enigma de por qu\u00e9 existe la vida, deja claro que la vida puede surgir de la materia ordinaria y evolucionar hasta una \u201cinteligente\u201d, al menos en un planeta como la Tierra que gira alrededor de una estrella como el Sol (m\u00e1s de diez mil millones en la V\u00eda L\u00e1ctea solamente) y, presumiblemente, m\u00e1s que unos pocos planetas semejantes a la Tierra, podemos especular que no somos la \u00fanica especie que ha estudiado el Universo y se ha preguntado sobre su papel en \u00e9l.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/gabrielamp02.files.wordpress.com\/2013\/05\/57068-knowledge2.jpg?w=593\" alt=\"\" width=\"593\" height=\"344\" \/><\/p>\n<p style=\"text-align: justify;\">Nuestra comprensi\u00f3n de la relaci\u00f3n de la Mente en el Universo puede depender de que podamos tomar contacto con otra especie inteligente con la cual compararnos. Raramente la ciencia ha obtenido buenos resultados al estudiar fen\u00f3menos de los que s\u00f3lo ten\u00eda un ejemplo:<\/p>\n<p style=\"text-align: justify;\">Las leyes de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/26\/el-divagar-de-la-mente-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/26\/el-divagar-de-la-mente-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0habr\u00edan sido mucho m\u00e1s dif\u00edciles -quiz\u00e1 imposibles- de formular si s\u00f3lo hubiese habido un planeta para someterlas a prueba, y a menudo se dice que el problema de la cosmolog\u00eda es que s\u00f3lo tenemos un universo para examinar. (El descubrimiento de la evoluci\u00f3n c\u00f3smica reduce un poco la dificultad al ofrecer a nuestra consideraci\u00f3n el muy diferente del Universo en los primeros momentos de la evoluci\u00f3n c\u00f3smica.) La cuesti\u00f3n de la vida extraterrestre, pues, va m\u00e1s all\u00e1 de problemas\u00a0 el de\u00a0si estamos solos en el Universo, o si podemos esperar tener compa\u00f1\u00eda c\u00f3smica o si debemos temer invasiones exteriores; tambi\u00e9n es un modo de examinarnos a nosotros mismos y nuestra relaci\u00f3n con el resto de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.abc.es\/Media\/201304\/22\/encuentros-en-la-tercera-fase-steven-spielberg--644x270.jpg\" alt=\"\" width=\"644\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\">Aunque mucho de esto es,\u00a0 el inter\u00e9s reciente por la vida extraterrestre considerarse como un resultado del \u00faltimo vuelco en la fortuna del materialismo, la doctrina filos\u00f3fica seg\u00fan la cual es posible explicar los sucesos exclusivamente en t\u00e9rminos de interacciones materiales, sin recurrir a conceptos insustanciales tales como el esp\u00edritu. El darwinismo engendr\u00f3 una nueva actitud de respeto hacia las potencialidades de la materia ordinaria: un mont\u00f3n de barro en un charco de agua de lluvia empieza a parecer m\u00e1gico, si se piensa que sus iguales de anta\u00f1o lograron elevarse hasta dar origen a todo el conjunto de la vida terrestre, inclusive la del individuo que contempla el barro. Una persona reflexiva, recordando que su ascendencia se remonta, a trav\u00e9s de los mam\u00edferos, hasta los peces, los amino\u00e1cidos, los az\u00facares de la materia prebi\u00f3tica, no puede estar de acuerdo con Mart\u00edn Lutero en que la Tierra es \u201csucia\u201d y \u201cnociva\u201d, o aceptar el veredicto de la Christia Sciencie de que \u201cno hay vida, verdad, sustancia ni inteligencia en la materia\u201d.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/cde.peru21.pe\/ima\/0\/0\/1\/1\/9\/119733.jpg\" alt=\"\" width=\"630\" height=\"355\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfLa Vida? \u00a1Podr\u00eda estar presente en tantos lugares! El Universo es inmenso, est\u00e1 lleno de galaxias de estrellas y de mundos. Pensar en la remota posibilidad de que la vida, solamente apareciera aqu\u00ed, en la Tierra, es ir contra la l\u00f3gica y despreciar las leyes de la Naturaleza que, en todas partes, act\u00faa de la misma manera.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/albertomacorano.com.br\/wp-content\/uploads\/2018\/08\/Pluralidade-dos-mundos-habitados-346x259.png\" alt=\"Resultado de imagen de Otros mundos habitados\" \/><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/exoplanetasotrosmundos-131001184909-phpapp01\/95\/exoplanetas-otros-mundos-2-638.jpg?cb=1380653432\" alt=\"Resultado de imagen de Otros mundos habitados\" \/><\/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 \u00a0Por pensar de esa manera fue quemado en la hoguera<\/p>\n<p style=\"text-align: justify;\">Hist\u00f3ricamente, los materialistas se han inclinado a pensar que hay vida en otros mundos. El atomista Metrodoro de Qu\u00edos escribi\u00f3 en el siglo IV a. de C. :<\/p>\n<blockquote><p>\u201cConsiderar la Tierra el \u00fanico mundo poblado en el espacio infinito es tan absurdo como afirmar que en todo un campo sembrado de mijo s\u00f3lo un grano crecer\u00e1\u201d.<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Cinco siglos m\u00e1s tarde, el epic\u00fareo Lucrecio sostuvo:<\/p>\n<blockquote><p>\u00a0\u201cHay infinitos mundos iguales y diferentes de mundo nuestro\u201d.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Giordano Bruno, el primer m\u00e1rtir de la Ciencia | Historias de nuestra  Historia\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">La Iglesia cat\u00f3lica romana, convencida de que los seres humanos son esencialmente esp\u00edritus inmateriales, se sinti\u00f3 amenazada por el punto de vista materialista: cuando Giordano Bruno, el decano renacentista del misticismo popular, afirmaba que la materia \u201ces en verdad toda la naturaleza y la madre de todo lo vivo, y declar\u00f3 que Dios \u201ces glorificado, no en uno, sino en incontables soles; no es una sola Tierra, sino\u00a0 mil, que digo, en infinidad de mundos\u201d, fue atado a una estaca de hierro y quemado vivo, el 19 de febrero de 1600, en la Piazza Campo di Fiori de Roma.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, cuando la ciencia creci\u00f3 tambi\u00e9n lo hizo el materialismo, y con \u00e9l la creencia de una pluralidad de mundos. Podr\u00edamos seguir por este camino y filosofar sobre lo que fue, lo que es y, lo que probablemente ser\u00e1 pero, el tiempo se me acaba y,\u00a0 no quisiera, cerrar en falso este trabajo dejando una equivocada sensaci\u00f3n.<\/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\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.exobiologie.fr\/wp-content\/uploads\/2007\/06\/Astrobiology.jpg\" alt=\"\" width=\"382\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Es curioso como los humanos tendemos a simbolizarlo todo, sabemos del ADN y de c\u00f3mo estamos conformados, tratamos de indagar sobre la conciencia y los mecanismos de la Mente, ese lugar inmaterial que genera el cerebro y del que surgen las ideas y los pensamientos, all\u00ed est\u00e1 todo lo que somos y tambi\u00e9n, en ese misterioso lugar, se crean los sentimientos que crecen y crecen. Sin embargo, tendemos a idealizar los sentimientos con el coraz\u00f3n. \u00bfPor qu\u00e9 ser\u00e1?<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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alt=\"Evoluci\u00f3n biol\u00f3gica - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"La materia viva\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0 Algunas formas de materia evolucionada, guardan en sus recuerdos esa memoria de la que hablamos<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">S\u00ed, la materia tiene memoria y deja sus huellas por todas partes\u2026 \u00a1Hay que saber buscar! En el lugar m\u00e1s inesperado la materia habr\u00e1 evolucionado hasta el proto<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/26\/el-divagar-de-la-mente-3\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0vivo que nos llevar\u00e1 hasta la vida, ese estado en el que la materia puede llegar a generar pensamientos, y, hasta sentimientos.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">La Ciencia est\u00e1 muy bien, el materialismo viene a poner nuestros pies en el suelo y hace que nos fijemos en las cosas tal como son o, al menos, tal como creemos que son. Sin embargo, una cuesti\u00f3n me tiene desconcertado: \u00bfC\u00f3mo podemos sentir en la forma que lo hacemos? \u00bfDe donde vienen esos sentimientos? \u00bfSer\u00e1 quiz\u00e1 una muestra suprema de la evoluci\u00f3n del mundo material? \u00bfTendr\u00e1 memoria la materia?<\/p>\n<p style=\"text-align: justify;\">Por si acaso, yo dejar\u00eda aqu\u00ed un gran signo de interrogaci\u00f3n, ya que, hemos alcanzado una peque\u00f1a cota de la alt\u00edsima monta\u00f1a que nos hemos propuesta escalar, y, luego, no sabemos lo que nos podremos encontrar cuando lleguemos a cotas m\u00e1s elevadas, ya que, pensar en llegar al final\u2026no parece nada f\u00e1cil.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F05%2F14%2Fel-divagar-de-la-mente-14%2F&amp;title=El+divagar+de+la+mente' 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; 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