{"id":19816,"date":"2021-02-12T08:38:11","date_gmt":"2021-02-12T07:38:11","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=19816"},"modified":"2021-02-12T08:39:53","modified_gmt":"2021-02-12T07:39:53","slug":"%c2%bffuturo-%c2%a1siempre-sera-incierto-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/02\/12\/%c2%bffuturo-%c2%a1siempre-sera-incierto-3\/","title":{"rendered":"\u00bfFuturo?: \u00a1Siempre ser\u00e1 incierto!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/12\/una-galaxia-es-un-universo-en-miniatura-pero%e2%80%a6-%c2%bfque-es-la-mente-4\/\" rel=\"prev\">Una Galaxia es un Universo en Miniatura pero\u2026 \u00bfQue es la Mente?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/lamenteesmaravillosa.com\/wp-content\/uploads\/2015\/09\/mente-humana-420x315.jpg\" alt=\"Resultado de imagen de Las Galaxia y la Mente\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Somos parte del Universo y estamos conectados con toda la Galaxia por los hilos invisibles de los pensamientos. Lo que pasa en nuestra Galaxia nos afecta y, de alguna manera, incide en nosotros.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/14\/%c2%bfrevoluciones-cientificas-%c2%a1la-relatividad\/\" rel=\"next\">\u00bfRevoluciones cient\u00edficas? \u00a1La Relatividad!<\/a><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Revoluciones cient\u00edficas: La Relatividad especial y Genenral\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSYS9P5a6uvAXBqoQ5Imrvx9yYC2wMsUC1dsw&amp;usqp=CAU\" alt=\"Resultado de imagen de Revoluciones cient\u00edficas: La Relatividad especial y Genenral\" \/><\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/naukas.com\/fx\/uploads\/2015\/11\/Screenshot-2015-11-22-at-19.04.11.png\" alt=\"Resultado de imagen de Revoluciones cient\u00edficas: La Relatividad especial y Genenral\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/14\/World_line-es.svg\/250px-World_line-es.svg.png\" alt=\"Resultado de imagen de Revoluciones cient\u00edficas: La Relatividad especial y Genenral\" \/><\/div>\n<div style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> irrumpi\u00f3 en la F\u00edsica como &#8220;Elefante en Cacharrer\u00eda&#8221;, lo puso todo patas arriba, cambi\u00f3 todos los conceptos de muchas de las cuestiones que, hasta aquel momento eran inamovibles, trajo una nueva f\u00edsica y tambi\u00e9n, una nueva Cosmolog\u00eda.<\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/02\/08\/la-maravilla-de%e2%80%a6-%c2%a1los-cuantos-2\/\" rel=\"prev\">La maravilla de\u2026 \u00a1los cuantos!<\/a><\/div>\n<div>\n<div style=\"text-align: justify;\">\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/23\/Helium_atom_QM.svg\/300px-Helium_atom_QM.svg.png\" alt=\"\" width=\"300\" height=\"301\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>La F\u00edsica del siglo XX empez\u00f3 exactamente en el a\u00f1o 1900, cuando el f\u00edsico alem\u00e1n Max Planck propuso una posible soluci\u00f3n a un problema que hab\u00eda estado intrigando a los f\u00edsicos durante a\u00f1os. Es el problema de la luz que emiten los cuerpos calentados a una cierta temperatura, y tambi\u00e9n la radiaci\u00f3n infrarroja emitida, con menos intensidad, por los objetos m\u00e1s fr\u00edos. Planck escribi\u00f3 un art\u00edculo de ocho p\u00e1ginas y el resultado fue que cambi\u00f3 el mundo de la f\u00edsica y aquella p\u00e1ginas fueron la semilla de la futura \u00a1mec\u00e1nica cu\u00e1ntica! que, algunos a\u00f1os m\u00e1s tardes, desarrollar\u00edan f\u00edsicos como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/13\/futuro-siempre-sera-incierto\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0(Efecto fotoel\u00e9ctrico), Heisenberg (Principio de Incertidumbre), Feynman, Bhor, Schr\u00f6dinger, Dirac\u2026<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/apod.nasa.gov\/apod\/image\/1608\/NGC7129-Subaru-Composite-S1024.jpg\" alt=\"See Explanation.  Clicking on the picture will download\nthe highest resolution version available.\" \/><\/p>\n<div>\n<p>&nbsp;<\/p>\n<p>Esta bonita imagen de arriba es de NGC 7129<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p>Aunque ya en \u00e9pocas en que se confund\u00edan con las galaxias los astr\u00f3nomos griegos anotaron en sus cat\u00e1logos la existencia de algunas nebulosas, las primeras ordenaciones exhaustivas se realizaron a finales del siglo XVIII, de la mano del franc\u00e9s Charles Messier y del brit\u00e1nico William F. Herschel.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/02\/08\/semilleros-de-estrellas-las-nebulosas\/\" rel=\"next\">Semilleros de estrellas: Las Nebulosas.<\/a><\/div>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/09\/10\/seguimos-hacia-el-futuro\/\" rel=\"prev\">Seguimos hacia el futuro<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/47\/James_Webb_Space_Telescope_2009_top.jpg\/1024px-James_Webb_Space_Telescope_2009_top.jpg\" alt=\"\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" title=\"Instalacion de espectr\u00f3grafo de infrarrojo cercano en el telescopio espacial James Webb\" src=\"http:\/\/www.nasa.gov\/sites\/default\/files\/styles\/946xvariable_height\/public\/13546442425_3177f4348c_o.jpg?itok=YkcpCRgb\" alt=\"Instalacion de espectr\u00f3grafo de infrarrojo cercano en el telescopio espacial James Webb\" width=\"600\" height=\"400\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Instalando el Espectr\u00f3grafo de Infrarrojo Cercano en el Telescopio Espacial James Webb (aplazado de nuevo su lanzamiento por motivos t\u00e9cnicos). Esper\u00e9mos que el pr\u00f3ximo a\u00f1o lo podamos ver en el Espacio para que nos muestra maravillas del Universo.<\/p>\n<p>&nbsp;<\/p>\n<p>Qued\u00f3 instalado hace ya un a\u00f1o y est\u00e1n dando los \u00faltimos toques para su puesta en escena renovando al\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/13\/futuro-siempre-sera-incierto\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>\u00a0que lleva 25 a\u00f1os captando las maravillas del Cosmos, as\u00ed que el Espectr\u00f3grafo de Infrarrojo Cercano (NIRSpec) del Telescopio Espacial James Webb fue instalado en el m\u00f3dulo de instrumentos. El NIRSpec se une a la c\u00e1mara de infrarrojo cercano (NIRCam), un sensor de guiado de precisi\u00f3n y una c\u00e1mara en el infrarrojo cercano y un espectr\u00f3grafo sin ranura (FGS-NIRISS), y una c\u00e1mara y espectr\u00f3grafo en el infrarrojo medio (MIRI), que ya se encuentran integrados en el M\u00f3dulo de Instrumentos Cient\u00edficos, por lo que el m\u00f3dulo de intrumentos est\u00e1 completo.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_XcdAAoPg78A\/TOrcf22K2uI\/AAAAAAAACYA\/10Kfbs_xDOk\/s1600\/SATURNO%2BVISTO%2BDESDE%2BTIT%25C3%2581N.jpg\" alt=\"\" width=\"699\" height=\"393\" \/><\/div>\n<div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfPodr\u00eda adquirir la Tierra una atm\u00f3sfera como la de Tit\u00e1n en el futuro? o, \u00bfpodr\u00eda perder la que tiene ahora como le pas\u00f3 a Marte?<\/p>\n<p style=\"text-align: justify;\">?Ser\u00e1 cierto que dentro de 1.700 millones de a\u00f1os la Tierra saldr\u00e1 de la zona habitable y entrar\u00e1 en ella Marte como revelevan unos estudios?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.secretosparacontar.org\/Portals\/0\/img_lectores\/img_universo\/periodos-de-la-tierra.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Por distintos motivos nuestro planeta ha cambiado a lo largo del Tiempo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El clima y la topograf\u00eda de nuestro planeta var\u00edan continuamente, como las especies que viven en el. Y lo que es m\u00e1s espectacular, hemos descubierto que todo el Universo de estrellas y galaxias esta en un estado de cambio din\u00e1mico en el que grandes c\u00famulos de galaxias se alejan los unos de los otros hacia un futuro que ser\u00e1 diferente del presente. Hemos empezado a darnos cuenta de que vivimos en un tiempo prestado. Los sucesos astron\u00f3micos catastr\u00f3ficos son comunes, los mundos colisionan. Hace no mucho tiempo que pas\u00f3 a menos de 40.000 Km de la Tierra un pedrusco tan grande como una casa de pisos. \u00bfSeguiremos teniendo tanta suerte en el futuro?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-6U9YH2DMvu4\/TmUUw0C1Q3I\/AAAAAAAALNo\/a87RFqv4vWo\/s1600\/paisajes+de+ensue%25C3%25B1o+naturaleza.jpg\" alt=\"\" width=\"699\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Nuestro planeta nos muestra grandiosos paisajes que nos permite disfrutar de su Naturaleza, \u00bfsabremos conservarla nosotros?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El planeta Tierra ha sufrido en el pasado colisiones de impacto de cometas y asteroides. Como he dicho alguna vez, un d\u00eda se le acabara la suerte; el escudo que tan fortuitamente nos proporciona el enorme planeta J\u00fapiter, que guarda los confines exteriores de nuestro Sistema Solar, no ser\u00e1 capaz de salvarnos. Al final, incluso nuestro Sol morir\u00e1. Nuestra V\u00eda L\u00e1ctea ser\u00e1 engullida por un enorme Agujero Negro central. La vida tal como la conocemos terminara. Los supervivientes tendr\u00e1n que haber cambiado su forma, sus hogares y su Naturaleza en tal medida que hoy, nos costar\u00eda llamarlo \u201cvida\u201d seg\u00fan nuestros criterios actuales, a esa existencia prolongada y exenta de enfermedades.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/3.bp.blogspot.com\/_EZ16vWYvHHg\/S9h5g3CxXeI\/AAAAAAAALoo\/cGxttfTh7VI\/s1600\/www.BancodeImagenesGratuitas.com-PaisajesNieve-26.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_EZ16vWYvHHg\/S9h5g3CxXeI\/AAAAAAAALoo\/cGxttfTh7VI\/s1600\/www.BancodeImagenesGratuitas.com-PaisajesNieve-26.jpg\" alt=\"\" width=\"619\" height=\"410\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Apacibles y tranquilos lugares que, sin que podamos evitarlo se podr\u00edan convertir en infiernos. Hag\u00e1mos al menos lo posible para conservar lo que ya tenemos. Finalmente, nada depender\u00e1 de nosotros que, al fin y al cabo, somos simples humanos, una especie entre miles de millones en el devenir del Universo.<\/p>\n<p style=\"text-align: justify;\">Hemos reconocido los secretos simples del Caos y de la Impredecibilidad que asedian tantas partes del mundo que nos rodea en el que, nunca podremos estar seguros de nada. Entendemos que nuestro clima es cambiante pero no podemos predecir los cambios. Hemos apreciado las similitudes entre complejidades como esta y las que emergen de los sistemas de interacci\u00f3n humana \u2013sociedades, econom\u00edas, elecciones, ecosistemas- y del interior de la mente humana.<\/p>\n<p style=\"text-align: justify;\">Todas estas sorprendentes complejidades tratan de convencernos de que el mundo es como una monta\u00f1a rusa desbocada, rodando y dando bandazos; que todo lo que una vez se ha tenido por cierto podr\u00eda ser derrocado alg\u00fan d\u00eda. Algunos incluso ven semejantes perspectivas como una raz\u00f3n para sospechar de la ciencia, como si produjera un efecto corrosivo sobre los fundamentos de la Naturaleza Humana y de la certeza, como si la construcci\u00f3n del Universo f\u00edsico y el vasto esquema de sus leyes debieran haberse establecido pensando en nuestra fragilidad\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/13\/futuro-siempre-sera-incierto\/#\"><a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a><\/a>col\u00f3gica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Cambios incesantes en el Universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Cambios incesantes en el Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Cambios incesantes en el Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Cambios incesantes en el Universo\" \/><\/p>\n<p style=\"text-align: justify;\">Miramos el Universo lejano y, por todas partes, los cambios son incesantes, nada permanece y todo cambia a trav\u00e9s de la energ\u00eda, ya que, al fin y al cabo, el Universo entero energ\u00eda es.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero hay un sentido en el que todo este cambio e Impredecibilidad es una ilusi\u00f3n. No constituye toda la Historia sobre la Naturaleza del Universo. Hay tanto un lado conservador como un lado progresista en la estructura profunda de la realidad y sigue retrocediendo hasta: \u201cA pesar del cambio incesante y la din\u00e1mica del mundo visible\u2026\u201d<\/p>\n<p style=\"text-align: justify;\">Hemos sido capaces de ver la Tierra desde fuera. Si nosotros mismos no lo impedimos, alg\u00fan d\u00eda, podremos ver tambien nuestra propia Galaxia en todo su inmenso esplendor. \u00a1No lo estropeemos! Utilicemos la raz\u00f3n, recapacitemos sobre lo que estamos haciendo, y, si viramos el barco hacia otra direcci\u00f3n que coincida con el camino l\u00f3gico de la Naturaleza\u2026mucho mejor nos ir\u00e1.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, el Universo, seg\u00fan hasta donde sabemos, tiene una edad de 13,700 millones de a\u00f1os, nosotros solo llevamos aqu\u00ed (como seres humanos verdaderos) unas decenas de miles de a\u00f1os, y, durante tan corto periodo de tiempo, hemos podido llegar a comprender que, nada es para siempre, que los cambios estar\u00e1n eternamente presentes y, que lo que hoy es, ma\u00f1ana no lo ser\u00e1.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Screenshot 2014 01 23 18 29 46\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta excelente infograf\u00eda, elaborada por la BBC,\u00a0 nos da un emocionante vistazo de\u00a0<strong>c\u00f3mo la humanidad, la Tierra, y el Espacio, se comportar\u00e1 durante los pr\u00f3ximos 1,000, 10,000 un mill\u00f3n o 10 cuadrillones de a\u00f1os. Como siempre decimos aqu\u00ed, con el paso del tiempo todo cambia y nada permanece, nuestra civilizaci\u00f3n no es una excepci\u00f3n a esa regla, y, nuestra especie\u2026 \u00a1Tampoco!<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Algunos han calculado que dentro de 1.700 millones de a\u00f1os, la Tierra saldr\u00e1 de la zona habitable\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Algunos han calculado que dentro de 1.700 millones de a\u00f1os, la Tierra saldr\u00e1 de la zona habitable<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">No podemos saber si la Humanidad como tal, estar\u00e1 aqu\u00ed mucho tiempo m\u00e1s y, si con el tiempo y los cambios que se avecinan, nosotros los humanos, mutaremos hacia seres m\u00e1s completos y de mayor poder de adaptaci\u00f3n al medio. Y, desde luego, nuestros descendientes, llegara un dia lejano en el futuro en el cual, habr\u00e1n dejado la Tierra antes de que se convierta en Gigante Roja y calcine el Planeta y, habr\u00e1n colonizado otros mundos. Para eso faltan mucho miles de millones de a\u00f1os. En la actualidad, solo estamos dando los inseguros primeros pasos por los alrededores de nuestro hogar, plantearnos ir mucho mas all\u00e1, es impensable. No tenemos ni la capacidad tecnol\u00f3gica ni la inteligencia necesaria para desarrollar los medios que se necesitan para poder desplazarnos a otros mundos lejanos que, posiblemente, estando situados en zona habitable como la misma Tierra, nos podr\u00edan dar el cobijo necesario para su colonizaci\u00f3n y hacer de ellos nuestros futuros hogares.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0905\/titanrings_cassini_big.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" id=\"imagenprincipal\" title=\"Tit\u00e1n m\u00e1s all\u00e1 de los Anillos\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0905\/titanrings_cassini.jpg\" alt=\"Tit\u00e1n m\u00e1s all\u00e1 de los Anillos\" width=\"620\" height=\"413\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Podr\u00eda ser esa peque\u00f1a esfera que al fondo vemos, nuestra propia casa en el futuro lejano. Es Tit\u00e1n, un peque\u00f1o Mundo de Metano en el que pueden encontrarse todos los materiales necesarios para la vida, y, con tiempo y evoluci\u00f3n\u2026\u00bfQui\u00e9n sabe?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Universo es inmenso, para nosotros, casi infinito, el Tiempo, inexorable avanza y nos deja su marca en todo nuestro SER, la Entrop\u00eda, esa fuerza devastadora que todo lo cambia, dejara su inevitable huella de muerte y destrucci\u00f3n en lo vivo y en lo inerte, y, sin embargo, a pesar de que el hombre esta en posesi\u00f3n de esos conocimientos\u2026 \u00a1No puede evitar nada de lo que la Naturaleza tiene previsto traer! Sin embargo, no pierde la esperanza. Aun nos queda mucho por saber, la ignorancia predomina sobre lo poco que a\u00fan sabemos, y, como no podemos negar nada por no tener los conocimientos necesarios para ello, \u00bfQui\u00e9n nos puede decir que en el futuro lejano, no encontraremos el camino para escapar de este Universo abocado a una muerte t\u00e9rmica, congelado en el fri\u00f3 mas intenso del CERO ABSOLUTO ( -273\u00baC) donde ni los \u00e1tomos pueden moverse.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/esp.rt.com\/actualidad\/public_images\/2015.09\/article\/55f8aeabc46188bd238b4614.jpg\" alt=\"universos paralelos\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es posible que de existir los universos paralelos, algunos al menos, podr\u00edan ser como el nuestro. Para cuando los podamos descubrir, ya podr\u00edamos tener los medios para desplazarnos hacia ellos burlando la velocidad de la luz.<\/p>\n<p style=\"text-align: justify;\">No se si los habr\u00e1, pero si existen otros universos, el Ser Humano los encontrar\u00e1, y, posiblemente, dentro de muchos eones, descendientes de nuestra Especie, puedan construir en mundos ignotos de Galaxias de cuya belleza nos gustar\u00eda conocer. En realidad, como nadie ha estado all\u00ed para contarnos como podr\u00edan ser esos multiversos, nuestras mentes dibujan im\u00e1genes que los representan en cada caso, como cada cual quiera.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Materia oscura\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Grandes c\u00famulos de galaxias\" \/><\/p>\n<p style=\"text-align: justify;\">Dicen que impregna todo el Universo y rodea a las galaxias pero&#8230;\u00a0 \u00a1Ni siquiera sabemos, con seguridad, si existe la \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/13\/futuro-siempre-sera-incierto\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d!<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/01\/08\/ano-internacional-de-la-astronomia-2009-en-espana-aia-iya2009-37\/#\"><br \/>\n<\/a>Tampoco podemos afirmar nada de la certeza del\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/13\/futuro-siempre-sera-incierto\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>\u00a0que, en \u00faltimo caso, no podr\u00eda haber existido nunca y el Universo est\u00e9 aqu\u00ed por otras razones que no hemos sabido encontrar, y, el Modelo de la Singularidad, aunque es lo mejor que tenemos, al final no sea lo que ocurri\u00f3. En realidad estamos tan inseguros de tantas cosas que\u2026 \u00a1Sentimos la pesada carga de la ignorancia sobre nosotros!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_Vea_3vg0ArY\/SfJiBj209pI\/AAAAAAAADQw\/Nto8Jca-et4\/s400\/43a.jpg\" alt=\"Resultado de imagen de La media de materia del universo est\u00e1 en aproximadamente 1 \u00e1tomo por cada metro c\u00fabico de espacio.\" width=\"304\" height=\"233\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Grandes c\u00famulos de galaxias\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Grandes c\u00famulos de galaxias\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Grandes c\u00famulos de galaxias\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Con sus miles de millones de galaxias y sus cientos de miles de millones de estrellas, si nivel\u00e1ramos todo el material del universo para conseguir un mar uniforme de materia, nos dar\u00edamos cuenta de lo poco que existe de cualquier cosa. La media de materia del universo est\u00e1 en aproximadamente 1 \u00e1tomo por cada metro c\u00fabico de espacio. Ning\u00fan laboratorio de la Tierra podr\u00eda producir un vac\u00edo artificial que fuera remotamente parecido al vacio del espacio estelar. El vac\u00edo m\u00e1s perfecto que hoy podemos alcanzar en un laboratorio terrestre contiene aproximadamente mil millones de \u00e1tomos por m<sup>3<\/sup>.<\/p>\n<p style=\"text-align: justify;\">No deber\u00eda sorprendernos que la vida extraterrestre; si existe, pudiera ser tan rara y lejana para nosotros como en realidad nos ocurre aqu\u00ed mismo en la Tierra, donde compartimos h\u00e1bitat con otros seres vivos con los que hemos sido incapaces de comunicarnos, a pesar de que esas formas de vida, como la nuestra, est\u00e1n basadas tambi\u00e9n en el carbono. No se puede descartar formas de vida inteligente basadas en otros elementos, como por ejemplo, el silicio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.daviddarling.info\/images\/silicon_life.jpg\" alt=\"hypothetical silicon-based life\" width=\"495\" height=\"444\" \/><\/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 Un mundo con vida de silicio\u2026 \u00bfQu\u00e9 temperatura tendr\u00eda?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En 1891, el astrof\u00edsico alem\u00e1n Julius Scheiner se convirti\u00f3 en quiz\u00e1s la primera persona a especular sobre la idoneidad de silicio como base para la vida. Esta idea fue adoptada por el qu\u00edmico brit\u00e1nico James Emerson Reynolds (1844-1920) quien, en 1893, en su discurso de apertura de la Asociaci\u00f3n Brit\u00e1nica para el Avance de la Ciencia, se\u00f1al\u00f3 que la estabilidad t\u00e9rmica de compuestos de silicio podr\u00eda permitir que la vida existir a temperaturas muy altas (v\u00e9ase term\u00f3filos).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/okdiario.com\/img\/2017\/03\/10\/las-cosas-mas-extranas-del-universo-d-655x368.jpg\" alt=\"Cosas extra\u00f1as del universo\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/okdiario.com\/img\/2017\/03\/10\/cosas-extranas-del-universo-620x349.jpg\" alt=\"Cosas extra\u00f1as del universo: Cu\u00e1sares\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/okdiario.com\/img\/2017\/03\/10\/las-cosas-mas-extranas-del-universo-a-620x349.jpg\" alt=\"Cosas extra\u00f1as del universo: Canibalismo gal\u00e1ctico\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/okdiario.com\/img\/2017\/03\/10\/cosas-extranas-del-universo-s-620x349.jpg\" alt=\"Cosas extra\u00f1as del universo: Lente gravitacional\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/laverdadnoticias.com\/__export\/1584804701604\/sites\/laverdad\/img\/2020\/03\/21\/viral_las_10_cosas_mas_raras_del_universo_1ra_parte.jpg_1902800913.jpg\" alt=\"Resultado de imagen de Las im\u00e1genes m\u00b4\u00f1as extra\u00f1\u00f1as del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0No siempre sabemos explicar las im\u00e1genes que captan nuestros telescopios<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El Universo nunca dejar\u00e1 de sorprendernos, es demasiado grande para que nuestras mentes tridimensionales lo puedan asimilar y, en \u00e9l se encuentran muchas cosas que nos sobrepasan, est\u00e1n presentes distancias que no podemos asimilar aunque inventamos unidades para tratar de medirlas. Y, sobre todo, en el Universo que tiene su ritmo particular que viene dado por las cuatro fuerzas fundamentales que, en interacci\u00f3n con la materia presente, producen fen\u00f3menos que tratamos de desvelar y, tanto los objetos como los sucesos, tienen su mensaje que no siempre comprendemos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_keNzm18eAvs\/So1xMebxdeI\/AAAAAAAABnM\/552FTiPJL1c\/s320\/envejecimiento-retardar.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0\u00a0 \u00bfQu\u00e9 hace la Entrop\u00eda con nosotros?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si hablamos del Universo no podemos olvidar el \u201cTiempo\u201d con su inexorable transcurrir, y tampoco,\u00a0 a su inseparable compa\u00f1era la \u201cEntrop\u00eda\u201d destructora de todo lo que existe y que a medida que el primero transcurre, la segunda lo transforma todo. Debemos aprovechar ese corto espacio de tiempo que nos otorga en su transcurrir. Fijaos en las tres im\u00e1genes de arriba, \u00a1son de la misma persona en distintos Tiempos! Todos pasamos por el mismo proceso y, si no sabemos aprovechar el corto espacio de tiempo que se nos permite, entonces, \u00bfpara qu\u00e9 estamos aqu\u00ed? \u00bfAcaso ser\u00e1 cierto que todo comenz\u00f3 con la explosi\u00f3n de una\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/13\/futuro-siempre-sera-incierto\/#\"><a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a><\/a>\u00a0que produjo lo que llamamos <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>?<\/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=\"irc_mi\" src=\"https:\/\/elmurosinlamentos.files.wordpress.com\/2012\/06\/el_dibujo_de_el_fin_del_mundo-800x600.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/static.ivygateblog.com.s3.amazonaws.com\/wp-content\/uploads\/2009\/03\/irobot_1024.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es cierto que el futuro es incierto y que, nosotros los humanos, nunca podremos estar en \u00e9l. Estamos condenados a vivir en un eterno presente. Adem\u00e1s, la Incertidumbre de no saber lo que pueda pasar ma\u00f1ana, nos ha acompa\u00f1ado desde siempre: La ca\u00edda de un meteorito, una explosi\u00f3n supernova, el cambio de ciclo del electromagnetismo de la Tierra o, por razones desconocidas su desaparici\u00f3n, extra\u00f1os sucesos naturales que hagan desaparecer los oc\u00e9anos, la reducci\u00f3n del ox\u00edgeno que respiramos, o, que nosotros mismos, tan inconscientes como de costumbre, fabriquemos a nuestros sucesores.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQDeafQbFSpHd_9f2SQiNFLiS8qgx_U1Hqavd7AiB6NDM15L5tz\" alt=\"Resultado de imagen de El mundo futuro ser\u00e1 de las m\u00e1quinas inteligentes\" \/><\/p>\n<p style=\"text-align: justify;\">Incluso las m\u00e1quinas inteligentes podr\u00edan ser el futuro<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Universos paralelos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Agujeros de Gusano\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Agujeros de Gusano\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Viajes en el Tiempo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y, mientras cualquiera de esas cosas pueden ocurrir, seguimos hablando de universos paralelos y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/04\/13\/futuro-siempre-sera-incierto\/#\"><a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false; return false;\">agujeros de gusano<\/a><\/a>, hiperespacio, o, viajes en el Tiempo. \u00a1Ilusos! No queremos ser conscientes de la precariedad en la que vivimos, realmente de prestado, y, cuando la Naturaleza o nuestra torpeza quiera\u2026 \u00a1Todo al garete!<\/p>\n<p style=\"text-align: justify;\">Aprovechemos bien el tiempo que se nos ha dado, ya que, al no saber lo que pueda ser realmente de nosotros, lo mejor es ser humilde y respetar a los dem\u00e1s, ser mejores personas, es decir, Ser seres Humanos de verdad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-gNnONfseGhE\/UvLPnbCZEQI\/AAAAAAAABFA\/eptfPy13hyU\/s1600\/ocho-vinetas-humor-grafico-empezar-semana-ale-L-bFUsl4.jpeg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0En sencillo ejemplo de la Causalidad<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F02%2F12%2F%25c2%25bffuturo-%25c2%25a1siempre-sera-incierto-3%2F&amp;title=%C2%BFFuturo%3F%3A+%C2%A1Siempre+ser%C3%A1+incierto%21' 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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Lo que pasa en nuestra Galaxia nos afecta y, de alguna manera, incide en nosotros. &nbsp; \u00bfRevoluciones cient\u00edficas? \u00a1La Relatividad! 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