{"id":12354,"date":"2026-01-04T07:49:30","date_gmt":"2026-01-04T06:49:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12354"},"modified":"2026-01-04T07:49:31","modified_gmt":"2026-01-04T06:49:31","slug":"si-la-respuesta-es%e2%80%a6%c2%a1el-universo-%c2%bfcual-es-la-pregunta-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/01\/04\/si-la-respuesta-es%e2%80%a6%c2%a1el-universo-%c2%bfcual-es-la-pregunta-3\/","title":{"rendered":"Si la respuesta es\u2026\u00a1El Universo! \u00bfCu\u00e1l es la pregunta?"},"content":{"rendered":"<blockquote>\n<div style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Las nebulosas m\u00e1s espectaculares del universo - Nebulosa Dumbbell\" width=\"452\" height=\"338\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQJh_62g2edd21BKgUDpx1iEjpUajKHyHrOQalvAOO8JkG8asMeE4KI833KvxK-3pMRkdc&amp;usqp=CAU\" alt=\"SpaceCulturaSpain: TOP 5 NEBULOSAS\" width=\"454\" height=\"454\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\u00a0<strong>Bueno, la pregunta que se me ocurre ser\u00eda: \u00bfQu\u00e9 es lo m\u00e1s grande que conocemos? La \u00fanica respuesta posible ser\u00eda \u00a1El Universo! Para nosotros, los Humanos de la Tierra, el Universo resulta tan grande (93.000.000.000 de a\u00f1os luz de di\u00e1metro el universo observable)\u00a0 que s\u00f3lo lo podremos &#8220;recorrer&#8221; de manera &#8220;artificial&#8221;, mediante telescopios y otros ingenios Espaciales que nos inventemos para saber que es lo que existe m\u00e1s all\u00e1 de nuestros limitados dominios. El Universo, siempre tendr\u00e1 secretos para que los descubramos, y, seguramente, dentro muchos, muchos, muchos a\u00f1os, podremos llegar a descubrir, que tampoco el Universo est\u00e1 s\u00f3lo, que tiene compa\u00f1eros tan grandes como \u00e9l o incluso m\u00e1s.<\/strong><\/div>\n<\/blockquote>\n<div><strong>\u00a1Puestos a imaginar!<\/strong><\/div>\n<blockquote>\n<div><\/div>\n<div><strong>Me detengo un momento en relaci\u00f3n con el t\u00edtulo de este trabajo, y, caigo en la cuenta que, para nosotros, lo m\u00e1s grande que existe es&#8230;<\/strong><\/div>\n<\/blockquote>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.portumatrimonio.org\/wp-content\/uploads\/2017\/10\/portu-happy-family-on-meadow-at-summer-sunset_bk66n7pho-1800x1100.jpg\" alt=\"Matrimonio, base s\u00f3lida de la familia - Matrimonio Catolico - Por Tu  Matrimonio\" width=\"700\" height=\"427\" \/><\/div>\n<div><\/div>\n<blockquote>\n<div><strong>Bueno, en otro orden de cosas<\/strong><\/div>\n<\/blockquote>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.iac.es\/sites\/default\/files\/images\/news\/main_image_deep_field_smacs0723-5mb.jpg\" alt=\"El telescopio James Webb proporciona un retrato in\u00e9dito de la luz fantasmal  de c\u00famulos de galaxias | Instituto de Astrof\u00edsica de Canarias \u2022 IAC\" width=\"776\" height=\"791\" \/><\/div>\n<div><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\"><strong>Creamos el gran Telescopio Espacial James West que llega a 13.500 millones de a\u00f1os hacia atr\u00e1s en el Tiempo, ah\u00ed a captado im\u00e1genes de las galaxias tempranas. Se pretende llegar hacia ese primer momento de la creaci\u00f3n, el que llamamos <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, pero nos encontramos con un muro infranqueable, el l\u00edmite de Planck, a partir de ah\u00ed todo es negrura, oscuridad, y, como el Telescopio capta las im\u00e1genes que les trae la luz&#8230; \u00a1Ah\u00ed se acab\u00f3 su eficiencia!<\/strong><\/div>\n<div><\/div>\n<div><strong>Esos 13.600.000-000 de a\u00f1os nos dice cuando el Universo se hizo transparente al liberarse los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>.<\/strong><\/div>\n<div style=\"text-align: justify;\">\n<div style=\"text-align: justify;\" data-subtree=\"aimfl,mfl\" data-processed=\"true\">\n<!--Sv6Kpe[]--><\/div>\n<p>En lo que se refiere al l\u00edmite de<strong class=\"Yjhzub\" data-processed=\"true\"> Planck<\/strong> (o escala de Planck) representa la frontera fundamental donde nuestras teor\u00edas actuales de la f\u00edsica (Relatividad General y Mec\u00e1nica Cu\u00e1ntica) colapsan, marcando las menores distancias y tiempos medibles o con significado f\u00edsico, incluyendo la<strong> Longitud de Planck <\/strong>(aprox. <span style=\"text-align: justify;\">1.6\u00d710<sup>-35<\/sup> <\/span>metros) y el <strong>Tiempo de<\/strong> <strong>Planck <\/strong><strong class=\"Yjhzub\" data-processed=\"true\"><!--Sv6Kpe[]--><\/strong>(aprox. <span style=\"text-align: justify;\">5.39\u00d710<sup>-45\u00a0<\/sup>segundos).\u00a0 <\/span>Por debajo de estas escalas, el espacio-tiempo se desintegra en fluctuaciones cu\u00e1nticas extremas, requiriendo una teor\u00eda de la gravedad cu\u00e1ntica para describir adecuadamente el universo temprano, como la <a href=\"#\" onclick=\"referencia('planck era de',event); return false;\">Era de Planck<\/a>.<span class=\"uJ19be notranslate\" data-wiz-uids=\"QnG0cf_i,QnG0cf_j,QnG0cf_k\" data-processed=\"true\"><span class=\"vKEkVd\" data-animation-atomic=\"\" data-wiz-attrbind=\"class=QnG0cf_i\/TKHnVd;\" data-processed=\"true\">\u00a0<\/span><\/span><\/div>\n<blockquote>\n<div style=\"text-align: justify;\"><strong>\u00bfCrearemos alg\u00fan d\u00eda una m\u00e1quina que logre romper esa barrera? Por lo pronto se hace dif\u00edcil incluso imaginarlo una distancia que ni podemos ver y un tiempo imperceptible para nuestros sentidos.<\/strong><\/div>\n<\/blockquote>\n<div><\/div>\n<h3><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img2.rtve.es\/v\/1198127?w=1600&amp;preview=1316099668273.jpg\" alt=\"Un planeta con dos soles\" width=\"740\" height=\"555\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.el19digital.com\/files\/articulos\/114364.jpg\" alt=\"Descubren planeta con tres soles, al estilo Star Wars\" width=\"734\" height=\"466\" \/><\/h3>\n<div>\n<blockquote>\n<h2 style=\"text-align: justify;\">En tal inmensidad nos podemos encontrar\u00a0 con mundos alumbrados por varios soles. \u00bfQu\u00e9 clase de vida encontrar\u00edamos all\u00ed?<\/h2>\n<\/blockquote>\n<\/div>\n<div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.fundacionaquae.org\/wp-content\/uploads\/2021\/12\/ecosistemas-terrestre.jpg\" alt=\"El ecosistema y c\u00f3mo afecta a la biodiversidad - Fundaci\u00f3n Aquae\" width=\"696\" height=\"464\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0Lo cierto es que, nosotros, habitantes de un peque\u00f1o planeta, aunque nos creemos m\u00e1s importantes de lo que somos en realidad, y tambi\u00e9n, creemos saber mucho m\u00e1s de lo que en realidad sabemos, en el contexto del Universo somos poco m\u00e1s que una colonia de bacterias en un una manzana. Claro que, podr\u00edamos alegar que nos distinguimos de las bacterias por el hecho de tener sentimientos. Lo cierto es que, al igual que en nuestro mundo, en otros muchos mundos tambi\u00e9n, estar\u00e1n presentes criaturas de muy diversas morfolog\u00edas, y, civilizaciones inteligentes que, como nosotros, estar\u00e1n plante\u00e1ndose preguntas que nadie sabe contestar.<\/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<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El fin del telescopio espacial Kepler y su legado | portalastronomico.com\" width=\"411\" height=\"209\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Un nuevo an\u00e1lisis elaborado a partir de datos del observatorio espacial Kepler de la NASA cuantifica con precisi\u00f3n que solo en nuestra Galaxia existen 300 millones de planetas habitables. La estimaci\u00f3n ha realizado un cribado a partir de planetas y estrellas similares a n la nuestra.<\/p>\n<h2><\/h2>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Existir\u00edan 100.000 millones de planetas habitables en la V\u00eda L\u00e1ctea\" width=\"566\" height=\"367\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Otras estimaciones la cifran en cien mil los mundos habitables de la V\u00eda L\u00e1ctea que, dicho sea de paso, tiene 30.000 millones de estrellas como el Sol, y, no pocas de esas estrellas tiene planetas en \u00f3rbita, y, algunos est\u00e1n situados en la zona habitable&#8230; \u00a1Seguimos?<\/strong><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El pensamiento \u201cgeneralizado\u201d hoy en d\u00eda en la mayor\u00eda de los astr\u00f3nomos, astrof\u00edsicos y dem\u00e1s cient\u00edficos afines a la ciencia del Universo, es que, pueden existir miles de planetas habitados dentro de nuestra propia Galaxia, la V\u00eda L\u00e1ctea. Ahora sabemos que el Universo no conoce l\u00edmite alguno ni en el espacio ni en el tiempo que, seg\u00fan todos los indicios, ha estado expandi\u00e9ndose durante 13.700 millones de a\u00f1os que, es un per\u00edodo de tiempo m\u00e1s que suficiente para que las estrellas que han existido desde entonces, tuvieran el tiempo necesario para producir todos los elementos que conocemos y que hicieron posible el surgir de la vida aqu\u00ed en la Tierra y\u2026probablemente, en \u201cotras Tierras\u201d que en la Galaxia V\u00eda L\u00e1ctea est\u00e9n, y, de la misma manera, en los miles de millones de galaxias que pueblan el vasto universo que hemos llegado a conocer.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"Image3_img\" class=\"\" src=\"http:\/\/1.bp.blogspot.com\/_j-MbAMwtDUw\/SjhDjU0ZVdI\/AAAAAAAAAB0\/_XsTQJQ-Cjo\/S220\/aliens+chica.JPG\" alt=\"\" width=\"426\" height=\"267\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRFDRmGhtMGdfRZWV51Lhv2i44gNRkHzr3nIQ&amp;usqp=CAU\" alt=\"SETI, \u00faltimas noticias - ABC.es\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">M\u00e1s all\u00e1 de la meta-galaxia, a la que pertenecen todos los sistemas gal\u00e1cticos que conocemos, tienen, necesariamente, que existir otros mundos que, como el nuestro, est\u00e9n habitados por seres de toda \u00edndole y pelaje, inteligentes tambi\u00e9n. La meta-galaxia consta de hiper-galaxias, es decir, de grupos de sistemas gal\u00e1cticos. Nuestro sistema gal\u00e1ctico consta cuenta con dos \u201csat\u00e9lites\u201d: la Gran Nebulosa de Magallanes, distante 38.000 Parsec de nosotros y la Peque\u00f1a Nebulosa de Magallanes, a 36.000 Parsecs. La Nebulosa de Andr\u00f3meda es un sistema compuesto por cinco galaxias. Por lo general existen \u201cpuentes\u201d de estrellas entre galaxias que constituyen un grupo. Se podr\u00eda decir que que los grupos de galaxias estar\u00edan unidos por hilos de estrellas de manera tal que, muchas veces, nos cuesta trabajo asegurar a qu\u00e9 galaxia pertenece una estrella determinada.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/1108\/NGC7331_crawford900c.jpg\" alt=\"http:\/\/apod.nasa.gov\/apod\/image\/1108\/NGC7331_crawford900c.jpg\" width=\"631\" height=\"503\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Tengo la suerte de que, <strong><em>Ken Crawford (Rancho Del Sol Obs.),<\/em><\/strong> me env\u00ede regularmente imagines que obtiene en su Observatorio, y, en esta ocasi\u00f3n, recib\u00ed la imagen de la gran y bella galaxia espiral NGC 7331 que es a menudo vendida como una an\u00e1loga a nuestra V\u00eda L\u00e1ctea. Est\u00e1 situada a 50 millones de a\u00f1os luz de distancia en la norte\u00f1a constelaci\u00f3n de Pegaso. En la imagen podemos vislumbrar otras galaxias que achican su imagen debido a que sus distancias est\u00e1n mucho m\u00e1s alejadas de nosotros.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/bitacoradegalileo.files.wordpress.com\/2011\/05\/coma_noao.jpg\" alt=\"Constelaci\u00f3n de Coma Berenices (la Cabellera de Berenice) | La bit\u00e1cora de Galileo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">La Constelaci\u00f3n de Virgo cuenta con m\u00e1s de 3.000 galaxias, la Cabellera de Berenice con m\u00e1s de 10.000. Las super-galaxias tienen un di\u00e1metro de 30 o 40 mega-parsecs. No conocemos el n\u00famero exacto de super-galaxias cuyos conjuntos constituyen las mega-galaxias. Y, sin embargo, la meta-galaxia es s\u00f3lo una peque\u00f1a fracci\u00f3n del \u201cuniverso infinito\u201d de un universo que, para nuestro tiempo, se podr\u00eda decir que existe desde la eternidad y que existir\u00e1 tambi\u00e9n eternamente (aunque sabemos que no es as\u00ed), al menos nos lo puede parecer.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.astronoo.com\/images\/hubble\/galaxie-cartwheel.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nuestro Universo est\u00e1 cuajado de maravillas como \u00e9sta. La <strong>Galaxia de la rueda de la carreta<\/strong> (tambi\u00e9n conocido bajo el nombre de ESO 350-40) es una galaxia lenticular o anular situada a cerca de 500 millones de a\u00f1os luz de distancia en la constelaci\u00f3n del escultor en el hemisferio meridional. Es rodeada de un anillo de 150 000 a\u00f1os de luz de di\u00e1metro, compuesto de estrellas j\u00f3venes y brillantes. Esta galaxia era una galaxia id\u00e9ntica a la V\u00eda l\u00e1ctea antes de que sufra una colisi\u00f3n frontal con una galaxia vecina. Cuando galaxia vecina atraves\u00f3 la Galaxia Cartwheel, la fuerza de la colisi\u00f3n caus\u00f3 una onda de choque poderosa sobre la galaxia, como una piedra echada en las tranquilas aguas de un estanque. Desplaz\u00e1ndose a gran velocidad, este onda de choque barri\u00f3 el gas y el polvo, creando as\u00ed un halo alrededor de la parte central de la galaxia quedada indemne. Esto explica la nube azul alrededor del centro, la parte m\u00e1s brillante.<\/p>\n<p style=\"text-align: justify;\">Observando la imagen con su color de perlas azulado compuesto por brillantes y radiantes estrellas, nos hablan de una ingente producci\u00f3n de elementos complejos que, en el futuro, pasar\u00e1n a formar parte de los mundos nuevos y, en ellos, con el tiempo, surgir\u00e1 tambi\u00e9n la vida nueva de vaya usted a saber qu\u00e9 criaturas.<\/p>\n<p style=\"text-align: justify;\">El Universo es una maravilla, y, cualquier objeto que podamos mirar nos podr\u00e1 llevar al m\u00e1s alto grado de \u00e9staxis. A m\u00ed me pas\u00f3 con la luna Tit\u00e1n que visto a contraluz por la nave Cassini en \u00f3rbita alrededor de Saturno. La atm\u00f3sfera dispersa la luz del Sol mostrando un anillo completo mientras se filtra por las capas m\u00e1s altas. En este peque\u00f1o mundo de r\u00edos de metano y atm\u00f3sfera imposible, se han puesto altas esperanzas de que, en un futuro, pudiera surgir all\u00ed la vida. Es similar a nuestra Tierra de hace algunos millones de a\u00f1os.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La gravedad del c\u00famulo gigante aumenta la luz y las ondas de radio de la galaxia distante | Astronom\u00eda\" width=\"287\" height=\"221\" \/><img decoding=\"async\" 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\" alt=\"MACS J0717.5 + 3745 - Descripci | KripKit\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El c\u00famulo de galaxias MACS J0717 localizado a 5400 millones de a\u00f1os luz, en una imagen lograda combinando datos \u00f3pticos del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/11\/19\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> y en rayos-x del Chandra, muestra a cuatro c\u00famulos colisionando. Si hemos podido llegar hasta aqu\u00ed, una voz en nuestra mente pregunta: \u00bfHasta d\u00f3nde podremos llegar?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.eso.org\/public\/archives\/images\/newsfeature\/eso0914a.jpg\" alt=\"\" width=\"660\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\">La galaxia NGC 55, fotografiada por el observatorio de La Silla utilizando el Wide Field Imagen del telescopio de 2.2 metros MPG\/ESO. \u00bfCu\u00e1ntos mundos estar\u00e1n ah\u00ed presentes? y, \u00bftendr\u00e1 alguno presencia de vida?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.eso.org\/public\/archives\/images\/newsfeature\/eso0911a.jpg\" alt=\"\" width=\"660\" height=\"270\" \/><\/p>\n<p style=\"text-align: justify;\">Arp 261, un par de galaxias localizadas a 70 millones de a\u00f1os luz, fotografiadas por el instrumento FORS2 del VLT en Cerro Paranal. La riqueza de la imagen nos puede llevar (mediante un estudio profundo) a saber lo mucho que en ella est\u00e1 presente, estrellas surgidas de inmensas nubes de gas interestelar, mundos nuevos llenos e promesas futuras y, otros, m\u00e1s viejos que, pudieran tener los vestigios de Civilizaciones perdidas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/chandra.harvard.edu\/photo\/2009\/medusa\/medusa.jpg\" alt=\"http:\/\/chandra.harvard.edu\/photo\/2009\/medusa\/medusa.jpg\" width=\"503\" height=\"504\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">NGC 4194, la Galaxia Medusa, el resultado de la colisi\u00f3n entre dos galaxias, mostrada con datos \u00f3pticos del Telescopio <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/11\/19\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> y datos en rayos-x del Telescopio Chandra. La imagen nos habla de vestigios que est\u00e1n en el universo y nos cuentan dram\u00e1ticas historias de galaxias que dejaron de existir para convertirse en otra nueva que, conteniendo materiales m\u00e1s compkejos que aquellas primarias, hacen posible el surgir de estrellas cuyos materiales son m\u00e1s sofisticados que el simple hidr\u00f3geno, y, de esas estrellas descendientes de algunas generaciones anteriores\u2026qu\u00e9 materiales podr\u00e1n salir?<\/p>\n<p style=\"text-align: justify;\">Hemos podido admirar, la regi\u00f3n de Rupes Tenuis fotografiada por la Mars Express de la ESA, mostrando gran cantidad de nieve sobre el polo marciano. Marte, el planeta hermano, nos tiene que dar muchas sorpresas y, a no tardar mucho (menos de 30 a\u00f1os), podremos por f\u00edn cobrar la apuesta del caf\u00e9 que hice con algunos amigos sobre si hab\u00eda o no alguna clase de vida en aquel mundo.<\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Trio of Galaxies Mixes It Up | NASA\" width=\"418\" height=\"418\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El tr\u00edo de galaxias Hickson 90, un grupo compacto localizado en la constelaci\u00f3n de Piscis Austrinus a 100 millones de a\u00f1os luz del Sol. Fotografiado por el Telescopio Espacial <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/11\/19\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>. Viendo objetos como los de arriba, podr\u00edamos preguntarnos: \u00bfCu\u00e1ndo dejar\u00e1 de sorprendernos el Universo? \u00a1Es tanta su riqueza!<\/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\" src=\"http:\/\/chandra.harvard.edu\/photo\/2009\/tycho\/tycho_420.jpg\" alt=\"Tycho's Supernova Remnant\" width=\"420\" height=\"420\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La supernova de Tycho, localizada en Cassiopeia y mostrada en una imagen tomada en rayos-x por el telescopio Chandra y en luz infrarroja por el telescopio Spitzer. No por haberla visto muchas veces deja de sorprendernos, esa masa inmensa que, como remanente de los restos de una estrella masiva, nos muestra los filamentos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/11\/19\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> que crean campos magn\u00e9ticos a su alrededor sin importar el tiempo transcurrido desde el suceso. En dicha explosi\u00f3n se produjeron miles de toneladas de oro y platino que regaron el espacio interestelar para formar parte, m\u00e1s tarde, de alg\u00fan mundo perdido.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Eta Carinae and the Keyhole Nebula | ESO Espa\u00f1a\" width=\"292\" height=\"182\" \/><img decoding=\"async\" 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\" alt=\"La Nebulosa Eta Carinae, NGC3372 | NOIRLab\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La siempre fascinante Eta Carinae est\u00e1 escondida detr\u00e1s de una de las nebulosas m\u00e1s grandes y brillantes del cielo en una imagen tomada desde La Silla utilizando el ESO\/MPG de 2.2 metros. Aqu\u00ed contemplamos parte de la Nebulosa, la estrella, una de las m\u00e1s grandes conocidas (unas 100 masas solares) parece que est\u00e1 a punto de explotar, y, sus consecuencias, podr\u00edan ser impredecibles.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/chandra.harvard.edu\/photo\/2009\/m101\/m101_w1.jpg\" alt=\"M101\" width=\"420\" height=\"420\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La galaxia espiral M 101, localizada a 22 millones de a\u00f1os luz, en una imagen compuesta por datos del telescopio Chandra, el telescopio <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/11\/19\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> y el telescopio Spitzer. La bella y enorme galaxia est\u00e1 cuajada de estrellas nuevas y otras que no lo son tanto. El conjunto parece una luminaria de feria, la radiaci\u00f3n que se expande por toda la galaxia no parece que sea un lugar muy seguro. Prefiero nuestra V\u00eda L\u00e1ctea.<\/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\" title=\"Unusual Spiral NGC 4921 in the Coma Galaxy Cluster\" src=\"http:\/\/www.esa.int\/images\/heic0901a_L.jpg\" alt=\"Unusual Spiral NGC 4921 in the Coma Galaxy Cluster\" width=\"391\" height=\"400\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">At\u00edpica y extra\u00f1a Galaxia. Una nueva imagen del Telescopio Espacial <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/11\/19\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> revela finos detalles de la galaxia espiral NGC 4921 y los objetos circundantes de fondo. La diversidad en el Universo es la norma y, por mucho que podamos pensar en objetos extra\u00f1os que puedan existir, ah\u00ed estar\u00e1n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.eso.org\/public\/archives\/images\/newsfeature\/eso0903a.jpg\" alt=\"\" width=\"660\" height=\"270\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Una imagen que combina luz visible y rayos-x muestra la actividad del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/11\/19\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a> super-masivo en la galaxia Centaurus A. Los Agujeros Negros que pueden contener miles y millones de masas solares, son tan peligrosos que, nada de lo que deambule por sus alrededores estar\u00e1 seguro. Se engulle toda la materia que caiga en su radio de acci\u00f3n, su fuerza de gravedad es descomunal y, por mucho que queramos correr, nos atrapar\u00e1. Ya sabeis, ni la luz es capaz de burlar su fuerza de atracci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/chandra.harvard.edu\/photo\/2009\/n604\/n604_anot.jpg\" alt=\"NGC 604\" width=\"420\" height=\"445\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a1Incre\u00edble regi\u00f3n de formaci\u00f3n estelar! NGC 604, una zona formaci\u00f3n estelar en la galaxia M 33. Imagen capturada en alta resoluci\u00f3n por el telescopio espacial de rayos-x Chandra. No pod\u00e9is ni imaginar la enorme cantidad de estrellas j\u00f3venes y masivas que est\u00e1n ah\u00ed presentes, sus emisiones de radiaci\u00f3n ultravioleta producen fuertes vientos solares que dibujan las formas de las nubes circundantes formando arabescas figuras de gas ionizado por el ultravioleta que ti\u00f1e de azul toda la regi\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Evoluci\u00f3n De Las Estrellas: Origen, Nacimiento, Evoluci\u00f3n Y Muerte\" width=\"388\" height=\"194\" \/><img decoding=\"async\" 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\" alt=\"Cristina Garca Vergara 25 de junio de 2009\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La variedad est\u00e1 servida, el prol\u00edfico Universo nos suministra de toda clase de objetos activos que, mediante transiciones de fase, pasen a convertirse en otros objetos distintos de lo que en un principio fueron. Nada permanece, todo se transforma. Es es la regla de oro que impone un Universo din\u00e1mico creador de materia en el espacio-tiempo infinito que nunca podremos dominar, y, si nos permite seguir en este maravilloso Sistema de Galaxias y mundos, podremos, en el futuro, conocer a nuestros hermanos inteligentes y, si las cosas salen como deber\u00edan salir, formaremos una Federaci\u00f3n de mundos en la que, por fin, impere la igualdad para todos dentro de un clima de mutuo respeto y en el que, la sabidur\u00eda adquirida a trav\u00e9s de muchas civilizaciones que fueron, nos habr\u00e1 dado, ese algo del que ahora carecemos: Racionalidad y Temple, Sabidur\u00eda para poder discernir sobre lo que verdaderamente tiene valor y aquello que s\u00f3lo es el falso brillo de la gloria y el poder que s\u00f3lo puede traer destrucci\u00f3n y mal para muchos.<\/p>\n<p style=\"text-align: justify;\">Esperemos que, observando el Universo y mirando dentro de nuestras Mentes, podamos llegar a comprender que, nuestro destino, no depende de nosotros pero s\u00ed, podremos mejorarlo si nuestro comportamiento contribuye a que el ma\u00f1ana sea mejor para nuestros hijos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/lanoticia.com\/wp-content\/uploads\/2019\/06\/consutorio-incertidumbre-e1652414666283.jpeg\" alt=\"Cuando el futuro es incierto: \u00bfC\u00f3mo pensar que todo estar\u00e1 bien si no tengo el control?\" width=\"466\" height=\"483\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>El Futuro siempre ser\u00e1 incierto, es un Tiempo por venir, no existe, y, nuestro buen hacer en el Presente podr\u00eda mejorar lo que venga que, siendo para nosotros Futuro, para nuestros hijos ser\u00e1 su Presente. Ese es el devenir de la causalidad, el Futuro estar\u00e1 cargado de nuestro Presente.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/estaticos.elmundo.es\/elmundo\/imagenes\/2012\/03\/28\/ciencia\/1332929232_0.jpg\" alt=\"Si la respuesta es\u2026\u00a1El Universo! \u00bfCu\u00e1l es la pregunta? : Blog de Emilio  Silvera V.\" width=\"589\" height=\"392\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>En lo que se refiere a nuestro peque\u00f1o planeta&#8230; \u00a1Es tan grande para nosotros! Todo lo que tenemos para poder vivir, en otros mundos no sabemos lo que podr\u00edamos encontrar. Entonces \u00bfPor qu\u00e9 nos empe\u00f1amos en buscar otra &#8220;casa&#8221;?<\/strong><\/p>\n<p><strong>Los Humanos estamos un poco locos.<\/strong><\/p>\n<p><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p><\/blockquote>\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%2F2026%2F01%2F04%2Fsi-la-respuesta-es%25e2%2580%25a6%25c2%25a1el-universo-%25c2%25bfcual-es-la-pregunta-3%2F&amp;title=Si+la+respuesta+es%E2%80%A6%C2%A1El+Universo%21+%C2%BFCu%C3%A1l+es+la+pregunta%3F' 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%2F2026%2F01%2F04%2Fsi-la-respuesta-es%25e2%2580%25a6%25c2%25a1el-universo-%25c2%25bfcual-es-la-pregunta-3%2F&amp;title=Si+la+respuesta+es%E2%80%A6%C2%A1El+Universo%21+%C2%BFCu%C3%A1l+es+la+pregunta%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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La \u00fanica respuesta posible ser\u00eda \u00a1El Universo! Para nosotros, los Humanos de la Tierra, el Universo resulta tan grande (93.000.000.000 de a\u00f1os luz de di\u00e1metro el universo observable)\u00a0 que s\u00f3lo lo podremos &#8220;recorrer&#8221; de manera &#8220;artificial&#8221;, mediante telescopios y otros [&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":[197],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12354"}],"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=12354"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12354\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12354"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12354"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12354"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}