{"id":4711,"date":"2021-09-06T07:30:48","date_gmt":"2021-09-06T06:30:48","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=4711"},"modified":"2021-09-06T06:35:50","modified_gmt":"2021-09-06T05:35:50","slug":"el-peso-de-un-mundo","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/06\/el-peso-de-un-mundo\/","title":{"rendered":"El Peso de un mundo"},"content":{"rendered":"<p style=\"text-align: justify;\">Tal como est\u00e1n las cosas en estos d\u00edas de sucesos tr\u00e1gicos y graves consecuencias para much\u00edsimas personas, creo que necesitamos despejar las Mentes, pensar en cosas distintas antes de volver a preocuparnos por los acontecimientos del presente. Es necesario que, de vez en cuando, nos relajemos y hagamos un ejercicio mental que nos a\u00edsle de una realidad dolorosa para entrar en otros temas que, nos puedan procurar un descanso que necesitamos. Aqu\u00ed os dejo esto que, aunque estuvo aqu\u00ed no hace mucho, creo que nos vendr\u00e1 bien a todos.<\/p>\n<p style=\"text-align: justify;\">\n<div id=\"container\">\n<div id=\"thumbnail-container\"><a tabindex=\"-1\" href=\"https:\/\/www.youtube.com\/watch?v=IDaJ7rFg66A&amp;list=RDIDaJ7rFg66A&amp;index=1\" rel=\"null\"><br \/>\n<img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/an_webp\/Y1UiD2sxoWo\/mqdefault_6s.webp?du=3000&amp;sqp=CLLg1YkG&amp;rs=AOn4CLDq14LdOblB5aF0-qxsfNhf7vYhzw\" alt=\"\" \/><br \/>\n<\/a><\/div>\n<\/div>\n<p style=\"text-align: justify;\">\n<div>\n<h3><\/h3>\n<h3>Hans Zimmer. Amazing Czarina Russel in Now we are free<\/h3>\n<\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><a href=\"http:\/\/www.drimar.com\/users\/bibliopolis\/cromo\/crom0003.htm\">Bibliopolis<\/a><\/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=\"2001: Una odisea visionaria del espacio - RTVE.es\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fuera de la atm\u00f3sfera terrestre, una nave blanca y estilizada surca el espacio. Mientras suenan las notas de &#8220;El Danubio azul&#8221;, la nave se desliza hacia una estaci\u00f3n orbital en forma de rueda, que gira majestuosamente, dispuesta a atracar en un hangar situado en el eje de la misma. Este peculiar vals, perteneciente a la pel\u00edcula &#8220;2001, una odisea del espacio&#8221;, se ha convertido en una de las secuencias m\u00e1s emblem\u00e1ticas de la ciencia ficci\u00f3n. Pero la raz\u00f3n \u00faltima del giro de la estaci\u00f3n no es solamente proporcionar un placer est\u00e9tico al espectador, sino generar para los habitantes de la misma algo casi tan indispensable c\u00f3mo el aire que respiran: gravedad.<\/p>\n<p style=\"text-align: justify;\">\n<div>\n<div data-ved=\"0CAoQ-z9qFwoTCLDdjpi76fICFQAAAAAdAAAAABAD\">\n<p><img decoding=\"async\" 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\" alt=\"Andr\u00e9 Rieu - The Beautiful Blue Danube - YouTube\" \/><\/p>\n<\/div>\n<\/div>\n<div><\/div>\n<div>\n<div>\n<div><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/faviconV2?url=https:\/\/youtube.com&amp;client=VFE&amp;size=32&amp;type=FAVICON&amp;fallback_opts=TYPE,SIZE,URL&amp;nfrp=2\" alt=\"\" data-noaft=\"1\" \/><\/p>\n<div>YouTube<\/div>\n<\/div>\n<div>Andr\u00e9 Rieu &#8211; The Beautiful Blue Danube<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 es la gravedad?. <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> descubri\u00f3 que dos masas cualesquiera se atraen mutuamente con una fuerza inversamente proporcional al cuadrado de la distancia que las separa. Debido a esto, en presencia de un campo gravitatorio todo cuerpo se ve sometido a una aceleraci\u00f3n que se conoce c\u00f3mo aceleraci\u00f3n de la gravedad y se representa por la letra <em>g<\/em>. En la superficie terrestre el valor de <em>g<\/em> es de 9,8 m\/seg2 y normalmente se considera c\u00f3mo una referencia: las aceleraciones de los veh\u00edculos suelen medirse muchas veces c\u00f3mo m\u00faltiplos de <em>g<\/em>. Conforme nos alejamos del planeta este valor disminuye, hasta acabar resultando casi imperceptible.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Orgonitas y Pir\u00e1mides | Fuerza de gravedad, Isaac newton, Orgonitas\" \/><img decoding=\"async\" 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\" alt=\"La ley de la gravedad o gravitaci\u00f3n universal - Qu\u00e9 es, f\u00f3rmula,  descubrimiento de Isaac Newton - EspacioCiencia.com\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Eso no significa, sin embargo, que se haya escapado de su influjo: todos los objetos del universo, hasta la m\u00e1s lejana galaxia, interactuan gravitatoriamente entre si. La ingravidez, entendida c\u00f3mo ausencia de gravedad, no existe. S\u00ed existen condiciones de microgravedad, en la que el valor de la gravedad es muy peque\u00f1o, o de ca\u00edda libre, cuando atracci\u00f3n gravitatoria se ve compensada por otra fuerza, c\u00f3mo por ejemplo la inercia de un cuerpo que gira. Pero en cualquiera de ambos casos el efecto es el mismo: el peso, esa fuerza invisible contra la que luchamos todos los d\u00edas de nuestra vida, se vuelve imperceptible.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" 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\" alt=\"Equipo mejorado el astronauta de la NASA Bruce McCandless II flotando entre  las estrellas sin ataduras Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Te ofrezco las estrellas \/ 3D ilustraci\u00f3n de ciencia ficci\u00f3n escena con  astronauta flotando en el espacio ultraterrestre alcanzar con la mano  abierta hacia el espectador Fotograf\u00eda de stock - Alamy\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El hombre es una especie que ha evolucionado dentro del campo de gravedad del planeta Tierra. Nuestro sistema circulatorio, nuestros m\u00fasculos, toda nuestra estructura \u00f3sea est\u00e1n conformadas por esa fuerza que tira de nosotros d\u00eda y noche. Ahora bien: Cc\u00f3mo responde nuestro organismo cuando el peso desaparece?. El deseo de volar, la posibilidad de desplazarse libremente por el espacio, es algo profundamente arraigado en nuestro interior, quiz\u00e1s c\u00f3mo un recuerdo de la ingravidez que experiment\u00e1bamos al flotar en el \u00fatero materno. En este sentido, la ausencia de peso ofrece posibilidades sumamente interesantes. Por ejemplo, en la danza siempre ha existido una componente et\u00e9rea, un desplazarse m\u00e1s all\u00e1 de las ataduras de la gravedad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ1Hi6tNdPXtVCgzlRWOdXnMud56o37UeoL_2qhJkngMeTu9FeulTQL1Rh-_ZSaDiJ7zQE&amp;usqp=CAU\" alt=\"Juego De F\u00fatbol Del Juego Del Astronauta Stock de ilustraci\u00f3n - Ilustraci\u00f3n  de bola, noche: 103541756\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfCu\u00e1les ser\u00e1n los l\u00edmites de esta disciplina cuando verdaderamente el peso no exista?. En &#8220;Danza Estelar&#8221;, de Spider y Jeanne Robinson, ganadora del Hugo y el Locus, se nos muestran c\u00f3mo la danza puede alcanzar nuevas formas de expresi\u00f3n cuando tiene lugar fuera del campo gravitatorio terrestre, y c\u00f3mo alguien que sobre la Tierra es un tullido funcional, en ca\u00edda libre puede convertirse en un artista insuperable.<\/p>\n<p style=\"text-align: justify;\">Otro tanto podr\u00eda decirse respecto de la arquitectura. Hoy en d\u00eda ya se est\u00e1 investigando en el espacio sobre la fabricaci\u00f3n de nuevos materiales, c\u00f3mo aleaciones especiales y cristales, que solo se pueden conseguir en condiciones de micro-gravedad. Las arco-logias en \u00f3rbita que nos pinta Haldeman en &#8220;Mundos&#8221; ten\u00edan precisamente una econom\u00eda basada en el comercio de ese tipo de productos. Adem\u00e1s, construir en semejante entorno genera nuevos grados de libertad en la mente del arquitecto. Por ejemplo, en &#8220;Blue Champagne&#8221;, de Varley, aparece una estructura llamada <em>La Burbuja<\/em>, una enorme masa de agua situada en \u00f3rbita con una burbuja de aire en su interior, destinada al entretenimiento de los habitantes y turistas de una estaci\u00f3n espacial.<\/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=\"Varley, John - Blue Champagne | PDF | Luna | Mujer\" \/><img decoding=\"async\" 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\" alt=\"Por qu\u00e9 son redondas las burbujas - Historia de la Vida\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRx5e5CVzXblQO9cSNP81f2ruGrge3e_qCJhg&amp;usqp=CAU\" alt=\"Concepto De La Gravedad Cero Imagen de archivo - Imagen de figura,  extraterrestre: 108846869\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La ausencia de peso incluso podr\u00eda servir para prolongar la vida. En efecto, nuestro organismo suele acabar rindi\u00e9ndose ante el esfuerzo implacable que sufren nuestro coraz\u00f3n y nuestros m\u00fasculos al funcionar durante d\u00e9cadas dentro de un campo de gravedad. Pero c\u00f3mo bien se\u00f1ala Carl Sagan en &#8220;Contacto&#8221;, en gravedad cero las caderas no se quiebran. En esta novela, un grupo de millonarios se refugian en un h\u00e1bitat orbital tratando de encontrar una cura a sus dolencias&#8230; e incluso buscando la inmortalidad biol\u00f3gica en el proceso. Algo parecido plantea Clarke en &#8220;El secreto&#8221;, donde en una base lunar se descubre que la vida se prolonga considerablemente en condiciones de baja gravedad, pero aparece el problema de c\u00f3mo comunicar a la Tierra que ese don solo estar\u00e1 disponible para los pocos privilegiados que puedan acceder a ese entorno. Clarke vuelve sobre ese tema en &#8220;2061&#8221;, donde Floyd, uno de los protagonistas de las entregas anteriores, ha conseguido prolongar su vida hasta los 103 a\u00f1os en perfectas condiciones de salud debido a su ininterrumpida estancia en condiciones de baja gravedad durante d\u00e9cadas.<\/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=\"El Secreto, de Arthur C. Clarke en CUENTOS DE LA CASA DE LA BRUJA en  mp3(23\/05 a las 13:10:26) 18:33 70408517 - iVoox\" \/><img decoding=\"async\" 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\" alt=\"El secreto de la juventud eterna | Noticias | BLes\" \/><\/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 \u00a0La misma persona viviendo en la Luna o en la Tierra<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo, a pesar de sus m\u00faltiples ventajas la vida en ausencia de peso no est\u00e1 exenta de inconvenientes. Por ejemplo, nuestro o\u00eddo interno, el \u00f3rgano de equilibrio de nuestro organismo, en algunos casos resulta gravemente afectado por la ausencia de gravedad. El resultado es una sensaci\u00f3n de nausea y desequilibrio, el llamado &#8220;mareo espacial&#8221;, que puede prolongarse durante unos cuantos d\u00edas. El problema es que vomitar en esas condiciones resulta peligros\u00edsimo, especialmente dentro de un traje espacial. Al no existir gravedad que haga caer los residuos, estos pueden provocar la asfixia del ocupante del traje al quedar flotando dentro del mismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR_Bshhn8dOK6kl39v0urtMZjfu3xITfP_4Vf_YMzkTUffaey7vfEzuYLp--fmsTexdbTM&amp;usqp=CAU\" alt=\"Descubra Ciudad de ciencia ficci\u00f3n con rascacielos im\u00e1genes de stock en HD  y millones de otras fotos, ilustraciones y vectores en stock libres de  regal\u00edas en la colecci\u00f3n de Shutterstock. Se agregan miles de im\u00e1genes  nuevas de alta calidad todos los d\u00edas.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT4-6itIoDLthKigyxG6O4jjWc5WOVqGzuKUQ&amp;usqp=CAU\" alt=\"M\u00e1s all\u00e1 del Sistema Solar: c\u00f3mo ser\u00e1n las naves interestelares que  viajar\u00e1n a los confines del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otro aspecto, esta vez m\u00e1s <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>col\u00f3gico, es el de la orientaci\u00f3n. El ser humano se ha desarrollado en un entorno en el que existe una direcci\u00f3n de &#8220;abajo&#8221; claramente establecida e inconscientemente tendemos a orientarnos seg\u00fan esa premisa. Sin embargo, en el espacio &#8220;abajo&#8221; no existe. Es necesario desarrollar todo un nuevo esquema de visi\u00f3n tridimensional para poder desplazarse con efectividad en esas condiciones. Un ejemplo cl\u00e1sico es el de las impresiones del protagonista de &#8220;Cita con Rama&#8221; al enfrentarse a su primera visi\u00f3n del interior de la inmensa nave espacial cil\u00edndrica.<\/p>\n<p style=\"text-align: justify;\">\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=\"Cita con Rama, un viaje a lo desconocido - Gametopia\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 La nave de Cita con Rama<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En su experiencia, pas\u00f3 de imaginar que se encontraba en el fondo de una inmensa lata a la imagen de un t\u00fanel que se abr\u00eda ante \u00e9l&#8230; para terminar visualiz\u00e1ndose c\u00f3mo un insecto caminando boca abajo sobre la tapadera de la lata, con todo el terror <a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>col\u00f3gico a despe\u00f1arse hacia el incre\u00edblemente lejano fondo que ello supon\u00eda. De todos modos, el autor que mejor ha reflejado la problem\u00e1tica de la orientaci\u00f3n tridimensional en ambientes de baja gravedad ha sido sin duda Orson Scott Card. En su novela &#8220;El juego de Ender&#8221;, las escenas de entrenamiento en un entorno de ingravidez, la sala de batalla, y los problemas de orientaci\u00f3n y movilidad asociados a dicho entorno resultan insuperables y muestran c\u00f3mo es indispensable una preparaci\u00f3n muy especial para desarrollar las habilidades necesarias para el combate en gravedad cero.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Efectos fisiol\u00f3gicos en un ambiente de microgravedad\" \/><img decoding=\"async\" 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\" alt=\"Efectos fisiol\u00f3gicos en un ambiente de microgravedad\" \/><img decoding=\"async\" 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\" alt=\"Efectos fisiol\u00f3gicos en un ambiente de microgravedad\" \/><img decoding=\"async\" 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\" alt=\"Huesos Espaciales | Ciencia de la NASA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Durante alg\u00fan Tiempo en un ambiente de micro-gravedad, no es nada bueno para el cuerpo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mas graves son los efectos que se producen sobre nuestra masa muscular y la desmineralizaci\u00f3n. En efecto, al no estar sometidos al esfuerzo continuo al que les somete la gravedad, los m\u00fasculos se relajan y acaban atrofi\u00e1ndose. Tras una estancia de apenas unos meses, y sin un programa de ejercicio adecuado para mantener sus m\u00fasculos tonificados, un astronauta ya no es capaz de desenvolverse sin ayuda al volver sobre la superficie del planeta. Tambi\u00e9n son muy importantes los problemas de descalcificaci\u00f3n \u00f3sea y la p\u00e9rdida de minerales: los huesos se vuelven delgados c\u00f3mo el papel y acaban siendo incapaces de soportar nuestro peso sin romperse. Este es por ejemplo el caso que nos presentan Bruce Sterling y William Gibson en &#8220;Estrella Roja, \u00d3rbita de Invierno&#8221;, donde el coronel Korolev, que lleva 20 a\u00f1os viviendo en ausencia de gravedad, se encuentra varado en una estaci\u00f3n espacial sovi\u00e9tica vieja, obsoleta, y a punto de ser desmantelada, sin ninguna posibilidad de poder volver a pisar la superficie del planeta que le vio nacer.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Estatua de sal | Temas y Devocionales Cristianos\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mujeres de Lot' o c\u00f3mo mirar al pasado puede destruirte\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En este sentido, abandonar la superficie de nuestro planeta recuerda en muchas ocasiones un viaje sin retorno. El espacio se convierte en una nueva frontera, llena de posibilidades&#8230; pero cuya conquista exige en cierto modo renunciar a nuestros or\u00edgenes. Por supuesto, siempre se pueden buscar alternativas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Un Fantasma Recorre Texas por Fritz Leiber-Mayflower Libros 1971 | eBay\" \/><img decoding=\"async\" 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\" alt=\"Mundos | Ficha | Biblioteca | La Tercera Fundaci\u00f3n\" \/><img decoding=\"async\" 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\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alt=\"Luna es una cruel amante, la : Heinlein, Robert A.: Amazon.es: Libros\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por ejemplo, el protagonista de &#8220;Un fantasma recorre Texas&#8221;, de Fritz Leiber, viste un exoesqueleto de titanio que sustituye a sus m\u00fasculos atrofiados y protege a sus huesos descalcificados durante su primera visita a la Tierra tras toda una vida en el espacio. En &#8220;Mundos&#8221;, de Haldeman, los viajeros que ten\u00edan que descender a la superficie terrestre desde los h\u00e1bitats espaciales deb\u00edan someterse a un intenso y estricto programa de ejercicios f\u00edsicos para tonificar su sistema muscular, mientras que en &#8220;La luna es una cruel amante&#8221;, de Heinlein, los trabajos en baja gravedad se desarrollaban normalmente a la mayor velocidad posible, para que los trabajadores no quedasen varados para siempre debido a los efectos secundarios de la ingravidez (algo parecido a lo que se hace actualmente, pues las tripulaciones de la estaci\u00f3n espacial internacional se relevan peri\u00f3dicamente para evitar los efectos acumulativos de la exposici\u00f3n a la falta de peso).<\/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=\"Leer En ca\u00edda libre de Lois McMaster Bujold libro completo online gratis.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero al igual que los peces que hace millones de a\u00f1os abandonaron el oc\u00e9ano y conquistaron la tierra, la humanidad tambi\u00e9n puede asumir el reto que plantea la ingravidez y partir a la conquista del espacio sin volver la vista atr\u00e1s. Ya en &#8220;Encuentro con Medusa&#8221; Clarke utiliza chimpanc\u00e9s modificados para incrementar su inteligencia, c\u00f3mo operarios en tareas donde prima la habilidad manual. Este concepto se desarrolla plenamente en la novela &#8220;En ca\u00edda libre&#8221;, de Lois McMaster Bujold, con la figura de los cuadr\u00famanos, una especie modificada por ingenier\u00eda gen\u00e9tica con cuatro brazos y sin piernas, dise\u00f1ados para el trabajo en gravedad cero (donde las piernas, en efecto, son in\u00fatiles) y que el protagonista ayuda a liberar de la esclavitud a la que se encuentran sometidos por la compa\u00f1\u00eda que les dise\u00f1\u00f3.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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4Nwt7D27RAOj21EqRuOoPkaqnYLgtjEreF62XKlApBIKyDMQfIb1z+T693eMuIT9WUuZzyi0dG9YnXzooKLPxrj2DtsbGJYEgBihtl1E6qTynn5VNxOzg7Fo3bti2LalRItBvaICwPMmqA+HfFjGYvlbi4R5MYA9yCfdTzF8Q77gsky1trdptdTkdcp9SsGigoY4ftPwxGBQC2w2cWSCJ3ggTTz6m+iPlt30I8DEBxB3jp6VUOz\/ArF7h925ct\/WqbhF0EhlyAEc4I8j1rv8l94xiLcykW7gHRmkNHrHyoGXRdAAIgaAdAKQdt1lLP9Z\/PktPwaRdsj4LX9ZvuFBDBexFqDenT2P8AHW6n7Hn+l\/sf4q3QNEmJvsb9y5dsd9as3ctoLctC2h0Be4GaTdk5QDooIgSZrvgVq4t2\/wB617M0OLd17TZFZm9kWySBPhkwNKXccN5ExVtUi2903e9Nq8cmqtOilWAK7g8667IcQfEXb127eW83d21GW01oAZmPMANM8qBsslLe1OAe\/hrlq0AXYrAJCzDAnU6bUyIod+I2Q7IzhWUgHNoJOwB60CKlw3hfGLCd3ZK20ktlDWjqdzLAmrLwm1iThmXEkHEEXATKwZnJqsLRDcRsje6g9THX8DXYxluGbvFyrBYzooOx9DQFlb7Bdn8Rhmum+iqGRVGVw8kGToNqH7RdnsW+NbE2FWAUa2+dQQyKuuU9COYq2Pj7QALXFUMCROkgGCQPX7619PszHerPSTOnQc\/38qB2IeGW+L99bOIuqbOabgm1tB6LO8VD2K7O38Ped79tMhQhfEr65gdvSrIvELJ0FxZ3iCDGusRoNN6xsfaBylwDMR1Ph9nrqwHrQFlX4X2ZxFrG3L3doLJ75VKushbisF8PITGnKpex3Ze7Zt4i1ikUJdtokK4aYJk6bESCD1FWa7jLamC4B2jz1EdN9Ok1x\/KFqY71Z0ManeAOW+sRv8DQMqnZrstiMPi7dxwhtIX8YcSwKsFOXfWRI5VrgPZbE2mvm4qAXLN22sODLORlB6DTflVtTHWmBKuCAJMTAH46jQa+IdaiucXsi2bmfwgqrQNVzmFzDl5nlBpCsp3D+zHErSsttlthxD5boGblqYn4UwwXZK7Zw9\/IUbEXVFrQ5UtWyfHDEeJiOcdPM0\/s8aw7KG7wKDIAYEGR1HLTX0rF43hzM3QIMeKRPSOoM6dRrtrTCytcO\/J7Nv66+1u5r4LZDJH2SSRrPMcqjwXZXGrh8RYK2ou92yxcmGRgTy0BSfeBVubiVkXO6N1e8BC5NZDGIB0gTI1nmK5XjFj6z61ctsE3W+ykHKQTvIbyoCyn2+yfEBbNkXLa2iZKd6cpnckZZNWXs1wMYW0VzZ7jmbjxAJAgKo\/NHzkmiE47hz\/vQNSPECNjl9SCdQ20dKks8VsOQq3QSxgCGBkeo010k6TpQMKmkfbEeC0f1m+4U8ikva32bX9ZvuFSiJdHHY1P6WZ+x\/jrK12PY\/W7H2P8VbqgTOsKGtYrEXmXGOS7KiqM9rIcpBVZiZBHvNS8Itnv77rbvW7bohi6WhrmZyxRWY5dCNoHQUp4h2txCPcCi1Cs4Eq3JiPzulcXe1eJ1gWpkj2GjkY9reknZclXZbq4u4a22rIrGZ1HOqXc7Y4oMAUtARzRtffmojDdrcQ0yLX9xh\/ioboIxb6LRa4faChAggGRPiMmeZ1POtrgrUFO7TKYlQBBjafSqpe7XYkGFFo9PAfvzVvB9psXcI1tKBv9Wfl4qVoODLa+FttAa2hgEAEDY7iOhPKoxgbIEd0vPlJ189\/w5VWT2uvBQ0WzJP2T1IHOl2I7d4mYUWtP1GM\/81XxITsvJwlqZ7tJO\/hGvyrFwlsQRbTw7EKNNtvgPhVF\/nxio3tT\/wDGf\/LSuP574zra8\/qj\/wCVKiqPQO4SSciktGYwJMbSecVi4dJBCJImCFEiTmPoS2vrXn47b4zra\/Zf\/bWsXttjDpNr9n++aVMKL8uFtgEC2gBEGFAkbxHSuhhrYBGRIMSMogxoJHlVNtdqsURqbfut\/wCdR3e1+L5NaH\/D\/wA6EibLkMJame6tzETlE89J95+NYvD7O3c2v7i9Z6ddaof89sZ+da\/ZDX51u12zxh+3b\/ZinQy\/HDpmLZEzEiWyjMSNjPlp8BWvotuGHdpDe0Mghp1ObTXXXXnVOXtTiiPbt\/sx+NR3+1WLGzp+zFKhci6fQrJn6q1qZ9hdT1OldHC25B7tJBkHKJB8jG9UL+eWLGjMk\/8AxjWtHtni+Vy3+zFOij0MmkfbD2LWuuc\/dVYTtji\/z0\/ZrXGO4\/evhVuspCmRChYNKhSWiy9lWDd4CBpl+eb8Kyoew7Am9IO1vb+3WUxJCLjds57sbm4\/\/Uf3A0HicWysR1ysPOVUfuoziuKy3ruk+NwPVmj4R95pbxVcuSWzHIJOWACu6g7GNNaiCNp0zhMQ1x4YzAgfOjMCJMfdvS7AnUeYP30ywSxMUS6HA5vTmOnL5nQUTh2CW2fmoPx2Hz50Jdkn3j8al4mctpVH+8cD4a1L3SK6tit75gL03864cAbdKjvEb7f5UwxfB3S1bvEhrbQHYDW2T7MjmCNQRWrkkYpAIM\/upt2Ys2zdL3rDX7aLmKBSVP8AXPTbSucZ2fuLdWxaYXbjqCgUaySBqOXWdonpXqnCeCWgq4fKyqLRa2CWyM4Pjd4MElo9wpOQUzyntBYtLe+piGUMQNAhM+FRuF6A6igbG9XDtTgcJnuZ2dGVmi7bA7sjQZDm3KtPiJnWBOtVq3grfhK4hXlcxKq3gGuuok7bDrTQDDDINj\/BofiGHIE9azA3DI5fxr\/HpTfICNqdGEpcWVQ29djReGtfH76a3MCK3awoG9DTK+RNGrOF57GsuWOtGHQCosp\/zPP\/ADp0Y8mDfRwRSzF4eKduYoLGDSak0hJii42g3rQeNay6utaINM3Ll+T5gTeJaNLfX\/3K3XH5OyAb4P8A7fl+krVICv8AHcSDdvRyuuPgzA\/P76H4pjCyKmpUMXXyzDxAe\/7qb8a4SGuX8mh8V5fPxMLg9xk0gu2CZGvgkHXT3D0p1RcotdnNm9AHVZ08qNw2MyggiPMcqVba\/dTDA2O8IH5wIB\/W3A98GlViV+Ay3dE5t4Hu101rON3Q9tXX2UMCYE5tz5ARA9aitcHc5SrDxIXgmdF0cR1HSjha7sa+KGXNm1ErsY6MOXLLU8VdmvGVbCOynAUurnyFiAGUlsoXmPDBzdIO9E4LAYnFBrSW7YS29u5cuudFW34xay7ZQddDoNKKucQyHw4i0rCY0aY\/N0G3Q0B4LVq4yYtF7yMwTOS0bBpgROs761DuzLRZ8Hgfpt8Yh7i2Ci9yFSTJU5mcsTOWCAqyNzyoq5iLuGv3EdheUWS6ODAJ\/NJMwTvHnvVS4djHa3bt2Llq0SxdnY6qdhMSSIA8PmKcDCYu93pQ2nUrINtwZYRsrgNETy50OavYcJVpA\/aDBi5hZXTEK2ZCwAzSYA0JDZd56+tBcS4dadc95DZussZ4KqSCGgr7JEaiIIkCOdF9lxcuXTee25IhEbLJUyA7Zfzguk\/qmrJxTitp1v4e7bbuxZBTONQRmmM0EnaX5EekuM09WTKEkro89wODy77j3z6UyEQNd6NvJauqtyxsoy3EBBy5RIYdVya+47UMF59NB763Wjkk23sjn\/WuSPOsu3gpoe\/jB5U5NCjBkz3hGvKob2I6HblQxvb+lRXF51NmvxhBxBIgHSoHYzFdYeSQOU12aRVUDMo3jWuClSuaiYySZGulIos\/YYANf9Lf\/crK12HtS1\/0t\/8AcrKCiFbuW7J+xecE9bd4t9xBHqaS8X4eVd7YHiGx\/qmD\/wAmU0fjm8V3zuuAPIux+V0R\/wASu8VhvpN3DxcNs3cil4zZSfq2JEiRovMU30dLXKLRXE4e7aAEnyEn+PWmXE8ELF3JbRkUoHQEyZXcyepB\/vVbuJ9iLnD7ZvG+cQJCsFt92wG4IOZvMe+knaO2zWbN8gZ0gNGxD\/umP71Zc\/skOGNODkuyTBXAHDfZDpdA\/UvDK4\/vg1BxjD5UYdBG+nhJH3R8a54Sc1rKDGVmtei3dbZ9A8VNjrme0SdCVbz1gfhVs2juNk2PxLgKDhgylVJ8GpBEwG31O9CWeJWGi2+GtoS3tAFSB+aq7eU686JxWOy4dHzGcgyidyDBBncZelAcSxAJynxKROv3g9fOuar1RbjFK\/8ABk3BcNd9gd3+qTp8RqK5Nu\/hnl502ddCo5Ekbr+6lOB4jkORjIHst+4+dWXB8TXLF1SyjaD4l852jyNZTU46e0a4+Mtx0w63xm4w0uRO\/dqFLH9YgamoLvFnOj3AwVS0XPFIkAKsj2jqY5xUVzA4XwlLtxVYwyBSAAdjoYkNG3WgTo0hkEZrdxXBaVOoYbeIaa+ZrPjb7Nf+f13\/AEFfRrBdjkFsyJa20EMQcsWzOYESDEb0PfaNOcxqImOcchEVtgiuzs6lSgzSviUrOUqTsNdesCrbwjsdZuYa3edrmZvHGaBDHSBGnhiunBKXVujz\/wAzFGrqnZ5hj8SSen76Fa+dK9af8mmBIHjvQ23jHMT+bXKfkuwDa\/X++5Hyia6VI40jyy02jTyUn4EcvfU4MoJncg+Q0Oor01\/ybYK2Jy3vEchHeSYMxGm+grm92AwSZwxuZEUMZuxlU+0WJ9OnKnYNHn3DFlX8og9BIkx8qhvNoD11qycaXB2gv0NncknMzNOg10UgHQxrp763w7B8PcIt9bs5Fz3EuEKGO65SBoOomm1ojVlLxl2PD0j1ggGDFDo5nWvWLPYPhrqjHOQ7ZFZbrHM4GgAAiIG\/lRVj8mnDjOVLmjFSGdhqN4nf12pWXRUuwWI\/pgRtk\/x1lXzD9lMNYnulcZjDZnP2donlqdqynZPE8sxul3EW2EMt24T1Et4gfilwehrLNwi2vIpcn0Byv8ipFWn8rHAu7a3jkHhuBbV4Dk0Rbf3iUPqlVCzdlQCeQU+4iD71Yn30HTCR7jxHDDEYZlEfWICs9SARPvry1uG3Vtth71p1YqU1ViJGxzbHlrNeo9nbmbC2CBIyKNfLT91E2roCuzXFYKWlhACAbg6nVRvPyrKULdihkcLXs8A4NcMun2ipWP17ZzL8xHupzAZXI29oejDN\/iPwrjt9hPo\/ErrIPBdCYhNIGvt\/8yk\/2qjwLjMyToQR7gSR8mHwrQ0xS8HLKPo9rMARmiT9nXcec0u43c+sgAE9KIxNs93IY6MwI1gR6daEwDZTmiTMA8wepJ6\/GoWPdk5M2nFAj2SYglmOgG2tH4a5fHg7m63Q5Dr0man49ZCXVdVyqwW4vX3Ac5p\/wvjNwWjaUuTtkCuzb9AJqcz4rqxfjW3d0KIxJmbfdqsMe8YAxygb8thQxe5nCBgzuQVVNzmkDfXlv50fxFGa6wZXUxb31b2m0y766+dXPsnw5VNq5cCKlp2FphJa5cu+AZ9N0QZQoJHiBJ00jHTNsuSS8s57L\/k+ykXMYUutpFuMyrzIYnQmZ0j31beNXhasM+iqijQaAAQTI8lBilOK7ZWLF17d1gAqgrlBYltcykjQHb41Wu1PbT6Qvd2QRbZIYMNc59NwF0883lW8YWcU8j8suCcZs27KG5dAOVJABJ8QzLoNdVjWq3xjtxDutollcDu3IIyQIc9c8mI8qp8NcynXwgLO0jYDz2Fd3sNmKycsRHi58vnzrZQSWzJzbYXxDjeJuhQ15ytuCpUwwI2YtM5vOobl+9iXd3bOxADuSBAG2YD7M8o3k12lgBBJOaZyRK\/2j18pPPSuuOEKtkEkd4ha4QBMknKBygCBHmav6p9GdtgwwyyBmLbD9Uc\/OfM8gdK5xFosTIAJ8JyDKoGmgA25b\/GobABGx01mdvgNdOtMQgygkydMsHUjzPNa0STM22jvs\/xe7bewjuRh7N3vCoEbzJMeJoJ9K9SwuKt4hLb5S6Oq3VldFnYSPteXrNeVXrEZWBCz7tPTfz84q1\/k948oX6NcYICfqiRlzFpLLO0zqOsnpWOTHW0b4slumWviLSEInUE7Hy5cqyoGdm1ZXtgEhQ2sgfa01BPMNrtWVznQS37NrFWbuHaGQr3bjoSPvG8jmK8DAKs1uZKswDRElZGaOWZdY8xXqPBeN27WLvtcuBLfdxrqWbOcsKJLGJ2BjXbaqF25wtu3j7\/cstxGJunL9hn8Tqw6yT7oG4IqkhKR6r2Gutc4fZ7twjAsJK5oysdIkbj76Z4vAWC6PcyLcYj7WXvCNgw+3G4BnYV5t2S7S3rOG7myygq\/eHMpnKYka6b+\/Wge0PaI4gtcuoM5hFUSQirzUfnMdZ5UcWJyVlo\/LVwnPYtYoDxWHyt527kA\/B8p+Nef8Iu+NT6fvB+WWrDY7RYnEWDhLzhkuju8xXxAdcw3O2pqq4KUuFWHiU5WA12MH7h8aEa45UxvbufU3UadHEGNCSo0nqaO7Mdk1vYa\/fvMbWYd3YLGFZ9fERzXNCiejRyoAKD3itJRXR2AMTlmBm5Zogka66Ux4t2uu4i0lju7SIhBAtiJy+wAD7IHz8qrjJ9EZWlJiW\/iTcwyObDIqsUzCAuYgFlZpmR6aij+FYq81pR9MyWyf6JXIZiQCdB1J99CYu5lV0UzauXO88LAd3dywZnQqw0pbgMMpBzCG5MOUa+H0+4VGSLoWKVMtHBcKPpCjNAKNLHqupBHOQa64pxW93aWS\/1aZtpXXMfGxB3B2I2n30Bhrj3wIzZlBV8sLO0+I+ysQdTz3qdrYNu2VYMAsLCkhgJytPRgJ89Kj8eH2dmv5UqiqBr9uLaHMuYkrqNIAUiDG+vyFZ9Hk+FZAiZMmTtoNunxoi5chZXKZAEMuiQsadDvB31qO8Gs2ioP1jFWg7neZbpBmd9K6t9HEEYzDXbGcXEKuR9WnJASIJbn4ZEiaiw10wcxAjQlZAM7DzJ99c\/SLrhVuHwj2VAn11Jn9w5VOkCdJI2O+8zWih5M5S8G2lCEIy8oiIHx2\/y1rWKtAIveRlUCBPiYciBtl1156jaoLrsF9qGYwFP5oGnnvpRvD+DPdIzrlJhg53I5adKrwyap2RLhpJRdUyqwG0EjUHWSSflWKjMQFVdTAGhUxGxEwBvHxpxgwEu93cUm1G4AIBMCRG4nTXbpTc8ItSgY5Q7BQw0ykg5Cp5fm85zVnzS2VxArHAwV7wnNofFAE+nIjlFJMdhItsWcLzWDrKnQzyI5R+bTLFJczXEufVojFFnnlMDKvLYGd9dK1hifrPo9kqJHiYksZAmZ1HWNNIqXJyKUaLnh7rGzYZj9Y1tC5jc5V3+fxrK4tMTZsbgd2sS0HYaERyEfGsrmOo82bS+5BGbO8GNNzv6GqpcVS8uD+tDCSdS2v6x5mdyaecRvBWvP9rvHC\/miWOsdVA+MUHwfAq6l3kqxCRoR4pPyEV0SMloPwrBu9KZRokC3mCgsNVGZiTlCwWJ1nlQmIthohhPXnP3eVS8Ob6kSQmZQJPPVtPcI+Nd4e2AYnqRO8AfjTXRPklwiEDvR7KeBTPtN9s\/HSfKgONWSl5LnK6pPlmXRv8PzoTDo3dlwx00I5Qd4G21FcWvzaVAACSHnpuB8QCT6isIq22dUnxSRNhiDcbXQopjrlidemtcYjQrA9oSfjpHT50FgXJc928sAAh2DkwMpnZYmQeg1pmlzvAtwJv8AZPUbifu9RW0ejnyO5WcWC28EdJ0LDrr7Q9OlQY22EcEaZpzBdpHMdJB+VTy11s3I+ICdBPSuOMAJbTyfcemv3UTVxDG6kc8WRSznLPsyCTGwGoGhA86bkEqo9o5B8eZHTnSbFsLioyMGkAEDcEE6R6R8KPwJY2p2dLhUg9JmP42is8JpnJRaDES+4mDruZMEaATXRtKJEhjGbU\/hv6b0U+GDAXV0DMQwjmN9OvWOUGucbZW5lJ00AYASSo5fEzWyfo5n\/Iuxj90Lf51xCdDtDEba8uQo7htksJjxaa\/HfpRPDuHFwALciSozDYa6eZp9wLggAMsVLANmJJAgsCCDGlVzaVC4pgdjs2xEtqGgxzUevITrTrFcKt2FQszMrKOUfx6UHxnG90ty3aaDBWTqYIWSG91Tdo7gK4ZWJhbebT7XhWAefz9azcnaHUUmcYXjKd\/at20hBmVuftLB93OouOWgt2y7Xs+W4ngSdPEMoJ6xUVrFKcRYUKqxJ03HhJGYUHxO4ue0VuAnvLbFQpVRJGY66nUgSeu1J3br0NPWxn2hxwS+SgXvFuMS7rmOXKCAg2kExtO1JLnEmbPlnMzKuXXmQI01ExGnnUfarEziL\/8AX06CAP8AIUssYhreW9bJlWYA85gbe477imopJCcm2em47E5SLcBQihRMSQNP3Vqqd2TxzsHUkwuWBO05p+6sqHjNVNlX42Je8fso7+9mcgesmTHRaJtlbdtVX9GzOBp4yCBPSFkRvtUXFbZ70qZJe87kDl4iBp5KD8674k0ozzpc203AhV98CffVrYn6NYQgWApOygDbpPrzrV3D5bTsTqEMHac2mg3qS3ZkL0gef2Rv76HxCDu7mp0U6nnH3aVT6M12QYGzNqBpJg\/dWuOW5GYaQe7jkVG3vFS8PaEQdXk+g1qHjL+yPNiPlWUF9Tqyv7JfwBPaZQHElT4TOmoO4PKDGnnTrh1vJZt5ZOst5sDB+AoK0pZMpXwi6MxkQBcG2+80RwZmyXLZ0ZGn7lPu0B99XHsxm7R1Zsn2X03HnBOgPl6eVSXMEWVrT659VYcm3U\/ERXDJInMc0+7+PKjbOFZFl8oUagTr1++ra1RknTsr9u2HIIm2+zFdNZAPwM+4U9weFQLcUSSQpE6kxodeW6mf16U8WgXyyiVueMcgH2cD13\/tUy4bjsroxgqZQztDSDp6mf7IrnVxkehxjPG\/Y94EjeK021wBljcMo09xAifSjOC8GgK39ILsspaTBBg5x7+RB0oHh9zLiLWmisFA20Jgz8Zo3G4i5atpaTTLIJmDzJ92orVpqRwJqgpH7l4Hgynx3cwK6DQWVOsnQFmEDXc0txWPe5iGysQO5AiSQ3iJBJ3JE7+dRLazCXbOdsvv+cbx5VFirx+kZ9IZCEgRovh98lZmhumNLQf9JS0ha4suxjKTOXwiJ61Jx3FFBhypMmyBIg\/ZHM+VVbEYoudZgH4CKa9pL57rCjTWypHwo9WKiLguJH0nNMgLcPvyxr1pfcx+e9aQGSXtz6AjSfWDUnArn1vkVce7KaTcL1u22OkOscpMjepvbK4jntSzDE3JjW4SSOXTy23oZCe5EGJdiJOmgXXy3qftJYe5futOoaSNfQe7oahtgiwo1BV2BBGuoXfyq16Feh72Jtwb39jy\/PrK57IiGvFmgHIRP9ufnW6gtCnFP9fdMCFZkVtfbckCfIa1BxFwyZE2XKI5iIGvuqTFMc9wwJ7642pgaMyqB5ySY8qHxU5NSkiNFzE78zt7jVRega2G9+Amg11Gm5IoR9QwO5U7ehisyk7BiNdQRJEnlvUV3EBAfAwLKQs7VSetkpbIeGPIGnsr8yYHympbyZr9oHXYxzif8qj4NaIW4CYbTQ9PxmiWH12kkhVGm+xNSlUS5O5WdYRge+XKx0WABtlO5Ow0+6tX1CXw4OjjK08iIDH0ylW9xqXh8rdZApJe2YgjfSZkiBqda3esNcUQASVDKNpKjb36j3imuiH2EWRbQ6DxawWHT9XWDymo7q539otI6ar5b6xtpRmHYNYS4kS4ysRvI39DEGo7OHy6gxtpH386pRsycq0D43BLdQ21GRl8SE\/njr5Hb4Ulw+Iz2o2YdeTDUe\/l\/Zqxm3r0NJuO4Tu7vejRbohx+a41n37\/AN6oyRXaOj8fI1pjq3jMz2X5XDbYgdNJn30x7R3irNBBhjqfNQRPKKr3AIYICfYcqNeTHMPdqaN7XXNtftD1PhP+VJy2iOFOgEYxgI0JEtodOek+RNEcSZUKQCB3KlgSdDm1j18qU2xAnkNfhRXFMQ1y4pbXwqNOYGv3VMrbTKogvYiFmNyfdoKa9oHjD4Od+5A86S4j11k\/cKsOMtZrFnMJy2bcSORmfPX5aU32hi7s\/bIvIxXwkNE+ancVHgsGFuWcrSzOpyx4uR0NE4LEq+IWAQJhRqeRA189qiwbnvLZCywZTIkSJjlz86K2Tehrx62e9dxcAM\/akamJXaYU7dYpPcTQEAgkeLlv5\/OmfGgjXbk6KpYggSTJ0k9DuDGulC4C1qqgZmcwkAknUxA\/jnVLohjnsxbOa7odkEnSfb\/Gt044Hw6\/be4jKVgJqVBze3JnnWVNo1SZSMajG7dKpmAuOszA0Yz8yaGxQcDI2X7OgOpPlprR+Owa95ckuZdz7RAHibkPWhMbaUIYWPEomPMc6DHmuRH3qQQWc6nwosEQdszaCuBwwsZZmXnA1y9JbQfAUWxMFeck+mp\/j31pZkbNoCxPsg\/v0pqS8h8jO8Jggo9TJY8yPuFZat\/7QfRfhFFWsTJlh4egGnxj5edR4DETiXLAD5AQum8a+dU5J1QRldk19BbxFpiDDDWBOpDjYa8hRWCs5ktvsdQR0IJA9+1QcaxiE4dhrBAJA19oGY3I1I8+ldnGhUyBPHnuTO48RIkTvBB99FpMJfrZzgGW3eu2W9i5406BtT+PwFEYgEDkNQZkRHXz9KW8UxLFbbwA1sg5h9oMRMzvrBj1ri9iu8I8WUHYHaeYAo5pIh00mNbJUkRrPI9OsdPOoO0eFX6M4bkAVPPMNvw99AWxkJYkud9TpPInqB5\/Oj8ezXwMMgz3WGa4+y2kGpuN0M7LvS5qSLhJPoR9miRcUEjxNAHmFLAj3SDTjtPhixQ8xJOui7RS\/sg1tLzO58ItHKVGrmRMdNDv0q2YcWriF73d2UI1HXkJJ8TbchHSaguU6ZSG00H8e6pbq6qNBH4t8d6b4+ygU92pbMSxkQemgMECl4sLnUsdNZ67n40MalZElmfP3c9Jnypy9zPh1BUtlTKOQMQJ92\/urjCm3nOfwLGZeojYv+bPnVg4RYtFyrhSq6idtYP8ClJiT2IeBcPYXkhFKi6rMBoSDEn0jWoODcJu3bn1al3B5TlAnWTyq\/mxZuZu7FsZQIKQsESYzD2fdW+Hcew62sOLbeBmNrWAZEAFo2BJG+viGlSsj26KUbVWRYPs5hTiDbdCbgti7lYkiWd5mNCAYAHSuuJYaxYeybVpUdsXbtsQNYIJMHloQdOtLOJ2eK2sQ2OFq0QF7s21bP8AVggxsDq2sjXU6Uh4x2kvXXF3L3ZDK9u2DIF1SAW2kyAB6E0RjL2U3FeC\/wDFsG3fM4ZyGVQFB0XLm29Zmt1XOy+IvkXe9vW5Z+8ynxZTc8TEEAgAn7PIqayjgHIqOMVmvOF1+sYnXlJj376dBUeNSQx81CidtRpR2JwpN1wqnV29TJOvvOg\/yrocId1IDKPGgMAmBILGTuQOQBB011FJTs5Ld6FT4dpkmFPinzMxqfLl510mEYjTYaltTH+vTen4wKs7JJJtwozeyOSq2mp6iR0rp8OdyJ5guYkeSLoOsTQ2xNyESW2G+vMCZMenIihrKM1xyJJkjrsF\/Gn9gFyApCoTA8IE9Yj7Pxk0HgbH+0YhUEjMQN+oGvw2pfJSHGTpg3E7QWyG5q4nq3UzyA0rXFLuS3iLyiTo076FUMH5\/Km3FsK4svbylh4SzAiBrt8esny50q4m\/wDsNxBvctKw6aF1M\/Aegpqbas1UbjTGFvsbjS6oMRZm6ikk2zorjaJ5TSbB8Lvk5WvpaHeXbNtzaz52smLkEexOyk6kmBV94d2nwbCzijirSW0toro7AXVZANMm87iADMiKQ4HtBYvYUrduWkS62J75ma0LllJP0cm1GZ3jReYJmmdChH0KzwbF92SL9ougUm0yajOVCmZg+0JJ5gjka1jMBesNcsYe+kPcyZWWGfwF2d7nNMqu5Cg5fCu5FOOC4zCDFN31zCnB5kOCg2\/q\/C3eBx7Srl0fvPtFY1NJ+y2Ht2bDWsQ9j6zM926l6074YFIVXRpFxG3C2zIMcwCBaDjH0awPAbjFGt4hYyZoNo5oDFGIBjXMrkIRsmp2JD4nexGH7q49+3cZwXHgkKYE5pjxCYiI0pvx\/DWriRZuYdcuJtOW7y2kWlwtkPpMle8DgoAZaZFc8Rw6pfx1yxdw4xDsDggXtMotoR3uQGbaMQYUNBMPA3NO2DjF9oUcMx73HY3DOk5o+UbRRy31J2nKNNP4EzFC8SaycTdNgJlyWs4tH6s3iPre75Zc3Mae1FRrePOP3Cnfswmqeg7E3PEHYnoZ5+UdK1h77kmDv1Omm09Y2oPITrEdKnwgE+IE9BHTaBz9+lVdmbdaG5v3cjJmGUiXgBQB0HrpSW0wFwaaOBpJAMEHf3bjainGYFdNJJPrynYxWWMJl1IzA6TsVB6c6pLyCkiw\/wA7MQrN3h7222nd3FH2RKxsBGhMnWKEa5ecG4yKwuZc7ImZEiMuRh4UO2nqNZoHh9jEYhzaspmKnLLAwAJEu3IEfwa9A4WLNjCYhAy3SjFHkQrOUTSOS6xpyBpycU\/qjSKlJfZlc7LX0IuDJABHiVfanNOvMA7eprKn4ChfOwUn2VJBImJ8vOffWVTiCehkvZEC4t1b7iGLZSikEtO+o01PyqTHdmiyhfpDLEai2snL1JaT8eQrKyuWjbhH0audmiTIvnTabSkkgRLQwzHzOtQ3eyIIK9+xJ3JQbdB4tBWVlKSJ+OPo3Z7IBSCbubaZTeOXtaDyqLA9jXtvdcXxndsw+r0XUkz4pO46bVlZSoahGuiduzV1rbqcROafsR9xoPDdi2QL9cCyhgfBoZMrzmB0rKyhLQqVBOG7IZNzZYnQk2hMc46UPxHsV3jB5tKVYEBbQAFsAjL5sTqWNZWUooSRmI7Gl3MGyqxIHdAwP3mOunOucZ2LzG13YsqqTmJtjM5MQTAgRG3nWVlFCSBh2GuBrjf7P4iI8HsiMogZYGg16\/GuD2HYgA9yFImAvTaTl1PnW6yhiaB7vYu4PYNoTpzH3LQf80bw0zWo9W19fDWVlVESSMPZm\/8AnW\/7zf8AjXZ7NXgPat676t\/41usqhNI1a7OXBBlAI5EzHL7O\/ny5U24T2a71pZhbtjcIJY+hIEeutarKuL0NRVl1wFuzYQW7aFVXbmZ6kkyT5mqXxDCXDfuKpXumZXCkkHNlUFjC7msrKWP9jWX6jXs7hnVWCkASNyWJMakmBWVlZWjZKR\/\/2Q==\" alt=\"Hijos de la eternidad. : Juan Miguel Aguilera, Javier Redal, Ultramar:  Amazon.es: Libros\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Yendo un poco m\u00e1s all\u00e1, estas modificaciones pueden incluso aplicarse sobre nuestro propio genoma a fin de adaptar a la humanidad a las condiciones de vida que pueden encontrarse en el espacio exterior. En &#8220;Mundos en el Abismo&#8221; e &#8220;Hijos de la Eternidad&#8221;, Aguilera y Redal presentan la raza de los colmeneros, una especie que se ha adaptado a la vida en las condiciones de espacio profundo y en ausencia de gravedad hasta el punto de que ya no parecen humanos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La ca\u00edda de Hyperion (Los cantos de Hyperion 2) : Simmons, Dan: Amazon.es:  Libros\" \/><img decoding=\"async\" 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O9HcO4w2J4Hie8JaSJGiLHUstlZSepANr\/m1aqEUNlxkuTbb1Onx2qB4COh9D94qtwcTGI4HiCxvLFH3Ml9zlZMre9be8Gj+wpA4XhuVmm\/1pK5ycSqG7zlF01P2UqxMrH2iffR7MSL0BiV8qweozty4rotjxrtgjznY\/Gu8OQBqfsqKQG9QSkXt8aSLnlahZTJGEFyobYSMNKjXvv\/lIrKF4WLSJ012\/umsrR7E46sySlFstYlrgDW42oNXOpbQXOnXXep4n00Hv8jXk5sSsolRMttr12CdhXEI1qVfKsmSDi9AsH4niUhw80sr5UEbAmx0LDKNtdSQK887D8dw2H4fioJ5Qksobu0IY5rxBBqoIHiuNa9IxMKvFKrKGUxvcMAQbKSLg6aGxqg\/JxhYpOG413jjd1D5WdVZl\/AA6Egka66c69X0PH2Xa8oRvv9ht8lCBsBIjey00iMPJoowftqvfJ\/w1\/wDiKxyG64Pvmt0YNkFvUnN7qe\/JDc4Nra\/0k3\/VRUL2Rb\/q3EB\/5f8AVWtG1LIkH7HHbvGpDxfCTyXEcccbvYXOVXl5c6m7Hq02KxHGJ1McGWQx5t8uULmAG4WMWJG5Jteo+2KK3F8ArBWDLECrAEMDK+hB0NXUveQhwCp8OU2sR+Lba3lQlLhCKS21X7WconnHYLj2Gwy4kYiYR94ytGcrNmAL6+EG24360f2\/lWHiOBkc2SNI3YgXOVZWJsBubcqA7AcSwUPzkYtohdl7vvIw+zPfL4Tb6P1UZ25mimx3DmuJIZUjte4Do0tvIi4NaOK966fX\/B17oI7HpJi+IScSdCkV2WIHckjIBpvlS+Y7XawvS7scfHxj\/wAU3+eWj+xpbCcSn4eXLRklo7nUFQGU+pQkHqVqD5O1D4ziKHZs6n0aWQffVfn4pUNWg75J2\/oT\/wDme\/6qOq\/2SP8A0riQ\/NX\/ACmiOyvG04dFjMNiCUmRmMakHxtkyADpeyNc2FjflRXZ\/hhh4Ji3e4aVGkAOhyAKqk+pDH0Ipm6tvzQNCHDM2HwxY3MWOgkjP5ssUmn1f5z0q4dim\/6dh\/703+q9B8J4T864IiLrIplki\/vo7eEf3lLL7xRvYRgeGwEbZ5f9R6SeRU\/ycu6GZOmtDzGiXtyoSZuR0rB7fJsunSBZvXehUwzAgk3HW9FPWlZhtr5GqRwZMac46R0pxnUWZw6Ud6gHnp+ia3XWFy505tc\/5TWVvx53KKbRjnjp9jyRN\/WpcMpNBd4ATmYWudPeal\/4oiggan6q8jJGT6Vmni\/AySP4VIoG2\/2e+lbcQLrly721BtTLDgABRy3qPt0tkpxaWyZQNem2vMfsNB4fDYdQY4o440a+dFUKG0sbjnpp6UXK9txYW1bkKrc2KHfEgjJcW8x61bHitHY4crD1jMV0w8SRpe57sALewF9NL2A+ArJBBGS6JGJW9t1ADNfU5iN9daLixaumpCg7DagcRw9V8V7qdb+lV4fP\/o8Wm6eiOUZmUiBJJRbJIyi6WN9CdVt99dS4Sa4bN4r\/AMsa1Bjwl+poyPEggFjvr6V03JL6UO24vSBf+G4cDxYaAnme7X9lR4tI\/B+BiugAjOQfgwNQF\/FAOulENiQwJ0C6262HOgsQL76cwv3np6UuP3OWx4wj5NO4D95kTvfymUZ9re1vtpQ\/equYoiIW9pkUAtrfUjfW5rp0NwK5lTpat+Nb2PxRzLKrFTJHHIV9lnQMR5XOtGwzZgc3izbhhcEdCDuPKl+U6c6YYZLLr9dD1VKIJRRIsoWwQBANgoAA56AaComlAFlVVXU5VAAuTcmw5k61y1C4iawrBCTm6A40SST0HM1zvULyn6r1GzXr0sWGuyEnZOW8\/rragEgXoZbnlU2HTLfa9acmNuDSJqou2HcOwmWRT6\/5TWVzg8QTIgI6\/wCU1leb7OdnSnGxTj8Vd38RNnYW1\/GIo\/hkAcG7ZdrAg6+lTYuKMSMykXLG406nbrzqNca66BtBqG8unlW6STjSRuVuOiwYbOFFmjO2UAaDzvvetScbVCwy6jrpr1NIX4zcgEg9P20Lj5JO7eRRdgpI89Cb1i9lJ3JEvb\/1DuDjTGVsxuixPK4PMIQLAe+l8rIqKMrCTKuYk6Xygkgctb1WO0HaBYO\/Q5jLJh4VittZpC7hjyBXJbrVmxUyzOZTbXxA3088oOuXNcA89OtNFJOycJx5tI3EXYXB1uNOv+1HcNmWxDAs3IXtb3c6ESCxzC4vyvpTHhuVXzMjPYWXLyPn5edPJJotkriSzcIe1x7VrkHlrsPOlk8jhihFrbirLjsWVQkWVjoL636kdaFhRTrIoLNz0v77VFT47q0Sx5JVckJoJjpU3efGmrol9gKjbux0pffi3+kpzvwKzfWwoOcEXvpT8yL5VGzxk3trVoeor+kaM2vAHwqAWzNvyouZ+nwraW2ArmYEbb1nyzcpWwcrYFOCKCk18h16micZLY9fKtTyjLsLkD0qeSUo0qC7oWC18zNYA66fVXGJxcdrWIvbS+ptt5AVPOml+VAzYfMdAbnkK9TDi9ypz\/jwQyS4rRvvS3kOl6MjlFrCuIOGHZrDoL3\/AImhOPs0Ld0p1sCx23Hsi\/l0rbJ0Z1xGPD5x3yAkXOb3+Fqyq9wG5xUZY7FgCTf+zfSsqEp7FfY3xuAkzyHQDOx3\/ONqiXBzX8SFhzAIpxisMjFrqT4m5nqak4dBGjXZM48ydPdsaDyqj0VOl0LI4dAFiI18idffXHFOImCMytay6MnNswK2H5waxt5Ec6tC8QhU27vSxsABc+VVPt9jGnw3sKoSRXsL7agkm+wvf3VjlPneiWTJJxejzPEzMxGYlsqhFvyRdlHkPOr92ElEq900igxqpR8knjucpB6rFonJRnU7gXoE0ZUkHlVt+TFT3k7ZjZYirLb6LMpBB6Zwoy253vehowwb5Kj0Dh4Td22Ps75gDrryNtR1p0mJwyjlZbWJFyb8hzNqrkBB05natyREC\/8ACn0z0ZYlPtjriWJicAi7WvtcWHvrIniAFmzO3sqL3Hu++kIV5L9OZ2FdxKY9VezX3HT1rnjVdh9pKNJj2SFulDjCvfYUHhuIurANIxXy1P1708bFRMLB1+NvtrDOEsfWxZOUAB8G\/JR72ArlOGy32X\/EKmxKqBfvEt1zA0Ecai\/2y\/o3\/k1SDnWv9jk5NaCGzp4cm25Gov8AfUDSseYqR+PaWXxNyO1CTvm12bmetUhbe40GMX5NYhDvmBNLpgVB3PPf66NijJOhv61HPhQxszE6+n2VWWOEZJy\/LA5PoBD3Wy+Lrah487uFsw6lRr7jTPudcui+6q7jOPTOzIrBFBIsNCbcyTqPsrfjnFr6SE02XPhw7pcvvBI19\/UiuOLYaKcLnuSvskAAj3kVRsNxeeM+GVtdwxuD56+tENxzEORZwtvxRp7+tM67M\/B2Nk4XDFiICme5Z\/a\/8T87C9ZUPD+IvLLCHAJSRhcaDWKX69DWVnk1Y1Fy+bpfcbnl60FxzFR4aLvmBZQQrW3BYgKwG7gMdVGttr2p7YfiH6qovypdqVSN8JGzd8+XPGUBVF9rNmIBVtiMpO3KvMjNzlVjSyOi2cOfDShSliXj7yO\/hLLZr6HUEZTfTSqd8oEEE3zPED8Jg0YpiEQnOveZTmAHOxtfrtvXmLyOSXLuSL3cs17sSTre92LMT1uetRx3Uh1JBvYEEg6AdOmlWUKd2Rc5PyTYiUXZVvlzsVLatlJ0v0NrXIq8dgmXCxJ84RjFjWVYZUKkIVfVGG4YuFuNbC561Q5pc5zHc7nqep8zVh7FYxYZY5XhlnMbXiVWukd9WbJfxPe9hdQTqTTP7gTado9ik4QNVUAAfybnnWScHGUCxJ63ozhfE0nUMqSLfcOpFved\/dRxqMU2rsr700JIuELre49KxuFR72NvWnDLeoHj6mpTnKL7GWWT3YqiwUfJCfMn6qNHDYjbMqjyqfNb2RrQMuEcm\/hPqTpSwn9XKUh3kcvNEc0cIYqsOYDcjpUMrqW8Eageaj76JbDyKDeRFXny+s1wvCmOudSDrff7K1xywW2zlOu2C4kiygZL8wFAt76j7uMDxEnrajjwg\/jKPO3L30FHhombKs6X2GhH206yxl0\/7DLIkRLlXUAAeZrkSW8Q1NiBzANt6nxXBg40ZiRqLLpf9LShMBwcqpkvbMgYlioQDe\/l61RrHNbkd7iNWNBY+XDxEmYJdtSMt2bzsB9tA4vtFCrEDOR+MNj5gHW3nXUHBYcUfnEc7ENpohNiAPCdCR5rbnWiMIQiqegOe9i\/hHEYGT5vMrBS5YNpa99ASDcaaX2o\/iGDhSaELYKxa6s1kFlvuNQD\/O9I+EYfDNEWnlZWzsoCC5I01IAPxqXjfEYJGQKzFFuGulrLpr1J9aZtfIHVjcY2BpoIoEtaR2dgPC1oJALa3Nr8wKygsHg4o8ThDHL3mdpDcbWEUmltCDrzrKzSqyT7PVUFeU\/KrgG\/4lGZHyxzIFjdrWXwspW\/QMRfpm5309KRyCT4z8Ko3azgzNmxOIYyxuGaWK5DJGFLZ4SdEMXg8P09Sd7DFigozuxJ9aKJiCYxiMLOgWZe7KEa+OO5JJvZldCTfqV5Ck7G5vbf+fvqbFR5WsGzqPYfYso2NuX8KhIrQIjqO3OnHZ3Exxyq4d0a+4Fx7xzFJkpnwrECNgVUE9SL\/VU8itDRPeOB4rvEDZgfS\/2GmgNecdju0xLKsh3soI3LHYeQ86vPCcd3yFstlDFb9SpIsPTmaljlaryCSoMao3qQmoJL8qnkxuQYsw1oEHW4t61BiFciwAPXWh8jgW8AH88qlHDHyylozi0SOuY6lR4bGuI2VFyoSba5ed\/uqCeKS1gF6adKGbD4nUhQfU\/VtpWmLxpVYyChiTMrI4sp0up0NjtQi4FM5Gpy2IufIHkKGmwmIPKNfPP\/AA\/m1CPhcSDfMnubpVIZMcdJhToe4jG5VJY2FIjxOCeFsO0jAlQpy6HQiwF9DsLjpSzHcPxDbsDbqaAGBxCm6ZAevP6xVLx12BZILyBcbTDCVBE75L2kJtfTmp5321FqdcO7RwYVcuHwzASgGRpJCTe1lIt5X2tSCfhj3BIW4N7k3+OlRz8Pc3uye40\/ODVWB5YeWRYM5kdc4S7E35npZefP40DIGvqNL6UenCm\/HTy1rJ8IVyjNm1Owvb665zT8ivLF6J+yjj51h1vc5pD6Xhk0rKK7N4e2LhOe+r6ZSP7J\/OsoWhPdietNC3RAPNv96ofyqcVMQ7jw+OIBrEm2dw1tedoxr0NXWZkCM2nhBJvptrrevJflAxSYibNAc6szONGzBQiIAQ1so0Y2tevM9PG5uXhDTekvkqytbMFsL6dbag6HcHQC\/S451y8dtiG03G3p6inmN4WEwOCxKg3ladGsLksshy7\/AJuYe6o+OhzkDie6R2\/CqsYADHVUFrKbjfU3r0USvYlBoiCW1QFdL9KxVoNDJh+Fx7LIrAkBSCPiCa9k+S\/ji4nCNyaKRkfUm+bxq9uQNyLbXU15P2mwqx4fAZALvh5JGtexLSv18gK9G7IdxhljnXOIpk0l7plzuoCkOqAgKcoKFgL+IjUnMrSW0c3Zei3rXBcdPjXAufxvfp\/tULev11NyZyRK8wHIfAVA+LUdPgKjkVj\/ALUPKNPZv8BUptlIpG34l5\/4R+wUFNiQd8xPoT9tcTydAB+l9ymhmJB3X6\/vrK5K+yqRK+JI+iB62+80PicQ4udD5X1+Cj0rGB\/Nv6WoaTvrHxRoeQuxqfJWCUEwSfGtuUc+ZuPtApRisTm5kW5XpviYr6ySx\/An7TQUqRD6Vz8KeOQksUfLFLG\/0QfX+NcXHONfQfdpReJI5ZPiaFz+UZ+NWjkYsscV5IpVGwiH6QH7a13R\/FUegH3V0079E9wH31q7nY\/D+FVWRk+Aw7MQWxURsN35f9t63XPZtG+dRXPN\/wDTesqqmzuDPROJcZEK5pFjEZZkZ2PhF0cjMToAxAX1YDnXnfYrHxYXh+KxE1+\/xBaOC65ixyMPDzHiOpOmgtrV07XcPjODxVmK\/g3OhsLjU3Hnr8aqnZbAjiGJY4jxxxQs6AaBXeSwvaxvYMRbbKPfD08o+3KT\/f8ABbItpDns3wPvuD4cMQpiMs2YNrnPe2NztbOgYG2qHnavNp3jKZn72SYgHO8gK638R0LchZb8jfcW9g7T4lsLgZniKxhIwqstwVvZRlsD4rny33FeQY0M6qRGUQnLGu5drAO5J1djYXI05cqvgyc05eLEnGqAl+lfy+2twmxB6EHbTQ6XHS9qlnsHN2Di5BK21G1wdvfUYe1wNR1tyB51cCLn2nwfznhmAxd9IwcPJkAsvjNiQOpsPeDzov5LO1wif5pJmVXCrGwPhRlzZmk5gH8Eumgy30ub88LLTcExXeA92syMiKLasRe2U3tmIIHUWpD8nMaPjYoH0EpdCw3AynMnlmAKE8g7eVItpoLPccp\/3qJkPl8KldjrUGckHQ3HnWZzQ6TIZoxzJNBTMAdgPIk6\/A0YwJuCLEH+T6VCMJf6Ov8APxrNkk\/BRJFf41j+5UvY5VtmCqL2JtfU8jYH1vQmCxPziQrE75tWyZfZBPVtwBzvVi7QSwQ4f+lKxSS8N0W5BK6X2tpciqvgGwmFmtmnBy5MrhGBViLP4G0Isb\/ZQjG47TsHOmETYMN\/bvbawX7Dehf+C6j8LIfML\/HSmsGNilKxobl7qNGF2TwsCGAsbAPrb26MmwpXQvk96n7TUJcouqLJRktCVeDWtaN36lufrasl4bJ9GFR5kafWaKxuHUGxxDjyB\/ZQcmFjJ8JlbyFwPeSfsocmK4K+gObh2IGmWPXyX9lCS4KfmyL7gKZS4Fzsjgecn7B99AYng8hOkZP6dUhL7oCjQHJhpDqZEPqKHBNtHTfU66+nSiZ+GSKPEqDyLH796EaA7HKPO9aIO\/Ijr4GHZ+K2Khu\/N9NPyb+dZXPZzDj51GQynVtr\/k3rVaI9Cyu+i8dp8SowmLABJ7qS+lwPDzB3qq\/JZjo45JlYhZJAndg5vGEGZk6FhcNrrvY1Y+0IxDwTxpCGLq6izWJBPIHQtbrVW7GYuBmgiEf4aGZ3zqrM0seSRRnYKctsyJYkWy7CsuB\/5M0UyfrQz+U3i\/eCHDQhzPfve7FsuQBtWv7ZsGIUbWv0rz7FxTRmJ3uO8jDRNmzWiN7WIN0trpob3p72r4uy8VknRgHjyIhGuojUW10BBJBO2hpTxmZS0Cu2dUQB2Q8md3bLfZrltOmWvQ9NBLEt77\/kzZJPn0KwP2Vg8q7mA2tsTqdCQbWup9nTX31FVDkXv5MeOwRFsLImYYmVUfNawW3gJJ09vwlfO\/lUPaWQYPjSSt3ZCNExSMGNUW2QKbbELZiRcEb2vaq32exHd4rDOQLCeMk3\/OUG55Cx10q2\/KtAWxXeMEjyIvjGYmYNnyiw0urIUzaWzi+lRbSyJfKY39NnqU72J2\/bQxmcsLG2lIuw+JeXAwd5muBkV8w8aKbK3VSLZbHmpppNKq8rj1P3bivMzTlGTV9GiEbVmWkcXzEjMbEHW237a1PFpq5BG\/i\/jUUOLA8BUlN1sLZL\/aDW0jzX7si43VhZh52O486zykntNsdKtAvH4Vl4c8SMWkU99c3sMji5LHy5VQJprRK5DABlXXT2gWtr5oK9Jw+A7xGQSvG9rsi5RmAvrcjMBtcD8UUg7XiOWMCQL3aK7IPEO8dLDJHYXyKCwF7asLda1456j9zPkjtieGfOjye0ImilkC\/k3GRzfllYRsfRqfd7dbjDJfrn5+\/fl8RSzsoMNAZO+MjPLEUOGbKEZGdcqKxPjJYn6VwDqL0SuGyeETA6bqbhNf6sE75dBnOptyFD1FJJIbAn5O5Z5T\/ZxDXlc0O\/f\/llUdFF65maMC7TDz1P2UE7wG3j+3pzrNC34\/saWk9HcqHUtiHJ6bD7dKHlZLW7xzz9qo5MbCNmv5gEj660mIUg2Fx5r\/CtCT8hSiiOSKLclj6sTUawQX1+BaumcW9n6q4v0j162qkbA0vgO4BBEuJhI3u9tf8Atv8AdWVrs9IfnMPh5v0\/JvWVeN0SklfRcJZ38Wv0jYHTYn+b1HgpJI3OUrlkYMQdlYC1wPMBfePOlmLxDBpFuCS7asfa8TWCjfQX12AB1obEd43dxjc65gpI0ttzI1Gu1eb7cuTS8milVsovHpVfFzuWIVpGJOWx9y8r+fLWg0QahiFFswtrYm2h91NuKYp\/nDyyxEkHKl0UDKrFQ7KD420bfew1sKXcajTvCsJLIbd2dycwFgTzIJtXvQVQR5kn9THHEOzIj4fhsTcmWZyWN\/CEKnItuvhuT+dblSGRNAdR1vbew2tyvf3Wr07tHwp5sMyIAe7jVEiRLgFbWRSTob3uRc+leZTOdQ2jKbEHcEXuD0saj6fL7ibvy\/4HyQ4Nfg1hsO0siRoPG7BVFwNfInY9PO1eqdqez\/zxcPdvwiWuxa6jbdfpXsLhbbsegrzvsbgzNjsPGGytnzKerIC4XyvltXqkOLjm8MOxGaRltdNSO6B27wkNc\/RAvoStZ\/WZJxlFx8WUwxUk0wgTxQAQhlULdso\/OYkuQo8IZyx5DfpWmZtxdr7FQbfH40PNMqBwiCNAR3kmYksdAI858Ra1gTuBYDU6B\/NTr3WWGwzBDIwz3\/HAP4K+wb2tR6V5Uo8nbbNiVKhgS\/LQnqb\/ABtzoXGPYDvJNT7IAudOSqBdj6UBJxZQxUThQFDPnALpckBVUe22hNzcAWOt63gZIHuVZmbS7HVm9WPLXYaCu9px+phW9IZcM4gpBPzhyyHxZ9JIz0ysMy39NRQ3aziMUsDuQubRQSPCWLA+x6hdrbC99qhnmw9\/FGzNy019x5WpH2qxTsAAo7s2ANtb9CeZq+NXNJX87IZI0m6B+zK4NCxdgkze0XAK73tGd05b63vryp7kTQKVN9RbmBueh3qkYjDSLoVy\/wB5bX+NdYN3Rgxk9kkgC9rnfatmXD7n1KRPHl4aot5wa3uF9SR+37a4fA5vo+fS43v5jnSvF4qM5AZHYPzLadbae6u+5XSwPxOtZljkltmm0+kTP4dAVqIysNftNQswBPhB8jQ0jdQDVYwBdEk2KJ5j4\/ZQzzW+lWmkvvYe6o2xOU76D+ffV4x+wjkMey+L\/pkOh1L6\/wDtyVuo+y2MBxkI11L7+UT1laIx10Rk99nPGsazTzeI5hJIugOwcj3mwG\/2UJPiHH0m1H45JB\/GJG+vIeXSu+JzN3mIIIFsRIrdbGSS2vTw2sPKls8mg1uDv19fKl4K6op7n09kvE52KspUeyl7WIABuGvuMxJ0HpQmEmAkhZjohUm5sBlYncAkcuVcTT3LaAZrA2FtiDfT05Vzh2Adb7A3PLbl5GrJfSZXudno8XHpiR3ZUSqD7cdkJOwUIbwqBsVOYk6iwtXnnE8QJJZJAmTMxJS+azE+IXtqL3ozE44ykkkhbnKgJso++\/O+9LJDck2A1Og2GuwqeGChZbNJOqDOB4p4pQ0MZkmIKx+14bghjZfaOW\/kBc1d8PH80iRO\/eSaUs9kGhdyMzgnkOtiTbblVCwRkFzHJkNihsSDlcWa1uRGht1pmmMy7Pny2BkdiDoNANb2AzWQC2pvvS58fOv+2DC62WzCJmN2kDMl7lnIjhB3y83lNzd7ddRe1TzYqEIe7WxOxZL3t+bmBObfUiw1OulUmPHaCwCqLeEDxOfzrcvKiIeJkMWbxG2ubYW8hoR5cza\/SssvTt7ZrWSPSHOAxcjSS3yxhpATIoHs5EWygmyjw3udNdzTQ8RQaANl0seZPXWqvDji+eV0dUcqDzDOLjKx2BtlOXp5VM3GFI5HmTmPwHX1+FDJgcn0dGaS2x2vFW1CoLHfXUe8UBxmdiFa9gCTtqTyA86FwvE5X0iRbW1sCx06jlfztW58NJLoz3sbsVtYeV+Xpc0scahK2CcuSaQtxeMJ1kdmOwudhvb4k0E04PIn0\/jVgxHCAqnKiKdy730FtgDqSep16UklisDcgnzsFHr1PlWqEoyWjLLG12RRT2dSq3sdL6\/VtTpmlOzhVHvPppp9ZpO+HKC7PlY8gNPiK4ixNhlZrjlrTShy6Og+PY0eHm0jH6vqFRSWve+nryrmNV3LX+wfDeuSVH3UiTLWjRiU6nbyqPKl9vrrmWa+3xrgH+P7POnSFbQ57IqvzyHlq9vP8FJWVD2Ql\/puHHnJ\/pSVlVjF0TlJWR8Xj1xJOmfEvGl9yUeR2I6gExA\/3xSPNff\/AG8qsfavGpJMyFMsYkkWJl9qNhI2ckfTzPdjtvpawpHi2zsWDBi3tG1izc2t1O58yadMirB71tDY\/trGBGh0NaFE4kR9LG9vLcnlfyqM12oHPWuCa6jm7O42IBHW2ltTysDyHUelbcMtrjL0G31b1zHIV2Nr7+dqlwqOQ7IpIUXkNhZV8yevIbmgwqzUSsxsLNbU+IAaA8zb7daL4LiXTEQlhazjwld76bcxXLYUxsEYAyZblV8RF\/osNlIAvz3FE4CWWJw9rqlygvqGOiknkRe4I5gdaSTHi3F7HuGhDaRaBBYeEMEQlhm10zPrc63rMRwiFLzSZ1YqWzmOwUKAPAqKEViB9MAa33NJeFyszu7SEKilny5ozbkpIFgMxGx2JtRuCwLyvG0cksbyDwNrZ+rDPoQLjY39KhxlF7ejbP1OKUaUdi3BcROU3JK3vkzWDHq3Ow6W199N48c7qCzmNRqLFVy6bheQ\/vXpNP2fYFe6mR1cBgWzIT10sdL31rqLh+JzXEIZwPCy5GUDbwgG1\/M08oQltMyrI1phM+OeQEEllvcPbLmAty+ib3158rVwccWsgAy7AAaW++ocXAyhVcFRrlBvqeev0j5Dah8Mhte3KhwjWguTDZljAyhBp1099BTYZeVix2tt6+XrXcjE6fVb660mH6+4fz9tGOvIHsEYsp11FFKq2v7V+f7KJEqhdhl+39tCy4i58IAH20bb8AqjG18hXAkHS9R3LnTQVOZY0FlFzzYj7Bypqo6xn2R\/9bAdtX\/0ZKyuexcq\/PYdLkl7Hp+Cf+ffWU66EdWSdrYUeWd4R4DM6sut0lU3LDycE+8GkGbTU7\/bVgTP32PyAWR5JDmP0keQqAPpa39La0jx7ZmEgA8YBIHJvpfXr765adE4\/HwQEEjTfkaMeIzEZI8r5fYXZyNyOjW1tzoZbnfQ1JC+XK9icjAka6+envosYHv\/AB\/nlWzTXEhJXPeeFyLiRB7QOoJGx6HnQD4KQErYMR+KRr5iujJMDR3w0RkuklgHQhXP0GBBBB5XtY+Rqw94IIYg5ugUkINjICPcLHxE7m9VUXBB5gg69Qb6g768q7eVnN5GYi\/825D4Uk4OT70acGdY0\/p34ZZMF2hhjQrkYljdjGbMeq+++rE31NqX46YtEwyZR5sAbA6C3OwvUPFcYn4JYo1RUTLqbu2t88hAAJN7AAaBaFTGE3zqXuCL3Og6WGlqVYknaFnnc+w7huAm2eCRheJlRlcBwXBUC6kHOFIHXXevU+3nayKXC9xDBK2IZ0VImide7dLMQbgAsE+ihJIb8XWqfhvlPkQFO6Z4ssKKhexjCRGKQowF1Lg5gb+Ei\/M1Pwnt3nIi7m8UaIkBkku6FVkRnLAeOSRJGSwGllsNKaS8sgVaXiGIjHdundhgXGdTmCS63S+uU6kHzNbXjEaEEQd5+Nna1z1IUHe1Hduu0TY142aJI5Iu8UlHLAozBlS7fSTXQfjaAWquRkDcep8vSu4Raug7LTwrjcUzGCRf6NKmRk0zRSXJWdco8QBsCRra99tVfE8G2FHitIL5Q4vluNr32pbHA0lyotYHy25fwptwvjOZRBiBaIoVYkWNhqCD+MDex8qSSr9PXlBTaFYxuUbgk6ny9T9wrh5HK58jkHdipyenQjzNGjFQxXCwI1iSGYF81vZN2Ox6ACmKcQmljY4iU2JJSMgBUG9gDoAdgDpTPW6BybEAxmc+PXkLbe\/pXfd5tien8B+2pZ445rlAsbAWCjZregsDbmKEiifuyw9kOqML6gte3u0Iv1p0k+gpt9nYT4VE5F7CnWJ4IgjUIZHlzust7BPCBop3yhiwLHe2gpTPhGSxaw9+\/oNzXJpjShOKtocdiQPnsHq++\/8AUyVlcdhj\/TsOPOT\/AEpKymonZ6IezeGWV3Efikz5\/E+tyrHQtYak7W3I2NBjsTgvyJ\/WS\/v1lZQ8g8mv+ScF+RP6yX9+tr2JwX5E\/rJf361WUxxMexeCKAGIm234SXT\/AOdcJ2LwX5I\/rZf36ysoIJw\/YrBE37k\/rJf361\/yTgvyJ\/WS\/v1lZTCnY7FYLKR3J1Zf7SX878+uf+ScF+RP6yX9+srKCCbHYnBfkT+sl\/frcfYrBD+xP6yX9+srKADUfYrBD+xP6yX9+tf8k4L8if1kv79ZWUWE2OxOC\/In9ZL+\/Wz2MwbWvEx9ZZf36ysrjjB2KwWW3cnQm34SXT\/51v8A5JwR3iJ\/92X9+srKJxGOxOC\/In9ZL+\/RGG7GYIPpCfENbySG\/rd6yspZdDQ\/Ugs9n8PceA6hb+N9dOfi1oKfsZgnYloSb\/8Ack\/frKyoY+z0PVv6Cfg3ZHCRTxukVmGaxzyH6LDYsRsTWVlZWk8w\/9k=\" alt=\"Hyperion | Librotea\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero donde esta idea se lleva a sus \u00faltimas consecuencias es en la serie de Dan Simmons sobre Hyperion, y especialmente en su novela corta &#8220;N\u00e1ufragos de la h\u00e9lice&#8221;, ganadora del Locus. En esta obra se lleva a cabo una detallada descripci\u00f3n de los Exter, una subespecie de la humanidad que tambi\u00e9n se ha adaptado a las condiciones de vida en el espacio profundo. Los Exters no solamente tienen h\u00e1bitats semejantes a los de los colmeneros en asteroides o en el equivalente a la esfera de Dyson que son los anillos bosques orbitales, sino que est\u00e1n completamente adaptados al medio en el que viven: no necesitan respirar, su cuerpo est\u00e1 perfectamente preparado para el vac\u00edo y a la ingravidez e incluso algunos est\u00e1n dotados de inmensas velas solares que utilizan para volar a trav\u00e9s del espacio. Poul Anderson tambi\u00e9n utiliza una adaptaci\u00f3n gen\u00e9tica a las condiciones espaciales en &#8220;Las estrellas son de fuego&#8221;, donde aparece la raza de los selenitas, humanos con un genoma modificado para permitirles vivir en las condiciones de gravedad de la Luna.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Homo plus | Ficha | Biblioteca | La Tercera Fundaci\u00f3n\" \/><img decoding=\"async\" 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5B7p1+xr6hjMRDBonsjy1OtXmvOmFwS44KcioJOp6Uux2KY6Dc6DuJ5+A1PlXuJxBMk0Fw8Z3LchoPE7\/KPWrDVUrfYytWQqCPDyoDHPlUnpTTFbx0pFxpoQjrXPk5Pixx7Jr\/2\/fnafPWiuNWwUHXlSj2JxYOe3Ophh5CIHlrRPtG1xSDAyHQHfXmO4\/bwodVIUXqozN5hniAQJAjodSPCZPmaYJiHzwHcgg5QkldjlXLOUawNaXOAWjN2zDAdQDqJ6\/wDzTHhTyyosaHYoW1B3IBE6bedRJe41GVXQytrdNw+8UARI0WdY2K7jfn0o29blgvgKk5PvDOwy8iuwk6EnrUBc7RbuJ+VTFcHJ2rB7BBv9y6epj7H1otcLnfLy5+FLOHP2ix7vv+tadCEtNcj8Jb0Gn776lg8k3GNhC2QBA2rltioYHFF0loGgJjaCP5GhsfxZERihzsDl0OxIMGecd1U2PdQlbstwmLS4WCGY3MaHw+XrRRSsvw8+7vIpbpJ5doaT6\/OifavGRktAnXtN4GQo+p9KI8PmSRz7AeN44u8ITkEAQdGPM941o32fx2YhGOuw74H10376RFTGsdK8w9xkdW5qwPjB1HmKaeNbaJNrxHDFrTqokkacuYrMpgHZbcW1hnZQxPxHo2uwrVcWcNh3YbFAQe4kEViiTtJgbDp4UfQryP7M7VN7v4PfcFLgVgsqwBnVZnn3UdfRnuNZVbXbuA50A7IjXKdyIk+VLCOdOfZhId3\/ACJA8WP6CjajJ4eJyBYMfiZIph2OK4dMiI5HRFLFj1ZuvjSrDYi3cMMWR\/yvof6VpcNiluKGGxqnH8Lt3RDqD0I0I8DXnll\/y7+T0e1pLb18C1rNpO07oAOZIFI+LcYt3Tkt6qkHNHxMHQnL4AecmlfELCI9xdZW5lUGToCJ9QG9arwuEaQcsKMxkwo1B2nU8taex4oxak3YplyyyJxSpF2DQhzH4iW8AOyB8ifOni410EyYpJgrpDrmUqRpqNGjeDsSNT4eFPeK2x7nOKpnSclfuXwPycewqx\/HC24kcxvU7bzbBGWM0wfiMj6VdYwCNYYxJiZ76A4dqkdCR86b0clbihHXQdKTDFU5WITSR2vy900x4VaJQkLbIzHVonYUrKV2tPUZt8cGiCIGzBFDdZ1qbXJEQfIkfQ0qa+0jTTnoZ8iDFWC8PzMK8rtZ65RQe+ogiR0k\/QzVLYRD+HzBg+oFVLcPJz8q43X\/ADD0qefkttQXaTLMM\/mVP2r3E4JLqFGXPoSoZsgzQfxrtQqYpx0q8YokQQIqyk4uyk8doymHs28\/uVRlG7TeJWfAECa9xGPXDgqj5mIA0Ow7zRnFeA2kRrpd7ciVAPx+Gmg7yaxKlc0tMT119TWpiybo8GXmjtkOLN9SDn1kzlGxPIux1buGgoK+gJzJLPOuUEgDptULpVyFRTttP16mutG5YYHbuMwRV3dFI1as+h+z3FGNpUftZRqDuNNwftTzCXUfZq+c4rEugF1PhOjDoSNj3HrUrftVeBf3ChSVlmIDRA1idB40k8G52h6eSMfsY\/2jcQCsmHQ\/D23\/AImEKvkpJ\/1CsXYzL2gcvfzPhVzlnY3Hl3czB3Y82PdRtvBqgFy+c0\/Cg3boB0Xv9KbhFRjSEW3KVnuCUG3muf8AjRy20O5IXsg9DG\/KT1Fa32cvvdW69zdnEDkFygKo7gKyF+\/MO8CNEQbKOgFan2Iul7dwn8+n\/otVyLytsJjlUkkQ4rdykpz5+G49RFMOC2cqg90nxP7jyoX2hs9tGOzjKT3gj7H5Uxwzwh7zQ0+B9S3I8vNJrNe0VzYd\/wBKeu\/Osvxdy91UXeQPNjArl2Xn5Yg\/C8U1u4rrMqZ08Ird3eNWLthlckMRGUAk5okFeWh5ms3w7Cg9ldp1PNtYnwpm\/D1A1HKhTkm6ArCm7bE2JwJLosalPnJP3PpR2A4aQM+YgggbkGT3jX+lTXCxBlvU1bBA7La9+uvXWocm2GSpcDBGiSST3kyT4k71B27L\/wAJHrQlvFT2W0PP9R3VayyCOoosWjq4KuF9pwn5iPmYp17S4woFtrsVltOU9mP\/AFas7wvFKmIRmnKM0wJ2BjTzojiuM95cZuX4Z\/KBH6nzq8I3KxXM7aXwOFxSpbIf8dsKpH5gpGvTfekbtrHT6CojEEgAmYjyiiMFYzEk7DL5ywB+X1FHiqtsC+wZWJ156a1PEObj53eSSAeURpV9nCyzINGHw67kbA+K0PA1IWOomY0O3d61bhnUQvDT5\/Or72E7AdTM+oMfSfrQrqeySd4ERr+lW3HmACSvToRv5dKlkBQ4pcZBbzQiqFgcwOtDsKqtwWAoopTWnitrr5M3V8SX0URTTDsbWDuXNi7Qvgun1ml2QkwNzAHidBTH25cWsNbsg7AUDXT6h8sLoY8ufwgP2QxrFXBmM5g8tdTHnWwsPNZP2MQNaC9ZPqTTm3icjFCRmBgj6GO8Qaxc6Tm6NzF+2rYq9ruDZT\/ekPwkG4vIxoHEc9prPYzFlj2knYaHkOWo20HrX0VmV0ZGEqylSDzBEGsZYFtA9q4CHRiubKToNjPQiD5jrTGnybltatoBkhT7pMRpJtCGfsMxjTKrZiRl55tVJnrWjvXpwrk\/lUgdMwVo+dZ\/EXVVGgmGOgIgiGU6idJAUxvpRnEcQVw6pzKpPgqKPrR8y3NC+FqKf8lmHd3s+7Se1ExMwVJ+tQw1hkYqykSAQNI6GCNDy2qrhF4iyxB1yhee2dZnxB+Roy2gXOBtmzDoASpEDvDH0pnBBRd\/kS1U3Lj8EsteZKtArzLT7Rmbj1cSARpM8wS3rppXt7Gom7L6g+vSgFLDp5EH6VauDZhmNsEHmYE+RrzWxWe1c1XDCrGJVzCOp7oH1j9atGGvyZtZVn4i+RY6yd\/IUhbiViw2ZUDXAdOYU9Y2JoPE8TxOIMkt4k\/rRY4LFp6na6\/8Necbhrfx3Hc9FAif4mGo8qng+NWHaEtE6H4mGwGrEKNPWsXb4LfciDJYhV11YnSBWzwWDs4NRa\/8mJYBnIGYIBy6R0nxPKplijFAo55SdGZ4\/irl9phhbJGsGABsI3A8qQ4tlYwqnsiB\/OttxTipaVQa\/wCUSe\/tVjsThmLSQAe9pPyouJ8UCz43dncGxYtOGylm2iJ051u72Ds4i2GRw2k5eYPMFTqOe9YNwqr8JVwdGUyCO8bg0XhsUW7atlupsRpmHQ9aI2BjH29wx7WRWtMZRgcs7qdwPCaCwfDboJRrTrIBgqwLAGRl0gzUcfjg9xGYsqmM2XcEHtR39Kpx2Ii5CXHKaalmMiuSromUlJK\/YcXba2mhQr3ea6MiHo7bMw\/KNBSrEX4YszZ35seXhU794lQq9lIiRzI76FTDwdZq9A79kVOWcyda3nsFbi1c73\/4LWUs2QK2XsjdVLNxnIAD\/wDEaDqapmT2locSGXEuHe8ZBMAFiTp8MAEbbmR86ne4fCwkzHMjX6UXhsUjnTQxoOqnn8qsu4hFIUkZjqF5x17hSq3J0MxnKL4MNxHiIQN+bURznv6Uk4M03ldtlJdj0A\/nA86e+1WGS6xdAc6zmEaMF09R16eFJOFkBGH4nYDwVdfmxH\/rRq2q2FcnkkkNeGuyGOQ0nuoviHFCgkg66LUOFKquM8RS32kxALKu\/P7fr6UtFbpch5Pah1w7iyH4lBoq\/kOqnTodxWX4fYVo3HnWitYXQAGdORmplGuiV8lRGYkqNbYzHvWQCPmKvF8ZTl10JHeBqfQa+RqKdgtCkmNRz011mPTwqrht1PfIwU5WzKQSNGjQFZ0nXfqKmHDOlLhgxsqQSRqNQeYI+lcokd3f+\/GpLpoTtp\/KvHIALbAefyp9JLkQts7MZHdqfCf6Ufcue6dhrlIYr3hgCCPNRQTKTpy30108vKo4m8SgDboYH8J5fvpXWn0TXyNr98Z0uD8W471gH5aeVD8SAW42Xnr\/AOw5ec0TwzCnIC2zDYju7x4jzFXNaQgySdCJkzHSeoqN1MihSLhI17\/KKodiI5QZppiUQqTzA5aSe8c\/EUoc1eLs7lErD9tfH7E\/vwpjlpdhPjX0+RpqVp3TLyv7MvWupr6CuA4XPeUn4Ulj5bfPXyrP+22O95eIBkDQfSn93HDDYYsNXuTEb5Rp+vrWO4cpu38zD4ZY+W3z+lZ7Tzahv2XCG4Vh0\/Pb5Nb7DYdhKkaqAD41R7e8McMuISdAFeNxE5W+ZFaL2ZwuRC53di3lMCu4zihBFZs5uOodfRoY\/PiSfwZ32b4yXTK57a7nqOtMuI4QP20C5xyJIDDTmNjoNe70wt+77i+Sm28dx1Ip\/hePKRpJ6ijyxyhJZIFFKM4vHMhiredT7y2EQGSxbpyAB35Ugx2KLs7bAiB4CnGPRcSZRiHGpQ7N3jvpAVaGGUyvZgAmDzmKYhJze6XfwLPGscdsevk0WAs\/9LICBnthTO0kgqfIk+tDve+AyASMp1G6NJWOvw+honDWmOGUjVvd6AanbTsjU68quFq2bGcozO5z8oAOrDr3iKaa83l\/Bn7vKt3y0eha91rrBlQe6rctProQ92fPlxLKe1m8DXNjXbciO\/UV7iceX0Kqe+NaEyxuDWPtRt75dWEoFmS3oKY28cQIRWbvO3pS\/D4gKZgfWmtjjGmRVEnQaczpUnJj32YlFfE3SSwlLYOwMdpgOR5DzqPGeLZFyKO2+rtzM\/hn8oobiOLjJbB0UCfH+utZ7FXi7k76wKCo7pWxptY40uy\/EY9vhTTrHOoJw921NG8K4eHdVHLc9T3V9Dwns+AsnfwoqiogZScuWfKb+EdPChkulWmtx7Q4UITppWMxVsDUVZoG210Du0k0w4eqQwdSQw32IO4ZfnS2rrV2N+VciE+Rs9uBkfYga9x2NQWR2T8Q+Y6ir7zB8OjjdCUP1HymqmYMqtzXsnvB2NWOZYpplgySkDbN84FK2SaZ8M2PQHX0FSXh2MPe5FV83aVsu+6mYH1phiryhkuDwPepHPwNA4ZgWAIBBIJ05AGT4airuK2EVYBj8q76z47RVGlYwgC9MlwdGZ4PWJzDX\/L9qXXbRDgr+WWJ0A138fvTbDwUa22mzKf80beY0oDils+7V1mDE92UEQems+tUyK4hMfEiPxRrB59Kpx3CcxDK42Ezm3120pYuLYbR6VP\/ABJ+o9KWUZLoO5wapjLCYdkGpHzoxuKlB9\/5UkQuxAZss\/mP0G9HPw0JBaWHXl6VDX+TLKV9Ir\/xhhsJkyW\/FJ5z+tNMNbFxQ67sIZjGYkCCABoAPnXWeH2SPg18T+tGWsKiRkECdRJOvXX96Vzarg5J3yD3Vlyeek+Ma\/OaHxNxJAJkyMokAzO+uggdaX8U4g6uwU6cvpQWEwz3GEDxJ2imYybjQtJJSNFYubyQSekbwd4MT5c69fl+\/wB6xUcDw1VJCkFyI6Dyq0W2JjLqN10HoatjjtVFZPc7LBxRwCCcw+fmart4xm0Pj09TRVlUQnOj+ZmPDapvbsNzZfKR8quqRVix7izzOtVtcXUZZ7yT9qMu4JJkEHwMfKh7WE\/MSd+71qfo4swD9tQAN+mu3WnLLS3AWAHHWTGs01Zae0vof2Y+vdZF9B2CVHQI\/IlfJhK\/Oaylux7jEsjfiJA9dK0OGaGg6BhB7jup9frVPtHhDdQXV0e3o3WRzrOmng1Dfs+TQxNajTbfdcDHhOJyoVY6Ekr9x6\/es7x3jIzlUGcjeDpPSedSxmIAtroO2itBiJMnnpuYoTDcNFwMHvooUZjkGcIvLO2iydgqzNLyhF5XkfTYzCWzEoLujMYt2Z2LbmvcHeytPlWkX2VF0B0xHZYwrPbK5iN8valuewohP7PyDLYhSvMBSp+ZIFGebGlTYt4c3K0jNe+bOoQkMTAjv7qPXhxuFmfZTqisoyjq7Ewp3mJOusU74jwg2FX3K9gwrkGXJJOrv8RSI0WlGJxyJ2WfOAIVF0AmAQQDHLeZq2NxmrXX9kZd0Htrn+g5MTCZdwuqNByqy6ALPaMHmYPKNaquZ3Z\/dlhmJkaDKCdmjbw3FF4fCZgGY6FQcq6aETBI+ggUYlsAQAAOlPQwylV8IzcmeMW65f8ARVh7ORVUHYAVdFegGuyU4lXAg227MEcOh6+EmuFpfy+sn61Ca6sHk9X5fZIm1tD+EfSrsGqqwbKNNR48vnQ01Xcc6Dqa6rKuUY80H38zIz82Yx5ClSXfrPyimjX8mHQg65zA7oIP1pOiHflV1SFpybNd7OMAwNbV+LwsCvm3DcVEAGnTYohd6JSZyZPjuOz6etY\/EvqR3imOOxG5mkjtJqGRJnGiMPbka0O1MsEsj0+lQiF2HcEgpftn8ocDvU6x\/pmgLWmZfL0Mir+HYj3eIRuRMHwIg1HE28rkd\/zFSWfRfbaaZcNaFbx\/SlK93OmGDJA89fQVZMtBeYYf3nKyk\/hIPiAZI8xIrz3rOxdttQo7tp9aCxdzsr1Jq5X2G0RUVzYey658SxpM\/cj999UvdOV7RHxNIOvZPPby9KJuAFQ3TeOnOqsRa7SsP3+9a58koGscDSCzMzHoIWfqaX4zh7IQVbQiV5GnxxMEKvgT60Ji7gLoO1q0fwk7jv5+tUlFVwSnzb6ALoZ0W6FEqcrEHeO7wj1o7CY4OuU8uVR92qK6ZgM0MoOhmCCIPgK9wyKwhxryOx9aWyR+RnHLjhhWGENAoy8Tl060PaEeI2NE33BAI570HoMLcTw0FlZhOh08Dufn6VYrqoMAeX71oriJORf4o8so+80tnrvyp3DFbUxPK3uaCk68+o5c\/Krr10t2ie0AAe\/ow+\/kesBK8a1NH\/f2o1AkOuHcQ0yv6nWR30U6Wm3C+Wn0rOFxUkxJAqHFexNjXEYa2BIY+Gh1+1BNdA5jwpficcYhTr8v60Gb9R0RZoMHeUuoB1J+xpyUrJcHM30PeY9DWxIp\/SvyP7Mf9Q\/cX0UMlW4a9ldZ1Vuy3eORPeK8NUYq9kt3Lh2RCF\/jbsqPmTQ9fCMsVvv2O\/Tpyjlpde4v9rsEEuoifC4kDoCZPlSO\/iHZBYtpkQavB1dwNXdjAAHLkBWiQm\/\/AHW6d8rof4kOnyNK+PYUo3ZJEgzHkYrMxuqjLs2Jxck5IJwOK93Yw6lwCtrFEHNtmdwsHy5VnMPjmTXOSd9Cf0qWGs51aTLKNieU8vnQt4Aad3zNFWNW7Auckk0WYniFy78TtHSdP50MyRR2Aw2ao4+1lNWTintRWUZSjukbDAGbaHqi\/QURFC8GabCfwx6aUaB0raj6UedlxNr8kAK9ipqKlXMhM+Z1Ja6urBPVHrDWqL67eddXVy7KT9JIDNkWdKvxixCjaurql9lY+lgaGG0pm145fKurqugYqvOTUFEV1dXexUiRTPh3w11dUomPZDHCGWKY8SGqtzIHzFdXVxZlFobjv+tFWzoPP7V1dXIvDsjiTJXxFFW003\/cV1dU+4ZBmEEMV3kfvSp4pRlOmxArq6pR3uDrhxoe\/wC9VWcZ2i2XkTvz6jpXtdVWTIXYlxcPvIgkxEk8t5\/SK8w5yMCNR0Oorq6l5+oNFeRDPB3SdDRS9K6uoDGo9EcVcOQfxA\/I\/vyoC4a6upvD6RLL6ixW0rmbfuivK6i+wNA4xREmBQ+Ivmurq45lPvDURdMGurqqyBh7Pn\/ubf8AEf8Aa1b0iurqf0nof2ZGv9a+iEUt9pf\/AOfLy96vnINdXVGs9C+0U0H7v8MlwTDZTIY5VuGE5Anskz1ipe0toa91dXVi3\/yI34+lmGZyjSpgif6VPHWYeCZ25RXV1aCRnyfJo+CWRkpZ7QWwDXtdSkf3GOT\/AGh57Pa4ZP8AV\/uNNBXV1egh6F9Hlcv7j+2cK4V1dUlEf\/\/Z\" alt=\"Homo plus&quot; (1976), de Frederik Pohl - Cualia.es\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Existen opciones todav\u00eda m\u00e1s radicales. Si nuestros cuerpos biol\u00f3gicos son incapaces de adaptarse a las condiciones de vida en ingravidez, siempre podremos plantearnos la sustituci\u00f3n del mismo por un cuerpo mec\u00e1nico. El ciborg, el hombre m\u00e1quina, es insensible a la gravedad. En el cerebro no aparecen problemas de descalcificaci\u00f3n, y un brazo mec\u00e1nico no sufre atrofia muscular por permanecer demasiado tiempo en ca\u00edda libre. Pohl realiza un magistral estudio de las implicaciones de la transformaci\u00f3n del hombre en ciborg para adaptarse a la vida sobre el planeta Marte en &#8220;Homo Plus&#8221;, una de las novelas de referencia sobre este tema. En cualquier caso, la evoluci\u00f3n l\u00f3gica de este estadio, el trasladar la mente a un soporte puramente electr\u00f3nico (c\u00f3mo los extraterrestres constructores de TMA1 en &#8220;2001, una odisea del espacio&#8221; o los pilotos electr\u00f3nicos usados por Saberhagen en &#8220;Alas en la oscuridad&#8221;) libera a la misma de todas las ataduras y servidumbres que acarrea un cuerpo biol\u00f3gico y le abre verdaderamente las puertas para la conquista de las estrellas.<\/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=\"PESO,ACELERACI\u00d3N DE GRAVEDAD Y EXPERIMENTO DE CAVENDISH integrantes:  Alejandro pozo tomas d\u00edas Agust\u00edn Ram\u00edrez. - ppt descargar\" \/><img decoding=\"async\" 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\" alt=\"Masa, Peso, Densidad\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Parece l\u00f3gico que si el destino \u00faltimo de la humanidad es el vivir de un modo permanente fuera de la Tierra, se siga de un modo u otro el camino evolutivo al que nos hemos referido. Pero para aquellos que prefieran quedarse en los planetas, sometidos al tir\u00f3n de la gravedad, transformase en un \u00e1ngel con alas de cientos de metros de longitud no parece una soluci\u00f3n demasiado realista para desplazarse de un sitio a otro por el espacio. Por suerte, generar gravedad artificial, en contra de lo que pudiera parecer, no resulta tan complejo. De nuevo la f\u00edsica viene a echarnos una mano, a trav\u00e9s del llamado <em>principio de equivalencia<\/em>: un cuerpo sometido a aceleraci\u00f3n sufre los mismos efectos que si estuviese dentro de un campo gravitatorio con una aceleraci\u00f3n equivalente. Esto es algo relativamente f\u00e1cil de comprobar: cuando aceleramos un coche, notamos claramente una fuerza que nos aplasta contra el asiento (al igual que sucede, por ejemplo, cuando se lanza una nave espacial) y esa fuerza es, a todos los efectos, indistinguible de la gravedad.<\/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=\"Rusia retoma desarrollo de cohetes espaciales reutilizables | Noticias |  teleSUR\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSxDiJ2rn61o6O4u1xxNw0R7q_i0SZinXZsdg&amp;usqp=CAU\" alt=\"El presidente de Acciona y Aciturri se suben a los cohetes espaciales de  PLD Space | EXPANSION\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Curiosamente, debido a esto, las naves de la edad de oro cl\u00e1sica de la ciencia ficci\u00f3n, esos cohetes at\u00f3micos en forma de supositorio, eran much\u00edsimo m\u00e1s coherentes con la f\u00edsica en este campo que muchas de las naves m\u00e1s modernas que han ido apareciendo con posterioridad en el g\u00e9nero. En efecto, para llevar a cabo una traves\u00eda espacial sin problemas de gravedad es suficiente mantener una aceleraci\u00f3n constante de un <em>g<\/em> durante una parte del trayecto, parar el impulsor, dar la vuelta y continuar el viaje decelerando con una aceleraci\u00f3n de una gravedad en la segunda mitad de la trayectoria. Este es un mecanismo muy elegante y completamente efectivo para llevar a cabo largos viajes espaciales sin resultar afectados por la ausencia de peso.<\/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=\"\u25b7 \u00bfQu\u00e9 es el motor de curvatura de Alcubierre? | Costa\" \/><img decoding=\"async\" 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\" alt=\"Curvatura (Desplazamiento) - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El sue\u00f1o del motor de curvatura<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo, tampoco esta exento de inconvenientes. El primero es, sin duda, el del motor. Casi todos los sistemas de propulsi\u00f3n conocidos se basan en el principio de acci\u00f3n y reacci\u00f3n: se utiliza un combustible que sirve para acelerar una masa de impulsi\u00f3n que al ser expulsada empuja al veh\u00edculo en direcci\u00f3n contraria. Sin embargo, la cantidad de combustible que un veh\u00edculo espacial puede cargar es finita y cuanto m\u00e1s combustible carga, m\u00e1s pesa y m\u00e1s energ\u00eda hace falta para moverlo. El perfil de vuelo no viene determinado, por tanto, por la necesidad de conseguir una determinada aceleraci\u00f3n, sino por la masa de combustible que se puede acarrear. Lo normal es acelerar hasta gastar la mitad del mismo, mantener una trayectoria inercial sin aceleraci\u00f3n a la velocidad alcanzada y decelerar al llegar al punto de destino. Pero este perfil vuelve a dejarnos en el punto de partida, pues durante la fase inercial del vuelo seguimos necesitando un sustituto de la gravedad.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u25b7 Simulando la gravedad en el espacio \u2014 Astrobit\u00e1cora\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Otro problema procede de que un sistema de aceleraci\u00f3n continua es muy sensible a las maniobras. Ciertamente, todo funciona sin problemas mientras la nave se desplace en l\u00ednea recta. Pero en cuanto tenga que cambiar de trayectoria bruscamente el interior de la misma puede convertirse en un infierno. Por ejemplo, en &#8220;Cosecha de estrellas&#8221;, de Poul Anderson, se nos describe una batalla espacial en la que la maniobrabilidad las naves viene determinada por la presencia de una tripulaci\u00f3n humana en su interior, puesto que una nave ciborg o un simulacro electr\u00f3nico carece de esas limitaciones. Esta superioridad de la m\u00e1quina sobre el hombre a la hora de hacer frente a la aceleraci\u00f3n ha sido bastante explotada en el g\u00e9nero. Sin ir m\u00e1s lejos, en &#8220;Ef\u00edmeras&#8221;, de Kevin O`Donnell Jr. la nave utiliza su capacidad para acelerar y decelerar bruscamente para sofocar un mot\u00edn de su tripulaci\u00f3n.<\/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=\"EL MUNDO AL FINAL DEL TIEMPO : FREDERIK POHL, Ediciones B Nova Ciencia  Ficci\u00f3n: Amazon.es: Libros\" \/><img decoding=\"async\" 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\" alt=\"Leer El mundo al final del tiempo de Frederik Pohl libro completo online  gratis.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Se han propuesto distintas alternativas para hacer frente a estos inconvenientes. La primera implica la mejora en la eficiencia de los propulsores. Un cohete qu\u00edmico quema su combustible en un periodo de tiempo muy reducido, de apenas minutos. En cambio un cohete nuclear es miles de veces m\u00e1s eficiente y un propulsor avanzado de fusi\u00f3n o de antimateria tiene una eficacia centenares de miles de veces mayor. Por ejemplo, en &#8220;El mundo al final del tiempo&#8221;, de Frederik Pohl, una nave colonizadora que utiliza un esquema mixto de vela solar y motor de antimateria es capaz de mantener una aceleraci\u00f3n casi constante durante toda su trayectoria hacia una lejana estrella.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Idean una nave espacial de fusi\u00f3n nuclear que acorta el viaje a Marte a un  mes\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUVERgSFRUYGBgaGhwYGhgYGBgYGBgYGBoaGhgYGhwcIy4lHB4rHxgYJjgmKy8xNTU1GiQ7QDszPy40NTEBDAwMEA8QHhISHjQrISw0NDQ0NDY0NDExNDQ0NDQ0NjE2MTQ0NDQ0NDY0NDE0NDQ0NDQ0NDQ0NjQ0NDQ0NDQ0NP\/AABEIAMABBwMBIgACEQEDEQH\/xAAcAAACAgMBAQAAAAAAAAAAAAAAAgEDBAUGBwj\/xAA+EAABAwIEBAMFBQYFBQAAAAABAAIRAyEEEjFBBVFhgSJxkQYTobHwMkJScsEHFGKCktEVI6Ky4TOz0uLx\/8QAGgEAAwEBAQEAAAAAAAAAAAAAAAECAwQFBv\/EACkRAAICAQMEAQMFAQAAAAAAAAABAhEhAxIxBBNBUXEiYZEygaGx0UL\/2gAMAwEAAhEDEQA\/APHEJmRImYm8axvAQ6JMabTrGy6AIQpDSoITAnyTBK0JwxAnFskJwoDE4alRDgwCYIa1OAiiHFgE4KjKphFIhxYwKYFKFZTaCQJA6mYHnCaaRDiATBKEwQ5GbHCtptBmTFrWmTIt0tN+iqBTAo3MhlgCYAKGOF5E2teIMi\/W0iOqAUrZDHACaFLKTnfZaTvYEmOcJQ5G77g4Sq6GDU4SByfOMsReZnpyTuzJ2MpAVcqcyCaGSOKguSytYRrLKSGCmUkoC1TCh5UFQozKx0SShKShAUcyWFSxvMeqttzTZVwWfRLSVlcIypyEocEWU4pcjU4DgSJA1GkqEjqnJV5kZM3KK4MoBGcLHc8lSCgzlP0Xh\/RMKipVlOoWkOESOYDh6EQe6DFtjh6kFI0qQUGTLQUwKi0C95IiNAIgzvMm3TqgFBDRY1yYFVgpgghosBTAqsFWEiBAM7mZB5QItbzQS0MCrKYkgD46d+iplPHgef4S0ebgZ+E+oRTqwhG5I1uJxLnVC8OOvh8hZveB6rZ4Ligf4K2ugfv5Pi7h11HWwGiCsauRu+T3I6a8YOmqYcgmNRtrbUEEajqqMyr4XjpApvMR9h5+6eR\/hPwJnSVsK+GzSQIeNW+WvdXpauySUsp8P18nJr9EppygqkuV4f3RhhyC4pSFLbwCYHXQL0dqvg8iiZTB1o2H6\/8AxIFMrRIRJQColRmTFQxKiVEqJTHRMoSkoQOjmpTiqUicM8JdIsQIm5mbgchHxC4D2VJrgh7yTJVgyZDJdnzCBAy5YMkmZmY25qlCYmSiU9NoLgCYBIBJBMDcwLmEiYiQUwSBbbG8Paygyo2q1znzLBOZkGBmtF9RCEm8kSaTSfk1wNkwKQFSCpJaLQmlVgp5QS0OEwKrBViCGixpUgqsFMCglosBTAqsFNmQQ0PKvqGIbGlz5m5HpA\/lVeHALpOg8R8ht3MDugukydTddEVYcGpLYJHIkeiloV2MZFSeYB\/Q\/L4qtoXm6iqTR7mg90Ey1gXQ8KxecBjj42jwn8TGjTzaB3aD+G+gYFfScWkOBIIIII1BFwR1lYtrh8G0ovElyuP8Ogx+FlvvGj8w\/VauVvuG4oPbmgDZzRoHbgdDqOlvula\/iuD92\/M37DrjodwuzpNdp9uX7Hmdd0yku9BfK9MwZUh9iOaSUFekeTQ0olLKiUBQ43v\/AM\/X6JZUSolA6GLkKtxQobHRoEIQuY9UEKSZMlSG6enIeqQCkqVCYiNfqbhMRCYk6GUqEA8jgqQUgKYFBLRY0fXkrGt+vrVUAq0VDEKSGhgmBSNnbr6RdMglotpugglZONrse8OYwMGUAgbuGro9FhNKcFVGG7IraTQ4KYFVgp6bSSGjUmB3VqFO7M6MlsBoExnOvJrTE26z\/SEiWu6XEg2ENHkLA94nugFaxJkivFtloPI\/A2+cLGas+JsdDY91i1MM9hyvaWnqCNbhcPVRqV+z0+hnacfQzFc1UsVzVwM9JGdgMT7t+b7ps6LnLs4DctN43GYfeXTPph7DTdF9CLwdiDy\/uuSYt3wfEW92dWiW9WTEfykx5Ob+FGWrXK4JpJ5\/S8P5NTWplry02IMKuVu+O4bM0VRqLP8ALZy0YXs6GstSCl+fk+f6rQejqOPjwEqUKFqpJnMSocYRKpc5ZakvQ0rJJQkJUrPey6NU2mS0uAsIk2tMx8iq0IKk9EFYI05xcjTmfrZVoQBbVifCCGyYkyYm07T5BVgqEBNAOBb6+tyjKpCmFsoIQkJ2\/XzRCIQoJMTJTtCUBWEi0TpeefTkIhW4J8kNEEIBUpgs+19yQCdoSAJgVpGNEMcLIoDKHPOwyjzd\/wCubvCx5lX17BrOQzH8zoPwGUecoa8C4K2hWsEwIvOs7coVIKZjjIjVUkQdfwzhdGnTFWsSZs1rRLnEDbkBIkrZYl2HqsbmY9kDJJAcIGmbLfTodFgYUOq02MIAqMBDQRAIcZgnZ3Kea2HD6zQXUngNOhHWAMs89ZnS65dWHcTTZ3dO1Fpo0GN9l3fbpHM06EXb6jRal\/D6jdW6Lra7X4eoSxxawm4EGbXkaOE7dVX\/AIpntUAiblrQ10dYsfKO4XmShJOj1Iy9nJtV9OoWuD26tMgbG0Fp6EEjut1xzhGQB7YMjMC2CHA6XWiYVmnTtFyipRp8M6ig9r282Pbvu13PqND1BC5rE4f3dU03EgA6gScp0IEifVbHg9eCaZ6vb5ffb6kO7vT+0OGzUxUGrPC78p0PY\/Nb6M+3qV4ZxdVpd7Sv\/qPPwaHOEZhzWPKJXobmeLtLX1ErLmCQNbmYsNLA66d0jRJgK3E4d9N5Y9pY4atcII8wUnbyUklgrlQllCQ6NaWoCdELbZk7BmuIBAJAIgxuJBg8xIB7BIAmARCvaBACEyghOhWQEyAFJIgWvvfW\/wALJoRCkC\/97KEJgM4QY+Vx2O6AlTAIBjqUgTAoIaGCJSymlS5JcEtF+HaC6+g8TvJtyO+ndQ6oXEk6kk9zqp+zT6vP+hv93f7FGFp56jW9brPe1kVeDc8B4E\/EO5N1JNgBzK3LsHhKDgQHvdNjAA\/MATJ6TC2XEm+4wlOgyz6nicNDlAsDyk\/7VrDggGtc7U3geZHKeepWa1JTz4N46KNlW4mSWe4AYwRIc1sudJku3I8isbFVC+oalgSQ82+1uAeQAgdVFNgZ4YMAzuHEHz0\/5WVTw4yFzmwBBEE5jOgv5+qpJI3UUJBcBlm5PhOnSOauo8NaWgusTsW21gzvsVGGwzn5gTAP4gZmRGvmb\/3WTiMQGAMANhHONdeV4WU0bxlaowxPuzSLRlaHFp5EOh2+hlcli2ZahHf1XbvAbhmuDs76gzVDaQYAy20A+fZcRi3A1HF7rgxlaCSI5kwPSV508ydI6YtUKyoWkPb9ppzAHQxq09CCR5FdNSLXsjVj277teLE9bieoK5htVo0b3cc3wED1lbbg+KLg5hiW3FgPA43EDk\/\/ALgUtXGvKyK6mrWHhnN4ikWPLHagkecGJVUrc+01CKrag0e2\/wCZtj8IWklejpy3QTPF19Lt6jj6HDiII+oT4nFPqPL3uLnHVzjJPcrHlEq7dUZUNKlVyhA6MdMRpefW19D87c0qsp5Zh0gcxsecbhdRuIhM+mWmD5gjQjmDySpoAQhSxxBkEg8wYKYEIUyIiLyL9L2j09FCAJUITZTE7THfXTugAMQNZvPLpHxUSgpQ8KHKmA4KJSp20yQXAWESeU6fIpOTYUEqWGSGi5JAA5k2AT4XCuqvyNgQMxLjAAsJPqNOa6Th3BmNMgF7\/wATrNH5Wj5n4LCeoo4Dac5iqwLobdrRlB5hu\/cye66v2K4XDzXf4cniJOjGi8u\/i5D9Vi0vZZ7K17MjOKjrNY3e\/wB54gwB0O4XROIdTFNkspMIJLzldUt9p28A7dL9M3JywiowzYmJxXvqprEED7NNpGjGm3nNyfMoeW2htzc3tB10NlnYShnuwNgQ0PfOXkAwbrCrvdOZzYLSWmw1aYi29vRaRlH9K8HQq4Rc6i4geExDfETYGJiTtrYK3EvDWBoNrDTUAXVVTExAgB28ybxIjz07JxQc+HOsNh9b31V5Aq989oIkwYvYmemut01KnnqCTJ1d0PfslOEzfY8QBMmA1oPLM4gHss3C4Us8WR7rAeEAgE8spI7zsok48N5BNJmR7poL6YmHyQ1wHhcwEmI0BHyXnnGW5a7hzv8AXovQcRUNIOe8ZTEMYCDIIu9x2OwAOhK824pic9Zzhpp6Lzp05ujs039IjXLKwOJDKjXkwNHfkdZx7Wd\/KFgByYOUrDHNbos6Xj9EuwzjHipkO8vuvHx+C5CV2GFqe8oAEzmYWO\/MBknuMjv5lxhtYrp6fFx9P+zg6v6ts\/az8ocqCUpclldJxUPKEkoQaKGBYQhC6hlrHQ28ESfDuDa45frCRzPQ6HT15FKpa6P1CAIQmI3GnxHmlRaAEIRKHNICVKysFw+rWnIwkAST90d\/0C6niXsxQZhRXpue9kQ6s7w+OJ\/6f3Wed7rKfUQhy\/wUoSZxTjZI1swBqdB6rZcNwgeSXh+Roklo3kWJ21K3FDhbXvDmsytAAA2MHc7m\/wAFjqaiXAJHPVcDVYC5zCBAObUQTYyDBWMXr0jgfAy+o8VmBlMscwmIa4keET0v4vocfieBmjVdTrvFJrTIJEve0xBa0XMiNYCiGtbaG1Rr8BiSyo14EwYIi7g6xHVe6ezvB6b6TKvMfZIggjVpnQgrxg8UZSthmZDvVfDqp8tmdh3W+9kfaXEU2vwuZxLzmGYnNmjxXN9I9ESV5olnpvtX+7DDkOAzU5ewNALhA8QE7kbcwF5djfamnpTpl38VQ5h55QA34K7iXGabXE1Hmq\/8LT4Qf4naD4nouSIpONi5nQgPA\/mEH4IisZKUmkbin7S1S8PeTrLTeLcvgt2PbBjiM7GONpc5oJPmYXGnDucAGva4CYAfEE6w18G\/QKmrRe37THN\/MCPmr2xfgNzR6xhjRqRUpGmDAljwSyebTqPJTiqgYM1So2BoxhMkbDNtaF5fhOIvZYG3mra3FH1LF2UQbmToCQLbk27pbZcXj+Su46N9xn2lJdlZDWtgBgJgRbZaOlxis0kteRrpsDr281rZUg\/X91SilgzbbNxW4zWq0hTc6chJHMtOo7XPkSta1yqa8ghw1G6ueARnbodR+F3Ly3Cx1YeUdGhqtYYwenD1jApg5c7idikdDwKv4Xs5Q8doY\/50\/wClaTiLMtZ4\/iJ7EyPmszgdT\/Oa38cs\/rBa3\/WWHssXiTC6u4DUgG5A0bJufIrXSX1fscmssNfe\/wAmHKiVEoldZyUMChKFKk2SwSiEIldTaRkCmpE+EkjYkQfST80jnqGvWUp3gdDsJm2ukazO0brbu9m8V7s1Rh3FouYylw65QS6O1lkexeHD8UCQD7trngEAjNLWgwbHX4BepU8stOUsdIGdhIgaE5TI05QoboR4WXLua3AcOMKyuyfd1BDXOdNQubYiALE3MCwHWy632u4Jhq7Mzmg1QID2eBxH8diJ8+ei4\/H4wtwjeHNacjCHue7xvc+JhgEZGkwNSufWbw8mkMulyWMMPYxxDLBrHkQyGOBMkDQbwD8JV3+I1GNfTfUYabwGQMr2vDSYLeYvaFmezNJlV7WYl7nU6bHFjHPcGGocoO4+6XW+jh4z2cd+8Z20zkcCWSYawA7k3iCOZXJ2ne55fo2lqJLajBfi3EZKTMjYjTUfIDoLLq+FUw6iKgALouLQHCxHqqMBwYGLZz0ltMfq\/wCXkuspeylQ0y5z8hDSWjQWFm5BYA9brSKldyMZU+DkX42sagptAzAF5D3ZQGN1I2dMGB+i1P7Q8SzFMp4hjYfTYGOtcs2nnDp7OKx\/aHH06dUy8vcAIAOYjMAbzYC4sVHFXUHcJZWFUe+qOILGuAIhxBa5gvGQAydSRsQFtG7tEJZOHTsdBn5WMbifJIhdAyQnY2SASBJiTMDqYBMeQSFQmBJCupYh7LNe4dATHpoVQttwgYch\/vi6chyZYPj+7mn7vOEJW6FKVK6MP97n7TGO\/lyH1ZlnvKmaR2ezyLXj08J+JWM+JMabJnkEyAG9BMfEk9VNDL\/3YH7L2O6Elhj+aG+hKWphntElhA1zRI9RYhY6enUc0y1xaebSR8kZChYtO3NW0amUmbg2I5j9CNQU5xjj9sNf+Zon+oQ74o95SOrHN6tdI\/pdf\/Uj5CgqsiCDLToef\/KrlZNFrPsioC06teCwzzBEtB8yipgXi7Rnb+JkOHfLMFc8o1wbw1PDJ4fVy1WO5Oaf6XBw+SnjoAxL2jYx6I4XRzVmDYOBceTRd5Pk0OPZY+Or+8qvf+JxPYmyvSjmxasrdFEoUgJo5LchRJcANDOm0bX+KFCFJdAVDjAVlNskCQJMS6YHUwCYWO50q5SMEAUIQoGdb+zt7f3wsJOZ9N7WjYwM+szPh0816\/TwocJDR+IXfeL814BwfHnD4inXbqx7XRzAPib3EjuvpThb2uY19PxtID2O0aWPGZhnexiwOhUtiaNdiOGh7H5WmQJna2Ui511A9eS4XinC3vqsFNrb5Q4nQgA5vEJh0g7L1yhTyktcczYkNFmlu1t9xBJ0XnvtjXfSrhtC4dnfYZiwiGhk\/dBLj2b5rOWVngqL2u0HAcJQwdq5FR0CCbeKbSL66a\/h6rC9ovbGlUilFmmZDSAydTMQR0HJc1xrFPzOafFygZpE6kQRCpwHDamKqObQaSGta595zNfcA5REaiL6LGU1BO\/BpHT3ZPScN7Y4LCYVj3ke9ywfvOcRu2NQbGRzuvPfaX9puJxEso\/5TOdi8j5D4+a532n4U7DvYXNy5w4gbENcWEgbDM1w7LRrbSSlFSIkqdDveSS4kkkkkm5JOpJOpQHDKRF5Bm9heRGl5HokQthAhCFQAhCsa4AGRMiAZPhMgyI1sCL80AVoQhAAhO15AIBNxB6iQYPcD0SIEClQpi0oAEKAnSKSsVPTe5plpg9D9AqEQkPaX1sdUcIc4kfVp5dFjtCYNUgI4GoghShBpRCFKEAUlxUIVlKoWuDgYIMg2N+6DnK0KQoQAL2D9kntQHU\/3Go7xsl1KdX0zd7Bzc0y4DlI2XklbJIyzECc0a7xGybDYl9N7ajHFrmuDmuGoI0IP6JNByfTXEsZYZDLoMcsp1Plp8Fz2P4dSr5Kge9hYWtgG5JMnMOepXOezftkzENDKhDK240DzzZ\/46i+q6J0EsBjUPc6YgE2k8g0T\/MocU1TEm07R5T+0ANbjXUW2bTGUepMntl9FqeD8ar4V5fQqFhcIdABBEzcFJxzG+\/xVWtM53uI\/LPhHZsDsteqcYyVNWiljgz+J8TqYip7yq7M6\/QCSSYG0kk23JWColSAnFKKpAS4ndQhCYAhSSoQBJ8oUIQmAIUoSHQAqEyE7ChYUwmAQkOiAFKFaxrS1xJggCBE5jIBE7Wv2QUkVoKlAKBghCEFEoQhBRMIQhAFdJwBkiRBtJFyCAbcjB7KsBCEHMCEIQIFO319clCEACy38QrFuQ1ahbplL3FscomFiIQAwF+XVKhCBkwoQhAEoUIQBYyLySLGIEydgbiB1v5JFClAAhShA6BSAoTSgZClQpQMEIUoGClCEFAmIEC99xyUIQOgCFKEDoYAXmennI17SlQpQMEKUJFUf\/\/Z\" alt=\"Las naves impulsadas por antimateria podr\u00edan ser la clave para los viajes  interestelares\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aun as\u00ed, para un viaje lo suficientemente largo es evidente que el combustible no puede llegar para mantener una trayectoria de aceleraci\u00f3n constante. Una posible alternativa consiste en utilizar un valor de aceleraci\u00f3n m\u00e1s reducido (en &#8220;2061&#8221; la <em>Universe<\/em> es capaz de realizar el trayecto Tierra &#8211; J\u00fapiter a una aceleraci\u00f3n constante de 0,1g merced a su planta de fusi\u00f3n catalizada por <a href=\"#\" onclick=\"referencia('muon',event); return false;\">muones<\/a>). Tambi\u00e9n podemos renunciar a la aceleraci\u00f3n constante&#8230; pero colocando a la tripulaci\u00f3n en un estado de hibernaci\u00f3n en el que los efectos de la ingravidez se vean minimizados. Una interesante variante de esta teor\u00eda la encontramos en la novela de Chales Sheffield &#8220;Entre los latidos de la noche&#8221;. El m\u00e9todo de viaje interestelar escogido en este caso es el llamado &#8220;espacio L&#8221;, donde aparentemente las naves viajan a muchas veces la velocidad de la luz. Pero lo curioso del espacio L es que no se trata de un nuevo y revolucionario avance de la f\u00edsica, sino de un estado metab\u00f3lico a mitad de camino entre la animaci\u00f3n suspendida y la hibernaci\u00f3n. En el espacio L, el metabolismo se ve ralentizado a una d\u00e9cima parte de su valor normal y debido a esto el tiempo corre diez veces m\u00e1s lento&#8230; lo que a su vez implica que las aceleraciones se perciben subjetivamente much\u00edsimo m\u00e1s r\u00e1pidas. En estas condiciones, las naves pueden mantenerse con una aceleraci\u00f3n de apenas unas cent\u00e9simas de g, que ser\u00e1n percibidas por la tripulaci\u00f3n c\u00f3mo una gravedad completa durante toda la trayectoria.<\/p>\n<p style=\"text-align: justify;\">Otra estrategia valida para enfrentarse al problema de la aceleraci\u00f3n constante es el empleo de una nave que sea capaz de conseguir su propio combustible del espacio exterior. Por ejemplo, las estato-colectoras recogen hidr\u00f3geno interestelar mediante enormes dragas magn\u00e9ticas para producir una reacci\u00f3n de fusi\u00f3n nuclear auto-sostenida que impulsa la nave casi indefinidamente.<\/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=\"Leer Tau Cero de Poul Anderson libro completo online gratis.\" \/><img decoding=\"async\" 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est\u00e1n las cosas en estos d\u00edas de sucesos tr\u00e1gicos y graves consecuencias para much\u00edsimas personas, creo que necesitamos despejar las Mentes, pensar en cosas distintas antes de volver a preocuparnos por los acontecimientos del presente. Es necesario que, de vez en cuando, nos relajemos y hagamos un ejercicio mental que nos a\u00edsle de [&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":[26],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4711"}],"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=4711"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/4711\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=4711"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=4711"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=4711"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}