{"id":27765,"date":"2024-10-01T02:18:11","date_gmt":"2024-10-01T01:18:11","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27765"},"modified":"2024-10-01T02:19:52","modified_gmt":"2024-10-01T01:19:52","slug":"vamos-imparables-hacia-el-futuro-o-hacia-nuestro-final-ii","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/10\/01\/vamos-imparables-hacia-el-futuro-o-hacia-nuestro-final-ii\/","title":{"rendered":"Vamos imparables&#8230;, \u00a1hacia el futuro!, o, \u00bfhacia nuestro final? II"},"content":{"rendered":"<p style=\"text-align: justify;\">Ante tantas dificultades que ahora nos parecen imposible de superar, de vez en cuando, aparecen noticias como esta: &#8220;Los motores de curvatura que impulsaban a la nave Enterprise en sus garbeos por el espacio pueden convertirse en una realidad y permitirnos superar la velocidad de la luz. As\u00ed lo creen dos f\u00edsicos de Baylor, que han creado un concepto de motor de curvatura que podr\u00eda reducir el espacio, permitiendo que una nave salvara distancias enormes sin romper las leyes de la f\u00edsica. Para hacer algo as\u00ed, se tendr\u00eda que utilizar energ\u00eda oscura, la fuerza c\u00f3smica anti-gravitatoria de la que no se sabe b\u00e1sicamente nada. El plan ser\u00eda utilizar energ\u00eda oscura para crear una burbuja de espacio que viajar\u00eda m\u00e1s r\u00e1pido que la luz, con una nave confortablemente instalada en su interior.&#8221; \u00bfOs dais cuenta de hasta d\u00f3nde puede llegar nuestra imaginaci\u00f3n?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.cineycine.com\/archivos\/2021\/01\/contact-maquina-comunicacion.jpg\" alt=\"Cr\u00edtica de Contact\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Esta fue la m\u00e1quina para viajar en el Tiempo de la pel\u00edcula Contac. Girando y girando a toda velocidad abr\u00eda un <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a> que llev\u00f3 a la protagonista a otra galaxia.\u00a0 \u00bfSer\u00e1 posible alg\u00fan d\u00eda?<\/p>\n<p style=\"text-align: justify;\">Volviendo a nuestra realidad presente podemos ver que, nuestros ingenios a los que llamamos naves espaciales (estamos en la edad primitiva de los viajes por el cosmos), pueden alcanzar una velocidad m\u00e1xima de 40 \u00f3 50 mil kil\u00f3metros por hora y, adem\u00e1s, la mayor parte de su carga es el combustible necesario para moverla. La estrella m\u00e1s cercana al Sol es Alfa Centauro; un sistema triple, consistente en una binaria brillante y una <a href=\"#\" onclick=\"referencia('enana roja',event); return false;\">enana roja<\/a> d\u00e9bil a 2\u00ba, llamada Pr\u00f3xima Centauro. La binaria consiste en una enana G2 de magnitud -0\u201901 y una enana K1 de magnitud 1\u20193. Vistas a simple vista, aparecen como una \u00fanica estrella y se encuentran a 4\u20193 a\u00f1os luz del Sol.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Alfa Centauri Bb - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQJ940oVwQjaZNzTujeLld6dHMWmsqP0mdsnidxL8lwsr-uRHh7tmHDBI_qZ1ikZbrLtlo&amp;usqp=CAU\" alt=\"El descubrimiento de un exoplaneta habitable en Pr\u00f3xima Centauri podr\u00eda albergar el futuro hogar de la humanidad | Explora | Univision\" \/><\/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 Parece que all\u00ed podr\u00edamos tener alg\u00fan planeta habitable<\/p>\n<p style=\"text-align: justify;\">Situado en la\u00a0<strong>Constelaci\u00f3n del Centauro<\/strong>, el sistema estelar de\u00a0<strong>Alpha Centauri<\/strong>\u00a0es el m\u00e1s cercano a nuestro Sistema solar. Todas las dem\u00e1s estrellas est\u00e1n a mayor distancia. Esta particularidad, por s\u00ed sola, la hace muy interesante, pero adem\u00e1s concurren otras circunstancias que la convierten en una de las m\u00e1s atrayentes del cielo nocturno. Resulta ser, en su conjunto, la tercera estrella m\u00e1s brillante de todas. Adem\u00e1s, y como se trata de una estrella triple,\u00a0<strong>Alpha Centauri A<\/strong>, la componente principal, se constituye en una buena candidata para la b\u00fasqueda de planetas del mismo tipo que la\u00a0<strong>Tierra<\/strong>, capaces de albergar vida en la forma en que la conocemos en caso de que existan. Y siendo lo m\u00e1s cercano que a nosotros tenemos&#8230;nos parece inalcanzable&#8230;por ahora.<\/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=\"QU\u00c9 ES UN A\u00d1O LUZ. Cu\u00e1ntos kil\u00f3metros son. Explicaci\u00f3n con ejemplos - YouTube\" width=\"355\" height=\"199\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"A\u00f1o luz - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sabemos que 1 a\u00f1o luz es la distancia recorrida por la luz en un a\u00f1o tr\u00f3pico a trav\u00e9s del espacio vac\u00edo, y equivale a 9\u20194607\u00d710<sup>12<\/sup>\u00a0km, \u00f3 63.240 Unidades Astron\u00f3micas, \u00f3 0\u20193066 parsecs. La\u00a0 Unidad Astron\u00f3mica es la distancia que separa al planeta Tierra del Sol, y equivale a 150 millones de kil\u00f3metros; poco m\u00e1s de 8 minutos luz. Ahora pensemos en la enormidad de la distancia que debemos recorrer para llegar a Alfa Centauri, nuestra estrella vecina m\u00e1s cercana.<\/p>\n<p style=\"text-align: justify;\">63.240 Unidades Astron\u00f3micas a raz\u00f3n de 150 millones de km. Cada una nos dar\u00e1 9.486.000.000.000 de kil\u00f3metros recorridos en un a\u00f1o y, hasta llegar a Alfa Centauro, lo multiplicamos por 4\u20193 y nos resultar\u00edan 40.789.800.000.000 de kil\u00f3metros hasta Alfa Centauri. Y, viajando a 50.000 Km\/h, \u00bfCu\u00e1nto tardar\u00edamos en llegar?<\/p>\n<p style=\"text-align: justify;\">\u00bfUnos 30.000 a\u00f1os? Bueno, eso si llegamos, los imprevistos por el largo camino ser\u00edan cientos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTgirpUfpWarFhHB1JK1hJ9Coc0_BBWzM7jkIePI92VV7h8xtUMdU6ZVU8sVPFBLa2EnMA&amp;usqp=CAU\" alt=\"C\u00f3mo es vivir dentro de Orion, la pr\u00f3xima nave tripulada que la NASA mandar\u00e1 al espacio - BBC News Mundo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQjcjYs08Rou62wlgZH4VA4st2CVxwnx-u56Q&amp;usqp=CAU\" alt=\"China est\u00e1 trabajando en una nave espacial ultra grande de kil\u00f3metros de largo | Noticiero Universal\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Bueno, en estas condiciones y suponiendo (que es mucho suponer) que pudi\u00e9ramos construir una nave adecuada para esa misi\u00f3n, los viajeros que salieran de la Tierra junto con sus familias, tendr\u00edan que pasar el testigo a las siguientes generaciones que, con el paso del tiempo y las previsibles mutaciones en el espacio ingr\u00e1vido, olvidar\u00edan hasta su origen y, al llegar a su destino (si es que llegaban) podr\u00edan ser cualquier cosa menos humanos.<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTfsPESRCyhV7dDX0ncDHTSmLLvuoim4M-zvxnNvZSuHot6Di4q2zyyrdG3dc_nzUEoNMQ&amp;usqp=CAU\" alt=\"De qu\u00e9 est\u00e1n hechas las naves espaciales? | Explora | Univision\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Alguien ha dicho: &#8220;Para llegar a Alfa Centauri dentro de un tiempo aceptable, las velocidades que tenemos que alcanzar deben superar los diez mil kil\u00f3metros por segundo. A esa velocidad llegar\u00edamos en 130 a\u00f1os, lo que puede suponer alg\u00fan engorro que otro teniendo en cuenta la mala costumbre\u00a0que tenemos la mayor\u00eda de seres humanos\u00a0de morirnos antes de los cien a\u00f1os. Si viajamos a 25 000 km\/s, el tiempo de vuelo se reduce a 50 a\u00f1os. Medio siglo no est\u00e1 nada mal para un viaje interestelar, por lo que \u00e9sta deber\u00eda ser la velocidad que debemos proponernos alcanzar, todo un reto si recordamos que la Voyager 1 se mueve a menos de 18 km\/s.<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que no nos queda m\u00e1s remedio que usar sistemas de propulsi\u00f3n distintos a los habituales, as\u00ed que mejor nos vamos olvidando de la propulsi\u00f3n qu\u00edmica convencional empleada por los cohetes corrientes. \u00bfPor qu\u00e9? Pues porque si queremos alcanzar el 1% de la velocidad de la luz (3000 km\/s) usando cohetes qu\u00edmicos convencionales necesitar\u00edamos 10<sup>26\u00a0<\/sup>kg de combustible por cada kg de masa de la nave. O sea, muestra nave terminar\u00eda por tener cien veces la masa de la Tierra.&#8221;<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 atrasados estamos!<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcSlMgvpyhIypl_l4spib_QN1-vIbYBywQ7wJGFEgMWo85mzKood\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Casi no podemos escapar de nuestro propio Sistema solar y ya hablamos de ir a otros sistemas que, por muy cercanos que puedan estar, para nosotros, est\u00e1n &#8220;en el fin del mundo&#8221; como, coloquialmente hablando dir\u00eda cualquiera. Unos simples 4,3 a\u00f1os-luz que son, inalcanzables.<\/p>\n<p style=\"text-align: justify;\">As\u00ed las cosas, el primero de los problemas ser\u00e1 buscar soluciones para escapar de nuestro propio Sistema solar, lo que en un futuro lejano (esper\u00e9mos que as\u00ed sea), y teniendo encuentra que el avance tecnol\u00f3gico es exponencial, podr\u00eda ser factible dentro de unos m\u00e1rgenes razonables.<\/p>\n<p style=\"text-align: justify;\">Claro que, seg\u00fan lo que creemos que sabemos sobre el final de todo esto, el segundo problema parece m\u00e1s serio, \u00a1escapar de nuestro universo! Pero\u2026 \u00bfhacia d\u00f3nde podr\u00edamos escapar? Stephen Hawking y otros cient\u00edficos nos hablan de la posibilidad de universos paralelos o m\u00faltiples; en unos puede haber condiciones para albergar la vida y en otros no. \u00bfPero c\u00f3mo sabremos que esos universos existen y cu\u00e1l es el adecuado para nosotros? \u00bfC\u00f3mo podremos escapar de este universo para ir a ese otro?<\/p>\n<p style=\"text-align: justify;\">Claro que, te pones a buscar por ah\u00ed y te puedes encontrar con cosas y afirmaciones como estas:<\/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<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-rKBURH025Ls\/UHOogYHiF8I\/AAAAAAAAA10\/Few0-qitSOc\/s1600\/fig1504.jpg\" alt=\"\" width=\"360\" height=\"270\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Los universos paralelos existen. As\u00ed de contundentes son los resultados del \u00faltimo estudio efectuado por cient\u00edficos de la Universidad de Oxford, en el que demuestran matem\u00e1ticamente que el concepto de estructura de \u00e1rbol de nuestro universo es real. Esta propiedad del universo es la que sirve de base para crear nuestra realidad.<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda de los universos paralelos fue propuesta por primera vez en 1950 por el f\u00edsico estadounidense Hugh Everett, en la que intentaba explicar los misterios de la mec\u00e1nica cu\u00e1ntica que resultaban completamente desconcertantes para los cient\u00edficos. Expresado de una manera muy simplificada, lo que propuso Everett fue que cada vez que se explora una nueva posibilidad f\u00edsica, el universo se divide. Para cada alternativa posible se \u201ccrea\u201d un universo propio.&#8221;<\/p>\n<p style=\"text-align: justify;\">\u00a1Qu\u00e9 cosas!<\/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<img decoding=\"async\" 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\" alt=\"La cosmolog\u00eda c\u00edclica conforme de Penrose y los puntos de Hawking en el fondo c\u00f3smico de microondas - La Ciencia de la Mula Francis\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hall\u00e1 por el 2.010 se pudo leer en alg\u00fan medio: &#8220;Durante noviembre, Roger Penrose de la Universidad de Oxford y Vahe Gurzadyan de la Universidad Estatal de Yerevan en Armenia, anunciaron que hab\u00edan encontrado muestras de c\u00edrculos conc\u00e9ntricos en el fondo c\u00f3smico visualizado en el espectro de microondas. Este hallazgo demostrar\u00eda la existencia de multiversos, o universos sucesivos y que el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, ser\u00eda una etapa m\u00e1s, pero no el origen.&#8221;<\/p>\n<p style=\"text-align: justify;\">Nadie puede dudar de la seriedad de \u00e9ste cient\u00edfico y, ah\u00ed quedan sus declaraciones que nos llevan a pensar en lo mucho que podr\u00eda ser y lo poco que es (que son) nuestro conocimiento. Otras noticias y declaraciones tambi\u00e9n son sorprendentes, por ejemplo:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/_6xt8pR-Qhb4\/TSuJ95TYJgI\/AAAAAAAAAcI\/8l-PJucEkXw\/s1600\/contactoETRoyalSociety.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Acompa\u00f1ada de \u00e9sta imagen de arriba, la revista &#8220;Philosophical Transactions&#8221; perteneciente a la sociedad cient\u00edfica brit\u00e1nica, la Royal Society, advirti\u00f3 en una de sus ediciones que, los gobiernos del mundo deber\u00edan prepararse para un posible encuentro con una civilizaci\u00f3n alien\u00edgena que podr\u00eda ser violenta.<\/p>\n<p style=\"text-align: justify;\">La publicaci\u00f3n, dedic\u00f3 un n\u00famero completo al tema de la vida extraterrestre y, sosten\u00eda que si el proceso de evoluci\u00f3n sigue en todo el universo los principios de Darwin, tal como ocurre en la Tierra, las formas de vida que contactar\u00edan con los seres humanos podr\u00edan &#8220;compartir su tendencia a la violencia y la explotaci\u00f3n&#8221; de los recursos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El proyecto colaborativo SETI para buscar extraterrestres, donde llegaron a colaborar cinco millones de personas, echa el cierre\" \/><img decoding=\"async\" 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\" alt=\"Renace el proyecto SETI de b\u00fasqueda de inteligencia extraterrestre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Por ese motivo, los cient\u00edficos implicados ped\u00edan que la ONU configurara un grupo de trabajo dedicado a &#8220;asuntos extraterrestres&#8221; con la capacidad de delinear un plan a seguir en caso de un contacto alien\u00edgena. &#8220;Debemos estar preparados para lo peor&#8221; en caso de coincidir con una civilizaci\u00f3n extraterrestre, alert\u00f3 el profesor de paleobiolog\u00eda evolutiva en la Universidad de Cambridge Simon Conway Morris, quien considera que la vida biol\u00f3gica debe tener en todo el universo unas caracter\u00edsticas similares a las de la Tierra.<\/p>\n<p style=\"text-align: justify;\">Como vereis, por todo lo le\u00eddo anteriormente, hay razones para todo y, cada cual, se puede preocupar en la medida que desee. La mayor\u00eda, como es l\u00f3gico pensar, adoptar\u00e1n la cuesti\u00f3n bajo el pensamiento de que el tiempo que falta para que cualquier cosa de esas ocurran&#8230;es mucho y, preocuparse por ello, ser\u00eda est\u00e9ril. Sin embargo&#8230;<\/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<img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-LCV3i9EAJfA\/T-oJd7ZzleI\/AAAAAAAAC-s\/GPfvAdgHXFo\/s1600\/CUERPO+CONECTADO+CON+EL+UNIVERSO.jpg\" alt=\"\" width=\"260\" height=\"390\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que imaginamos y nos hacemos preguntas que nadie las\u00a0 puede contestar. La Humanidad, para saber con certeza su futuro, tendr\u00e1 que seguir trabajando y buscando nuevos conocimientos y, posiblemente, pasados algunos milenios&#8230;nos sigamos planteando preguntas muy parecidas que, tampoco entonces,\u00a0 exista alguien que est\u00e9 capacitado para contestar. Espero que, como parte del Universo que somos, alg\u00fan d\u00eda muy lejano a\u00fan en el futuro, nos llegue ese rayo de luz que despierte nuestros sentidos, que eleve nuestra inteligencia y nos haga comprender&#8230;<\/p>\n<p style=\"text-align: justify;\">Se puede sentir la fascinaci\u00f3n causada por la observaci\u00f3n de la belleza que encierra el Universo pero no comprenderla. La simple observaci\u00f3n de lo que encierra nos causar\u00e1 asombro, y, aunque no se tenga preparaci\u00f3n cient\u00edfica pero s\u00ed cierto nivel de apreciaci\u00f3n de la Naturaleza y sus muchas maravillas que, despertando nuestra curiosidad, nos llevar\u00e1n finalmente a\u00a0 comprender mejor lo que estamos viendo que,\u00a0 es mucho m\u00e1s que grandes figuras luminosas y m\u00faltiples objetos brillantes, llegaremos a comprender que se trata de\u2026 \u00a1la evoluci\u00f3n\u2026,\u00a0 la vida&#8230;, la consciencia&#8230; la mente!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTBw6B2C_Qbc5vJXtHJ3kA3TldtCb3P4fhElw&amp;usqp=CAU\" alt=\"Las edades de la historia de la humanidad. De la aparici\u00f3n Homo sapiens\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRS_aqfNEpD8_niYgbIjKKI2h1Gof8xJ2kzGfVKeo0Arq6asH2i0L33G7b-gQDUVfEmQeY&amp;usqp=CAU\" alt=\"Cueva paleol\u00edtica - escena en 3D - Educaci\u00f3n digital y aprendizaje Mozaik\" width=\"348\" height=\"190\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Ensimismado en mis pensamientos me asombro de lo ya andado por la Humanidad y, aunque a veces nos parezca poco lo alcanzado, lo cierto es que, desde aquellas pinturas rupestres en las cuevas del pasado&#8230;el camino andado ha sido largo y provechoso. Al menos creemos saber lo que vemos cuando miramos al cielo de la noche estrellada, hemos podido llegar a comprender parte de lo que la materia es, estamos en el camino de conocer el Universo, tratamos de mejorar nuestros conocimientos sobre nosotros mismos, nuestro origen y nuestro destino y, en definitiva, sentimos inquietud por descubrir y conocer.<\/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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSSag_qKkzRugA4PbfacBoWmw_jHxM0YjQ5oQ&amp;usqp=CAU\" alt=\"V\u00eddeo de meditaci\u00f3n para calmar el estr\u00e9s y la ansiedad\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Si eres capaz de concentrarte durante una hora&#8230; \u00a1ver\u00e1s el mundo de otra manera!<\/p>\n<p style=\"text-align: justify;\">\u00a0\u00bfComo algo peque\u00f1ito ha dado para tanto? \u00a1Qu\u00e9 misterio! El Universo y la Mente. Conexiones sin fin, sucesos que crean estrellas y pensamientos que, siendo cosas tan dispares&#8230;\u00a1son tan cercanas! En las estrellas se cre\u00f3 la materia que nos conforma, ah\u00ed se fraguaron los mimbres que han hecho posibles nuestras ideas y, \u00bfQui\u00e9n sabe? si no ser\u00e1 ese nuestro destino.<\/p>\n<p style=\"text-align: justify;\">Y,\u00a0 de vez en cuando nos podemos preguntar: \u00bfHabr\u00e1 merecido la pena?<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<p style=\"text-align: justify;\">\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%2F2024%2F10%2F01%2Fvamos-imparables-hacia-el-futuro-o-hacia-nuestro-final-ii%2F&amp;title=Vamos+imparables%26%238230%3B%2C+%C2%A1hacia+el+futuro%21%2C+o%2C+%C2%BFhacia+nuestro+final%3F+II' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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As\u00ed lo creen dos f\u00edsicos de Baylor, que [&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":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27765"}],"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=27765"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27765\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27765"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27765"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27765"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}