{"id":25129,"date":"2020-04-04T09:26:30","date_gmt":"2020-04-04T08:26:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=25129"},"modified":"2020-04-04T09:26:30","modified_gmt":"2020-04-04T08:26:30","slug":"si-hablamos-del-universo-%c2%a1el-tema-es-complejo-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/04\/04\/si-hablamos-del-universo-%c2%a1el-tema-es-complejo-4\/","title":{"rendered":"Si hablamos del Universo&#8230; \u00a1El tema es complejo!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/%c2%a1siempre-queriendo-saber-4\/\" rel=\"prev\">\u00a1Siempre queriendo saber!<\/a><\/h2>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20170512111935_644.jpg\" alt=\"Resultado de imagen de Agujero negro supermasivo\" \/><\/p>\n<p style=\"text-align: justify;\">Resuelto el misterio de formaci\u00f3n de Agujeros Negros<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-K6VLACmCqhY\/Vigup5za2wI\/AAAAAAAAAb0\/KYAvmmeIgx0\/s1600\/familia%2Bde%2Bmateria.gif\" alt=\"Resultado de imagen de Las familias de part\u00c3\u00adculas subat\u00c3\u00b3micas\" \/><\/p>\n<p style=\"text-align: justify;\">Part\u00edculas infinitesimales que se juntan para formar \u00e1tomos, \u00e1tomos que forman mol\u00e9culas, mol\u00e9culas que forman la materia que interacciona con las fuerzas fundamentales del Universo en el que se forman estrellas galaxias y mundos, y, en alguno de ellos&#8230; \u00bfLa Vida?<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/13\/la-fisica-de-particulas-y-el-modelo-estandar-2\/\" rel=\"next\">La F\u00edsica de Part\u00edculas y el Modelo Est\u00e1ndar<\/a>\u00a0\u00bb<\/div>\n<div style=\"text-align: justify;\">S\u00ed, el Universo es muy complejo.<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div style=\"text-align: justify;\">\n<p><a href=\"http:\/\/1.bp.blogspot.com\/_fXzRYbEw4hA\/TRT-wPp1-PI\/AAAAAAAAEXM\/5pPkfkFV0HQ\/s1600\/sol-1-agosto-2010.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_fXzRYbEw4hA\/TRT-wPp1-PI\/AAAAAAAAEXM\/5pPkfkFV0HQ\/s1600\/sol-1-agosto-2010.jpg\" alt=\"\" width=\"609\" height=\"511\" \/><\/a><\/p>\n<p>En la imagen se indican las regiones donde tuvieron lugar sucesos de gran importancia y que fueron capturadas en el ultravioleta extremo. Las lineas blancas trazan el campo magn\u00e9tico solar (Cr\u00e9dito:\u00a0<em>K. Schrijver &amp; A. Title).\u00a0Ni los 150 millones de kil\u00f3metros que nos separan de la estrella m\u00e1s importante para nosotros, nos impiden urgar y desvelar sus secretos, y, desde luego, hacemos muy bien, es mucho lo que nos va en ello. Saber y conocer lo que all\u00ed ocurra es, nuestra garant\u00eda de vida. Bueno, si no tanto como eso s\u00ed al menos tener la posibilidad de informaci\u00f3n por si, llegado el caso, podemos prevenir alg\u00fan desastre.<\/em><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/5\/51\/Gravity_Probe_B.jpg\/308px-Gravity_Probe_B.jpg\" alt=\"File:Gravity Probe B.jpg\" width=\"308\" height=\"598\" \/><\/p>\n<p>Sat\u00e9lite\u00a0<em>Gravity Probe B<\/em>. Dedicado a medir la curvatura del campo gravitatorio terrestre debido a la teor\u00eda de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. La gravedad ha sido medida y comprobada de muchas maneras pero\u2026 \u00a1Gravedad cu\u00e1ntica! \u00bfqu\u00e9 es eso? La imaginaci\u00f3n anda m\u00e1s r\u00e1pida que los conocimientos. Sin embargo, as\u00ed hemos ido avanzando en el transcurrir del Tiempo. Ahora andamos a vueltas con la \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d que nadie sabe (a ciencia cierta) lo que es, yo la llamo materia c\u00f3smica y me parece m\u00e1s apropiado.<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-wqWlOXREYVM\/TVRHQ-Ml2fI\/AAAAAAAAARY\/RbF5yu9hXOE\/s1600\/Gulliver.jpg\" alt=\"\" \/><\/p>\n<p>\u00bfOs acord\u00e1is? \u00bfCu\u00e1ntos ni\u00f1os no habr\u00e1n so\u00f1ado con escenas como estas?<\/p>\n<p>Cuando hablo de lo muy peque\u00f1o, puedo llegar a entender muy bien lo que es,\u00a0<strong>lo que son, \u201clicencias literarias\u201d<\/strong>\u00a0el papel de nada se queja y el l\u00e1piz puede escribir lo que quiera y piense el que lo sostiene, seg\u00fan le dicte su imaginaci\u00f3n. Claro que, cuando comparamos ese mundo de ilusiones e imaginaci\u00f3n con el mundo real, todo el edificio se viene abajo. \u00a1L\u00e1stima!<\/p>\n<p>Todos los ni\u00f1os juegan con peque\u00f1os mu\u00f1ecos que son soldados, guerreros o seres de otras galaxias con poderes m\u00e1gicos y, ellos, en su inocente mundo sin maldad, los dirigen con sus manitas gordezuelas al desarrollo de luchas y aventuras sin fin. Jonathan Swift, nos deleit\u00f3 con aquellas aventuras de Gulliver, un aventurero que lleg\u00f3 a las tierras de Lilliput: All\u00ed, todo era muy peque\u00f1o, la naturaleza, las plantas, los habitantes del lugar y sus casas y palacios, embarcaciones y todos los animales.<\/p>\n<p>Gulliver era all\u00ed un gigante de proporciones inmensas: Incluso lleg\u00f3 a extinguir un fuego con una simple chorrada (es decir, hizo pip\u00ed) y acab\u00f3 de inmediato con el (para ellos) enorme fuego.<\/p>\n<p><img decoding=\"async\" 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\" alt=\"7 curiosidades sobre los druidas y el druidismo - VIX\" \/><img decoding=\"async\" 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\" alt=\"El Mundo de Manu: Los Druidas, sabios y fil\u00f3sofos celtas\" \/><\/p>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/-oIhW0_ADT9Q\/UW6y8qVcXAI\/AAAAAAAAAJM\/5aUeRS2gKT0\/s320\/640x792_3862_The_Shaman_2d_illustration_shaman_fantasy_picture_image_digital_art.jpg\" alt=\"\" width=\"258\" height=\"320\" border=\"0\" \/><img decoding=\"async\" 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\" alt=\"Literatura 301: &quot;El cantar de los Nibelungos&quot; de an\u00f3nimo : La ...\" \/><\/p>\n<div>Historias y Leyendas ligadas a la Mitolog\u00eda. Minotaurus, Druidas, Dragones y Nibelungos que buscan anillos\u2026<\/div>\n<div>\n<h3>Hemos demostrado tener mucha imaginaci\u00f3n y las historias y leyendas que nos llegan desde el pasado est\u00e1 mezclada con la Mitolog\u00eda de los pueblos que, en todos los rincones del mundo crearon sus propios mitos que nos dibujan escenarios que hablan de la inmensa diversidad. Siempre hemos buscado algo pero nunca logramos encontrarlo todo. \u00a1La b\u00fasqueda contin\u00faa!<\/h3>\n<\/div>\n<p>Al menos de momento, tenemos que admitir que es as\u00ed. No creo que nunca podamos adquirir un conocimiento pleno de todas las cosas. Siempre nos quedar\u00e1n secretos que desvelar y misterios por descubrir, y, la inmensa variedad y la vastedad compleja de la Naturaleza, tendr\u00e1 siempre para nosotros, algunos rincones oscuros en los que moran respuestas que deseamos , y que sin embargo, es posible, que nunca las podamos atisbar.<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/es.globedia.com\/imagenes\/usuarios\/noticias\/18\/1268756988.jpg\" alt=\"\" \/><\/p>\n<p>\u00bfOiremos alguna vez que han encontrado los restos de la Atl\u00e1ntida?<\/p>\n<p><em>\u201cDe todos los misterios que andan por el mundo, ninguno puede competir con las historias de tierras p\u00e9rdidas y civilizaciones que ya no existen, y entre todas ellas, destaca sobremanera una: la desaparici\u00f3n de la Atl\u00e1ntida, un continente entero, que existi\u00f3 m\u00e1s all\u00e1 de las Columnas de H\u00e9rcules (Gibraltar) o qui\u00e9n sabe d\u00f3nde. A la Atl\u00e1ntida, se la trag\u00f3 la tierra, en d\u00eda y una noche, sin dejar rastro ni de ella ni de la floreciente civilizaci\u00f3n que pose\u00eda.\u00a0<\/em>\u201c\u2026 \u00a1Seg\u00fan nos cuentan!<\/p>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-E6aykJihs_c\/TgUS2NUKIMI\/AAAAAAAAAAM\/KMePrQ3o8Tg\/s1600\/Sin+t%25C3%25ADtulo.jpg\" alt=\"\" width=\"677\" height=\"393\" \/><\/div>\n<p>Lo cierto es que cuando miramos hacia atr\u00e1s en el tiempo, s\u00ed que tenemos motivos para el asombro<\/p>\n<p>Los or\u00edgenes del conocimiento quedan lejos y se pierde en la noche de los tiempos: Sumeria, Babilonia, Egipto, China, La India, Persia y m\u00e1s tarde Grecia y el Islam, Toda Am\u00e9rica y sus Civilizaciones y Europa. Nos tenemos que guiar por los vestigios dejados por aquellos pueblos que, desgraciadamente, el tiempo se ha encargado de borrar en la mayor parte de los casos y s\u00f3lo hemos podido recuperar peque\u00f1as obras y destruidas construcciones. De las m\u00e1s importantes en volumen, se ha conservado una gran colecci\u00f3n por todo el mundo que nos habla de lo que fueron aquellos pueblos.<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0705\/ngc2264_spitzer.jpg\" alt=\"El c\u00famulo Copo de Nieve y la Nebulosa del Cono |\" \/><\/p>\n<p>El c\u00famulo Copo de Nieve en la Nebulosa del Cono<\/p>\n<p>Con bastante amplitud hemos hablado aqu\u00ed del Universo, de su \u201cnacimiento\u201d y de su posible \u201cmuerte\u201d. De manera individual hemos hablado de los objetos que lo pueblan y de las fuerzan que lo rigen. Por ejemplo, el C\u00famulo Copo de Nieve en la Nebulosa del Cono, es como t\u00e1ntas otras Nebulosas, el resultado de la explosi\u00f3n de una estrella al final de sus d\u00edas. Las estrellas nunca quieren morir del todo y, cuando lo hacen al finalizar sus ciclos de fusi\u00f3n, se convierten en otros objetos distintos y, sus materiales sobrantes son dejados esparcidos por grandes regiones del espacio interestelar, en forma de bellas nebulosas de las que surgen nuevas estrellas, nuevos mundos y\u2026 -seguramente- nuevas formas de vida.<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/apod.nasa.gov\/apod\/image\/1309\/abell1689_hubble_960.jpg\" alt=\"Abell 2744: C\u00famulo de Galaxias de Pandora |\" \/><\/p>\n<p>Es el C\u00famulo de Galaxias llamado Pandora<\/p>\n<p>Ahora sabemos que el Universo est\u00e1 constituido de innumerables galaxias que forman c\u00famulos que, a su vez, se juntan en superc\u00famulos. Estas galaxias est\u00e1n abarrotadas de estrellas y las estrellas, no pocas veces, est\u00e1n acompa\u00f1adas de planetas que forman sistemas planetarios. Nosotros, los humanos, hemos realizado profundas observaciones que, con nuestros modernos ingenios, nos han podido llevar hasta el espacio profundo, all\u00ed donde habitan galaxias que nacieron hace ahora doce mil millones de a\u00f1os.<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-MnoK0LA4zm4\/TvCF7K6BLHI\/AAAAAAAAHNM\/xhmsPydy_88\/s400\/1.jpg\" alt=\"\" width=\"400\" height=\"294\" \/><\/p>\n<p>Los vientos estelares emitidos por las estrellas j\u00f3venes, distorsionan el material presente en las Nebulosas, y, de la misma manera, en presencia de masa \u2026 \u00a1se crean nuevas estrellas y nuevos mundos en los que, si el Azar los sit\u00faa en el lugar adecuado, la Zona Habitable, podr\u00edan surgir formas de vida como ocurri\u00f3 aqu\u00ed en la Tierra.<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSvXj_W0f-krFiJLWNV9R6rfPNoGPzmcxUjHM5_MFt_nzupiTNq&amp;usqp=CAU\" alt=\"Cuatro robots que podr\u00edan revolucionar el futuro del trabajo ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El valor de lo humano en el mundo de la Inteligencia Artificial\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQir80SPkPuYILoEPEkaYIfEZvBsCFJM2_--Ny0p3gIbXLoTFLl&amp;usqp=CAU\" alt=\"El futuro de la exploraci\u00f3n en Marte\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRPVQM7Oolrw2HRxjZKAKvi5mZmWXiXKtZ_yPT6wTWiamHufKZp&amp;usqp=CAU\" alt=\"Nave Espacial Interestelar Con N\u00facleo De C\u00fapula Y La Gravitaci\u00f3n ...\" \/><\/p>\n<p><img decoding=\"async\" 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alt=\"TOP 10 \u2013 Ciudades del futuro - NeoTeo\" \/><img decoding=\"async\" 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aDekkofEysCGBIsQQQeyOYpUq3NgLnwpiMWsbOFhRjnazSBiAt+yBGTb9a+9d\/jbFFexKy62tEFS19NowNP3UG7Co0WLotBMuGcCNw2e63QjQ5ddRa2hpvFMoT8okiU63DvGNOWhNUI4Z2a8pZ\/rG\/2lqb8KljhbN1GbS3yPvNUjKQjihziY+Ft6TQXtvGSTf\/AAv9ar3GMFgEVpEkmUX0HVyFRfa7PGt\/bVs4XxvO5VYLaa3ZdBcAkAX11+yqlxYXgkBO7ry\/6lTktjRZWRxgREmCVr3+TnQnzt7rmiZum+Kkshlfa1kNmbzKgM3rJqwdEcFCvXTzdoJmVU+KsSRYsQzg3F9NPG9GdAsXE+ZRlDhluCb3AcAkHu1HPSlHKrwiEShmdXRQbX0N27iPSvvranfTDhkcEUXVqAS5ue1cjJGQCT4sdPOucILHEWKg\/CG9LLa12+dRnTw3ii2v1jf5cdYHkuGEX4tPqr7hS7pFbIiuRlL632tY\/fal+F6U9hR1N7KB\/WLyFCTYkYmZFZWUPIgI6wEWJANgNvOuiU1RBRdkMvRuKQ\/FuVJ20uPfeqzxXA4jDHtwvYG4dQSunPOosK9dw\/CUQKFUDLtubbnn51UsL0vPwjqmSy9ZkBuD8rLdrjaouvYqm\/BVk6b4xIwq3AHyiuZj+k6n2711gOLdfJbiHwp08JNR+jKLd21qu\/F+kGCjnhbD9XIwQhwqFdQ175igBIysKq\/FOKGXFviQtry9YFJN9DcAkDwpe410WLC4vgIAXqZbH0mfOWXTT0GPPurR4ng0JXCy5UBFsysLjxJAJ51UpMXI0SQnLlRmZdDe72uL92l\/WasXCuig7MrmOWMi5UiZQbjTtIL6UU+IGky6dHuF4GVTJAV6xtSTi3VyTrcrE3Z1OxHqqsdI8c7jqnxiJE4BMTEyMLEMpLFQwNwDYtTiL8HGGxFmUPEhj1KtmXrLgWAku1rAnUDcVTekfR2TAMrLLmVtAQLEEbBluRtSpj0OW4rhOqWJZxYAAEg3IHfYW5Vr8Y4XrVk+Ep2b6ZXudSe7xoXorjpMQ8izIGsg7aoi5ctlFwqgaj16c+TXAzqcZJhTGpVY+sDEC\/yRbbva96ZyYnFAHGuLQTIY1nQXAuSH3Bv3VXp8oaySK+m4uO\/TWrbNIseLig6sETRsSTa6lQx001vagul3A4yhkVbPdVGumpta23OtF0ZoUw4HF4lVhiBMQ11sEDE6ksd9hprsNKtvG8CYY8BEzAZIspbW1wG7hf7K46OMkcEaXUMo7QXttm1ufiw1MuLD4Q0OWKZhGLWKZc2\/N2W2\/wBlDdm8CZ0X++Gw+f3fVrKaScO1\/wCGGw3xIB27gpH2msp7RPieNztKmGWdgvasbWOx9fjWYzrIxEWX+sIAGo32px0hi\/o3Drcegut9NhRXSeIdbw8aenH+0tQOorrRv1vVZDmy5vVp++m3Q7Dhp87AdWkblrsF3jYLbUX7RGlNYYh+NpttIP4Kl\/Bul3mBF\/ydu\/TSmQsgDBQLLAtr3hLE5VuSLgjXkNfsqXorwgYhnLMoAikYAOobMtrXW9wuupOlWz8HY\/IsWAwj01JA7ZJbv2ta2nfVD4bI6SOUzlsrqcgN7HQ3ty1APnT2TOI4CWC5kFza+dffejG4ZY64jDetyf2VNAdUyMpZWXUHUEbb71E1Ew8weBUXIxERNjoolNzvbtRgDzvTDASyIb9lT3j+TSjo9Yyqp1BJ9x\/dVk4hhwMgRRcm2nP208VqxZPdFlwmS\/ore3K2+mvLvqhcTe8Mmo9Nb+HxlM8VOcPiM7ERK8UtgpurSADqx2tAdtdBoKXPwrEmBTdWZipKaXsDmvmBtbmfCllJPZoxoZ8HUphZeoYyFmOfLhJXyNbVWYAi4FtiBtpzpN+DfMcaylABbXRhr1sfI1eOBxJHhZxPGmYm69WHCWsANcp1zA3tfxqj9DpY8NimMzZFOxN\/7xD80W0BO1RV7KeCaBSWxNkzflL6a97d1E9PB8VF9c\/5cdL4WRjiDqVOIYgqRrctb1H76P6fNeKL65\/y46f2B5O14LCqi+Y2UEnMe4HYEDn3UJwuNRi4chJXrEtff0hf7b1MvEGsVJvrbUcsqi2\/fepOjUStilB1y9oa81IINUdUJs9M4bAHYhu6\/u\/fVc6V\/g+w4iZ8PG3XNIDq0jXzEl7Le1Wbgv8AWHb0Tz8RS38JxIwJNyvxqaqbEanUHlSsnFtM84430UOEcNY2A7judNy22pG1LoYixsLfdUmMxiuqq7ysy\/LMwObwZdj56Ukw80uuR2B59oihEvIfSYEg2zqfIE2Hjb3b074ZxqOGJIjGjkMfjGWw7WuujMbeQoSPFI6hgdCp39n3VNwfCiTr0cXtCxF+TArY+d6dxsSy3LxJljHWYvqIzsI4niB05PJG19ByAoXFcBjuGlDOSSQZWLdns202tqeQpPxrj7nCRYTE4cFeqR4pFcZgLEKxB01AII033qfDScRkhEp6rKNlYSBiu29iuXS+lSooRdDgBiOIAAABkAA0AF5NABsKm4eg\/G8o5fBR\/wDzoPD4poTI7wTL1hJdls6Em+5XUa67cqYcKxUMkvWxyDrCArC4uQttLHWxGlZmI+LIBxPB2P8AypOf0XqbpXOYoC6gEq6nXa+YWvRWP4eGcS6h0UgG2wO+\/dQ\/GcJ18TLqA+o30I1XzF6xhTw7i\/EcTG7RSRokdgwNl9La2hrrinB+IqEY4hWD9zlQNwblgAPbWdA5RF18DhRMSCA+xy+l++rVxdmEUZyEqASMo0sqszHbkFrOTsCR5hjYcSHIJa4sDZwRcAX1DWrKvOLwOLLXEc5BCnSFSNVBte3K9qyhyYTz7pF\/ZuH\/ADa6foijekw+N4f+ci\/aWgOkP9m4f82v7Io3pJ\/W4D68f7S0pQMg\/tab8x\/BUfB8FMIw8asFZACwjNrW1u2xrcH9qzfmP4KY9DcCYkZpZLpNhzkRGcEMbEE2teyg99NFizI14biUjyhXWNrNbq7BuYPjvf10gxcxAdbkZjdgVsWNwTfS+4B9Veg47jMJiX40kqgFw4I0AG9UTHR9fPljcZSTld9rbrew3O3nTpiIWR70dhWuQCwA8SB\/PKj+J5IJ2zRRMrIoyKbAWUKxU2OhYMQTqbgmxo\/h3GcKzKDgowVUgdq9\/X2de69\/3awiibEop7BzN87Ne3gLeymUaqDEeskds4LdmQruNB2f96kxMmAV7mPEADTsMp177sx91FwcY4ei9lsQGBDDrAhFwQbHKh3t\/rRT0K0VvHnrVSzC4vfO4U67WzkX25U5w\/EoonVcyBSrBctio7icpsDvqbmm0fDMFMt3kdhdiACHC5rXtkAtot7cqFk6I4ctnjxb2XtZTh2YADXkRceFLaDRfuj6Srw+ALAZg8WckFL3c5hq7jkb3qgiNkxypLEFWRgjK2U\/KBFwL8xb116EMPBHh5c8USOIyPi5QGmIFyNACLkDkd685xuDjaQEHDRm4IY4m5Ug3B1W5IoILQv4ZwkyviDGQhSZgCCRZbtoLDwqPpVhnSOMtN1qF2ykr2gQqXuRvyHqq4dHuC5EYieJmkcuzKxYFrnay\/yaA6Q8LhWEddMBllaUKxYAlmXrNcpBFhoBve19a1morEEiRgGVSSRoLkctDVp6NcdV2XDCMKAM6MDcnfMpPm1x66oeL4gZM79lc1gFB1VRoF87ak8ySedMcI+FK5sQzKbWVo73BU3FrC19Tv3eFG\/BuPk9h4XMqMzG1gp94oXpUTicOVihmkUZiTGI9GQXUNndeyc1+zfavMI+OMrDq8XNIltmjluAdCDY6kDY99OH6aRRZvg4xbOosrPI4V76ElM1r68wPPQUWycYeWV2STMbZHF\/nZf4jSvDLaRx3H76OAuM3bbwztf7WoMghzlGptox+8E3ojBnDmPVrYe6n2FgnNyoVrj5LRk\/+JvVbwLuE0C2W3pEjcE93geddyYtvmoP1j99GwUWHjjYiZYlfDsvVL1YKqxLAW337vtNW3gc8r4Jc\/pAEWK2ygHQEb6A15p+N5eqEalVsxOZEs+tt2zajS1uVqbNwXHqiyNK+1iolyyAa7308Rqd6mxyTFcaxSvIqyIAHYAHqgRY2F7m\/KluMmkl9Mwk\/OHVBv1gb0Rw8RTzBMdJLCuoWQhdtAAexq30udvXRsXAsLIfi5JCCbX+LI33JGw5+VG0Yi4I3EHPV4eVpRbtJmR7Lex3JIFq9B6NcDn6hGxTSrLYho+qVkXXQ3Cm5sAd+dVfoFAiYvKoxSEh1J1WNwoJBLKAfEVaMfjsQjtkxEoCIzWORgSIyRcupO+u49lJKW6CkZiehsF3kDSdYzZw5i7SkAWCkrt2dj3mj+KI8ZiVG6yMZxbIezmRgTcHxsBVLHTjHoJD14YLEzjNGlwweNd1AuLOdPKg+A\/hP4jJjIMPI0JSRrEiKzAWY6doi\/Z7qHcNFom6b42ImNMA7qnZVsk3aA0B0W2tZVBT8NvESAcmG2+Y\/wDHWUTUxP0glP4ugN9cin7BRfSQ\/G4D68f7S0D0gP8AR0H1F9wozpG3xuB+vH+0tYYLg\/tWb8x\/BTbCTSdVhcj5FWAC1jY3QgnMBdTYtoKTwf2pN+Y\/gppwIMYELBo1WG6sXPaNtgNLAgmmgrJZpcUMIsS\/wRIiRkBWzktrYWAy29fro5cY+RAQuUA2szC+vkaTYjCKI7LK6ggErnNu\/Yg29VJHxTRvYM7KNLZyLjl++n6aOfqsm6QBzM7Fg7FWULqvVpc5bG3bA2B50q4bA2YWGtGY\/F9Y1wCNLasTpy1rWCNmFMoh6rC4sAsrEO6paw1uSx8Na3xjhUQj0ZQ4Fh2yAQO9chJN763FDYoENcd9xU7Q\/CO1mVSBa3Pz8taziKsjRXirrqNLcw1qccN6WyQrlYu3MMrAEAaWva\/Pe\/dTBeHxLzU+LH26WqPjHGMGYlhOGzSJcdauTW5JFudhcb91TnotjnydF3w\/Tt5sDiMUyHIjhbXIYEpYZbNtcqTc828BVF470rSXW8+tyMxU2F2I37gy\/qjuvSk8dCYc4YdYIXbNIoKdprWW11utrLzPyvC0MkOGaBXSZ2kCdpGhACsBqA\/Wai\/PLSplTS8YZZFdS2YG4zHTfQWvt++mGM43NiLQyABUdncC9mc2sCL\/ACbXt3+VIAcuVha9zYWHquCPG\/8AvT7h0Fo1RtLtmJsM2psMx0LAt2SCbgis2FK2B40ZAt9bNfW4ude7+dqd9HcTlOUjNmZ118C3O2h0HtqvcUJzAG1hqN72JsQRc2IItvUaLKVlHWgdpjbOBcrYjbvZtPXQYe6HvG+LLHKUHWpYa2kcg3HidNPChI8emgzHUX2O3Zv\/AO1c4zCLKEkORjkGqZgGA0vqdW0N9BttUJgS2Yqbjs6NyPq8KfsTTs23FE+dc\/VPr+2\/tqJuJjW2YHkRbSsnwkJsVRgDfQve1j3hRWRYWO4GX7Tp9tHuZtIMxmMmkJL2c6XYW1tmPKw+UfZWYbhk0txHGzELcqBqADY6ese2jsJIpBzbAAL6r+NZhsNK0maCR0YC+YNlKjzJ8udPxI9QI4P0RnftzQTCPUdle0DyurC9t9h3VeBI8OrLZbWNw666WsGuL77W38KURYviuUXxysvmoPh2sn76WY6fiWuaZ3XmFlXx+jekcWMsi9xr0ocYmAxqwTtg3Y6aVX8F0fVVuZVzgmzxuQQOXK3+9APi4pbxyBoyW1frA1iN7hgB9tdwcMhG82Zb7CQAb72HhW4hc2i5dCxKuLQNilljs\/ZNs2iG2oGvrpx0glVXfQ9tGAsNBeIm58LAjzIqs9A3hOLUKUBs9gua5AVtzt76s3GoI3kN3ZSFYk5QTbqmHyWUjQ7ZTe1SmqkPBtooGLHZlH\/Qf\/NhqvdGv7Uwn1vuerpNhAwlCYuE\/EnSQuv\/ADIjc9agWwtY2J1YUu6PdHsV8Ow8oXDSRq2rRvhmYaNt1Zzc6yKHl8XojyrKtC9EOIWH9Fvt83EfdLWUTE3HrDAQcxkHeL6Ci+kLfG4H68f7S0Dx3+z4PqL7hRfSE\/G4H68f7S1ghkP9py\/mD\/6Uw4TxgtAsbDLliABHOwAFLIjficv5n+CueFaovggP2CqYjm9T2Q1HE3yWexI0B8BpSvEAMSc32H7gaacIA6uQkXNtPv8AupbhAwYlSL67i\/8ApVqOROhpwzhMOXPOuJYWv8SotbkczD7qLY4IaRwT+bKWP2OKVxY4n0mK6WJC309ZrBOg2kf1WHupHB+5VZYLwb4hDhjY5J157OLd5F2NtOf3UtSftgLe1xc5bEc\/KjJWDaAEj6TE13hcFGNci38hRUH7mlmi+6MVMMUzSPIGLW1VR6\/SOlWU9BsIoVmDvdQzXkyjUX0AsRy796i4b0fw5ifEYpR1ag5UGjMBuQD42APn3g0Z\/wDOkiUscOQpOmYx5strWsshtoK8\/wBVOcnxg3p7OvBjVcqA8Z+DrDlV1dcwzXD3IFhybQ6n7arsvQ4quLmU9XhkC9WzEkMT6YJtfS1r97LvVwwPF5pk6wRqyyKSCXYEA30K5CdAfsqr9M+kUksaYKyosROcBrq7i5GY2GigMxH0TztU8bm5VZVqkU2FCdfZfl\/NxfwJ+bUqMzX7TWOmpO2gPr7QJ8YzXbqApJHLY2va1zfxyMoP0sS3dReJ4Y6LZhqRbTfVSCSOQzSSt6l9XZ5F7IACk2J56+0offmoeNDmkt4G36JI9d8vto6RSXNjYHTbv61u\/uiH61C4VMkr3a4Co58lMUh\/8S1ZhXke9FMIr50Y6xsbajVeR+0H10Nx+MxTZdQrLdbjRjbUg7HXurnhZMU1rXuhXzaJjG32KD6xV46P\/hGwsMcMcmGllZGcLlEZ7TEMLZ2FiLHWm5aoioVNs8+xEM6JmZJFVZAt2QgAnXLcjewvatwyq2YhLhRmY6bZgoP6zL7avfTHD4mfDzF8M8HWYtZrysllTIU1KFuZvttVE4ZiY8mJsoPxYF7mzWni29\/qowlZskQvCBWQdm2\/M9\/ga6TEPCzWuQVtuef+1DYbGgAAKo9v764klUt2nUD16fZVCSX5DHGcQlkWNReyIAb21Pr5ae+nPDhIsIvIBvz7\/Kqw5wp1GJTy2+6u04tHGlkvKPokaUPAPhfoaxcJzsT2rse\/30MygE3Ft6YR8XibUJp3ltj3Ebj2UThZsOWVXVVLbZrWbyP79dKCpjNtLsM\/wYT3x8a20ySa\/oNV\/wCNJZ5bH\/lvb\/tm3vqv9D8gxcapkBKvtl5KTyqxcVje8hyXBjYdi7AHqjuQAR+kBvUci+opilaPOsUtll\/+u\/8AmwVXujQ\/pTCfW+56smJdSZh2hbDk\/JYLmlhDdxucg9m9JOjmGX8Z4VhIhsdjmDHRu9bHyBrIqU6GVgoszbd5rKni4fJYaJt\/exfx1lEI\/wCMj8ggB07C7+Qozj5+NwX14\/2hQHG3vgIfqL7hRnHj8Zgvrx\/tCsYLhP8ASUv5n+CqyvE5Y7AHl84LpbTU1Y4D\/SMv5n+ClXD+BDEgEswtpooO\/nSuSjth48tUaxGOmjEhSRCgIGzhiGuQbHsn0dbHS4orh3EFyLmkGa2tzzoni3QzD4cdbPiXXNt2QWfvsOdVcYbNcxg5BzbLew7wDTY8vlE8vp09PRZGxkd7Br37rn3Ufh4vinmLAKpCkalrnW+UahR846aW30qoBCnaU2I3JI08u+9d4PichkAzEjW97a6bW7qo8zIr0sCx4TikLkBX1YkAWO+\/PwFM4DVOgF8arBVVc2gUWUdjkOWuvrq5wirYZOas5PUwWOVIOk4rMyGHrCVbcEi9udri\/IfZUPFU6yMI7NYDvW\/uobGRZka29jY21BqrYvDyPlCu5J+kdANSdNbAa+qo5YcJa8nT6bJzhXsWOLicmHQCF30GRdRe50A0GuvvpCi37R7Ytc\/9QZgoH+LKFQfQjPfUrR3st2CqpBe2qoo+Ok0+URdF72ZrbCjosLILkKqyKY7JfQTzjJg4ttoYryHuN71JHSgFuyxJOcRBmJ+eYzdz5PiGy+SLUqxm6oTmyOQf8CIGY+RldR3dgUfBw+NMl2vHmZzYb4bBLnJ\/xJcot3qazDYbLGxNzIuEjBvp8djXMz+sJlW1CO1ZXIuL4+338itRr+kR+phWY\/a5oOOLNiMoBOeNFsN26zDKNPHW\/qpjluwPJnx7epIQg91EYSbq8bhn204c58mjiVvsvWm6r5RsceTa\/J\/orBuJZg8Eka5wArOVDWvObIbsi36wJyuLrvrVpwHBMLHiVScvFLG4JKKCAbAg3zm4tblS04Q9T1IJz\/B8Vhx+dwE\/wiH9LISKJ6VSCaHDYqJrNJEEYjkwXMg11vlPP5umlNtuiE5cVZ6j0wgTG4RhCyvzuuW49ZOm+1q8KweCjVpoyCXCi+pt6a21017J5cqXYzGS9UGEr3IPMe+1WDh+HVEUDLmIuxAtc21J76fHFtks8+MTEwwUaKPUKRcTiR5bnuB5gjTxsbaVbWSq5xaAh0YMGBTUZ85U68+5gNvonwvXJ2IYHbYmxIb5FvKwqHA4q5Ia1+WlvOinbW1CY6FSb3yt76idgwMAIBsoJNiWH7q3JgRtmQ271Nte7X7qVjGyL2TyrPxk\/wDJNK1ZSM2lVI9D\/BThIPh6EuRMqPZAewQUOo01O\/OvReKllklIJBWNrEEjaM8wdOVeQ\/gonZuLQtYX6uQbnYI1\/sr1viTXMhF7dU3pZgf6o7g6+oikn3AVKbjspWXrRHMOoY2ljUk2kiABcWe3aOmbkKV9HuM4N8fh0bAiOQnsyRSmwNm3R1Y23+XUuNiOWU\/J6h9RtrLCRrt6qrPRn+1cJ5\/c9MjEcUPCLD4\/HDwMERI9Ylsayq1EOyPKtUTFk4xc4CH6i+4UVxz+swf1k\/aFCcZI+AwkfMHdfYc6J476eD+un7QrBDYT\/SMv5n+ClWF6SdQpSBAXsO217KQAGsoOpvc69\/OmUR\/pCX81\/BzqtYCAEkm29LJLyFX4O8VK8jGSVzI55k6+XcB4DSh5ZNLN7KIxMljYAADckb+VBTy5jsB6tTWTA17kTNepsB\/WLUHOiMCR1i203ovsZdxvhR+UIfpH9k1bFktVQhmCzqSbANr+rT5eIxfO+w10enlUTz\/WQbmq\/wB2xsJKVo3UxIJlKyOhMgBsY4hrYkjssdCR4qN7ijYcTGI3mJGRNNjq1vLW2hP6I0zClMsgkZ2nvkUDEYm++W94ILn5TsQW59rvWhnlbQ\/o4OKbfkbY2WNYFkSUwwMq5oyi5lsq3F9TfLlPM6jvpe0rdoRwm8THKMqj43EJl1vqXCKSAdiRzNMcMgQqcSAeoU8RxvjI1hg8N4bpdD8491E8NdoQs0\/aeGOTH4i49Kd7NEp8QzQLb6L1z5Z6S99Ho+nxrk5Pslf9v1oW4vh5dpIgRcywcMQqBq+brMU+gto3Puajw6tHLIBZZ+IMUtaxggsqj37dx76H4cTB8GzElsLgZ+ISX+VPiBaK\/wBIBoaG4lhMmBwcYNsmEOJ\/Xu+vgSwHtpiTdhnBOh+Mnw0UywXtDiLhiobPNm6vRjfRSp8iLVXukCiMhcoVkwkCsLbTQraQdxIYa996Pw+PCgsrYvDyyRCdxBMyo6EemwAN76X9Hyqv4zCSHImVvjE64O5GaRGuA2+x8ddKXItO2VwyfNUt7X80XnGmGOeeRVQpBxKCZuyLfB8WlnXuy3tpsL0Vwfh4bA47AMvbwk7lTfU9WSVI53KGwtrpSl8PnSWPU\/CeCxT+cmHIOnqiam\/A+J5eJQz5Qfh2CikuTosoHVTWHM9liedaWtkJK0eVdZJovVtfusb+y1XNHsfKg+lRfC4uaHJlKGwJv6J7a2Hk3tBpKcVI27Hy291dEGonNlhLJV6LbPjVUdogef2aUHxiFckbWOfqVbMFyq6F2UafOVgQTzBHzdUGQ276tfEEf4ArXBjEMeltY3MpBHgHXKe49X9E3EpWHHj4WVCUaiu3iDix\/wBq3iI+yjd9\/sNQGcBgNj7xSFu5J8HsADZvFgPfXDRgbhPsohWzDQFvAb1EshUhcrZjqAU1sfX4VRONbNtlo\/BZCPxnCRa4SX0R\/wBM16lxSRTI4kjD5Y21vZx8WbgNY6b73GteYfgve3EY2CN6MmuWwAyEE9wAr0riz3aS5BJibUA2\/qjzFwPWahkrlodFYfCQSLKYZ8knUkKJfi8o6yIsesHYtoouSp1GlLuFdHcZHjsPLJGjRg6yZVY7NqJVGu\/zj5VDihZZf\/rv\/mw0k6IY6WPimGWOR0Vz2grEBhZ\/SANjtzoIJXYchUH4NIdB6MjW9V0PvNZTiLp7jiBmaFjbVmw2HJPmer1rKYxBxg\/kMP1B7hRXGjd8J9ZPeKn\/ABekuDiDPkNgLkiw0XcGxPPW9tKN4nwpGbDkzWysthYa2I722tesEFhb8vk\/Nfw0s4StwasmH4cnwt36zUxgW08M2\/6Nv0vCkmO4Otoss+W1zsNdtLhtf58KWStBToC6Q6Kl+RP3Ukk5VaOluAVYlZZAbG1rDW4F9jyI\/wBareNS2WhHsGXchJqfh\/8AWD10MKJwS9tT5+6mfYVDbD4iJJ0aWESIr9tc7L1l17PaAutrjbuq5cPmwUpAXhY1vcnGS2UDcns7Aa38K8+xFs7A\/OHuq28PhOFgsFvPiGXKttVHZKLrzOkh\/wAMfOFLTrTBJKyTj+OjDNkjyYaA9mO7HPISTGhubk\/Kf6ttlWt4DCKjZMT2kww+G48n\/mTH+ow55bsFt3s\/dQUDpGXmNmgwWq32nxbej5gEX+rGO+nGG4SWOG4fKxzSn8YcSc7rGBmWNu6ynXuaUGnMaSFnEEWI1kxbniOO\/MJc4eI\/RbWw5GRas3A+jJ4jhpjMWRMRMGkcWGaOK7BRfkZGY+IVfOquMW+ISfF2+Mx8wjhX5sEbBIlHdmkyL\/gmrJiOLRzySwDHR4TqssLwFwozQFluhJAZW30NxbUVFfVl+Puzql\/x+nXvJ3\/Bf5v+RWek8\/WTY2GNlzYlVVpADoISMqAZuypAANvm1nTPGKyzuBlC4WFAO4SdWAAO7sn7aJxHE8PlfA4ZhLiMViFbrY8pCi9iC3cACbAm57qQdKHBgnyknPiFjUnmqhpF+xhVjlDcVHlmnT+74Qq\/+Mf8VccSHa4YfncOUex3orio\/LeLfQweT2CEfdQnFD2ODHvwjD2O\/wC+pZvw5fDOj0jrPD5X3G\/R2ax4E77McTg38QzlEB9Uo9lKbtFgcLITZ+H4+XDOeYjk7d\/aHArDMU4WJRvhOK5x4KyBh\/5KKecYwIbE8dwYGksS42LxZCJTbz6xh6jTraIzVSaN\/hDgilXD42RHYyJ1bMH+WnfoB872VTBNhhtHJ7RXoXBgmO4MEKhyiiXxV0JVwD45WPkT33qpNwOM37J1+kdKCkydJgC4\/D7BH9q07440ZwDsqsjfBoDrs6fCLKd7ZlbOviHHzTSgcFjZVYA6gHQnUEU943Ay8LcaNH1MWU63RhiFDrfuYBD5o3jekW\/IHFIqMp\/JoD3tJ+1b2ff50qxT9q1u4g\/zypziE\/IMM3\/Ul5fSHPv1Gn1TypFKe3r6qLBE6WYAagkeBI+0VLJhnZgY0YctXub631JoVvK9cxwsSFA1O2o\/fSjob9GsdJDiFdSesS5W7XAIve42Ir1bhXSCLE5Yw6xTmJg0ZTKjt1R9B9Qo55WOwOvKvJ+C4YqxZ15aG\/qOx99GvIVcspIIVrEGxHY76DQS78RwbIJusRkKwEHlvLDrkO+2mUgefKtdHMJ\/SmFZWRgDqA1mAs3yWsefK48azgHTKaNJY8Q\/XQ9Scsci5lzdZH3WYC1\/RI1t3U+6McY4dicZABG0M1+xpnjvY6B9HTvsQw8axjzBUIABBBA1BGorKuuF6LyZFycUhK2FsuLQL6g0qsPIqPKsomEnFf8Agovqj3CieNDtYX66e8VusrBCYB+XP+a\/hqvcT2w\/r961lZQMFcd9FPM\/dQfF\/keVZWUq8DS8gdFYPdPM+6srKZ9hfIZgUDY2FWAIM8QIOxBZQQRzBFW3iTH4VI19RDMQeYNib379Tr41usoLsZ9xdgEBw3CVIGV8axYcmPWouo59nTXlpT3Fsc3SVr9rsrm55TMwIvvawAt3AVlZTAGHRtR8J4OLadVAbcr9W7bfW7XnrVOljB4PjXIBf8YL2iO1qrE67761qsqGD\/t8s6\/Wf+f7i\/qXjgGGROkCKiKqjAoQFUAAlEuQBzNz7apPGv6iDxxS3\/7aVlZVkcgz4j\/xfHPzJ\/aShOLf8PwT8xL\/AJhrKyly\/hy+H9i3p\/xofvL7nY\/sji3\/ANnD++rVgdeN4G\/yuFrm+l8S+\/fsPZWVlbH+wvgGf8WXy\/ua\/AWPyaTwe37F\/fSddh5CsrKEe7+WRRE8Y7h7K64sbcInA264afpQVqsqqBLwV7E\/2bh\/ry\/5n+pqtHc+qsrKLFj5OXrmRRppWVlAdDDgXpn6v3imc3yvI\/sGsrKAROvoyfmz+2lMfwff2lhfrn9k1lZWMJYhoPKsrKygY\/\/Z\" alt=\"Lista: Las ciudades del futuro\" \/><\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"UNIVERSO PARA TODOS: \u00bfComo ser\u00e1n los otros mundos?\" \/><img decoding=\"async\" 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\" alt=\"Otros Mundos y HD 38529 |\" \/><\/p>\n<p>Hemos estado divagando sobre lo que nos espera en el futuro.<\/p>\n<p>Podemos imaginar muchas cosas y dibujar en nuestras mentes miles de escenarios diferentes de lo que ser\u00e1 el futuro de la Humanidad: Alcanzaremos los conocimientos para poder vivir 200 a\u00f1os, la tecnolog\u00eda robotica avanzar\u00e1 tanto que, nuestra especie terminar\u00e1 fundi\u00e9ndose con ella, de tal manera que podremos llegar a ser aut\u00e9nticos<strong>\u00a0cyborgs,<\/strong>\u00a0medio humanos y medio robots. Tambi\u00e9n es posible que podamos conseguir durar algunos millones de a\u00f1os m\u00e1s y, de esa manera, tendremos tiempo para dominar las energ\u00edas que se producen en las estrellas y en los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>. Tendremos tiempo para salir de nuestro confinamiento terrestre y crear bellas ciudades en mundos lejanos, la Humanidad se esparcir\u00e1 por toda la Galaxia. Tambi\u00e9n es posible que, dentro de unos d\u00edas, unos meses o unos a\u00f1os, llegue ese meteorito inesperado y acabe con todos nuestros sue\u00f1os. Otra posiblidad, es la de que podamos ser invadidos por seres de otros mundos que, con mentalidades muy diferentes, no traigan buenas intenciones. Tambi\u00e9n entra dentro de lo posible que\u2026<\/p>\n<p><img decoding=\"async\" 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\" alt=\"La Paradoja del Barco de Teseo - YouTube\" \/><\/p>\n<div>Teseo se preguntaba si cuando, en su paradoja de reemplazo, cuando a un objeto se le cambian todas las piezas, segu\u00eda siendo el mismo objeto. De la misma manera, nosotros, a medida que vamos evolucionando a lo largo de nuestras vidas, nos vamos transformando en otro muy diferente, toda vez que, las experiencias viv\u00eddas, nos cambian y nuestra mente de hoy, no es la mente de ayer. Ya lo dec\u00eda Her\u00e1clito, el gran fil\u00f3sofo griego:<\/div>\n<blockquote>\n<div>\u201cNing\u00fan hombre puede cruzar el mismo r\u00edo dos veces, porque ni el hombre ni el agua ser\u00e1n los mismos.\u201d<\/div>\n<div><a href=\"https:\/\/es.wikipedia.org\/wiki\/Paradoja_de_Teseo#Variaciones_de_la_paradoja\">Variaciones de la paradoja<\/a><\/div>\n<\/blockquote>\n<ul>\n<li><a href=\"https:\/\/es.wikipedia.org\/wiki\/Paradoja_de_Teseo#El_r%C3%ADo_de_Her%C3%A1clito\">El r\u00edo de Her\u00e1clito<\/a><\/li>\n<li><a href=\"https:\/\/es.wikipedia.org\/wiki\/Paradoja_de_Teseo#Los_calcetines_de_Locke\">Los calcetines de Locke<\/a><\/li>\n<li><a href=\"https:\/\/es.wikipedia.org\/wiki\/Paradoja_de_Teseo#La_vieja_hacha_del_abuelo\">La vieja hacha del abuelo<\/a><\/li>\n<\/ul>\n<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExIVFRUVGBgXFRcXFRcVFRcXFRYWFxcXFRUYHSggGBolHRUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGyslHyUtLSsrLS0tLS0tLS0tLSstLS0tLS0tLS0tKy0tLS0tLS0tLS0tLS0tLS0tLS0rLS0tLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAEBQACAwEGB\/\/EADsQAAEDAgUBBgUCBgEDBQAAAAEAAhEDIQQFEjFBURMiYXGBkQYyodHwscEUFUJS4fEjM5LCJFNicoL\/xAAaAQACAwEBAAAAAAAAAAAAAAADBAECBQAG\/8QALxEAAgIBBAEBCAEDBQAAAAAAAAECAxEEEiExQQUTFCIyUWGBkXEjM6EkQtHh8P\/aAAwDAQACEQMRAD8A+b02gm5j\/VlrSw8z4KuGYCbmF6bKMtY9lQmo1sNkAze4sLL0KS8mw2eYDD8oH0vaeV19FzXFrgQRuDujsVRA2cLbbj9kEXEmSZJRYQ5J6WTSkEQWkb9J+yxpuhFYzGmpE8ADYDaPstGvCRm3tt5M2hX\/AD6nf3VYiy0BTMDG1LNadAxMIhjeiZ4SrR7Egh2qRBkRF0CYJtsjRlnKwY1jNabERTas6TZIRr6WkxIMchDnLnAnORxjEa7CuaASN0OwIt1YuAk7JabeeBWTOUmrPOmEUbCpcgdw2NwYd+o32RNIIf4gpdxnccZO7XwwgTZ0\/wBQ48ys71CeKWdQ82IUYljtB7tSfB\/5ZejNPugw4SAe\/d5nl3QlefrYcaSOzO3969DhqcUmHSRLQe+Ze48n\/wCs7eELN9Nk1Y19guoeavyCVgh3sRlQKj8OY1RZehjLAtCQve1DvYjHhdNRmgjSdU7yjqTQzBil7UNUajqiFqhMIcgwCqFbDYYuIVqqMyrMezeDAseQD+bKslwaNL5FuIo6VgmOYY4uJ2uTwOUtJS0+Dc0\/ODOq1YOCIesXBJXRya9D4wzNSVo2iTtdcDi3ULXsbT7FItBmUUXJXFBBZhgo\/C4qAR1HXy+yXrqlPDOZtVqStsJhS8OuBAm5A\/VCtVg4jZM1vyRJZRcGCtAVrg8EXET7cpzQy5otpumoMTugJmrSV6T+TAR4+CpVym23567pqEl9TE1EBNSdaJsjaLxBtv8ARXdlsf5sFkaRabplNMxLY4CmFFUjJF0FSKLpoc0IzQW5sGAZWrShmIimlpCswqgEv+IgzUwFj9UnU1p7psNL\/P5h1smND8hAZ5WaalMdu7TBhsXYeWnn3WN6rLFX5LaVPe39gGpTbpvSfHn\/AITnJw00W6WOsO85x520t6gfZKnvbH\/UePQ\/dNMlrg0QDVc+CdLb9xs7ujrPKzNBLF6wFsy6n\/2WrLjsY7TpkxM+C7WKGqL1EYp9isTB5Q9Qrd5QzymYjEEYVEPWIgfVb1ELVTCHIIwcLrPFUw1xDXah1iOAu1Vi4qJs09MuSjlm8+Efm60rEcT69fRZVmkAG0Geb26hJzZv0RM3FWazooxnKKo0DsErJmlBYLUC5g1NNxfxQGLcXuJdub+69M7KXdiXaTE78JDWpXIhKT+wXIuKi20eCiFk7LM6bCUTXwpAB6quDr6eAnOaZrrZTGhg0tiwF7nfxV0jvJ59H5dhS4gx9J9YQbGlzvNewyHDg2hEi\/JIRleABveIi8Aknp0T6llveAbB6HYdN\/oh8Lhi55LRIF\/CB68wvQYQaoBhv9IDrExMhu3QmyvOzaCsWQZ2E4O\/uZHGqbrOrhxB1Da4tHFzPS4XqWYMNbJN+LzJ8SQs62Ha5vAJmzrRG8SLjb3Si1fODLvrTPHVcI2L6b8b26lKsbggQdII62kAftefdexOEDZiLeZAk9Nmj7JU6lOqWh29hI8bQn6dQ+zEvq5Z40sLTBlE0nlEZmRwLGfAjpb0QlIrUUt0cmPbHnAWwoimULSKatwLgwOgwSbx0QLGl2JTRfCzIgifFLs7c8VZdRY2GjWSDBie+J4iPZH0S0fOCRzafcBIfiCmztHN7UvMMa0jYNdGkX6A7eiwfVuor7htDBSnhnaONLiRDIPy2F+gTnIg\/s3\/APE1neOt94PRg4BF15utkNZjaNR7m6CGwGEue7VpMuBAi3PmnuR06el5NUuaHd1kGS8j5gPAA\/VI1YWpjg0fUaqIr+i8rARXQlQousUHUXqYGJBGNQWlcw4ZJ1Hgx7WXKjkK8phRysDUEZ1iONkHVK2qFDVCjjtaMa25Ez5LIqxK2w9Ak7TKFNmtpYgdVsId6fZrlzmQC0iw\/TokNZsFJz+p6DTxNaVSAmFDGwfXok489uOq2p1EpKQ9g92\/4nP8J2UNiReAvI4nGmZsqmqNEX+iAfU9ku0l0clgscSosC5RDJwVCs90gXVV0uMR+Wn7qVwWCMtEvAPUcTt\/v6L1mEmAAdI2gdY+pK8nlph0kwB73nZe2y3ENe2GOA0CZdEm0yJ36QjVnZHGXUCI0z43LRFpgBegpMLdOlsulu41WJuRw2xJ9OV5XK80qOexshoMCZADQRuvSNzZlMECo57uf7ZvHtyFOornnGAb5HbBoEO1OcQLmwEbQ3ab3iEDmLC5zXB8OnY6tJtEWtsT3eTHRJaGZ1pfqu22iHbTPTf5p+yO\/mVbghrBAi73XnUfOIhK+7ziJWrBfFYcVPnDmg3t3fQGRIvxKW43BuYIa5zCLDqLwBIPPnyih8Qim063d4yAYEtJ2g+YEoChmoqu0vg2JJHdJIk8H89pZqhbHLa4RiahcnnsxL5gjY3PG1iPCxQhsSEZneJ1GZG5bpBt3STa\/QgHyQIfJBK26s7TF1EUFUimjMc4tDZMeaW1HtJ7ogQFvRQ7IprLRnWIZ4R7t2gEi8E6QfXhJKz2Oqv0UO7IjUZIMCdvGU7wVN5vTJDgJAABmOCOiVOdiH1ajvkBcZaLQeQvM+sP4oo7TtKLZzFUiKofoJHZ0xeYns2GR4rbJaoFRw7GHuEM70NaADqJO8xEBR1eo\/ut1g0wGkmwMAAaZ+YRytcl\/iO0e251tu4AEtaLyCRztPikVPN8H\/AxN8NPHRripm8IGqjsUyP6p+qXVCvYVCVaMKpQtQreqUNVKbiOQRi9wv5W80JUKIq7TwhHuVmx6qPJm5EYXGlpEGEM4rIlLTlg3NNX0O85zl9QgueTAAF\/BeerVCTJVq1SeVQUiRPRJzfhG5RHCMiVNShXClJsaC3VG9mCHd6biOLf59kGSoVEFvJ2TiiiijBGWamudOjiZ+kbrMLiNwdemGuDmySLGYgyDMQpIyCUje9gnDXgNaNUnoG9SZM88e6TP3KLw9WYEgEQB43J3J3R6JqLwzmP8I8NAcXA7w2Tq84jbzN5RQxk7b+U3PA6hJ2YgzAi\/dPdPS9onjcJxhcMxtQMqydwQyT3rFvpHgtaM44yyp6CnSaygKheQXN5Dh\/ySDpA2MAkSl78Y7cuIEkdB7D1S\/H4rtnU2U57rS0DTp5k2j3K5VDC1rKYe6oD3330idmgekyqV1YWZef8ISuwzevifna10tPLmgEgXB9Z4W+WsY4PPeeWuAAAIkOBA8hz5AdVSvWaGtpUqXfczvOc6SR4Dr9gqVcxDAxlMFrmh2skySY5I9o+qthuOEv\/AH1ZjanhNmD2RUIJkU5nzg2G+5QrTdDiqJJkmT7+JWtIphcGJaG0kbRKBpFG0T4IczPsG2CoB\/da8NqH5CTFxex9Ekp0AXvL6wLtR1d7USQYJkeScUGse1zC7Q4iWugxI70B3BskOAFDfUZO40k+68j6w\/6qR1aarfYd2VP\/ANwfVdynDgVjprAjSTU70DQ2C4GeNvZVij1P\/b\/lY4WnR7doFQtmS4uDgIAJItczG3KzIPE4vjvwy1WXlcjLFOZfQQR4bJdVTLF1mu+UGOJaWz6FLKpXu6eUBgsMHc\/fxQdQomp1QdQppcDtaMKpQriitGpwAi\/Ww9ULiKelxaSDFrGR7qGzQpXKLYjDuaGkiA64Qr1d9QmJOyyeUnZI3tMuijYm6e5e2h2VTWXau7pECN159yszEkAhKSkbEEXxmmbE+qxo1S0yI2IuAd7c+ao50rrWpWTyFycKk2WzqFpWJEKh2Tiikri47k6oopPCgqcXQYXXvsBG3PVdZTmBt+6lE5DMPXaTLpB31Dr4\/dEHFOc0atTo9beJiT7pXUYQuMeQm6r3Eq\/sOhWdLSHEOvFtIbfiPdOKPZ0mlxeXOPAt3vm7t\/LfpyvKUsQRwCiKuNLokbbRZOe8qQjcxphKsEvm8wAbm\/7jrHPmhnVYO8m4+6FbijxZVZ1Rva5MPUsMY5GU0DSCOEcdBzN1dSMqwZYAtnvA+EdUTSdf9Euophh3eCiX1M60YuNJ9J7aks0jWCRYlo2B6+CU4Grh9MgOJ5sBCZY59J+GcXhzHMIIBHzcd2SgMHWw8AhrvHYBeO9Te68lQar6ZuK1H+13uEOxuHfWpsu0udBJAsLmd\/Bb\/wAVRhp0uh9m3B9xwha9SgXMEODi4CSNgSJO4iElOEoyW5ImFbjLlMb47EtcYaHECwc5unVHISqsm2Y1WNIp0w94ZALyBp8pG+6U4he20jzWmBSxLrBpXr0+yjSdUm8+HRIqpRVVB1imE9vQ\/UgeoUM5y3qlCPKrKRoU4TOOKqWHomWDwEiTyn+B+HWvF0KUV22bensgsHiHgjcKhXoM5yvsiRuEgqtgpO6tx58GxBrGUcYEXRp7Iak6EywmJAIt04SvkswivhHCmCR1SmsyF7XMc7Y7DMZ2bBE3i523XksRiP8A4hV58lUxcWqKz332CigJkhRDsLFPXqG8RInboh1FxVlqbZTHAYYlwAE+iDw1WIsF6T4bzcUqgdoaYOxAhSiJMSYzDkOMiPogXBejzzMxUqOcGtEmYjbn2SHEVZ4Auro7wZsE2C2NMjcLXLtE97r4JtnXYav+PVEDeJ2H57JiAjeJWrViyB6K7SmYMxdSgymi6RQVPblFUkVMy7EM8HSLtuBO\/RG0K4bcj6E\/oldFyd5W8OcGtI1Ha4CmUkotszrUXzylSNOnVL2kOOmNiDc3\/OUHWoUuyc2m6XOGltjcuOm0+a2zfKX9roq\/1S4XloBN443B\/ISDEtYar6T3y1pAa0G1rGY3MifULyE4+1vk8fsf0Gk94moxfXI3x2BeGRLe6NTdt2kb9FbHNw5br1iYBFonySU5VQ6cf3O+6Oy\/D9sHtJB0BpbtcO1D1+X6q2rg5LPeDS9T0M4QVknwvoegfSp0KDO+HaxqAaJs4AzYbXG6UYmoDsmeSZbU0GoPkAIGoxEGTpk\/oluMqNMwVvemWJ1JdHnHFb3jkX1ihdMm5Asf0RNWoYjg3jxQVQp9yHqUDVkOANQnqJ91vVKEqIbkP1xPZ0qIsBCaHVTaCPNePwOYuLQNXeG45I6t8UzGdHQW+F\/9K7W4d0te3mQRjsQH6gR4+i8bmjIfATUYktmpMf2\/4+t\/FJMRV1OLkLVTSgoo2dLBxk3ngy5W1OosgrU2SVl+R5h1St3B90C98onFYUtA3EibyhAuZVJHNKi6ooLEUXFFxGTqIw1aCFXEYjXFgIEWEe\/VYgx4LjuzfE1pNliFWVZok7geJ2VkyJYRZjo2Wz6pdusGlbGmQASLFHi2I3NM7wtsPSLli0p9kmKpjVqZq7pETz1TEGY2ofItAI3RVFy5WqNJsI8ZWhaARBkQOIvFxHhsi5M2wMwzZKaDBs0l2mXN+U7mfDx3ulFGi52xg8L0mS491Bjm1+zIgGSCQDezgBJmR7IGqs21sRmpZzHsS49lWvUD3WLWgWtIF+91PivK4ik69cCGh+gi\/wAzgXE+HHuvQYHN3RVaKYBdqiZIEg\/KSsfh9znUBTqXBeajp3Js0SekNXn9Onu+bJs+nuyEn12l+BNiszIZPUdbp3lmEc5k31aGh0x3XNLgW2UzPK6Zpu0tAdBg+PH1WuS5y4ufUDRLtTyCLDW5rz9SQjajlNdGh6pKfseAvL3PZT7Bwljnyd5MxIJAu2232W+IwTGfIIHndYZRnbf4oF9NgaQQXOnS0xYgQfLblE57Uq16mtuhtPYRuY5t13THpk5LMc5PLWRnn4uF2KawQVQpvg8OC4a3RcSYlAZrTa1x0mbniPWFtNh6n9BbVWDls8LByG2aNRQqdu4bH9CuSquQHJo16MYOVKjnXcSVmV0lcQJvJp1NJFnEQIBnm9vQK+HrFpssIVkION81zh9QNBMw0NFhsEnhdUXELgiii4uJyiKRK5K0fScACRAIsuRBK1PS4tkGOQZHoV2gyTuspV2TNlxDY5x2VBtNjtbDqBMA3FzukpCKxtVwAEbfvf8AdCx9fVWYGUyzUZUxznMDbQJ4HP8ApCMBsByisVgnsALmkSAduv7IsWI3SMVpTJGyzC1pC6LFmTc+QimUVSdCyqUNLokHbba4BROHozuFfcIWtYG+Rs7Vwa0ibbmOVt8QYA0ngvkh5hpsWjSAI8DHh1QlLAUqUVbteSCwjUQNPkb3S34hzOpWqtfT1NDbEF73ar\/NfZZmulCT2yl+heunfZmL4\/R6PB5KCA7T+0+6SYfBvoVn0nmeWkG2kkkeSrga9Q31OnzWzy41mzM6CPYz\/wCSVocIy+EPoZThfhvOTzuY5s\/tH07w10D2\/wApx8GUO2JsbUwHTae\/IPjaB6Lz2es013yd\/wBwF6bKA5tCnpGkloJgRve\/ur3S4+JGr6pd\/p\/u+EMsyyttMaiBHVMMnyt76RcBDT3hqgbWkeG+68tj8RVAID3GfEgI3Js4eKBoPe4kz39Ti3QYBZpG3N55KHQqoT3ReGYPsJur5uc\/4OY3EBri2RI6FLKz5KZVcppAa2AkO6kkAjz3S+tTW8ppxTyEr2riIHUKvgCzUNcxI2jZVqhDEKNw9AIzIs1nQDEmJjb0QZXSuIU2atEi+FwpeQIJkrmLw5YSCIvC3wGNdTcHAkEEQVnmWNdUcSSTJkz4oUsGjXIFAVq1MtMHdVXHHlDGlLJrh6BebflpVHNI3R2VZkaTpEbOFwDu0jlCYnEajP7BSWMlFJUUHFQt6+Le8BrnEhogX9f3Q4C6oRRyItcNV0mbeyyXQuyDlMY5rmHan5WiwFgALAdEC0Dn73XF1TkWnMsCtatYuiTsI9lm1REixG6ZpRbJiY8Vo1VpCDtPgdj5rZjETcZ02aU6gFyvR\/DmAdX+Rw6xN\/RJKGCD7Hn6Jtl2FGEqNcx5kfPqdHdIOrSPAA3PRRZyuxK1RlFxi\/i8BHxBgzThz2khsgadmTJuBsPErDL8H2gkd786pZ8SfEr6hHZPqOaR39bW3d6cRO6rl+d1i0Bjo8Ij9EhKmqT3N\/grLS3KiMn2eop5SRs0lUx2Be0sfGzoPk4H9wEtpZ1W5d+q5VzZ5i\/I9pE\/SV39NLCFNPXbG6Lf1EXxZh\/\/AFDuQWtj2285C9ph8seKbBE91v6BeHz9zv4hwv3g0DyNgvTDNnjYm1lZuC+Y1PVoylCEYh78nJ\/p90mx7RTN+eBYn05W1XO63Dikeb5zUJAdDnDnSDHqVR0VTWc4ENJp7ZTxJ8Hscoyao+nDQYPeaHHbUAfSbSvP5sOycWuImY3TD4e+K3aIdUd2xmBDWsdAOgF24QVf4fa8GrrcXbuBcCN7wY\/JTVO1cJ8BVVKu2XtXx4FL3BDuRtbDgWhZFrdBkHVxe0X4jy9kw2kNwkvAE5VKs4KsKjHqZnCqla0wNQ1GByQJPssnxwhM0a5lSVWVZcKqxuMziiiigMpkUXF1cX3EROAw4e6HODR1Mx9FguhRkSczr6UOgXTnA5M59J7wBDQJuOT0SUBE0sWQ0t6qUwcpmdeiWlUhRzpMlRSLTsR0KzFRXCJETslkKY1skAmOJRtCkEmqVC07L23wHmVF7iyoBZpMnaRHK6fKEtXGddftMZRkw9iwuDdTy06WnbkAlI6rnOEVWi82G2\/C93nuCoO0hro1TPeIDbWMxHivBUcPVbV0Oa98f1AHT9QhyolZjbyLaWasg5rhr9mTct\/tNuiJw2CLTML02ByyRJEJh\/KbcKFomnzwLW699HnW4eRsqvw1ot7r0Jyocu+q6zK2dQj+65Fo6lbjy2dYPXVpPEAGnTc64G5dHntwihh06pZKxt+4DEGJM95xm+1nAQLWWhytvULvd93LGNTrYyaSZ56vRIEJTWwBPC9w3KejguPyi3H3Q7NI5A69bs6PBHL4u8z4JlgsW9j2wzUywcJjuk3hNszy4tBOknyEpHkeEqVqsEuZTBuHHQ42MBsiNwPdC9zmuWuDSqs9tFyfSGmYYZsag6QT0iDvCTVWL6Tk+AodmC8zNiHE2i1\/aV8\/+LMxpCo5lMAaXOHhYwiYe7vgBpbHbZsgmKKoupiWtB7rtVhf0vv4rFhLr8KFF8GqlseGclcIXWifDzsoQhSHK5lYXFYqR4Kg3CZKYkwUZmOFY3TpeHS0EwDubxcIJQnzXJhlMpKisouyX9oWWrcPLC7U0QRbkzP2WTdphSVUVzlHCVs9jNLYcS4zqEWHrPksVYNMTH5+T7KyA2tpZOQrNatKVP1RQw8naPAcKkpbTPnagamzhF4fBlyLwWVuee6Ji58B1TMYqjgw41B2jz\/0wJEHqTcHjgbFXhN9oVla5PbHlnaOVUqY1PbqfAIB2Ejc\/SyyOPcx5qVNHZBjgWMAEztsL3jlCNz0vJMBureNilGZsJOoGR+fkq7sun8MlwTp6ZOzba\/sEZhmbHR2JqN6gwB\/+YJMeqxo5k7+9wPiZBS4SrNai1aidbwujelVpo1ezf7HNPMqwN3H9kzw+ev5JSjAm0FE9gmLHKSymeaurrcsYQ0Obu6rn81d1S4MVXMS26xAFRWNP5s7qoM2d1SnSrtap3zO93rGv84cOUJic9qcEoZzFUUFeve3yWjTUnyiv83rme9ZBPzapMh7\/eApjj02S7SiW6qcVtRv+n10JNyS\/g9Rk2c0mmmarqjnyDezAZtebnaSbIjDX1HEUqb5J7zWgOvteN\/VeOI8E7yqo5vec4npMk+G\/CS3SXMVyB1umrgnODw34\/4GmMyZoBdTnSRFxt4eduEkrYYhOqPxKxjiKjC5riAY6eDeXbx5nqiMVhGVnF2HINOLSZcT6COtv1VnbOSzJcmdCVkObM4+p5R1NUewgAxZNquEI4XcXWHZBmhsybxfYDr4fVA3rOBmNyfQrw1HVz9U9r5G4UG1CWw4nZwm3gkQJaeiLq44lgbOyunkdqsyB1qekrMrrjK4oY5FvBFxdUUFtx1o\/f8AdVauKKWUj0XKmo7TaduOPuVFFaPQLUfKNsK0dPyETRaNQsoolrzDs7Y6zXu4anFpN4tN+V53NDIE3878BRRPU\/2vwV0nzx\/kXNWuG3UUTMOxqfbOVmCdgu02jooogzL\/AO0LoD9UwC4omI\/KIW\/McIXIUUQ2UOFRRRcQdClQKKK8eifIuri\/54oRwXFEtZ2aNXRrhmjoFVx7yiiMvlC3+AesLn86r0OVvLaQLSWnexi8m9lFEJgNR\/ZX8jnNmjS0wJIBJ5JMySvOPUUWXL5xWoCrjdAjdRRNx6NLTl1UqKLmaUejqiiigof\/2Q==\" alt=\"Hermes Filosof\u00eda Pr\u00e1ctica: GUIA HISTORIA DE LA METAFISICA\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT0b40Iye7zkNy5PJrZ9j2MmcbCrB4yDfSs-XOhipFBCCD5C9sYfw&amp;s\" alt=\"\" \/><\/div>\n<div style=\"text-align: justify;\">\u00bfLa metaf\u00edsica? Una escalera que no hemos podido subir y una puerta, que tampoco hemos sabido cruzar. Es lo que est\u00e1 m\u00e1s all\u00e1 de lo material, incluso sobrepasa el mundo filos\u00f3fico de los pensamientos que se pueden constatar para adentrarse en ese otro \u201cmundo\u201d en el que la mente divaga y quiere llegar mucho m\u00e1s lejos\u00a0 de lo que le est\u00e1 permitido.<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/0909\/stephansquintet_hubblesmall.jpg\" alt=\"\" width=\"353\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Como nunca nadie pudo estar en otro Universo, tenemos que imaginarlos y basados en la realidad del nuestro, ralizamos conjeturas y comparaciones con otros \u2026 \u00a1Que podr\u00edan ser! En nuestro Universo existen cientos de miles de estrellas y mundos, m\u00e1s de cien mil millones de galaxias y, todo objeto se repite una y otra vez, y, siendo as\u00ed (que lo es) \u00bfpor qu\u00e9 no habr\u00edan de existir otros universos?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_Ct_JvLiwK_g\/SrDJYrjGJDI\/AAAAAAAAC3Q\/NubTwcE3fHY\/s1600\/en+un+universo+super+simetrico+2.jpeg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Hablar de una Naturaleza sim\u00e9trica ser\u00eda condenar a nuestro Universo a la monoton\u00eda de la igualdad, y, todos sabemos que en \u00e9l se encuentra todo lo que existe, la Materia, el Tiempo y el Espacio, todo ello acompa\u00f1ado por fuerzas que hacen de nuestro universo el que conocemos y, dentro de toda esa inmensidad, tambi\u00e9n se encuentran la simetr\u00eda y la asimetr\u00eda, en nuestro mundo el d\u00eda y la noche. La riqueza de la diversidad que conforma ese todo que el Universo es.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcR_lkMZoHss6_l6JgfKfS8UXpMdTOPWdsJR5EBXCFL2gDzYguZ6&amp;usqp=CAU\" alt=\"La simetr\u00eda en los seres vivos | La Verdad\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Asimetr\u00eda - Iconos gratis de comercio y compras\" \/><\/p>\n<p style=\"text-align: justify;\">La exploraci\u00f3n de la simetr\u00eda y la asimetr\u00eda en la Naturaleza comenzaba con el mayor de los objetos naturales: \u00a1El propio Universo! Y, hemos ido reduciendo gradualmente la escala de tama\u00f1os con estructuras cada vez m\u00e1s peque\u00f1as. En otras ocasiones hemos tenido aqu\u00ed mismo la oportunidad de hablar de la simetr\u00eda que encontramos en la Naturaleza de las plantas y de los animales. , desv\u00edamos nuestra atenci\u00f3n hacia estructuras todav\u00eda menores, las diversas subunidades que constituyen todas las sustancias materiales, vivas o inertes.<\/p>\n<p style=\"text-align: justify;\">de continuar y para aquellos que lo puedan desconocer, ser\u00e1 conveniente que tengan una conciencia clara de qu\u00e9 son exactamente estas unidades inferiores. Comenzando con las m\u00e1s peque\u00f1as y yendo despu\u00e9s en sentido ascendente, la escala ser\u00eda:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/_Ct_JvLiwK_g\/SrDJoTliqUI\/AAAAAAAAC3w\/kxLf8pz2j0A\/s1600\/en+un+universo+super+simetrico+5.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Las part\u00edculas elementales que est\u00e1n descritas en el Modelo est\u00e1ndar actual de la f\u00edsica de part\u00edculas que conforman la materia y las fuerzas con las que interaccionan y que, donde hemos podido saber, est\u00e1n divididas en familias:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ranivale.weebly.com\/uploads\/3\/0\/4\/3\/30432788\/778539_orig.jpg\" alt=\"Part\u00edculas Elementales - Portafolio F\u00edsica Moderna\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Leptones: part\u00edculas puntuales con una dimensi\u00f3n espacial inapreciable. Los seis\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>conocidos\u00a0 son el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electr\u00f3n<\/a>, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">mu\u00f3n<\/a>\u00a0y el tau\u00f3n, y el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">neutrino<\/a>\u00a0asociado a uno de ellos, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">neutrino<\/a>\u00a0electr\u00f3nico, mu\u00f3nico y tau\u00f3nico.<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/VxIpdMzuUao17c74OdAcJH4D6FLdXldfBVehjYiu67_QHOvVgAEzM-exS9gljr9SiBQi0U3DrkN2dmwhqwRdJ5OKnCzvEVgGjqUpSCSF8yS1VW5dWvhmGlngar_4eWhM95I\" alt=\"Hadr\u00f3n, part\u00edcula subat\u00f3mica \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>Hadrones: Son aquellas part\u00edculas que se cree que est\u00e1n compuestas de peque\u00f1as part\u00edculas puntuales llamadas\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">quarks<\/a>. Se han identificado cientos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a><\/a>, de los cuales los m\u00e1s importantes son el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0y el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, ya que junto con el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electr\u00f3n<\/a>\u00a0forman la materia ordinaria.<br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>Bosones: Part\u00edculas de \u201ccambio\u201d, part\u00edculas \u201csoporte\u201d, part\u00edculas \u201cmensajeras\u201d o part\u00edculas \u201cindicadoras\u201d. Contienen o son intermediarias de las cuatro fuerzas: electromagnetismo (conducido por el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">fot\u00f3n<\/a>), la fuerza d\u00e9bil (conducida por los vectores\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a>\u00a0intermedios), la gran fuerza nuclear (por los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a><\/a>) y la gravedad (por el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>\u00a0a\u00fan no detectado). A finales de l\u00f1os a\u00f1os setenta, las fuerzas elecdtromagn\u00e9tica y d\u00e9bil se unificaron en lo que llamamos la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a>. La teor\u00eda electrod\u00e9bil predice un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">bos\u00f3n<\/a>\u00a0masivo denominado part\u00edcula de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>\u00a0que,seg\u00fan los del CERN, se caz\u00f3 en el a\u00f1o 2.012. Sin embargo, faltan muchas explicaciones sobre dicho hallazgo.<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong><br \/>\n<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/2.bp.blogspot.com\/-PHMpPLnTfOM\/T8fQmxpUxNI\/AAAAAAAA85Q\/knsJyqe4Q3Q\/s1600\/dibujo20120530-massive-ew-%3Ca%20href=\" alt=\"\" width=\"580\" height=\"218\" \/><\/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 Representaci\u00f3n de los tres\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a>\u00a0intermediarios en la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza electrod\u00e9bil<\/a><\/a><\/p>\n<p style=\"text-align: justify;\">Una vez descritas, muy someramente, las part\u00edculas de la materia y las fuerzas que rigen el universo conocido, tendr\u00edamos que pasar, de inmediato, al paso pr\u00f3ximo que estar\u00eda representado por el \u00e1tomo que, hasta donde conocemos, es la menor unidad estructural en la que dividirse la materia sin que pierda sus propiedades. En el centro de todo \u00e1tomo est\u00e1 el n\u00facleo, que debe contener al menos un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, pero habitualmente est\u00e1 formado por una mezcla de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">protones<\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">neutrones<\/a>. Alrededor del n\u00facleo, agrupados en \u201ccapas\u201d, est\u00e1n los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electrones<\/a>. El \u00e1tomo m\u00e1s sencillo, el de Hidr\u00f3geno, un n\u00facleo con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, alrededor del cual se mueve un \u00fanico\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electr\u00f3n<\/a>. El \u00e1tomo m\u00e1s complejo que se ha encontrado en la Naturaleza es el del Uranio, con 92\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/03\/fisica-una-clase-sencilla\/#\">electrones<\/a>. En el laboratorio se han encontrado algunos\u00a0 elementos m\u00e1s complejos a los que se llaman transur\u00e1nicos, es decir, que van m\u00e1s all\u00e1 del uranio y que no se encuentran en la Naturaleza, son artificiales.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_q2WG0s7RTcA\/TGkgYGE3VVI\/AAAAAAAABIA\/hJS2WiKmomM\/s1600\/en+su+soledad+de+Toni.jpg\" alt=\"\" width=\"629\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">A merced del Universo, sobre el fr\u00e1gil puente de nuestra ignorancia y ante la luz cegadora de nuestras propias mentes que no nos deja \u201cver\u201d el infinito mundo del conocimiento de las cosas, de la Naturaleza y de nosotros mismos. present\u00f3\u00a0<em>\u201cEl Origen de las Especies\u201d<\/em>, all\u00e1 por el a\u00f1o 1887, Thomas Henry Huxley dijo:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El conocimiento y la generaci\u00f3n de teor\u00eda a lo largo de la historia\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBw8QEBANDQ8NDw4NDw0PDQ0NDQ8PDw4NFREWFhURFRUYHTQgGBolGxMWIT0hJikrLi4uFx8zODMtNyktLisBCgoKDg0OGhAQFy0dHiUtLystKy0tLS0rLS8tKy8uLS0tKy0rLS0tLS0rLTUtLTUtLS0rLS0tLS0tLS0tLS0rK\/\/AABEIAMEBBQMBIgACEQEDEQH\/xAAbAAACAgMBAAAAAAAAAAAAAAAABAEDAgYHBf\/EAEQQAAICAQEFBQQGBAwHAAAAAAABAgMRBAUSITFBBlFhcYETIpHBMlKhseHwB0Ky0RQVIzRDU2JygpTS8RYkM3OSk9P\/xAAaAQACAwEBAAAAAAAAAAAAAAACBAADBQEG\/8QAKxEAAwACAQQABAYDAQAAAAAAAAECAxEEEiExMgUTIkEUUVJxkbEzQoEj\/9oADAMBAAIRAxEAPwDmwAB6kTAAAhAAAIQAACEAAMlEhDElIsUDNQIC6KVAyUC9QMlA4C6F\/Zk+zGVANwmznULbgbg17MjcJsnUK7hi4DbgQ4E2dVCjiRgacDBwOnVQuBY4GLiQLZiAAQ6AABCAAAQgAAEIWU9fQkinr6EiWX3ZdPgqAAHSkAACEAAAhAJUTKMS6MCAtlcYFsYFkYFkYHNlborjAzUC2MBPaet9lGajxnGEZeW9LdRXeRQtsGd09IvcorOZRWOeXy8+4Xs2nRH+kT44SjxeTVLtVOSUXKTiune+rfe\/FlJmX8Qr\/VDa4y+7Nu\/jepfS3orvzCX2ReTG\/bmnjycpvujH5s1MCv8AH5NBfh4NlXaKrrXYvJxY1TtnTy\/Wcf70Xw9VwNQyZV2OLym18\/A5POyryR8eDfIbslvRaknyaaaBwNUo2vuvLpq5Y\/k8158WlwfwPY0O3KniM1KCfDMnvYfj4D2PmRXZ9ha8FT47noOBg4Dm7nivsMHAbTKVQm4FcoDkoFcoBbDVCUoGDQ3KBVOB0sVFAGUomJ0MAACEAAAhCynr6EkU9fQkSy+7Lp8FQAA6UgAAQgFkIhCJfCJwCqIjAujAmES6EDjZU6MYwLYwM4wLowBKnRXGBqXaeLeo3UuKrjnjwfF8fuN1jA1ztfRXHcu3sXP3VD60Fnj4YyJ81bxlvFv\/ANNGpsglkGMagABOCEIAndfc\/gQQgEkAQg7s3aEqZJpy3esVLCfpyNz0GsrvW9W+WMrqvQ5+O7K18qLFZHiuU4\/Wj1G+PyXjen4KM2FWtryb1KBVKAxproWwU4PMX18QlA2U01tGZtp6YlKBTKA7KBVKAWyxUJSgUSiPTiUTiEmWzQsBlKJidLQAAIQsp6+hJFPX0JEsvuy6fBUAAOlIGcImMUX1xIcbMoRL4RIhEvhEFsopkwiXQgEIjEIglNURGBbGJMIl8IA7KXRVNqMXOTSjFOUm+iSy2c22vrnfbK18m8QX1YLkvz3m1dtto7kFpov3rPes8K0+C9WvsNJZlc3N1V0L7GlwsWp639yCUs8ECPV2dos8WuP54GfVKVtj6WxfTaBy5\/gerRsrw+5fie3s\/Z3Lh5Y+Xge9pdl+Hr+LM3NzNDEYjT\/4q8P2he7ZXh8zoq2Q8cv2hXUbK8M\/b+JRPN7hPEcw1Oz2uX4fgIyi1wfA6Br9m8+H+3zNX2locdOX2fgaOHkKyi8ejxQJaxwIGis2bsfrmpPTtrdnmUU\/rY6P05G2Sgcy09zhJSjjK70mmu5pm6dnNoRsi8yrjLPGtzeceGXy+JpcPkaXQxDl4f8AdHpzgUyiOSRVOBpJiKoRnEonEdnEonEJF80JTiUSQ7OIvOIRdLKQBgdLCynr6EkU9fQkSy+7Lp8FQAZRQ6UmdcRiETCtDFaOMppmcIjEImFcRiuIBRTM4RLoRIhEvhEFlFMmESyUlGLnJ4jBOUn3JLLMoRKNt1N6XUKPN02Yx191gXWk2Vz3pJnMNp6yV9s7pc5ttL6sekfgKEsgwG9vbPRpJLSGNFVvS8vvNv2TpFw4f7fia5siHHPm\/kbzsarl4fLgZ\/MyaGMUmxbB2RK2ca4JOUnjw4c2\/BHU9k9ndPQl7iss62Tim8\/2Vyijxv0faJKNl2OOY1xfcksy+OV8DdIwMzDieV7Dy3p6KlWu5Y8hHX7H09yasqjn68VuzX+JHr7vDBXKA3k4WkUqzkPavs89PPd+lCWZVzxjK\/1I59tfR8+Hf+J37trpVPSyljjVKM0\/Dk19pxnbVOM+Gfsf7mKYqcX0jHtOzmm0Kd2Wfz4Ch7O2q8Z8Pk\/xPGN\/G9yKUtMDYuy2pqg2mpStk\/dgq3NvyafD4GumcJNNNNprk08NMtiumtgXPUtHVnHgUTiLdnJKWnhJK33lmUrJbzcuvvZ4ofnE3sddUpmFS6Kcic4i84js0L2RLQ5YlOIvOI7OIvZE6hiWJTRgXziUtBl8mdPX0JIp6+hIll92Xz4Ki2tFaL60Oi9FsEM1oqrQxWgGUUy2uIzBFVaGa0CxemWQiMQiV1oYriCxemZwief2j2rXpaJOTTssjKNVfWTaxl+CyVbf7QV6SO7wnfJZhX3L60u5fec32hrrL5u26TlOXwS7kuiEuRyFP0ryNcTiPI1ddl\/YsyCWQZRtnrbHfz+83vY0vn96ZzvZtuJfb8mbrsfUcvT7PwM7mw2MYmdz7A2J6ecesbW35OKwbVE5Z2I23GizE3iq1RjN\/Vx9Gflxa9TqUHlcOvIo4VJLX3RzMu5ZkxkYgx+r6l3KtHj9q5paS7PWKS83JHE9uS5\/4vkjonbrbsZf8vU8xrlmclylYuUfJHKts6rn+fL7TI7Xm7DUrUdzUdty5+v3niHobVty8fnh+J55uYlqRWn3AsphvSUcpZeMy5Lz8CszrlhqSxwaeHy4FgJ0vs3prKtPCqyLTjvZzzTb5dzXc0PziWaG6NlVdkPoyhF4+q8cYvy5E2I3sS1CSPOZLbyNtaEpxKLEOWRF5otQcsSsiLWIdsQtYg0MSxOaF5obsQtYgkMQyKevoSRT19CRPL7sanwYRGK0UVjNY4xay+tDNaKK0NVoBi1MvghitFMEM1oFi9MurQxWiqtDNaBYvTNW7XdmZXt6nT8bcJWVZ+mkuDj446dTn04tNpppp4afBp9x23UaiNVc7pvEa4ynLySOK6q52TnZL6Vk5Tl5yeX95lcyJmtr7mv8Oy3cNV4XgqAAEzRMoSw010Nh2VreXH8\/vNcLabnF5XwK8mNWgpejpezdo8uPw+X7jp3Y3tVipwvcJQg0q276a5rhxjiySbRwDQ7T8fP8Ubt2Y2m3XPG+\/fX0adNYvorrZx9BHHxtZdlt5Nwdq\/4r0\/8AZ\/zWj\/8AoeT2n7WL+DyVDjGUmoyl\/CNPKSg+e6oTbz49DRP4wn3W\/wCV0B5vaDaUlQ299LehxlRpILn9aHFDebAnD0Uxa6kU7S2jz4\/Lh8kajtXX8+P57ynW7U8fz8zw9Re5vwFuPxenuy68mzC2e88mAAaBQBnXXKTUYpyk+UYptvySMC3T3ShKM4SlGUGpRlF4kmu59CEOmdkNXG3SxX9JSlXanwlwXut+nXwPVsR53Z7adV0G4zrck\/ezX7KzMm2k1nD455cOB6liNvA\/oR5zkLWV9tCdiFrEOWIWsReiSxSxC1iHJoVsQaGJYpYhaxDdiFrEEhiSqrr6ATX19AFMvux2PBjWNVi1Y1AcYrYxWhmpC9YzUALUMVoZrQvWM1gsWoZrQzWhesZrAYvRjtGqqVFsdRwpcJe1ecYiuOc9\/A4tqN3elub25vPc38b27nhnHXB27UaWF1c6bFmFkXGSTw8PuOQdodlS0l8qJPeSxKE8Y3q3yf57jO5svaejT+F2vqnff8jzAJIEDXAAAhCUz2dh7TUG65+yxN5Vl1ftMPu8F4nigQj7m72aiaW9GOilHvVcMfeeHtXa8pxdW5QuKe\/VFJrHTKPEA62Cp0S3nmQAHAgAlHu6LYDs3E2l7SuFkJxlHipdN183HdnlJ55M6k34OVSlbZ4J7XZ\/ZVWqkqvaShdnKg93dsr67sv1ZLyZ7uyuyE6rN\/U2VQhGThLLjya57s1iSfLo+Ka7jbIdl9F7slp61u4cXH2kZZ5pvjzGMXHqu7Qjn52OOyf\/AFGGx9iw00Ut2l2JYdkKlGbXi+r8eGe4bsQ1KOFhZwu9tv4sWsNWJUrSMR3V11U9itgtYhqwWmWItlisxawamK2BoZkVsFrBqwWsCQxBXWufoQTX19AFMvux6F9KMKxqsUrGqxxilDVYzUK1jVQAvQzWNVitYzWCxahqsZrFaxmsBi9DVZzz9KFWNRTPHCdG7nxjN\/6kdCrYh2k2FDW1KuT3LINyqsxndbXFNdU+HwF+RDuGkHw804syqvHg4wQbXf2B10X7qpmujjaln\/ywUf8AA+0P6qH\/ALqv3mX8q\/yZ6D8Th\/Wv5NbA2iPYPXvnGled0fkZW9gtbGEpfyMnFZUIzk5S8FlYyT5V\/kT8Vh\/Wv5NVAlxxwfB9zIKy8AACEAAAhD3+xGjhdra4WpSgo2ycXyliDwjoez9grT+5RuqLbzvqc4T5YbipL3kl5PL8lzXsnrFTrKLH9Fz3JeEZrdz9uTsyHuLM0u\/kxfieTJFpJ9mjGqDS4tN+EVFJ+C6GciUYzY+jF3ti9gtYMWC1jDRfItYLTGLBaxhIYkXmK2DUxWwJDMi1gtYM2CtgaGIMK+voAV9fQgUy+7H4f0orrGqxSDGa2OCljdbGa2KVsZrYLF6Q3AZrYrBjFbAYtSHK2M1sTrYxWwWL0hytjMGJ1sZrkCL0i1mLMiAQDEgyIwCzpyft5s32GrlKKxDUL2scclNv318ePqa0dN\/SVo97TQu602Yz\/YmsP7VE5mzJzz020ep4WX5mGW\/2\/ggAAqGgAAIQlM7X2a2itTparv1nHdsXdZHhL9\/qcTRuX6Odseyvelsf8nqXmD6RuS4fFcPRDHGydN9\/uIfEcHzcW15Xc6ciuxlkmL2M1kebSKrGLWMusYtNhIvlFNgtYy6xi1jCQxKKZsVsGLGLWMNDMi9jFrBixi1jCQxJhW+foAVdfQgUy+7HoX0lcRitixdWx0WocrYxWxSDGK2AxekO1sYrYnXIYgwWL0h2tjFbE4SL62CxekOwkMQkJVyGISBZRSHYSMmLwkXRkCylokjBkQCcPH7W0b+i1MeeKpTXnD3vkcZZ2XtXtSrTaaz2jTldCyuqv9acnHHwWeZxpmdy9daPQfClXynvxvsQAAKGoAABCAZ1zcWpRbUotNNc00+DMAIQ7R2e2t\/CtNXd+vjdtXdZHg\/jz9Rycjnf6Otpbl09M37t8d6Cf9ZH98c\/BG\/zkbPHvrhM81y8HysrS8eUYTkLzZnOQvZIYRXKK7GLzZZYxebCQxKKrGLWMtsYvYwkMSimxi1jLrGLWMNDEoyp6+gEU9fQkTy+7G58FRnBmBKHSljUJDFbE62MQkCymkOQkM1yEoSGK5AsXpDsJDEJCUJF8JAtFFIdhIvhMShIuhIHRRUjsJF0JiUJl0ZglTkdjM87b+3adHX7Sx5nLKqqT96yXyXiKbd29VpK9+fvWS\/6dSfvTff4LxOVbU2jbqLJXXScpS5LpGPSMV0SFORnUdl5HOHwHlfVfr\/Zltfaluqtd10syfBJcIwj0jFdEIkkGY3vuz0CSS0gAAOHQAAIQAACEG9map03VXL+jnGT8s8V8MnXpTzxXJ8V5HF0dW2VqN\/T0TfOVNefPdSZocGu7kzPiMbU0NzkLzkZTkUTkaSRnTJjOQvZIznIXnIJF8orsYvNlk5C85BIYlFdjF5MsmyoIvlFlPX0JIp6+hInl92MT4KgAB0pLIDEAA4yuhiBfAkAWUUMVl0AAEoovgXRAAWUUXRLYgBwqo5r24\/ns\/7lf7J4AAYWb\/JR6Tjf4p\/ZGIABWXAAAQgAAEIAABCExOmdnv5pR\/2194AO8H3f7CPxD0X7jcyiYAayMySiwomABF8i8xewACRfIvMxAAi9FlPX0JABLL7sunwf\/9k=\" alt=\"Los 4 condiciones que influyeron en el conocimiento de un grupo de ...\" \/><\/p>\n<blockquote><p>\u201cLo conocido es finito, lo desconocido infinito; intelectualmente nos hallamos en un islote en medio del oc\u00e9ano ilimitado de lo inexplicable. La tarea de cada generaci\u00f3n es reclamar un poco m\u00e1s de terreno, a\u00f1adir algo de extensi\u00f3n y solidez de nuestras posesiones\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Como es algo que me despierta la curiosidad, con bastante asiduidad, hemos hablado aqu\u00ed del Tiempo, y nos hemos preguntado qu\u00e9 puede ser. He dicho que pasado, presente y Futuro es s\u00f3lo una Ilusi\u00f3n que llamamos Tiempo. Sin embargo, nosotros, los humanos, estamos condenados a vivir en un perpetuo presente, nunca podremos conocer eso que llamamos futuro y que ser\u00e1 el Tiempo de los que vendr\u00e1n detr\u00e1s de nosotros y, la paradoja es, que para ellos, tambi\u00e9n ser\u00e1 un Tiempo presente. Nadie nunca podr\u00e1 conocer el futuro. Bueno\u2026 \u00a1Imaginarlo S\u00ed!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-DJo1wxvXAC0\/TaYnYaVjmCI\/AAAAAAAAAWQ\/VGLS3Gro0rU\/s1600\/palms-clock.jpg\" alt=\"http:\/\/4.bp.blogspot.com\/-DJo1wxvXAC0\/TaYnYaVjmCI\/AAAAAAAAAWQ\/VGLS3Gro0rU\/s1600\/palms-clock.jpg\" width=\"804\" height=\"603\" \/><\/p>\n<p style=\"text-align: justify;\">Esta misma entrada ha sido vista aqu\u00ed en varias ocasiones pero, lo que representa, tiene el derecho a que sea divulgada una y otra vez. Se trata de la historia de intr\u00e9pidos viajeros-aventureros que con su valor, hicieron posible el conocimiento de nuevas tierras y nuevas gentes. Algunos ten\u00edan en la mente la existencia de lugares maravillosos y no se paraban a pensar en los peligros que tratar de descubrirlos conlleva. Otros, buscaban tesoros y no pocos sal\u00edan en busca de las aventuras que esperaban vivir en asombrosas situaciones, lugares y gente que ni pod\u00edan imaginar.<\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/picasaweb.google.com\/LunaBruna1\/Mapas\/photo#5071602685472658978\"><img decoding=\"async\" src=\"http:\/\/lh6.google.com\/LunaBruna1\/RmHzxZ2D1iI\/AAAAAAAAAFE\/wONuxIe9ML8\/s640\/El-mundo-seg%C3%83%C2%BAn-homero.jpg\" alt=\"\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">Parecida era la concepci\u00f3n de la tierra representada en el primer mapamundi griego del que se tienen referencias. Hablan de \u00e9l y lo describen Her\u00f3doto y Estrab\u00f3n. Lo dibuj\u00f3\u00a0<strong>Anaximandro<\/strong>\u00a0<em>(ca.<\/em>\u00a0611-545 a.C.) y sabemos que el mapa abarcaba todo el \u00e1mbito de la tierra habitable con todos los mares y r\u00edos conocidos. La tierra, seg\u00fan la represent\u00f3 Anaximandro, era un cilindro oblongo, dos veces m\u00e1s ancho (de Este a Oeste) que alto (de norte a sur). Se distribu\u00eda alrededor del mar Mediterr\u00e1neo y estaba a su vez rodeada por un r\u00edo-oc\u00e9ano. Esta tierra cil\u00edndrica y oblonga estaba habitada \u00fanicamente en su disco superior -al que los griegos llamaban ec\u00famenos, diferenciando la tierra habitada y habitable de la tierra-planeta-, y permanec\u00eda libremente suspendida en el centro de una esfera completa que era el cielo. No se ca\u00eda, porque al ser equidistante de todo, no pod\u00eda caer hacia ning\u00fan lado.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Lista: Visi\u00f3n de la creaci\u00f3n y el Universo en distintas culturas\" \/><img decoding=\"async\" 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\" alt=\"Psicolog\u00eda: Los cinco cient\u00edficos que cambiaron nuestra concepci\u00f3n ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Origen del Universo: Hind\u00faes\" \/><img decoding=\"async\" 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\" alt=\"Origen del Universo: Hind\u00faes\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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alt=\"Los Anunnaki, Mito De La Creaci\u00f3n Sumeria del Universo -CAPITULO 1 ...\" \/><img decoding=\"async\" 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\" alt=\"Los or\u00edgenes de la humanidad seg\u00fan los antiguos textos sumerios ...\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQVzuMJSnO1CsJyAAGTJ_VNMTHx2jF9yQ-m2M2OxrpKERzu3uAT&amp;usqp=CAU\" alt=\"EL Viento y la Luz: La Creaci\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSR6dX1OtHxjfRDijtEMoZA9HrSOQ24TVQHPUpAc8cL1Uyc7r54&amp;usqp=CAU\" alt=\"Andres Balbin zapata on Prezi\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 La concepci\u00f3n del mundo ha sido siempre muy variada para los distintos pueblos<\/p>\n<p style=\"text-align: justify;\">Pasamos a comentar hechos y sobre personajes que, en distintas \u00e9pocas y partes del mundo, hicieron posible el avance de nuestros conocimientos, todos y todo contribuy\u00f3 a ello, cada cosa y cada personaje en su medida, y, unificados lo hicieron posible.\u00a0 Hoy nosotros,\u00a0 podemos aprender de todo aquello, y podemos saber como llegaron a conseguir los conocimientos que tenemos en muchos aspectos de nuestras experiencias transmitidas por estudiosos de hace muchos siglos.<\/p>\n<p style=\"text-align: justify;\">Aquellos hombres arriesgaban sus vidas por saber, fueron muchos de los cl\u00e1sicos griegos los pertenecientes a este grupo viajero, y, a pesar del riesgo que ello conllevaba, viajaban a lugares lejanos buscando saber de matem\u00e1ticas o de astronom\u00eda.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/o5xXCA7qqjJHcVcfLSPPNIrgkvzYP7NnVFy0IM1kDvTqTT-x_WtG0I3BNrrLgpkIWfqPgcZyP-vO6-8p2f2OVK85jCM\" alt=\"Sistemas Complejos : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Todos hemos o\u00eddo hablar, con m\u00e1s o menos frecuencia, de \u201cSistemas Complejos\u201d, aqu\u00ed mismo en estas p\u00e1ginas, la palabra sale a relucir con cierta frecuencia y, no me extra\u00f1a que \u201cla palabreja\u201d cree una barrera, dado que, para muchas personas, \u201ccomplejo\u201d significa \u201ccomplicado\u201d y suponen autom\u00e1ticamente que, si un sistema es complicado, ser\u00e1 dif\u00edcil de comprender.\u00a0La naturaleza posee una fuerte tendencia a estructurarse en forma de entes discretos excitables que interact\u00faan y que se organizan en niveles jer\u00e1rquicos de creciente complejidad, por ello, los sistemas complejos no son de ninguna manera casos raros ni curiosidades sino que dominan la estructura y funci\u00f3n del universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/-eDWCZQMUp7E\/UreoFY2FzCI\/AAAAAAAADTc\/ykjp3RlihFU\/s1600\/estructuramedioambientene8.jpg\" alt=\"\" width=\"304\" height=\"297\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que, no siempre ese temor a lo dif\u00edcil y complicado, est\u00e1 justificado y, tal suposici\u00f3n no es, necesariamente correcta. En realidad, un sistema complejo es tan solo un sistema que est\u00e1 formado por varios componentes m\u00e1s sencillos que ejercen entre s\u00ed una interacci\u00f3n mutua que, naturalmente, tiene sus consecuencias. Si miramos la imagen de arriba, vemos una inmensa y hermosa Nebulosa que est\u00e1 formada por una serie de \u201ccosas\u201d sencillas como lo son el gas hidr\u00f3geno y el polvo interestelar entre otros y, en presencia de energ\u00edas, la gravedad y otros par\u00e1metros, ah\u00ed ocurren cosas tales como, el nacimiento de estrellas y la aparici\u00f3n de mundos\u2026entre otras.<\/p>\n<p style=\"text-align: justify;\">Los grandes triunfos de la Ciencia se han logrado, en gran medida, descomponiendo los sistemas complejos en sus componentes simples, es decir, estudiar por partes lo que all\u00ed est\u00e1 presente (en caso necesario, como primera aproximaci\u00f3n, dando el paso suplementario de pretender que todos los componentes son m\u00e1s sencillos de lo que son en realidad) para llegar a comprender el todo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/educnet.files.wordpress.com\/2010\/06\/realidad-leon.jpg\" alt=\"\" width=\"271\" height=\"320\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 No siempre vemos lo que es<\/p>\n<p style=\"text-align: justify;\">Nuestra realidad es que uno de nosotros percibimos, entendemos y actuamos de manera diferente en la vida. Cada uno poseemos nuestra propia realidad del mundo y de nosotros mismos. Estamos construidos a base de creencias, y esas creencias son las que influyen de manera decisiva en nuestra realidad y en nuestra conducta, por lo tanto, son las culpables de que consigamos o no nuestros objetivos. B\u00e1sicamente nuestra realidad est\u00e1 formada por nuestras creencias.<\/p>\n<p style=\"text-align: justify;\">Ninguna idea nos ha llegado de manera instant\u00e1nea y depurada en todos sus conceptos, sino que, han sido ideas que han tenido que ir siendo depuradas m\u00e1s y m\u00e1s a conseguir esa realidad que busc\u00e1bamos haciendo que, el esquema encontrado, se parezca lo m\u00e1s posible al mundo que nos rodea y que podemos observar. Esa es, en pocas palabras la historia de la Relatividad de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0que ajunto muchas ideas\u00a0 y conceptos conseguir sus teor\u00edas que est\u00e1n muy cercas de lo que el mundo es.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Valle Marineris\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sinc\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSoL7yWzfA7gRBKPGrIpb5hJ03hpHs__GjB9Sh3v1dAp5SLId9V&amp;usqp=CAU\" alt=\"All sizes | Mars - Valles Marineris | Flickr - Photo Sharing!\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQOGMqneYn8NqGgJxhSP24u_zZF6x4gpBJ8grbKfpaatbWh9zKs&amp;usqp=CAU\" alt=\"Valles Marineris of Mars - The ice volcanoes of Triton\" \/><\/p>\n<p style=\"text-align: justify;\">El Valle Marineris es, de hecho, el m\u00e1s complejo entramado de ca\u00f1ones fluviales de todo el Sistema Solar con una longitud de 4 100 kil\u00f3metros, una anchura pr\u00f3xima a los 500 y zonas en las que la profundidad alcanza algo m\u00e1s de los cuatro kil\u00f3metros. Aunque la primera impresi\u00f3n pueda ser la de que la conformaci\u00f3n se debe a movimientos de la corteza marciana, lo cierto es que, despu\u00e9s de muchos estudios se puede dar por hecho que fue el agua el verdadero agente que model\u00f3 lo que podr\u00edamos considerar como uno de los m\u00e1s bellos y extensos \u201cParques Nacionales\u201d de todo el Sistema Solar.<\/p>\n<p style=\"text-align: justify;\">V\u00eda L\u00e1ctea (como otras galaxias espirales) es una zona de reducci\u00f3n de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>\u2026, as\u00ed se deduce de varios estudios realizados y se puede argumentar que, \u2026 Efectivamente, existe un par\u00e1metro oculto universal que crea la Entrop\u00eda negativa que, como por ejemplo hacemos nosotros al reproducirnos, estamos luchando contra la Entrop\u00eda destructora y creamos nuevas vidas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/k42.kn3.net\/taringa\/8\/0\/7\/1\/2\/5\/6\/nicolas3154\/832.jpg?5611\" alt=\"\" width=\"600\" height=\"339\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p><strong>\u201cUna inteligencia que conociese, en un momento determinado, todas las fuerzas que operan en la Naturaleza, as\u00ed como las posiciones moment\u00e1neas de todas las cosas que constituyen el universo, ser\u00eda capaz de condensar en una sola f\u00f3rmula los movimientos de los cuerpos m\u00e1s grandes del mundo y los de los \u00e1tomos m\u00e1s ligeros, siempre que su intelecto sea bastante\u00a0 poderoso para someter a an\u00e1lisis todos los datos; para \u00e9l nada ser\u00eda incierto, el pasado y el futuro estar\u00edan presentes ante sus ojos.\u201d<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/curiosidades.batanga.com\/sites\/curiosidades.batanga.com\/files\/como-nace-una-estrella-1.jpg?noredirect\" alt=\"\" width=\"636\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Inmensas galaxias cuajadas de estrellas, nebulosas y mundos. Espacios interestelares en los que se producen transmutaciones de materia que realizan el asombroso \u201cmilagro\u201d de convertir unas cosas en otras distintas. Un Caos que lleva hacia la normalidad. Estrellas que explosionan y riegan el espacio de gas y polvo constituyentes de materiales en el que se forjar\u00e1n nuevas estrellas, nuevos mundos y nuevas formas de vida. As\u00ed es como ocurren las cosas en este universo nuestro que no hemos llegado a conocer. De hecho, ni sabemos a ciencia cierta si su \u201cnacimiento\u201d fue debido, realmente, al\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/12\/durante-el-ano-2-015-%C2%A1hablamos-de-tantas-cosas-aqui\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">Me gustar\u00eda continuar con el resumen de lo que hemos tratado durante todo el a\u00f1o pero\u2026 \u00a1Es dificil! \u201cEl Tiempo\u201d me lo impide y, ya seguiremos hablando de todos estos temas interesantes en el a\u00f1o venidero que, nos dar\u00e1 muchas sorpresas con nuevos descubrimientos e inventos\u00a0 que nos llevan a ese futuro que nunca podremos conocer.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F04%2F04%2Fsi-hablamos-del-universo-%25c2%25a1el-tema-es-complejo-4%2F&amp;title=Si+hablamos+del+Universo%26%238230%3B+%C2%A1El+tema+es+complejo%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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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Resuelto el misterio de formaci\u00f3n de Agujeros Negros Part\u00edculas infinitesimales que se juntan para formar \u00e1tomos, \u00e1tomos que forman mol\u00e9culas, mol\u00e9culas que forman la materia que interacciona con las fuerzas fundamentales del Universo en el que se forman estrellas galaxias y mundos, y, en alguno de ellos&#8230; \u00bfLa Vida? La F\u00edsica 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":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25129"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=25129"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/25129\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=25129"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=25129"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=25129"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}