{"id":27296,"date":"2021-10-22T05:17:54","date_gmt":"2021-10-22T04:17:54","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27296"},"modified":"2021-10-22T05:17:54","modified_gmt":"2021-10-22T04:17:54","slug":"siempre-tratando-de-conocer-el-universo-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/10\/22\/siempre-tratando-de-conocer-el-universo-3\/","title":{"rendered":"Siempre tratando de conocer el Universo"},"content":{"rendered":"<p style=\"text-align: justify;\">\u00a1El Universo! Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son tantas las cosas que a\u00fan tenemos que aprender de \u00e9ste Universo Inmenso!<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Las primeras estrellas en la historia del universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRptivZcUnnyN9AjkFiGhRtCMAj1tXobsRQwDyISjaNdgYIxww6jbRoDY8vlNdW2hNtLnk&amp;usqp=CAU\" alt=\"Las primeras estrellas aparecieron antes de lo que se cre\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Las primeras estrellas aparecieron despu\u00e9s de cientos de millones de a\u00f1os<\/p>\n<p style=\"text-align: justify;\">Al principio, cuando el universo era sim\u00e9trico, s\u00f3lo exist\u00eda una sola fuerza que unificaba a todas las que ahora conocemos, la gravedad, las fuerzas electromagn\u00e9ticas y las nucleares d\u00e9bil y fuerte, todas emerg\u00edan de aquel <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a> opaco de alta energ\u00eda que lo inundaba todo. M\u00e1s tarde, cuando el universo comenz\u00f3 a enfriarse, se hizo transparente y apareci\u00f3 la luz, las fuerzas se separaron en las cuatro conocidas, emergieron los primeros <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> para unirse y formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, los primeros n\u00facleos aparecieron para atraer a los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que formaron aquellos primeros \u00e1tomos. Doscientos millones de a\u00f1os m\u00e1s tarde, se formaron las primeras estrellas y galaxias. Con el paso del tiempo, las estrellas sintetizaron los elementos pesados de nuestros cuerpos, fabricados en supernovas que estallaron, incluso antes de que se formase el Sol. Podemos decir, sin temor a equivocarnos, que una supernova an\u00f3nima explot\u00f3 hace miles de millones de a\u00f1os y sembr\u00f3 la nube de gas que dio lugar a nuestro sistema solar, poniendo all\u00ed los materiales complejos y necesarios para que algunos miles de millones de a\u00f1os m\u00e1s tarde, tras la evoluci\u00f3n, apareci\u00e9ramos nosotros.<\/p>\n<p style=\"text-align: justify;\">\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:ANd9GcTZoNaKVFd4x_AbmFBzALQMEtRgzIs73HFt4IdEAyCkFVZrDmJWfcIoRwGXlnLRdON-dt4&amp;usqp=CAU\" alt=\"Cient\u00edficos explican c\u00f3mo se hizo la luz en el universo | RPP Noticias\" \/><\/p>\n<p style=\"text-align: justify;\">La liberaci\u00f3n de los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> hizo un universo transparente y la luz, recorri\u00f3, desde entonces, todos los confines del Cosmos<\/p>\n<p style=\"text-align: justify;\">Las estrellas evolucionan desde que en su n\u00facleo se comienza a fusionar hidr\u00f3geno en helio, de los elementos m\u00e1s ligeros a los m\u00e1s pesados. Avanza creando en el horno termonuclear, cada vez, metales y elementos m\u00e1s pesados. Cuando llega al hierro y explosiona en la forma descomunal de una supernova. Luego, cuando este material estelar es otra vez recogido en una nueva estrella rica en hidr\u00f3geno, al ser de segunda generaci\u00f3n (como nuestro Sol), comienza de nuevo el proceso de fusi\u00f3n llevando consigo materiales complejos de aquella supernova.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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alt=\"S\u00edmbolo Del Elemento Qu\u00edmico Cesio Seg\u00fan Se Observa En La Tabla Peri\u00f3dica  De Los Elementos, Incluyendo El N\u00famero At\u00f3mico Y El Peso At\u00f3mico.  Ilustraciones Vectoriales, Clip Art Vectorizado Libre De Derechos. Image\" \/><img decoding=\"async\" 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\" alt=\"181 Cesio Fotos - Libres de Derechos y Gratuitas de Dreamstime\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"S\u00edmbolo De Krypton Y Electr\u00f3nica Diagrama De Kript\u00f3n Ilustraci\u00f3n  Ilustraciones Vectoriales, Clip Art Vectorizado Libre De Derechos. Image  44952887.\" \/><img decoding=\"async\" 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alt=\"Kripton price, LPK chart, market cap, and info | CoinGecko\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Puesto que el peso promedio de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> en los productos de fisi\u00f3n como el cesio y el kript\u00f3n, por ejemplo, es menor que el peso promedio de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> de uranio, el exceso de masa se ha transformado en energ\u00eda mediante E = mc<sup>2<\/sup>. Esta es la fuente de energ\u00eda que subyace en la bomba at\u00f3mica de tan malos recuerdos.<\/p>\n<p style=\"text-align: justify;\">As\u00ed pues, la curva de energ\u00eda de enlace no s\u00f3lo explica el nacimiento y muerte de las estrellas y la creaci\u00f3n de elementos complejos que tambi\u00e9n hicieron posible que nosotros estemos ahora aqu\u00ed y, muy posiblemente, ser\u00e1 tambi\u00e9n el factor determinante para que, lejos de aqu\u00ed, en otros sistemas solares a muchos a\u00f1os luz de distancia, puedan florecer otras especies inteligentes que, al igual que la especie humana, se pregunten por su origen y estudien los fen\u00f3menos de las fuerzas fundamentales del universo, los componentes de la materia y, como nosotros, se interesen por el destino que nos espera en el futuro.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Protoestrella | Astropedia | Fandom\" \/><img decoding=\"async\" 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cXH48kl10V8Daffoh4vCNpVIcZaRJdwEaKeTO2M7\/KtYjCsPiIe8\/6iQGngB2VMqPAkAQSe7aI4tsszf+CppNgS3Ty5qZXpgHLXJOvrEECCYMzpyQMQ3aM24cdVXFMh5uNb0LuYMwEF7BKZY0nqsuw95R+xS1HymyORTodldJh0Lnv45\/dA1o6X1ujtThf0lB\/jAO8cZHUxJS7K\/GF2JrgDMcVqkF8hZYQFhwDyGyBP+ogDqTYID3kT8KdWr3\/SBTo+qS6BY\/O2oy1Q8FTcb6IdV0kkTsyTvt6aFFw2IDTGnfqmrpEtY3o2+kCDKVNPZ4pqpiQRZfKcFEgGgNASqWGrlpskG04Mr6XuF1qYLWHq6Dw4B2vynaNYQQTyXlqOPGzuMLmY0\/4lc0mcnjPa08Sxs7skkcQS8wDf1G9QcFinGbmDmrGAds3zJSq4pY+Oep9D767bbYyyIzA3WzTtHFNbAJDgP6v3\/wC5qjY9xMlov6QlMNX0A6Zxx\/OaXXCl2Ux+SqeUey\/63bIJJY7S+01w37+l05hHNflAIzjLnwXlG4hzbznznzzlN0fqWzcOId\/qEeoy8lPUlKU0uj1hOmY3i\/mFl+IqsEtJLdxuPWfhQaP1Il3jaHWHiYdl0cQfynDiy2C1ziNAc+PA+fRLaqXoD41XRo\/Xmkw9jfUe8j1RDi6J\/q5zOVx5KbicUDJcxruQnzyI8vNIHEMnwAjhtfG5C9fo5cE\/SvUIiQ9rgd+yy\/Ms+UqcUG5hkb\/C7yU91djv7bbDvy\/8mfIStag+fC8PG4lrvUtQtU\/YcxK9I19VxTHA+KOTP\/kVEcQSAGE8SfWwRvqEtN2vZyYwt82qLXrt1d\/4x6J3HDSOqlo\/jw2LPBdroB0KlMLicoG9EZiIyAv6phjSRJHJUzOIRdJgQdkiVmrLjZEqxCXo1ITZIa9nNpFL12kcPsVYYwRO\/VTcVFyiO3ETdsXmdra3SIvPwsOGc\/f5WzRDjnn+EfGUiGibnf6I9FtNlWtteXXmp2Jp3lV3vBGsxFsuo3KfWCRLLrknOae7ITX8L9yfdPup7v2lalOCmpktSz6w3FotPe7kn6b4zU\/YvLbDdM\/vmttYRfQcrTMey1mJDL6koryYAzlJ\/wAoRsO\/aMTfesOCPplrUqyqQbJypN+CEKYAkrdMaKWAxFgTZVjiQ1oIcOK8s50WBzWqL3OOzotQJ6ep9WBEDP0hfPptcGoY3KC2ns59UbBYoNLom49Ssa07yzs9bj8WABYTNyMuSmVsQ28H5CAzFEtg+aZoMaTtAdO80Pghv7aKP0mm0g7RgZj3Tz3vaQGmWnQ3vvuoheRYaX8rp3C420zN0L4kw1+TSYavUeT4gJGtx6pSpWYbOb1y9MuqLi8aBc3GQSteHNkAXv8AhD+hfRy\/MeYfXN8MB0jcbx52Q8PhScvSR6ZLqeFcRpCp0Xta2x8SyuKUjJ56r2efxVZ7HQHE8D9xZLvxe1\/ZgPNOYigJdtZz2EDDUPF4sr2WTB1consMmdiJVOpSDWAwJhBfRAdYGJ7hNYipGzO6yb4rBLptsiV2A5XOq3hcBNyICpMw42g4gXR3VI8IyGi3ART+EQRtAKH9QM+EdE7jcRLkmHSDqiSApk5zNnW47hMMdtC5tu10SeJPiIRG1QGjeuaOlltj7R3+18ezNbr0th0RfUWN9YIJBE6rBfYqc9BNNdgtgR2OXrBSNY3jJNudaI1z6ZflAqM1EGL3ANovIPP0TJJuT2LHw657vLzt5IzXt2ePf2S1V+10WWNvCNrRPkfWnMRKaoNi\/fRYFLfZO4SmD8cUczourw1SpTc\/lYrU3aplz5ysmntBbdbUYtRkcu\/2IYkOHNMNfsulbOFcHzotVgDmIQpGtg6lUxdLUnwSUy+kSDuASD6fqtM0s4TEA3lbb9R2XWMqC15CLtLjtK1bHmYBzTuBe4Xleeo5yVYwmKtwXGtFHFVg6MlilijlEAKLUxUTmuZ9RJXGLo9ThsTsjxFccYyTe4XnW4h111YHSRKxoJUy1UrtLbZfKBUPFBwVOWx1XYisGiI6rMGb0ZqV9kxmN4suZW2jc2HJZo0i8HxAD5XYaqxpLQAYzK4xBsRi4I2b2yQG13QlsVipd4bckv8AznLVcZTNYqpcoNR4DLdV8fR\/yz4pd7pFhYZ96LUCxLM5d9lF2LI+GYNf1zMcE3SpiFlPDpnSlWjLkl6wid+kZd534JnEiPL7pN42rqZHpUuwD3zfpu9kpVqx3kniCwzDTmINx1AvySWIoymyT8iES6SmsNTg3zt03r4ykdMj30X0mLA3T1mEbb0ceBaL2vO9M4Zlu+9VjDYXwbTyROQGq2H\/AOIsi9IFLyYVtlRwtLa4fCBhcLKpMbHhaLe53o57QuktGKNBkZScgvuJ+jtcYiwzWsO3Zlx0y5r0ODp5A5mCfdbSOl\/TyX1H6ZsM2QM8\/wArzlTCkC6\/VvqODaWErzVb6Y2CTol1LQyaVHiXYUnRbbhSACQvQPwd5but9lvF0IYB5rlLYTxEBmGHQpmjQ8Nl8NE78rL4x+yYBsTdBXQU9irqRJyQqtHZVGo4NInVbdS28r2Q+QXiI0r5FFZiy2RAXxmHcHbK3VpxMrvI5SapYotnLvgl62N8V++iMWiNoKdXaXGcl2msbdioaY3e6UbX2RzX2kzeh\/w+JYdhvbmDkuAujtYFplMXut1GYZLjF8kg8iYF\/wA+6PiXQAJEEWgzqReMjbLkgtdJkm88ZW6d46N0aMjjFvdN02DuyXo1Y9kWk+T33CVT0dEdj2LM6JEuOQv3uVKoIJGn4ST2wSdNEkrrsUqCN3L9ojKdpI5D7oe2JnvyXypiJyTpWdk1vXgLE2EDqsUmAGb8J9ZRmPbDi4Ha0gwAbTIi4jklazz1zPeiZLJ7nvodrYq0SLDvJG+ns2rqVSbtWgnjPHd6L0GHo7DfdNS8nory8ViKNJ8DnlyTmHdJspdB20cuSsYCjEb02XgikUMPQgSchfqB+k7ga20S48z9knj6+yAwZke6P9NbYjQXK59sxvJHK1YmBqb9MlO+ueEADUAon80vN7CfsEj9bxG2+2gAGiKn8MhNkt1fZIHD9exXY2rYd5fKXqOBv\/6o8kfENBbwSvLrCjwfsXokOExxPyp7qYkkqjhG2PJK4kCLDXuUmxsLsnYsjUugDTPK0TzB5IuBxDmtifnrySOJqycyf0AOgAAjgt4ZttUt+hyWsebVcDpdCxb4AM80pXxQJm+Sz\/1Ldm0yPVZ2C38HKDg6ATzHJaxDWz0yUhjnC4OZAtnPTNGOI2rZFa00cmn0zTzlCYpVY+SUgwXjaAP7Px6r45xOvPO14W4citVqDYsRP7P6UipWdvX01jYeiA82WqcAquz652V51Ol\/lfaTj3zQwUyHgx4QIEWkTnnOv2RMyHrGWBM0ngWt5pAPWw\/dZKaLFSR6jEqTjHQ21svUx8LlyVPsbXokOcd60zKe9y5cnEwSICB36rlyIBj30ymJKsAbRgrlyoj0R8vsZbTANlXwGa5cjoXPoXxFQuqXOqqYaqRSJ1lcuQz7Or0T6VUkniR90ka5255+5XLlzDgSr5nmjM\/qe9F9XIGORmnkeiwaY2DwlfFyVQU+yJXogQbGROWXiIgeXqiEeHouXJbGokYjOEBov0XLk2fQh\/2G6bfEBoSOee9BaJXLlzC+n0GFtq5csfoZJpxy3zn0Cw8WXLlqAv2BGaOHmIm0zHE2nyXLlzAk+k25GOi2wr4uQMpR\/9k=\" alt=\"LAS PROTOESTRELLA &quot; Se... - Hermanos Del Cosmo, Ufo - Ovni. | Facebook\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Una proto-estrella es aquella que acaba de nacer, cuando en esa fase del nacimiento lanza grandes cantidades de hidr\u00f3geno y ox\u00edgeno desde sus polos, se est\u00e1 formando y mediante estos mecanismos busca la estabilidad que la mantendr\u00e1 fusionando hidr\u00f3geno en helio durante miles de millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Cuando alguien oye por vez primera la historia del nacimiento, vida y muerte de las estrellas, por regla general (lo se por experiencia) no dice nada, sin embargo, su rostro refleja escepticismo. \u00bfC\u00f3mo de gas y polvo puede surgir una estrella? \u00bfC\u00f3mo puede vivir10.000 millones de a\u00f1os? Despu\u00e9s de todo, nadie ha vivido tanto tiempo como para ser testigo de su evoluci\u00f3n. Y, si es as\u00ed, \u00bfC\u00f3mo pueden saberlo? Bueno, lo cierto es que s\u00ed, tenemos los medios necesarios para saber eso&#8230;y mucho m\u00e1s.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/-yFY6kT43bHI\/TpxaEnx8kiI\/AAAAAAAAAj0\/GZdScHJhJFY\/s320\/abci-hallan-extrano-tiburon-ciclope-201110171429.jpeg\" alt=\"\" width=\"260px\" height=\"195px\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El Universo no tiene l\u00edmites y todo lo que podamos pensar que est\u00e1 presente en \u00e9l, ah\u00ed estar\u00e1. Fijaos en lo que nos mostr\u00f3 National Geographic, las im\u00e1genes de un raro ejemplar de un solo ojo descubierto por pescadores en el Golfo de California. National Geographic acostumbra a asombrar al mundo con sus espectaculares fotograf\u00edas, en ocasiones de especies tan asombrosas que parecen sacadas de otro planeta.\u00bfQu\u00e9 no habr\u00e1 por ah\u00ed fuera?<\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\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=\"C\u00f3mo miden los cient\u00edficos la edad de las estrellas - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Claro que tenemos los medios t\u00e9cnicos y cient\u00edficos para saber la edad que tienen las estrellas.<\/p>\n<p style=\"text-align: justify;\">Nuestro Sol, la estrella alrededor de la que giran todos los planetas de nuestro Sistema Solar, la estrella m\u00e1s cercana a la Tierra (150 millones de Km = 1 <a href=\"#\" onclick=\"referencia('unidad astronomica',event); return false;\">UA<\/a>), con un di\u00e1metro de 1.392.530 Km, tiene una edad de 4.500 millones de a\u00f1os. Y, sabemos tanto de \u00e9l como de nuestra cercana Luna. Incluso se est\u00e1n realizando estudios con sofisticados ingenios tecnol\u00f3gicos que nos dir\u00e1n lo que realmente ocurre en el n\u00facleo del Sol.<\/p>\n<p style=\"text-align: justify;\">Es tal su densidad, es tal su enormidad (es el 99% de todo el Sistema Solar) que, cada segundo, transforma por medio de la fusi\u00f3n nuclear, 4.654.000 toneladas de hidr\u00f3geno en 4.650.000 toneladas de helio; las 4.000 toneladas restantes son lanzadas al espacio exterior en forma de luz y calor, de la que una parte nos llega a la Tierra y hace posible la vida. Se calcula que al Sol le queda material de fusi\u00f3n para otros 4.500 millones de a\u00f1os. Cuando transcurra dicho periodo de tiempo, se convertir\u00e1 en una gigante roja, eyectar\u00e1 el material de sus capas exteriores al espacio interestelar para formar una Nebulosa Planetaria y se transformar\u00e1 finalmente en una estrella <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a>. Para entonces, ya no podremos estar aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"gigante roja | El Tema del Apotema\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Este ser\u00e1 el ciclo que seguir\u00e1 el sol<\/p>\n<p style=\"text-align: justify;\">Para cuando nuestro Sol se transforme en algo como lo que arriba podemos ver, \u00bfD\u00f3nde estar\u00e1 la Humanidad? Aunque es posible que, para entonces, no quede ning\u00fan rastro de nuestra presencia aqu\u00ed, o, tambi\u00e9n podr\u00eda suceder que estemos tan ricamente instalados en otros mundos. \u00a1Qui\u00e9n sabe!<\/p>\n<p style=\"text-align: justify;\">Cuando mentalmente me sumerjo en las profundidades inmensas del universo que nos acoge, al ser consciente de su enormidad, veo con claridad meridiana lo insignificante que somos en el contexto del Universo &#8220;infinito&#8221;. Como una colonia de bacterias que habitan en una manzana, all\u00ed tienen su peque\u00f1o mundo, lo m\u00e1s importante para ellas, y, no se paran a pensar que puede llegar un ni\u00f1o que, de un simple puntapi\u00e9, las env\u00ede al infierno.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Podemos vivir en otro planeta?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTE191upt6iS5-xUgtEcvPBMf1wjSOsiqGCIg&amp;usqp=CAU\" alt=\"2 Hombres Con Trajes De Hazmat Observando Extra\u00f1os Extraterrestres  Flotantes Negros Con Largos Tent\u00e1culos Y Arquitectura Brutalist Stock de  ilustraci\u00f3n - Ilustraci\u00f3n de poderoso, concreto: 203020596\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTH7fIMsV_hypFxdNHDSiW2gxVADDCnaCyfpg&amp;usqp=CAU\" alt=\"La ciudad futurista que busca prepararnos para vivir en Marte mientras nos  ayuda a sobrevivir al cambio clim\u00e1tico en nuestro planeta\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a1Es todo tan relativo! Millones de seres infinitesimales pueden vivir ah\u00ed fuera, y, para ellos, ese es, su universo. Ajenos a todo lo que ocurre a su alrededor nacen, se multiplican y mueren. Simplemente es cuesti\u00f3n de perspectiva y, desde luego, de consciencia.<\/p>\n<p style=\"text-align: justify;\">Igualmente, nosotros nos creemos importantes dentro de nuestro cerrado y limitado mundo en el que, de momento, estamos confinados. El paso del Tiempo nos permiti\u00f3 evolucionar, y, al observar la Naturaleza y contemplar las maravillas que encerraba, mirar a los cielos y, asombrados ver el brillo de las estrellas, buscamos la manera de llegar hasta ellas para poder aprender lo importantes que eran para nosotros y para la vida. Tambi\u00e9n, desde un universo peque\u00f1o de esferas cristalinas, nuestro creciente saber, nos llev\u00f3 hacia un Universo ilimitado de enormes proporciones que no dejaba de crecer.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"La energ\u00eda nuclear de fusi\u00f3n podr\u00eda estar disponible en 2027 | Life -  ComputerHoy.com\" \/><img decoding=\"async\" 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\" alt=\"Es la fusi\u00f3n nuclear la energ\u00eda del futuro?\" \/><\/p>\n<p style=\"text-align: justify;\">Si alg\u00fan d\u00eda, aqu\u00ed en la Tierra, aprendemos a reproducir la energ\u00eda de las estrellas, ese d\u00eda, la Humanidad habr\u00e1 dado uno de los pasos m\u00e1s importantes de toda su historia. La Energ\u00eda es la base de la vida, y, para poder llegar a las estrellas, donde est\u00e1 nuestro origen primero, es necesario que aprendamos a dominar esa fuente inagotable que nos llevar\u00eda m\u00e1s all\u00e1, mucho m\u00e1s all\u00e1 de nuestro Sistema solar.<\/p>\n<p style=\"text-align: justify;\">Tendremos que dominar la energ\u00eda del Sol, ser capaces de fabricar naves espaciales que sean impenetrables a las part\u00edculas que a cientos de miles de trillones circulan por el espacio a la velocidad de la luz, poder inventar una manera de imitar la gravedad terrestre dentro de las naves para poder hacer la vida diaria y cotidiana dentro de la nave sin estar flotando todo el tiempo y, desde luego, buscar un combustible que procure velocidades relativistas, cercanas a\u00a0<em>c<\/em>, ya que de otra manera, el traslado por los mundos cercanos se har\u00eda interminable. Finalmente, y para escapar del Sistema solar, habr\u00eda que buscar la manera de romper la barrera de la velocidad de la luz. Bueno, m\u00e1s que romper, se tratar\u00eda de burlarla.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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zu8CeAGsnSEN7eVQHspiIEuOuv5R\/yRfZ\/cbJgRP2VhtrY34tV79xMN\/pFh9fFdeZ6MSj3ZMeSkfnryXDddDvv1RrZewC4Z6hyM1A\/W4f8R6rihCUnUTRugbh8RUbDab3zuawu9gjNDD454u9zQf3uAPkASi7HMoiGNDemp6nUprdruZOUNOa0uAcR0ldWhQXuk2\/CZnd9gY\/YFZ931wepe73hRO7MvvFRh\/8AIfVXH4o8VwYojRyb9J8p\/kLZX2XhMRhqramWRoSwzAnWLGx5e6n2tRJeXjfcEWvrI4XVmnjSNUQo1mPEO18FShjlGov8jVtgWvtbElvecJB\/N+s5pM\/3jghXwnvcXOJLiZJNyStlUxLKTS57ZbxDQ6N8nhPFA9obbwxdmpseTbWGtkDzWMsel1J0aOMdNp7+DmGY2mwvfZrb8ydwHNZvF1y97nu1Jk\/T5KfG459UguiBo0WaOg3nnqqjRpKynJPaPBKRxS03Rpy1j0O5NOptr98F0shoOZpvGW82AOYyIymSNZsbccxhDD\/lCSZQq90XKSBBnDdkzE1XgcmCfU\/RFMPsDDt0YXni6Xf2RjDVaQgvJJ3jQBWcRjMMd7hH7SI8iF6mnDj4VkqLkt2DGYUMHdpgDk0D2Upw1TLmDHwNSGyB1jROftKkPyvqdIpn5KvW20crsr6pGmrAL8YbyPkh9R\/ygcUu434w4eama8PG4+SC1Kjid5kTYzr0VjCsqTLWnxgD1hXHPb4M2i4\/B0zq2OllSrbFGrHgG47wnUR8+CKupGLwOWYfJNLDugjqFo8UJ8olNoyOM2a9n5m2H6t39lVxOGLHEEQRusdbjS0wQty+QYLSOTr28lQxeymPu0BrvQ9R81zZOk2uJakY3ItJ2NwPxHuZYHI6JJuYmLTwJQ\/FbPeww4dOBVzYeKNGqyoNWmevLouTQ4umU3aPSOyzYosZWJzMDgyf2aggDkSZOnmtRW2i0AU2QXu03W1JPARKwuP27hX5XmQ8bmTv33mBdUcJ2jYwvLGuOa1zeOE+Wmqn0blbL9RKNIK\/6i7RD206bSLEuJmdwbBHrPNYfC0ZIV7EVX1nBz9wgbrXPuT5qrtPaLMO2BDnkd1vD+Z3ALrhBRWqXCM7b+Sp2k2hkZ8Jh7zh3jwbw6n2WUA3qV9QuJc67iZdO9ENh4BtV8n8jO84Xvwb0n0BXNOTzZNvsWlpRf2BskACrVGt2NPDc4jjwV\/F4udNE\/F1gTlmB4\/JCKj4m62lJQWmP9k87j6lb7uqxfKjdVVzZmCL3AcVzuQxrMO4q3R2c4yDb74r0vs92LDmZnlnKJJA580ar9kqIbDZDt3M3gn74pahNpHjdXAubHCFFnIhbLauFax72gh2XUjed+t1ldqYXLlIcCHCYB\/LciDwO\/xCpSK7bFjDYmNdEF25slrf4jB3J7zQJy8xy5fYmp1N2qKYKsCMrrgi4O8cF0JrItMvsyeNzE1Ik5fy7p1jnzUaI7ZwHwqhaPym7f6Tu8NEPdxXFKLi2maWPa7ebpOeSBewt6z73TJTkgZdpNEBcUmGd3RY+f8AZJAg6+oo3PtpykGR9\/TyjNTzRPZBDZk2JbIOki4suq7ZCGYbZ733Hdba7vcDfebeqI0Nn0gY7zzfUwOdvldWMZiKQpCHy9xJdybaAPUk9OCpf+pU8mVzXE7i10eYIXRB448iaZeMNENaB4ffoonvcdT6j2hDxtksu0uPUg+4Tj2oxAFnuaORj2hU88FwKi8ykZs0npP0VltCpF2OjnICzlbblZxvUd4lVHY15\/M4+ZSfVLsg0m2fh6zmgFgA3aenDwVSpSLeCzeG2g9lmvIHCbeSIU9qud+YN9lrDqYvkmUWESA4Q4SOCG4nZuW7btPorDNoCbtIOkT4KzTxQO4q5KGX5ErQOw2Ac6wCJnZLKbc1SowcgZI6kWHmhHaDF1qTc9MNyaOMS5p9oWNxGLfUMveXdTbwGg8AuPLKOJ1Ts1jujS7V7RNbLKAn+c6D+kb+vusw95cSXEkkySbkkqOSusaVyZMsp8lJJDslpkakRvtF+l\/QrY7Io\/Cw7bXf3z46eQhZKkzM9rB+pwEn+YwT6rbbTgCBustumVJy+xMn2BNd5vf7+aHVHG5jh6\/49FZxDgosTig9l3vL3PBfmMsIAIaf3ZhJHQ23rObGiswiQVruytVrXZjqBIiPzcSCseHQPHw5jqrmD2lkDg0DvCxIBIIO47rSFmx0e1bG7VMY0teNOF\/VO2p2tgODMgIEkkg+U7wvGG7be06yPNV3bQe8kzNifCCT6CfBCJ0mn2rtQvJveTNzN0BxeJmQTKGvxRdrx+9VwVE0y6LVN9+KI4apog7D9\/JEMOtIPchlvtBh89AP\/Uwz\/wBpsfkfBZFq3VJmdjmHRzXDzBWEuq6lbqXlBEdmPFIFcASNlzFl+kbBJMoiwukgAl8WEhiom50tB0NvPoqjnqNxNlpqJLL8QTqVz4vPyUAEmxGhNyB7\/ZUcpWBadVXM3NQApSiwJ\/iJ7aigcxwAcQQHCWniJLTHiCPBIOKLAtsf7K3hn+trifdDWvCsU3XVpiYdw1PORJvzV7FYV1OJBAOh4oRgq8EG1ugWyftplbDtpvaMzdHRfxW0JtPYKAjHBwg3BsZ0MrF7e2Z8F9vyOu0\/8T09lrg6DH3CWOwra1MtOpu3k4aFdOSKzQ+qJT0s8+EpzHRJ8k59MtcWu1BgjmLKNeU9jUvbJP8AGp8M7fda7artyxeCqZXsd+17SegIK9G2nhmGi14Pfc9wcOAEEeBldWF\/pP5ROnVKjGV3XVN4uiOKYQSIQ9wWMgrcizmAJMTMTaTAmOJAHkOC4XRvOkW++nkuOam5ZUMY1xXWnh9EoKQCQzrTvTy6VNhcPncGggTxt\/het9iex+CZlfUeys+xDbuAPO0IsDy3D7PrFuYU3lu4hjo9lapU3D8wI6iF9H43GUqTCSWAAWFo6QF432m2p+IqG7WtAJENgWBMd0anQHncrSD3JYM2dEab\/v75LDvs53CT7lbbCHK0uOgBM9LrC5pM+JW\/Uf6xQo8scQuEXSLtYXSbrkLLdI2CSVI2CSBD3gwCdDMX4eyjBKcb2T2huUnMQ60NyyHAzJJnuxAtBnNuhUA0OItYixO\/Tn4qNLMfkpn0xkblfJJcXMgtDcsZTMw6Rm0giOaQEWZcXPeV1pMa+mu6yAJ5kBtrZrl27WBJ6m1yXFMJXKdTKQbSIIPAi4I5gpz3y4uJmSSepM\/NACYFYpqEPBhGdhYIVHiYjnKq6ExmHZI0RSgx4E5THJabDbKYBDWz5j3kKUYF7O8xo6SPv0TjkI1IyQed+vNW6L1rm4XDYgZHj4NbcSO6T99D1QPaOxKlBxa4aXtcRxB3hdeDJUidSZi+1uDIc2q3R3dd1Gh8R7LPtK3+08P8Si9m+JH9Q0XnxWXV49M78mkXsOIXouxHMq02veTGTvRrmb3THivOJWj7I7QyOdSce6\/Trw8Y8xzWeJ3cb52NINKSbDW3NnimQR3mvEtd9eaAVaIcLfmBuDGnJbfaNLPQfaMj5byzC8HhPusVUZ7rFRlTT5To6s2lNOtmgW9kKPTciOKpXDo1+SqOZqnyjlktMqInFcTxSKlp4N7jAaT4IoRzDOymfRaPZ23HNiDHoqeC7MYmoCWUnkDUjTxVyr2RxVMAvYWg\/wCUaUx0y3jNtveILjoOO\/qqLKL3DPlOWfzbp4Sq7aMGN9ua1jMa38Myixmji57uoAj09VtCL1JJEP6md2zV+Hh3cXdwf92vpKxyMdosX8Splae4y3InefYeCDlsDRHUTUpUuFsEVR1Jw3hcgp9JgJMnKIm+88BG9YFFik2wuPJJP+CW91zSCLGUkBRxuonSdAY6idyY93Cw811yjIQA+VyPv71XJSItMjWNb2vprHp5FAEjnkgAxAmLCb6yYk+K4Jjry3D2UeY8V1pQA53ROBsmCN6cx8HSeRQB1srQ9l9otp1WF0FuYTPDfr4rPb09kqiWez7Qy1DmawBpgtE2PPoE3C7Oe5uYNOXj+RvgXOhYfs\/2oLCxlXvMabdDYg8rrYVNoF\/w4dNMQ2RoN\/qPUEKKaMXFoIPowIqMkce6fVpLfNcqYmGhj3Zqf6Hkd5h0g8WHTl5KlicQynZrHTEl4cTeTu0j6qEYlzpaQDPDRwPsbreD7kbg\/amHDHy0Q10kDgRq2fuxXm21aGSs9n82YdHX8rr1HGtmkf5C1wPI9w+seS897W0oqtd+5g8wT8iuzqVqxKXg1xvcBFdDouDEXHGdZSzJxdwheabG72Lt41qPw3HvNF26TuzDl7KliMPB8Vk8PUcxwc0w4GxGq1myttsqQ2rDH8Zhruh3HkuzHKE9ns\/5FKUqS7FevS7g66oc6lyXoGL2fhn0g5j4eBdhEeIOhCy9XCkHRQ8TXYcpJ0DsO\/LoGnqJRrAdoqtOzGU76ywE20ubqg7DdFxtBLQRZpx22xrJaCxs3jI0RMGYjh7oPtLateu7NVe55iL2AGtgLAKJmG6z9\/firNLCwJIgDjotI4W+wOQtkbPD3d4wBc\/2Xe121m02inT\/ADOtInKwWkA73XHnPBDtodoGsGSj3jveDYf08T6LNYiqXuL3CMxzGLa8EsmSMFpi9\/I48EWbcoynvIm2ib4QuQoRXQ+4XCuh5gibEiRzEx7lAFujEDTySTabrC6SAHGya1szeIG+b9Le6qHGu5ev1XPxTuA9fqmIt1XgmQ2OUkwOq45h4a33HUA7jzFt29U\/xB5JfiDwHqkMskFdYq34k8B6\/Vc\/EHgEUIuTvT5ET9+CqjGGCMrdQZgzaba6X9E04x3Aev1RQFwu1hPaqJxbuAHnfnqkMY7gPI\/VMAi1FtlbVqUXdx1jYtN2kcCPJZkY53Aev1ThtF3BvkfqqsTR6VhO0TH92oC07jqPvr\/kpTYB32kFu5zDLPEDQ8rdF5KNrvG5vkfqp6HaGswy2AeWYfNUpJEOHg9Wxr2fDd3gXEAQLNDQc3HWQsF2wb\/0z\/UPYoZ\/7qr7ww+B+qq7Q21UrBoeG90yIBGviuiWaMsWnuEYtMrNTnKua54Bd+MeA9VxUaEsfYXYN\/LRRMxJaQRYggg3kEbxeycMUYywCJzXmZgjWd9vIIoYRwW2KtIQ12Zu5r+8PDePAo\/hdvse1zn0n90AnJ3mgSG5jMZblo1\/UsZ+IKkfiiQBlaANwBuYAkybm3qVtHNOOyZLimbNm2sM79Tm\/wBTT76KXFbWw9Mw8PzROWCCJ\/cD+U8jdYeniY1ax1iLg7xE2IuNRukb1Ga54C\/X6rT\/ACZeF+BaUayv2obf4dK\/F5HoBr5oNtDaNSp+Z1v2ts3y3+MoZ+IMzA9fqkcQeA9fqsp5py2bKSSJWlPmRv8Avd7qD4\/8rT5+eqaa54D1+qyoZLK4CozWPAeqQrch6\/VFASELkpnxuQ9fqnfiT+1vr9UUBbp6BJVvxh\/a3\/8AX1STArJJJIEJJJJACSSSQAkkkkAJJJJACSSSQAkkkkAJJJJACSSSQAkkkkAJJJJACSSSQAkkkkAJJJJACSSSQAkkkkAJJJJAH\/\/Z\" alt=\"Conferencia: La hip\u00f3tesis del multiverso: \u00bfSon posibles muchos Universos? -  YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">El entramado de un multiverso desconocido pero, presentido, puede ser el lugar en el que est\u00e1 ubicado el nuestro, entre otros muchos universos en un c\u00famulo de ellos que, como en el nuestro las galaxias, formen complejas estructuras no de mundos ni de estrellas, ni de galaxias, sino de Universos.<\/p>\n<p style=\"text-align: justify;\">No ser\u00eda descabellado pensar que nuestro universo es uno de los muchos universos que antes que \u00e9l existi\u00f3 y que, al cumplir su ciclo, desaparezca para hacer posible la llegada de un nuevo universo, con un nuevo tiempo, un nuevo espacio y unas nuevas especies en multitud de nuevas estrellas y nuevos mundos.<\/p>\n<p style=\"text-align: justify;\">Si es as\u00ed como realmente sucede, \u00bftodos los universos que han existido antes o que existir\u00e1n despu\u00e9s tendr\u00e1n las mismas propiedades que este nuestro?<\/p>\n<p style=\"text-align: justify;\">No creo que en los ciclos de universos se produzcan siempre las mismas consecuencias y est\u00e9n presentes las mismas fuerzas. Simplemente con que la masa o la carga del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> fuesen diferentes, el universo tambi\u00e9n lo ser\u00eda. Los equilibrios de nuestro universo son muy sensibles, la materia que podemos observar: estrellas y galaxias, planetas y nosotros mismos, son posibles gracias al equilibrio existente a niveles nucleares. Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> confinados por <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> que fabrican la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>, se junta para crear <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que conforman los n\u00facleos de la materia y, al ser rodeados por los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, dan lugar a los \u00e1tomos.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Diario - \u00bfEstamos listos para contacto con extraterrestres?\" \/><img decoding=\"async\" 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\" alt=\"Los motivos por los que todav\u00eda no hemos contactado con extraterrestres\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Ya sab\u00e9is, la ausencia de pruebas no es prueba de ausencia<\/p>\n<p style=\"text-align: justify;\">Incluso es posible que, otros seres, en otros mundos lejanos, hayan podido llegar a las mismas conclusiones cu\u00e1nticas que nosotros por diferentes caminos, no importan las matem\u00e1ticas o las ecuaciones que apliquen, al final del camino, el resultado siempre ser\u00e1 el mismo: part\u00edculas elementales (Quarks y Leptones) que no importa el nombre que les puedan dar, ser\u00e1n las que formar\u00e1n otras part\u00edcuals complejas para formar n\u00facleos que ser\u00e1n rodeados por <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> (sea cual pueda ser el nombre que &#8220;ellos&#8221; le den), y, de esa manera, a ellos tambi\u00e9n les aparecer\u00e1 el \u00e1tomo que unidos, formar\u00e1n c\u00e9lulas que se juntaran para formar mol\u00e9culas que se unir\u00e1n para crear la materia.<\/p>\n<p style=\"text-align: justify;\">En <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a>, la propiedad de <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> hace que la interacci\u00f3n entre <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> sea m\u00e1s d\u00e9bil cuanto m\u00e1s cerca est\u00e1n unos de otros (confinaci\u00f3n de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>) y la fuerza crece cuando los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> tratan de separarse, es la \u00fanica fuerza que crece con la distancia. Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> est\u00e1n confinados en una regi\u00f3n cuyo valor se define por:<\/p>\n<p style=\"text-align: justify;\" align=\"center\">R \u00bb \u045bc \/L \u00bb 10<sup>-13<\/sup>cm<sup><br \/>\n<\/sup><\/p>\n<p style=\"text-align: justify;\">En realidad, la \u00fanica manera de que pudi\u00e9ramos observar <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> libres, ser\u00eda en un ambiente con la temperatura del universo primitivo, es la temperatura de deconfinamiento. En aquel \u00a1infierno! primero del big bang, los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> estuvieron libres durante un tiempo antes de formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y otras part\u00edculas de las familias de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>, como los <a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a>.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYWFRgWFhYYGBgZHBoeGhwcHRocGhgcHBoaGhwhGhocIS4lHB4rHxwaJjgnKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHjEkISQxNDQ0NDQ0MTQ0NDQ0NDQ9NDQ0NDQ0NDQ0NDQ0NDQ\/NDQ0NDQ0MT80NDQ0NDQxNDQ\/P\/\/AABEIAKMBNgMBIgACEQEDEQH\/xAAbAAABBQEBAAAAAAAAAAAAAAAFAAECAwQGB\/\/EADYQAAEDAwMCBAQFBAIDAQAAAAEAAhEDITEEEkFRYQUicYGRobHwEzLB0eEGFELxUmIVI3KS\/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF\/8QAIREAAgICAgMBAQEAAAAAAAAAAAECERIhAzETQVEiBGH\/2gAMAwEAAhEDEQA\/APKn0CFS5iPVtOh9el0C9BxMFJmAhPUfIFsCPUd1a6moFn8KKKTKIShWbVEhS4l2QIShSKQaliFkdqSdJLEYxamIU4TAIxAiQmhTISKVBZGPgneRNsKUmI4TQliFkEoVkBMjECEJ4UkgnQEQE+1Ok4ooBgEoTpJ0AylHdMknQChIFJJOgHUnx\/jMWz15UE5RQESEi1OEoUtARSKkWpoUuIEUk5Ck9oHIOMKaGQTQnSU0A0JJ0kqA78UhBO0GDNsZFj2490J1lGS4gACcZgHhGgDA4BkSeMfuoeIMLQ6++YBNjcWsR7r02kzkjK9M5Z1LhVvpor+ECVQ+gs3E0BrqYUHU4AMgzxyPUIhUo88\/ZVDqXZS0CkYixLatP4ZUdikeRnc1IU79FqNE4iDYX74SFMg3QGRmLSO3dQhb614Ny7\/Kfl8lSGfBNoMjMWp9tlrdp46SDjnAM2tHuotZ7pUOzLCbatZppzRjISoMjJCfbdam0rT7d\/h0VjaEtJjBEmeD29jdOhZGFzExYtX4af8ACsih2ZHBMWra9kQJmw\/1dVvpESIRQWZiFOlTc4w0Ek4AyrHU1ENjqlRWRTtTgqwyUnDtE\/D4IodlbWpBWPJMTwLYxPZM6mRPMRMXHxCKCyuEiE5uVJo5vA6fJAWQhKVIhM5IYimTwlCAIpJ05PCmgIEJ2tybW+7J0nBS0BBJOQkliFnpe4mzjIAAHZo\/ZS1bARtwIGMH+f3VX4wLRN4+yoB4tx1P6wV6WkcG06I6zSgw4ANaBLW35MuAPSSYlNpKDZHlJdAj\/q4XFiIIJtB6q7U1Q5oAsenGOJS01QC5\/nsfW3zSpWXkC9ToC08GZ9r\/AMKTPDXFpgXAJdcCBb45BR2iwPM\/mub4n2W46DO3BsAL+xScUZy5aOHfozgCZj7n3Vj\/AAry4IcLEdTJxHQRldm\/weWeZrt05m22LCPVXabwVuyYuAMdeZnlZ4k+Y4B\/h5AxE\/OFQ3QuJhd9V8N3ZFgMYNv5Wan4XktE2RgNc5xT9MWiIwfjH2VndQOfiu+Pgk2Iznp2xdZP6k\/poUNha5rw5jTb\/H1BSkq0awnkrOPNKJjHMfH9E+ztEQin9v5YnBsAJyLme0CyzvpX59f4WbZojE6nzkk\/GVIGJjuD1g5+VltdprGeMZvf0UG6SbdUZDM9WmyG7JnaN0\/8pJ8vaI+ah+EeB0CIDRuExJAgnsJiT2mycae35bzmbR6cpWTsGOZ2CQZZFzpAWl207iTNoaOkR1vaOFW\/TRx0EcosewbWpi0CLXkzJ64spU6DS10zNtsAETN5JMgRKI\/2ZMiPygk+kffxVYokdrfEHKWQ6Bj6UG9\/voVW6ncX90WbpwSATEn7upnQlskiGncA4iQ6LHbaJ\/dOwATqdrGeyi5nEfHNkRq0umEn0wPzTNzI7gxPoc+qLHYNbTkwPnb5qvabythoCCZx8T6WVb6cIsqzKWlKUQ02lD3hjntYHG7nTtbY5i\/ZZnUTmDAyeEWFmaEgFobYGwv8czboqiIBHdMdlaUJy1KEqKsikpFsBNCKCxk8pdeqYJUFiSShJKhna6NhIb0sM3vJFuRbK1\/hxk8xHRCmayXA9JuAATc3IFpvx2RnSFj2PLngPaW7WgXfM4OIED4ruaXZycn5dlr6QLJAlwF+vEEe31UWaV8hrYLjEgQc3EEdiD8lRMmMEZ7lbdNS80RbLb54SM5PVhHw3TAycyCZ5kD\/AEESFLaA44BjvfHsh+moOEObYYI68\/RGtHqQ9rmxBDTutMNwUmc0ns0MYXAiRIaYvb27oHrP6iYxrg1jnVALNHaJP8I3pWhgbuBcJj0xE+qDeP6Om6uKjRMgWjkX+MKXYRW9mLwrxPUVKm91INaTLWjEGcrpWUsvLYJ4HM8qvwui2RcC8Azb+Edoapu17YBIMT0gqXLH\/TRcbk\/gHNFw8wbEXvaI6dSsGofvgOHyx9wugdWkXwEL1zw8GLBueyT5KZ1cXDoEM0NIkiwjPdU6\/wDp9kEtiemfgV1Hh2ipVNO9wcA8WBjpj1QbT0\/OdzwQLC5E5BkHuo8qdnTHjSOb\/wDC2zfkZPut+m\/pcOvvI9rrpaeqYGlhuXRc5bfhFNO1kAhxiB6\/RZuaZo4pejlNF4FDHh1MuO3yuMtDIOe\/usI8OkNado2yJDe83j8xv9F6IxjDkAz3VH\/jGbtwbnKjNIMYvs4Kn4UT5bxOMNmIn1ChqfA\/fuOq9GZomDDY56qFXRA\/p2S8iHjE82d4M8x5fgLD19rql\/grm5j4r0d2hAuJn5LBqdATBtI6\/qkpIMInBv0r3El7dxIABPEQAbdhF1VrnPc1rHCGsbDQCdoP+TonJ5XV6vw3B339MXMC+QhOs8OAEl4mY+MmwjH7q1TH44nNs0rnSxrZm9s2E\/pKzP0t4iCY9PnhdRS0dOZ3vxAsIJ7l3Cy\/+Je4F+5rm7oDQfNEdIwqM5cVHMv0tiSTun2jkzOZTGkMNHBndGI4J+8I\/qtBtcGvbd0bSOc2j9VVR8Na4wHCLwSYggGJhP3RlKLQAawz6D5KO14Y5oLg1xBcL7SRMSO10Tr6aDEYt\/PqszqcSJ+CdGVg11EdfUYtxzcqh9OUXq6Zu2xvY49Z804iPiqH0CC5sA3yPXj1RRSkD3s28ZAvI9\/p8lQG9lufTUXMEkzA7CJ9h92TKTMh6quFqdABEAkj\/wDPNu\/8qAZYm2R6847fwgdlBamIVpbJUNsmyVFJkElKySKHYXY8QImefqI6CIRWiyrTYyqWw1zpa5wkHZ2OQueZUhGB45VfRZpy7yM3QDgbjuPzAXRJtqjKUbRvreMGrUe8tDdztxAEAE9OyK+Haoh7S0Alt4N\/kuVpEk8ZGOPgi+1wd5CQ8TuBtBBOOcRlaJVEynH80dZptUS0AuMfrhWVasmRIcIuOiDaao7buiJufVba1Tytki8ixuIjI6GbKTia2HKWtLAN4sbtPUYVXiNJtZnkO1xjaD19UN0mqBc0VCXM2xIH5SQSBB\/7crdpns2kh0G3fHrwlZ1ccUyrTeC16LQXPLmuvDjIHykH3RrTh4mLW+a3aTXA0y17bfHPIVGnAJJBEC0Sued2dMYt9oyazf8AhxDtxkeX7whum8IYGFrxuO6ZLiSZxIwQDK6PUPn4fDhAvEabpMGx6cfDK5pL9Js6IulitFdHw1rd7WvLHOuINuigNG5jB5vK2ZAEkgnkm5WR+tLHBrj5oBBIgX4DsTYo3oK+5txfB9U3XoumuyNHRklrg20g3AmIxPS+Ef0unPP+lk0482bIvQCyIcrLaVHstDaSmwKwBOiSv8NI01cAkQgDI+kseooDoibllrJUAE1NAdEI1WlYcwEfrDMhCtTTCcUy4sBv0DDfcTxE\/BQ1NMt\/KR5ReQAd0mYjKKOo9r8LH4kzcRAMzkdc3MLTdUap32DKjNzQHgQDPQmQO+LfNV6HQNL3FrtkCTAkehE3VWsqbe1hbJyc9Fnra2wgEETcWI6T1uqUnF0yZwvo1eIUDJeWzBAkC1haWod\/ZF7S9rZaHQ7A8xkiw91q0+v3u8x3Ykz0sJhPXZscCAWzBj1uCP3WuUXs4pQdgitpSJhpBvmPy\/usT9PGTHcffVdNqmna3cw3w8jIvnjKw1dLLZjjGZix\/dWqkRi0c3UYqSyTgov+D\/iQq61AbCDDSySLGXyQIkWtn4puIXTBNWiR+ZpB7yFW5lu8fIcfJbqLRuBdcAixm4m4tfCpr2JLbB0ggdDx3GEqNDEb5+P3lQc4CI6dvf8A2r3xa0Rk9VAMB5gzYfH+PikBSHWz7JJPZFjwkkUTLyRhWFxhtgAAQMAm5N+pyJVTqnonYeStxG3T1CLjkEfGyK6LXOY8PF3bhYjdPrNjmEFoVADzH1C20Kg2mRcEGb4nACtPRMto6\/SvP4RfuY07tjmf5k5u046SOilSe17T2t6HjhAdDqHUXsqPZubu3+bDmg\/rB+KVbxAPL9rA3cS4RkdADyOFk5Uzklxuww513Mi4v39ir6GpLMHI5lDtLrX7AC3dcg9Yi0+ic6iC7cIaJv64VJpji3Fh3T+JkNh0t7jCLtrWYWvDg65kSQBmQOeVxtHUEAXDhuEdbrdp\/EH0nzOyMFp65iLEJSjo6ociOmra8gSLiL9Bfib9E1DUMeMnNxMGPSLRHzQPT6pjmnzWmff06Kdenvbc2H+bXbSOR6+ixcDpUosKV9JTfdzAehP7ph\/652ztAMCLnp6oLo9e4Q1moDtwG1rmmSZuN+Cth1z9zppzBgEG3z9\/gs5QdFoOaLxFv+flPdH9NqmkWIXM0BLQ8tiQYvPqtunAOI9lg00JpHVU6i0seucoVI5WlmqI5U2TiHg5MXIazW2ymdqu6dio3PeAslapZZH6o9VjfVmZKB4k9RXCH1vMnrVB2VTHJqwstpM8wlsjpe6wa6kG7nzEcE8ooxs5Q7X+XcCA6QLHE\/6WqX0a7PONRVfUe+oXlwmAIxfj2SFfy5+kmPmiuu0+zdsA8zgebQIgdj9UIdo3QQRJsRwb8fApy6N20xtPG5pMAEmSJkA8kcx07I1S1QLWnIHU29f+tmhBtNSP+Y\/+upufn6IhoKZ\/4HbLjP8AjDQCc8hc6lTJcLOj0evL6YZaAZHqZ+SzaykwsDQ0teDc9QY47XS8Ept3Ha8WmfbhaTXY0u5\/MBzddcJfTGXH8Ob1lI7WkNIEls8Oc0An3iCswaXDt9PVFfFH75aBtYHbttyATAP0+SD0nbTB5+E\/qFtGXpnLONMxamhE8x92V2hZSfVpioNlPyte5sm0GXQZ8xWqpTvtzb4ystSgW5EA\/XN02giwf4rp2Nedjg5kuDTyQCYLhwYhYXUjE\/d8IjWZE4da3ve3T+Vmcwxn8x\/LebRt9cwPdJmlGeoJMeUQInEx16m\/ySUi7kgF153X+vKSnRJgKmyOTCQwrG0HFpdtO1sSeBOFaGOH2iPnjH37q6lUjIMc\/p6LJvx9z6qxjzeTnPf91S7A6PXePPr06VNzWxSZtBgbiASc8rIHFrsQenQ+6Glxsdu2w63ItN+qvouM+bETHzGcqJRM5L2dA3xYlrGxt2yC4T5pMyekdlqo1WvpPDywEObAP5zMgx\/1jPsufouGw\/mDw4QZAAGDIzMxEdCpMfnv9VKkzFwXo6DT1aQaGBkxN8Tz8rojrX0t+xpbAa3zSYcQLxNxPflcpTcfjj5FaqTwIEjPMmD6KlP6S1XQbgSIgmLwbnnJ5hZ36dlQAEkFvrnFu6opMDpkgkGw5MdOuVv0bA2CHCTMAHHrKvTH5HEG0\/BGttuPaTOOg4KJaDVy7a\/cGjt7ZOVrfqQXNkg5xAiekY7q2WvBY\/ygXtkm\/wB3U4Jmq53WyDKLS0w51yTAdeJ46BNT3BkB7GRESSXROJ\/WE1XQMABa8Wm5\/MLdcEShNXTAAgh7xa42jPQRibqJcVmsedfQtT1NVkzqAWyIM8zBAKIs8TLLlxPc3JJ5jouRYGF4DWOlgsTDRPMzYhG9LsZS3iHucXWkhzSDm4jaeFlLgZp50FNP\/Uby8SxxZ\/1Euj\/kRwL9VdpvH3va9zqe1rSRO4cdRwVz1QajbLG7i4yI8ro6B3Cjp\/EWtB\/FoP3ODgZBM7RcEj80HlR4mvRXkT2jqaPixdIe3bABBkGZ6DMqzUVHw3Z5p4kTcLltPUAYGCi5jyAWPLWkRckSc2Fldpix43sc9r2OIL9o\/DO0WbIybwb2shQt9A5pewtX1b2PfTqU3NcziRcG4Iveysbqgae4O83AJHPvY4XLa3Sve8vefNJINi+YzMyQABnF1dQ8RqvdBps3wdryGtfAmSYF5PdaLh0R5EH2awuY8tLpZImP8wQC3pN5XPCtX31PxX7XMbvDHw0OaLWI\/MT0VFNjwdoLnF5c4ndtEi7Yh1zG6ZHClTpVHSCA8lmySC4NElxObGSfkh8OwXNs0+H0y57XlnlPE56xKM\/1Ro2uc00A6C0TIkTtv5p7IHqtLUe2X1mhtNwbYbQeTIB3GeCfks7NRqKbi5hY6B5WmXeXoHE8CcnCtca7B8rvTRrpaN4\/NTdMZiQbZ+YWXV+HVHADYTtEEAQdpm9hJuT8IRDxT+oK1NjNrmglo\/K0Ekx+UiTtuHD0A6rodN4zQexxLCx5a1rjxe5AvFje8JS4YsF\/RJbOa8K8EfSeHAkg9xBm4lT14cauzbLZgnntbhUM8Wc3fTcRBeT1d+YwQOICM+H6QOO8ndLZnuOqS4\/SHL+gCajw9zNwz78RIg83n4IdqQ4tG7\/GzRazSZMD\/wCpXW68MLeOQIzPdBK+nABBuD+61jE5J81sFNEAGBOZ\/RLzVASbmJMkAxIH6j4rdrmjAYGyJEGYFwf3WGm8hrmbQd0EOiSNoNgeAZ+QV2TGWwdVFotn35mPvostS0H\/AI49JmLdyitcjaYGYnseyxBgJE2AgE3tJz8PooaOtPQJqBJbdbQaKbCx0uJdvERtg+WDzIv2SU0FAbenFQwRJg\/NQSCrIdDqQvwopwmhM0AdbW+HRSkm82n7+ipAF7+ndTDjCok2Uanljr+kx9Vo09UNI3CRyP27wh4eJkC330U98xHv0UOJLiEwRuaBJBOBchs\/WAtYrsa\/cwgskiHQTtxcYBjvlAxUvf0WmQImZLZ45kiOs2WfRm4h7V16bXeQOEGQTY7YESOvKlptSC4SJBBESRcgxjvC55lYkx9VppVrwTMY5HWAnkyHALv1AgeUy0Q69yTN449FMarZEyJHy+whBc4Zjg5HOFofqmvdueCAQYDTcEC2ZtOfdNSZOIYfrIi4wDI7j\/aspa++Ae3Hy7rn2VwLR691qp6jaJgGSM3Ij0xP6KlMHEO6enuIG0BzogkgWM9bQtQDBxHUTIwB7TBPugNLWkea3mni3cRFs8LbT1Qjp0gZzn3TUrM3kgm2tJgHYJtm0YCg9o3gggEyL4j3WKnqhfm32U7KzSTc4tg\/rZOwU5I0ajc7bLp9zg5joqXNLYAdgWA69+6qc+Wl02FvcpGu2AZk8znt6iB80DzZta4GHOBAGHRg83V+m0oe17\/xWsAGDlxubAfCUMbqNxtz1MAfwoVK5vMH07W4yixZMta9oFhug7r5mbwR15W3U1gPMfK7gDn04IsB\/tDqTd7XFsSDYSN2CSY5x9FRV1gLQ2bgyBFpPfhNsLZPXU2PAbslxMjOSQcDN4UdNQBAALmkHzEGYOcRj4pqL9z9xm8c2t\/K36WqWPa6mfNjrO4REc5Iul2Nya0ZRRe7ykjdwTNyehNrWlMK7w\/8Gq1rXsBbEMI2kEna8X3XkGceierqyNwDSHWBBADh6dFg1WqMQYAJibzMA7Y63z2KlsqOTOg8M8MA3eSdo3WEkDkuiY91sd4i1gbtaCBxgR7IX4F4yKbXu3hry0tIi7mkGO0AgfFDXVC7ySCJJOJDRJJaJzc27IslpsKVagfdp5v\/AAo1yYWai\/ZOwTwZEgA8z19uVBmq3AknBvwtLIxYtV9Jv1lZLWImRJ+Vvmteq1W\/a3aAWiLWm5Mn4rNQoOMkD8ufSY+pS9mkTG+YM4\/VZ9RYu3XcZnAuTYjt8EffpgREgyJxEGPogeroxFgTixyZ6cWhEo+zr45WjE2oGggta6SCCZkRPQ8z8gmSrAtcebkfA9Mj3SUUaAFOCmSWSZZJJRCdWpCo0aUMLhvJDZvAkwolwvHsqpSBVJk0XtKuqFmxsF2+TuBAgdI+axgpSnYqL3PJUxV24i4m3B4nuFlLk8pBRqfXJMq5lfaTgzz8DbosG5XUaoD2l43NBEjqOkpOJLibTWE2nup064EEZnBFrdeqfx7W0H1XO09M02WgFxJwAfn9UNFRTiLAJu1N8XmZ4+CT6t4Nomeb9ghgebpxWtHByk4sWATbWtYm2P1W+hqvKCeSudFUq2hqIyhClA6huqAF7\/oPRVP1fm8pt1wgQ1BKb+6n1VWyPGHjrLCDifS6tbqwQGgcXxngzkC+Fz7NVa6YavofVK2HjDj9bLt1m8QMDhVHWoV\/dGI4yoM1QRbDxhh9Y7cgTcHn0N0zXt2w5rg+ZDpMRiNvzlCjqla\/xBxybbQ2Jw0GYHZMMGF9NWc1hgjaSCcAniJzHUdlSdYWnkHgj3unfX\/Ga78JgaymN7pI3wQ1rvNbcJuBxKH7mk3O35mRhOmChfaCFbVEEHddwmLjJtM3wqWvkndEC4MTJGBPM4WVjwXtL3DNyQXDqZAz7XT1Q9hBIABAjBEEbhB6wf0U0x40HNJ4OyrSe\/eGvYAQw2L5JBA79kG04c187TtBsZnA79x8kv725JgbpPlsJJnHAnhX6fVME3MnFhzlPGxJNWFfDtaQHbhIdgdCD2yrGOAuLWki17\/wg\/8AcvaPIBYg3zcHHawV+i1Ie4ueS0AExw4gTEcTcTxMq18M3D2bdTXbYxILhJ5GbRjmfZRqBwIDRd3fI\/2hxrTm847HiStFGu694Iz1A4VIpQDOjgxuNnff1Cw+Ps2OcGtO0kRPa4t7lVt1AgNbIIF788z0urX6trmw9hedj2m5sS2zu0QD6KruJcVic1U6nn5pJ65vx+ydZGlgJJMkuazcdKUkirTAdPKilKakKiSYJApK1IQ8p5UUk8gHBSlMkjIdEplTg7d3ExkfTKqSRkImHlJp6qCUosKLajhuO0QDgG\/zUQevwUZTSlkgomHpB6gkEZIKLGvvlO517eyqSlFoMSzcrDVG2Nt5\/NJxGIWeU4KdhRYHqTakQqZSBRYqNJ1FyWyB95T\/ANxwsspynYUaW1eyvdq5i+BAx+mcofuPVMCgGg1W1QO3yhj2tFx\/lyDGJIIn0WYuv5fvlYmvgfdlNtQ5BgoFiFNJrdhG6XCQCLXbmBOCpUapLnFpiASeIHNjlCw+Yz99O6kdRcRaBHrEkSE7Jo2s1hAI4daYmLjHS0\/FX6PWgTI3AgjmxggYORn2WEO3EAC9\/WZtjnATSSYET8DaZn0EyjoNBNleJgSOqdtZxJLXQS08xYNMifSRHOFhpusJOMX94+amx4NjOOO0Sb+6pCaN2g0bqrnQzftFxMROD8ikkdQ38EN2\/wDs37t4N9hBG0j1APunSoRySdqSS4zoJJkklQCSSSTAcpJJJgJJJJDASc4SSTAYpkkkAJJJJACSCSSlgOEySSQDpFJJACSSSTAZOkkqQDhO1JJWiRikU6SYCCk1JJMGWU\/3+iikkgkmz7+a11G2pHq5098fukkmhMepkpzmPT5gJJKkIM\/0zQa+s4OAI\/DmD1lv7pJJIA\/\/2Q==\" alt=\"Podr\u00eda haber hasta 6.000 millones de planetas como la Tierra, solo en  nuestra galaxia\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Pero, a todo esto, \u00bfQu\u00e9 pintamos aqu\u00ed nosotros, en una Galaxia espiral de las que existen otros cien mil millones que est\u00e1n cuajadas de estrellas y llenas de planetas como la Tierra?<\/p>\n<p style=\"text-align: justify;\">\u00a1Mirado as\u00ed no parece que seamos gran cosa! Sin embargo, la cuesti\u00f3n no es tan sencilla, y, parece (al menos a m\u00ed) que, si estamos aqu\u00ed, tenemos algunas obligaciones que cumplir, y, entre ellas, una de las principales es conocer el Universo al que pertenecemos y del que formamos parte. Nuestras mentes, de alguna manera que a\u00fan no podemos determinar, est\u00e1n directamente conectadas con el Universo.<\/p>\n<p style=\"text-align: justify;\">Muchos grandes pensadores se han devanado los sesos trat\u00e1ndo de desvelar los mistrerios del Universo, y, desde luego, nos dejaron datos y conocimientos valiosos que ahora, nos sirven de base para que nosotros podamos continuar sus trabajos y desvelos. As\u00ed, por medio de la Astronom\u00eda, la Astrof\u00edsica, la F\u00edsica y las Matem\u00e1ticas (la Qu\u00edmica tambi\u00e9n est\u00e1 presente), podremos continuar andando por el largo camino que a\u00fan nos queda por recorrer.<\/p>\n<p style=\"text-align: justify;\">Mientras tanto, disfrutemos del Universo pero, sin olvidar que, toda respuesta, est\u00e1 cargada de nuevas preguntas.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2021%2F10%2F22%2Fsiempre-tratando-de-conocer-el-universo-3%2F&amp;title=Siempre+tratando+de+conocer+el+Universo' 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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Gracias a la Astronom\u00eda, la Astrof\u00edsica y otras disciplinas y estudios relacionados, estamos conociendo cada d\u00eda lo que en realidad es nuestro Universo que, nos tiene deparadas muchas, muchas sorpresas y maravillas que ni podemos imaginar. \u00a1Son tantas las cosas que a\u00fan tenemos que aprender de \u00e9ste Universo Inmenso! \u00a0 \u00a0 \u00a0 \u00a0 [&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\/27296"}],"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=27296"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27296\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27296"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27296"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27296"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}