{"id":2220,"date":"2025-04-14T10:37:07","date_gmt":"2025-04-14T09:37:07","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2220"},"modified":"2025-04-14T10:38:02","modified_gmt":"2025-04-14T09:38:02","slug":"el-universo-y-nosotros","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2025\/04\/14\/el-universo-y-nosotros\/","title":{"rendered":"El Universo y nosotros"},"content":{"rendered":"<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Evidencia de las part\u00edculas X teorizadas en el Big Bang\" width=\"630\" height=\"419\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;Para que el universo del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> contenga las ladrillos b\u00e1sicos necesarios para la evoluci\u00f3n posterior de la complejidad biol\u00f3gica-qu\u00edmica debe tener una edad al menos tan larga, como el tiempo que se necesita para las reacciones nucleares en las estrellas produzcan esos elaborados elementos.&#8221;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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3GkfjsAFAqI2ekxsrWsVbfI4+i46bEagkRBcNwms9NqqpemmYM11ABRQzAXIJIUg6X3mfcT0vC+JUBg2ouyhxVqPZqIqEq9OkoyMdEa6EXOm09LxDtdgwylC9QZ6Oe6a1KNPEVajoS1tCjIuSwX6IGUAQic2DSephXVEqlbI5YK1xqUy59L3Fsy79Z7riXazDsjor3zCsrFUqAVA2DenSLlyWZhVKanbIp+iDL3\/WWEzg5y1vOlGam4WkrVaLrQy0yCVyIyG2htY+ixknOMVhXplQ65Syo41BujqGU6HmCDaQC81u0fEUr1EdNAtGihFsoDJTCsFFz6II0mUNZEoM7F5IT8jqe\/bwqM46GnYvJD6nU9+3hUZL05b2m9cxXv63itM2afab1zFe\/reK8yogohFAvoNSZZBFPoX+8L\/wAM35DvO2bWpNVjNheLjKVs1rEWuLa4c0f66+yZxx9X6x\/xN+sX9vqfWP8Aib9YcuOtTlJ4rfw\/F6bOo1RVIbMSL2WqHy3JJbc31uSAbcpRPF1IIs2qqBqLC1CpTJtyBLg+wTOPEKv1lT8TfrHLjq31tT8TfrOfH4ZK3flt9\/406nGkJOjrdicykZhc0mFtf+2fvHS0aOMJlC2fYgm9zrSZCQSddWBtoNLchM98fWH+rU\/G36xo4lW+uqfjb9Y\/xSTF\/Ld8\/wCNdePJmDZW0O2liCaZJP8AEMmn8u1pRPEgXRiGOVHU33Jc1SPu84PuMr\/4lW+uqfjb9Yf4nW+uq\/jb9ZT4px8C\/Jb5rVfjy5gwViByJ0J84jj8kI+My+JYoVGBGawAUXAB3J5E9esb\/idb66p+Nv1jhxSv9dV\/G36x4\/H9fA5fJsy1TiCPZySSTcnUk6kk7kmIROjkT2QjgskSkekdanG3wjKxqiWvMgC5MiZxyhqvHPJqppJPRtvrIyYjC8fSlzwGaMjj0k+KwbU8uawLC+W\/pAcsw+iT0hbJ0Mt7NbDuFDkEKxIBPMjew3I79oVsSzBVY3CiyjQADnoOZ5ncxK+Id9XYkgAC\/IDQADlIjKT3VbPQMLQvCIKZawWOqUiTSd0JFjlYi+t7G24lQQvJRqntFiv9zV\/EYf8AUeL\/ANzV\/EZlwMk117R4v\/c1fxS0nGccRcYirb\/9f+Jg02tNTD8SsmUiXTUiQ9pMYP8A5NX8X\/iZWIrO7M7sWdjdmO5PMmOqvckybCYbPeUnfSxTI5TsPkgPyOp79vCpTkVdLMR0nXfI\/wCp1ftD+HSkHNuOPTGMxWdGYGvVsVbKV\/zGvoQQeW8x8oLWBsC1gW5AnQm3dvNHtMPlmK+0VvFaZZmc9nesXcRQNMaFTmvZlYNcCwIFtRvzlOJLVHHuqlAbob+iVVt9yLjQ94lmT8rZb+FaBMkw5TN6YYrrfKQD3G5BHwhiAmY5MxXT5wAbv20jveDOtR3he2ss1cAyqHupU21VlNidgQDcH4SpLZ6WXxUufSMv8IZtNoZtP75RQvFCxUW8s0cMT+nXpC3Dx43l4VCYqiWv2UkX0Hd3RmVR3mWw3hZ5Qonskgp9Yhq67CMZzLatkSKVHfHPiSRbQW2lbNHaSwfe+Iczk7wtFTUia+B4Yz2AF9doyW+DNrFdJNSol2Cra5PMgDbW5OgsAZ6ep2YYAM1wu5sLm3MAdZ53FUwCwANr6A2J7rnrDlsue1kk1DiECvZXDWt6SggZudr6mx585E7Ekkkkk3JJuSeZMBEtKM2gxIsSSGaKYl4sUSKIWiSBYCORbnXaNfujihYX740NFEzScHk9CuV2NpWgJYdSVHuZ1\/yP+p1ftD+HSnHZ2LyP+p1ftD+HSiL25f2n9cxX2it4rTLvNTtN65ivf1vFaZYWAEIWiqslhto4R3mzex0ktOmp0vzk1ONtQBZawuKemTkYrmtfYg2va4ItzMM6Abf31kDVd7S6sw5OPe9\/opb0szAEk3PQm9zoOR7pYxVdWtlpqh1vlZyDtsrE2tKl4hhnejfMW8I1Kxz+cza2ylbW5XBG97x2CrgMAx9HnbU\/C8pECKDLO6ePOzFzHOl\/QZiDvmABv0FiZGvmsmpqZ7HYJlvrl1ve21\/jKzGJl0l9evIvLbbiTDsga7qzC2ytlN+WpB0+EWuyFropQdC2Y\/fYf0kUVR98cG9YsviQVyCnTGgGYBsxtz1YgXtrYc4mFxbUySpAJ02U7dMwNpXsRFMPr\/xW2XVhapZyzG5JuTpv8J7bs3xIXzObi9rnXW17XnglMtrjmyBNLBi2m5JAGvwEfFlknTUuyy11fjXH6Pm7La9py\/ilRH9JMwa\/pKdRYfSB\/wCJVfFMRYmMprmdQb6sBpbmQNJcuV5d30Jk6ntC0bJ8ZTCO6KbhWZQeoBIEhlLs0XroNEhFvLEbFBiwiBeDCA6RSeUiLxLRLxYIEQJhEMUDFMQmKpkCGdj8j3qdX7Q\/h0px0zsfke9Tq\/aG8KlBOYdpvXMV9oreK0y7whGIQJhCHtD4xC0ISRSYghCURLRwhCSELQhFFAESEIEHSORoQkAx5xohCSIJbwVVAWWot1YWzD5ykHRl6jkRzEIQvhqeUVFAzAFgoO7New7za5j8SqKbIxYW1JWwvrewOttt4Qh7byK8DCE25wkUiEJQUCIsISQMIQkKCYXhCFaggYQkvYheEIgAzsfkg9Tqe\/bwqUISqf\/Z\" alt=\"La estrella m\u00e1s lejana\" width=\"446\" height=\"250\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"As\u00ed es Earendel, la estrella m\u00e1s lejana descubierta por el Telescopio Hubble | National Geographic en Espa\u00f1ol\" \/><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La regi\u00f3n m\u00e1s lejana del Universo captada por el <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/strong><\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">Esto significa que el universo observable debe tener al menos diez mil millones de a\u00f1os y por ello, puesto que se est\u00e1 expandiendo, debe tener un tama\u00f1o de al menos diez mil millones de a\u00f1os luz. No podr\u00edamos existir en un universo que fuera significativamente m\u00e1s peque\u00f1o.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Un argumento hermosamente simple con respecto a la inevitabilidad del gran tama\u00f1o del universo para nosotros aparece por primera vez en el texto de las Conferencias Bampton impartidas por el te\u00f3logo de Oxford, Eric Mascall. Fueron publicadas en 1.956 y el autor atribuye la idea b\u00e1sica a <strong>Gerad Whitrow<\/strong>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Gerald Whitrow - Viquip\u00e8dia, l'enciclop\u00e8dia lliure\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><strong>Estimulado por las sugerencias Whitrow, escribe:<\/strong><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;Si tenemos tendencia a sentirnos intimidados s\u00f3lo por el tama\u00f1o del Universo, est\u00e1 bien recordar que en algunas teor\u00edas cosmol\u00f3gicas existe una conexi\u00f3n directa entre la cantidad de la materia en el universo y las condiciones en cualquier porci\u00f3n limitada del mismo, de modo que en efecto puede ser necesario que el Universo tenga el enorme tama\u00f1o y la enorme complejidad que la astronom\u00eda moderna ha revelado para que la Tierra sea un posible h\u00e1bitat para seres vivos.&#8221;<\/p>\n<\/blockquote>\n<p><!--more--><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Esta simple observaci\u00f3n puede ampliarse para ofrecernos una comprensi\u00f3n profunda de los sutiles lazos que existen entre aspectos superficialmente diferentes del universo que vemos a nuestro alrededor y las propiedades<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTswVcpDHy6fCs7vXSjTRP1rEdW_sQb-HrXNSImtSwQ1uXKVuZsAf-8_LxFPwISQRnRVpw&amp;usqp=CAU\" alt=\"Las mejores fotos de la Tierra desde el espacio\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El milagro de la vida en la Tierra\" width=\"369\" height=\"224\" \/><\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 La vida en nuestro planeta es la evoluci\u00f3n de la materia hasta los pensamientos<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Claro que los procesos de la alquimia estelar necesitan tiempo: miles de millones de a\u00f1os de tiempo. Y debido a que nuestro universo se est\u00e1 expandiendo, tiene que tener un tama\u00f1o de miles de millones de a\u00f1os-luz para que durante ese periodo de tiempo necesario pudiera haber fabricado los componentes y elementos complejos para la vida. Un universo que fuera s\u00f3lo del tama\u00f1o de nuestra V\u00eda L\u00e1ctea, con sus cien mil millones de estrellas resultar\u00eda insuficiente, su tama\u00f1o ser\u00eda s\u00f3lo de un mes de crecimiento-expansi\u00f3n y no habr\u00eda producido esos elementos b\u00e1sicos para la vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Encuentran componentes b\u00e1sicos de la vida en galaxia \u201cprimitiva\u201d | ALMA Kids\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0Los elementos b\u00e1sicos para la vida se fabricaron en las estrellas<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">El universo tiene la curiosa propiedad de hacer que los seres vivos piensen que sus inusuales propiedades son poco propicias para la vida, para la existencia de vida, cuando de hecho, es todo lo contrario; las propiedades del universo son esenciales para la vida. Lo que ocurre es que en el fondo tenemos miedo; nos sentimos muy peque\u00f1os ante la enorme extensi\u00f3n y tama\u00f1o del universo que nos acoge. Sabemos a\u00fan muy poco sobre sus misterios, nuestras capacidades son limitadas y al nivel de nuestra tecnolog\u00eda actual estamos soportando el peso de una gran ignorancia sobre muchas cuestiones que necesitamos conocer.<\/p>\n<p>&nbsp;<\/p>\n<figure>\n<div dir=\"ltr\">\n<div dir=\"ltr\">\n<div data-e2e=\"image-placeholder\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ichef.bbci.co.uk\/news\/640\/cpsprodpb\/131AF\/production\/_125855287_5cb067a4b29c7291dacc5eb955ca0d439588fb01.jpg\" alt=\"La primera imagen del espacio profundo tomada por el telescopio James Webb\" width=\"659\" height=\"370\" \/><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/figure>\n<div dir=\"ltr\">\n<blockquote>\n<p dir=\"ltr\" style=\"text-align: justify;\">La primera foto completamente a color obtenida por el nuevo telescopio <strong>James Webb<\/strong> ha sido publicada este lunes y no ha decepcionado.<\/p>\n<\/blockquote>\n<\/div>\n<p style=\"text-indent: 24pt; text-align: justify;\">Con sus miles de millones de galaxias y sus cientos de miles de millones de estrellas, si nivel\u00e1ramos todo el material del universo para conseguir un mar uniforme de materia, nos dar\u00edamos cuenta de lo poco que existe de cualquier cosa. La media de materia del universo est\u00e1 en aproximadamente 1 \u00e1tomo por cada metro c\u00fabico de espacio. Ning\u00fan laboratorio de la Tierra podr\u00eda producir un vac\u00edo artificial que fuera remotamente parecido al vac\u00edo del espacio estelar. El vac\u00edo m\u00e1s perfecto que hoy podemos alcanzar en un laboratorio terrestre contiene aproximadamente mil millones de \u00e1tomos por m<sup>3<\/sup>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Detectan las primeras fusiones de agujeros negros con estrellas de neutrones\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Se detecta la fusi\u00f3n de un <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a> y una estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a><\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Esta nueva manera de mirar el universo nos da nuevas ideas, no todo el espacio son <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>, estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, galaxias y desconocidos planetas; la verdad es que casi todo el universo est\u00e1 vac\u00edo y s\u00f3lo en algunas regiones tiene agrupaciones de materia en forma de estrellas y otros objetos estelares y cosmol\u00f3gicos; muchas de sus propiedades y caracter\u00edsticas m\u00e1s sorprendentes (su inmenso tama\u00f1o y su enorme edad, la soledad y oscuridad del espacio) son condiciones necesarias para que existan observadores inteligentes como nosotros.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20170403105024_420.jpg\" alt=\"Se confirma que las extra\u00f1as se\u00f1ales FRB llegan del espacio exterior\" \/><\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 Vigilando las estrellas m\u00e1s cercanas al sistema solar<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">No deber\u00eda sorprendernos la vida extraterrestre; si existe, pudiera ser tan rara y lejana para nosotros como en realidad nos ocurre aqu\u00ed mismo en la Tierra, donde compartimos h\u00e1bitat con otros seres vivos con los que hemos sido incapaces de comunicarnos, a pesar de que esas formas de vida, como la nuestra, est\u00e1n basadas tambi\u00e9n en el carbono. No se puede descartar formas de vida inteligente basadas en otros elementos, como por ejemplo, el silicio.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La baja densidad media de materia en el universo significa que si agreg\u00e1ramos material en estrellas o galaxias, deber\u00edamos esperar que las distancias medias entre objetos fueran enormes.<\/p>\n<p>&nbsp;<\/p>\n<table style=\"margin: auto auto; border-collapse: collapse; mso-border-top-alt: thick-thin-small-gap; mso-border-left-alt: thick-thin-small-gap; mso-border-bottom-alt: thin-thick-small-gap; mso-border-right-alt: thin-thick-small-gap; mso-border-color-alt: #333333; mso-border-width-alt: 3.0pt; mso-yfti-tbllook: 480; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-border-insidev: .5pt solid windowtext; mso-border-insideh: .5pt solid windowtext;\" border=\"1\" cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center; mso-outline-level: 1;\"><strong style=\"mso-bidi-font-weight: normal;\">El universo visible contiene s\u00f3lo:<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l0 level1 lfo1; tab-stops: list 17.0pt;\"><strong>\u00a7\u00a0\u00a0\u00a0\u00a0\u00a0 1 \u00e1tomo por metro c\u00fabico<\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l0 level1 lfo1; tab-stops: list 17.0pt;\"><strong>\u00a7\u00a0\u00a0\u00a0\u00a0\u00a0 1 Tierra por (10 a\u00f1os luz)<sup>3<\/sup><\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l0 level1 lfo1; tab-stops: list 17.0pt;\"><strong>\u00a7\u00a0\u00a0\u00a0\u00a0\u00a0 1 Estrella por (10<sup>3<\/sup> a\u00f1os luz)<sup>3<\/sup><\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l0 level1 lfo1; tab-stops: list 17.0pt;\"><strong>\u00a7\u00a0\u00a0\u00a0\u00a0\u00a0 1 Galaxia por (10<sup>7<\/sup> a\u00f1os luz)<sup>3<\/sup><\/strong><\/p>\n<\/td>\n<\/tr>\n<tr>\n<td valign=\"top\" width=\"288\">\n<p style=\"margin: 0cm 0cm 0pt 21.6pt; text-indent: 0cm; mso-para-margin-left: 1.8gd; mso-list: l0 level1 lfo1; tab-stops: list 17.0pt;\"><strong>\u00a7\u00a0\u00a0\u00a0\u00a0\u00a0 1 &#8220;Universo&#8221; por (10<sup>10<\/sup> a\u00f1os luz)<sup>3<\/sup><\/strong><\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">El cuadro expresa la densidad de materia del universo de varias maneras diferentes que muestran el alejamiento que cabr\u00eda esperar entre los planetas, estrellas y galaxias. No deber\u00eda sorprendernos que encontrar vida extraterrestre sea tan raro.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">El fil\u00f3sofo existencialista Kart Jaspers se sinti\u00f3 provocado por los escritos de Eddington a considerar el significado de nuestra existencia en un lugar particular en una \u00e9poca particular de la historia c\u00f3smica.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">En su influyente libro &#8220;Origen y meta de la historia&#8221;, escrito en 1.949, poco despu\u00e9s de la muerte de Eddington, pregunta:<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/astronoo.com\/images\/planetes\/terre\/earthview.jpg\" alt=\"Planeta Tierra: Comprender nuestro Universo\" \/><\/p>\n<p>Para nosotros es lo m\u00e1s importante, es nuestra casa. Sin embargo, en el contexto de la Galaxia&#8230; No digamos en el del Universo, donde ser\u00eda menos que un min\u00fasculo grano de polvo.<\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;\u00bfPor qu\u00e9 vivimos y desarrollamos nuestra historia en este punto concreto del espacio infinito, en un min\u00fasculo grano de polvo en el universo, un rinc\u00f3n marginal? \u00bfPor qu\u00e9 precisamente ahora en el tiempo infinito? Estas son cuestiones cuya insolubilidad nos hace conscientes de un enigma.<\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/caracoltv.brightspotcdn.com\/dims4\/default\/94165e8\/2147483647\/strip\/true\/crop\/1280x720+0+0\/resize\/800x450!\/quality\/75\/?url=http%3A%2F%2Fcaracol-brightspot.s3.us-west-2.amazonaws.com%2Fa9%2F12%2F004eeac14a65aec70d86daa60dc2%2Fnew-project.png\" alt=\"Somos los \u00fanicos en el Universo? Esto responde la inteligencia artificial -  BluRadio\" width=\"549\" height=\"309\" \/><\/p>\n<p><strong>\u00bf\u00danicos en el Universo? Me parece que no somos tan importantes<\/strong><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">El hecho fundamental de nuestra existencia es que parecemos estar aislados en el cosmos. Somos los \u00fanicos seres racionales capaces de expresarse en el silencio del universo. En la historia del Sistema Solar se ha dado en la Tierra, durante un periodo de tiempo infinitesimalmente corto, una situaci\u00f3n en la que los seres humanos evolucionan y adquieren conocimientos que incluye el ser conscientes de s\u00ed mismos y de existir&#8230; Dentro del Cosmos ilimitado, en un min\u00fasculo planeta, durante un min\u00fasculo periodo de tiempo de unos pocos milenios, algo ha tenido lugar como si este planeta fura lo que abarca todo, lo aut\u00e9ntico. Este es el lugar, una mota de polvo en la inmensidad del cosmos, en el que el ser ha despertado con el hombre&#8221;.<\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">Hay aqu\u00ed algunas grandes hip\u00f3tesis sobre el car\u00e1cter \u00fanico de la vida humana en el universo (creo que equivocada). En cualquier caso se plantea la pregunta, aunque no se responde, de por qu\u00e9 estamos aqu\u00ed en el tiempo y lugar en que lo hacemos. Hemos visto que la cosmolog\u00eda moderna puede ofrecer algunas respuestas esclarecedoras a estas preguntas.<\/p>\n<p><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<p style=\"text-indent: 24pt; text-align: right;\">\n<p>&nbsp;<\/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%2F2025%2F04%2F14%2Fel-universo-y-nosotros%2F&amp;title=El+Universo+y+nosotros' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F04%2F14%2Fel-universo-y-nosotros%2F&amp;title=El+Universo+y+nosotros' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>&#8220;Para que el universo del Big Bang contenga las ladrillos b\u00e1sicos necesarios para la evoluci\u00f3n posterior de la complejidad biol\u00f3gica-qu\u00edmica debe tener una edad al menos tan larga, como el tiempo que se necesita para las reacciones nucleares en las estrellas produzcan esos elaborados elementos.&#8221; \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La regi\u00f3n [&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\/2220"}],"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=2220"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2220\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2220"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2220"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2220"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}