{"id":963,"date":"2026-01-14T10:03:49","date_gmt":"2026-01-14T09:03:49","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=963"},"modified":"2026-01-14T10:03:42","modified_gmt":"2026-01-14T09:03:42","slug":"ano-internacional-de-la-astronomia-2009-aia-iya2009","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2026\/01\/14\/ano-internacional-de-la-astronomia-2009-aia-iya2009\/","title":{"rendered":"\u00a1El Universo! Siempre nos hace pensar"},"content":{"rendered":"<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/juandomingofarnos.wordpress.com\/wp-content\/uploads\/2023\/02\/self_learning_ai_2880x1620_lede-scaled-1.jpg\" alt=\"conocimientos \u2013 juandon. Innovaci\u00f3n y conocimiento\" width=\"707\" height=\"397\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRoQPm8GPf4Z2nrsy_q073c74JffUH9h_NXOfMwNA2nPi7-6waAhopaZ-h25udmnBRGHajncFB1UBqTiG1TsnGTs0_iv1sx-XviDA&amp;usqp=CAU&amp;ec=45690275\" alt=\"Debate | Conocimiento | Comunicaci\u00f3n | Free 30-day Trial | Scribd\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Lo cierto es que, nuestra especie ha logrado una serie de conocimientos en los distintos campos del saber humano, y, sin embargo, no son lo suficientemente amplios como para poder asegurar la certeza de &#8220;eso&#8221; que creemos saber, algunas de las cuestiones que &#8220;aseveramos&#8221;, est\u00e1n lejos de ser ciertas y prevalecen en la duda hasta que se van consiguiendo m\u00e1s datos emp\u00edricos que finalmente nos acerque a esa verdad que perseguimos.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/peridisfilo.wordpress.com\/wp-content\/uploads\/2019\/11\/ctorac.jpg?w=733&amp;h=488\" alt=\"TEMA 2: EPISTEMOLOG\u00cdA Y TEOR\u00cdA DEL CONOCIMIENTO (imprimir) \u2013 Vuela alto,  piensa libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0Reflexi\u00f3n filos\u00f3fica resalta la tensi\u00f3n entre el vasto conocimiento humano y la Incertidumbre fundamental sobre la verdad \u00faltima, tocando temas de epistemolog\u00eda, la naturaleza de la certeza, y los l\u00edmites de la raz\u00f3n; sugiere que nuestro saber, aunque avanzado, no elimina la duda sobre si realmente &#8220;sabemos&#8221; con certeza, diferenciando el saber (creencia justificada) de la simple creencia o conjetura.<span class=\"uJ19be notranslate\" data-wiz-uids=\"tqIuFd_h,tqIuFd_i\" data-processed=\"true\"><span class=\"vKEkVd\" data-animation-atomic=\"\" data-wiz-attrbind=\"class=tqIuFd_g\/TKHnVd\" data-processed=\"true\">\u00a0<\/span><\/span><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt;\"><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" 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\" alt=\"Suposici\u00f3n \u2022 Definici\u00f3n y Qu\u00e9 es 2020\" width=\"415\" height=\"253\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: center;\"><strong>Discutir apoyados en conjeturas&#8230;<\/strong><\/p>\n<blockquote>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify;\"><strong>Dar por cierta las suposiciones&#8230;. Desgraciadamente ocurre en ciertos campos de la Ciencia (La &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221;). No podemos dar por cierto lo que no est\u00e1 demostrado, por muchos indicios que puedan rodear a la conjetura. Se estudia, se observa, se teoriza y se comprueba, no una sino mil veces, en lugares distintos y por distintos cient\u00edficos, y si finalmente todos dan el mismo resultado, lo podemos dar por cierto.<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">&#8220;La suposici\u00f3n consiste en dar por cierto algo a partir de una serie de deducciones o conjeturas\u00a0Es un esfuerzo de tipo racional para determinar el (los) principio(s) tras un hecho o acci\u00f3n; es decir, se busca definir las causas. Pero no tiene ning\u00fan tipo de corroboraci\u00f3n experimental, de hecho es m\u00e1s parecido a una hip\u00f3tesis, aunque con una estructura m\u00e1s simple y menos sistematizada. Este no es un fen\u00f3meno extra\u00f1o en nuestro sociedad, de hecho es una pr\u00e1ctica de lo m\u00e1s com\u00fan suponer qu\u00e9 hay detr\u00e1s de los sucesos y hechos que acontecen diariamente. Dentro de ese innumerable mundo de supuestos hay algunos que proceden del mundo de la Academia, dentro de la cual existe un supuesto que necesita ser examinado con lupa.&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTJeEp-8SCURo1wnaCn2WTBd1d54i2-1yU3TrD9x6-sYPWWMayhEgU8nPe57SEGm8os4hWyrLwlCrxdU_cvWo7S0VAfdW1v1yI4kg&amp;usqp=CAU&amp;ec=45690275\" alt=\"Megarexia: \u00bfRealmente nos vemos como estamos?\" \/><img decoding=\"async\" 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\" alt=\"Realmente no hay, o nosotros no lo vemos? | Queralt Centro Sanitario\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El auto enga\u00f1o es el hecho cierto de que, la Mente, nos hace ver aquello que deseamos, y, no pocas veces, vemos lo que no hay, s\u00f3lo atendemos a &#8220;supuestas razones&#8221; que nosotros nos hemos formado de un hecho del que, en realidad, no tenemos todos los datos para dar una opini\u00f3n basada en hechos reales, sino que hemos supuesto y conjeturado sobre lo que creemos con nuestros escasos conocimientos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/fineartic.com\/cdn\/shop\/files\/Gatitomirandounleonenelespejoaa.jpg?v=1751480985\" alt=\"Cuadro \u200bGatito mirando un le\u00f3n en el espejo \u27a4 Decora con estilo \" width=\"484\" height=\"678\" \/><\/p><\/blockquote>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Como pregona la filosof\u00eda, nada es como se ve a prim<span style=\"text-indent: 24pt;\">era vista, todo depende del punto de vista desde el que miremos las cosas, o,\u00a0 de la perspectiva que podamos tener de ellas conforme a las herramientas que tengamos a nuestra disposici\u00f3n, incluida la intelectual.\u00a0<\/span><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/www.revistaesfinge.com\/wp-content\/uploads\/2014\/09\/1d199d462017bbd5dcb9d16235a6c9e3.jpg\" alt=\"Universos paralelos - Revista Esfinge\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\u00a0Si es que existen, \u00bfC\u00f3mo ser\u00edan esos otros universos? \u00bfdejar\u00edan un margen para alguna forma de vida? y, de ser as\u00ed, \u00bfC\u00f3mo ser\u00edan? Y, si no tienen vida&#8230; \u00a1Vaya m&#8230; de universo! Al menos (si realmente est\u00e1n ah\u00ed), deben tener Seres a los que puedan sombrar con sus maravillas.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/mundosmultiples.files.wordpress.com\/2020\/02\/constants.png\" alt=\"Sobre agujeros negros, Densidad cr\u00edtica y otros : Blog de Emilio Silvera V.\" \/><\/p>\n<p>Se habla del Ajuste fino del Universo para traer la vida inteligente y que lo pudiera contemplar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/ace\/ws\/640\/cpsprodpb\/5BA4\/production\/_103306432_alien-portada.jpg.webp\" alt=\"Qu\u00e9 califica como \u201cvida\u201d y cu\u00e1ndo empezamos a buscarla por todo el universo?  - BBC News Mundo\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Lo primero que hay que comprender sobre los universos paralelos&#8230; es que no son paralelos. Es importante comprender que ni siquiera son, estrictamente hablando, universos, pero es m\u00e1s f\u00e1cil si uno lo intenta y lo comprende un poco m\u00e1s tarde, despu\u00e9s de haber comprendido que todo lo que he comprendido hasta ese momento no es verdadero.&#8221;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: right; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\" align=\"right\"><strong>Douglas Adams<\/strong><\/p>\n<\/blockquote>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" src=\"http:\/\/www.astronoo.com\/images\/etoiles\/type-stars_small.png\" alt=\"condiciones para el surgimiento de la vida\" \/><img decoding=\"async\" src=\"http:\/\/www.astronoo.com\/images\/articles\/eau-liquide_small.jpg\" alt=\"Agua liquida, el acelerator de las reacciones qu\u00edmicas\" \/><img decoding=\"async\" src=\"http:\/\/www.astronoo.com\/images\/animaux\/clitocybe_small.png\" alt=\"Bioluminiscencia de los organismos vivos\" \/><img decoding=\"async\" src=\"http:\/\/www.astronoo.com\/images\/aurores\/rayons-cosmiques_150.png\" alt=\"los rayos c\u00f3smicos\" \/><img decoding=\"async\" src=\"http:\/\/www.astronoo.com\/images\/articles\/cynaobacterie-dans-resine_small.jpg\" alt=\"cianobacterias en el origen del ox\u00edgeno\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Tuvieron que estar presentes las condiciones para la emergencia de la vida, la presencia de agua l\u00edquida, acelerador de las reacciones qu\u00edmicas, Bioluminiscencia de los organismos vivos, rayos c\u00f3smicos y mutaci\u00f3n, cianobacterias liberan un gas t\u00f3xico, el Ox\u00edgeno. <strong>Ardipithecus<\/strong> de 4,4 millones de a\u00f1os..<a href=\"http:\/\/www.astronoo.com\/es\/articulos\/bioluminiscencia.html\"><br \/>\n<\/a><\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/blogger.googleusercontent.com\/img\/b\/R29vZ2xl\/AVvXsEjQC9aLCHUcmKasfbFIvv6Gz7reAQ4TMWhnRK91mFJD-3Tus-EfKcskQlgyrPBfrLuXsUHhxcC-Jrd_SGTGqtyP6a8SX71GWmEmP_TL9x1wrm7VCj2JJn3kx4uCOKoqn9sA3WIIXzljFOy0\/s640\/ramids.jpeg\" alt=\"ARDIPITHECUS RAMIDUS:\u00bfPRIMEROS INDICIOS DE VIDA SOCIAL?\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">&#8220;El\u00a0<em>principio antr\u00f3pico fuerte<\/em>\u00a0(SAP) indica que &#8220;el Universo debe tener unas propiedades que permitan a la vida desarrollarse en alg\u00fan estadio de su historia.&#8221;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\u00bfQu\u00e9 vamos a hacer con esta idea antr\u00f3pica fuerte? \u00bfPuede ser algo m\u00e1s que una nueva presentaci\u00f3n del aserto de que nuestra forma de vida compleja es muy sensible a cambios peque\u00f1os en los valores de las constantes de la naturaleza? \u00bfY cu\u00e1les son estos &#8220;cambios&#8221;? \u00bfCu\u00e1les son estos &#8220;otros mundos&#8221; en donde las constantes son diferentes y la vida no puede existir?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAsICBUREw0WFRUNGBERDRwRGA0RERgZGhEcKSQrKigkJyctMjU3LTAxMCcnOEAtMTc5SD08KzZDSUI6SDQ7PDkBDA0NDw0PFQ4NFTkiHS45OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5Of\/AABEIAKUBMgMBIgACEQEDEQH\/xAAaAAEAAwEBAQAAAAAAAAAAAAAAAgMEBQEG\/8QAOhAAAgECBAQEBQEGBQUAAAAAAQIRAAMSEyExBFFhkQUUIkEyUnGBonMGFSNCgrEWcqHB8CQzYsLx\/8QAFwEBAQEBAAAAAAAAAAAAAAAAAAECA\/\/EABkRAQEBAQEBAAAAAAAAAAAAAAARARIhAv\/aAAwDAQACEQMRAD8A+\/pSlcWilZOIvurQo0y5HoZpM66g6QIMHeYFZvO3gWlPTqQwtvJAC+07kyfbTTdTJvPjdyupSudc4q8pZQgb1MBcCMAuvpnWY0Mkcxt7+Dir0oSoCsygrkuSgJaZIPthHt\/NQ410qUpRkpSlEKUpQKUpQKUrn8bxFxSwVSYUMIRzJn3IMR0FFzLsdClc25xd4O65YwjZgrsDpJ10Bg+0dKknGXCVGA\/9yMWS4DDSPpILHWYiKNca6FKUowUqniHZVlVxER6fcjp1rKONuy4a2QQrYWCsQ5GggidCQx1jSKLmbvroUrFwvEXGdgyQgmLmBlxR0JO87EfcwY20NyeFKUohSlKBSlKBSlKBSlKBSlKBSlKBSlKBUf8AfSpV4vxJ+oKCeW3I15ltyPatJvKGVSyB3krbLCWjeBuasitQrFltyPamW3I9q1lgCoJEs0Cd2MTpzMAn7GvEvKwZlZCoZlLKQQCphpI2ggg8iCKclZctuR7Uy25HtWsOCqsCCpXEGBBBETIO0R714bghTOjQFjXFP06UhWXLbke1MtuR7VtNeUhWPLbke1MtuR7VspSFY8tuR7Uy25HtWylIVjy25HtTLbke1bKUhWTLbkaZbcj2rS15QyqWQO84bZIBaN9NzUqQrHltyPamW3I9q2UpCsmW3I9q8y25HtWp3C6sQAWCiSBJJgfckgAVG5xKJixPbXCoZsTKMIJgEydATpNIVRltyPavMtuR7Vd5q36hjsykFvWvpB2nXSZEc5qNzxCymMNd4dTbjHiuICk7Trp96QqvLbke1MtuR7VJ\/E7C48V\/hRlxjm8gwTtMnSYMTvB5VceIUbug\/iFNSAJAkgTuQAT0g8jTkrPltyPamW3I9q0WuIV\/hdG9If0kEEEwCCNCJB7VJnUFQSAWmFJALQJMDoNaQrLltyPamW3I9qo4rxVlVms2zeQW2Ia0Q2MgqNCJGuI7wZU6RrXQS8rFwroxRsLKrAlD1A2P1pCs2W3I9qZbcj2rZSkKx5bcj2pltyPatlKQrHltyPamW3I9q2UpCsJEb17U7\/xf0ioVkKUpQK8X4k\/UFe1BmjAeVwUF3EcCLhc47i47OUyphhhrEyCdMR2561iP7PIFsqr3BlszNebCz3JHuY3HONpHua2+Ybp2p5hunatVIyXv2etXEsqz8RFm0LQbGJYARqYmTOsQDpMwK0v4YhFkE3ItcSeIWHIliSdekk78vepeYbp2p5hunanQy2\/2ftKZm8fhBV2DAgLhGhEDQbiDqRMEij+AWSuEYxLLLLhBhUCgTGwAGg5nma1eYbp2p5hunanQt4bh1tIqr8KzC6ekEzA6CYA9gBVtZfMN07U8w3TtToaqVl8w3TtTzDdO1KNVKy+Ybp2p5hunalGqlZfMN07U8w3TtSgPD1zmvEuXKgBThhIECNJ2J9\/5jzrVWXzDdO1PMN07Uo1UrL5hunanmG6dqUXX7AuKqkwBcR9OasGH+orD+6mL3XLw9y4tzCqkqGUrhkTqAEA9jqTpIA0eYbp2p5hunanQpTwqFdS+JDZWykprbAAETMakSdAZ9zAjTe4TGbxLGbqqmn8qgyQOh1n316CoeYbp2p5hunanQqv+F48714c1lOifDh29\/iGkHSMIkGDMLngyuyszuQtx2FsxBDYpBB6udRGgA9q0eYbp2p5hunanQpTwgBcONz\/CZMwyWlmxM0kk7gYeUe9XtwSlbKk6WlK+kASCpU\/TQz9q88w3TtTzDdO1KJ8JwuUrDFiLNiLRGsACBJjRee9e8Nw5t4xilWuM6rhAKyxY6++p6aR9TUOKO0pP\/OvQ175hunalGqlZfMN07U8w3TtSjVSsvmG6dqeYbp2pRqpWXzDdO1PMN07UoX\/i\/pFQr13LGTXlZUpSlAqu5\/L+oP71ZVbicP6g\/vRWXikvFmwMAmFIUhSWOI4oJ20gayN411rMOK4vDJs2cWn8PENfWQdcXyifqfeIrs5bcjTLbkaqOTffis1wq28gwouSJUQ0kamTOHcQDAgiTVlw8QWtKoQJl22e5IxFg4xCNowzqOZgjSulltyNMtuR7UHItPxbBMS2Eb0s2H1iA\/qAOIbrPt1n2C43F+gqtgtlAlSCFUkyRGLeABO2pOkQevltyNMtuRoOXxL8SrPlpbaW0zDoq4ZEAEScUg9CPqJXX4kLKrYLrbY4WBi4wMCPVoCIMGd4kb10stuRpltyNBx14niiGOVa0ZwNImNFgFtjG+kzsNzdYe+XTGoUBtcGxGHXSTJxYY2PxDUDEelltyNMtuR7UFdSqWW3I0y25GpBGlSy25GmW3I0g49zi7ttsdx0SxmCcaj0AzoTO8YZ6n2CtPWry5w2MQySMQbCwnUGR95qeW3I0EaVLLbkaZbcjSDHx95rdtmUDEI3GLSfYSJPSR\/sabnGuBIFsfwAx0LC0+KGnXUKCTGmx1FdLLbka8FojZY99BGpMn\/Uk\/eg4x8RveoRZH\/TG6LhU4QZgFjikAmdIgATiOoER4lehtLcrYW4WNsqZIQkxi98TQCd1iTBruYG5GmBuRqjk+bvenEEVTbtFpRpsljB1kgxDDYRI31qq14ndy7JZAzNdW2961bbAklQY1JMYjqYAgg7Qe3ltyNMtuRoOfw3GMxsqy6vZDm4JA7R7xIE7Ty1pv8AGXPSsIMV9kxAOCwDqAAQQQxBJn\/xOnLrZbcjTA3I1ByblocKqsilyWW0VMfCXYkkgaAFiZiABsffTwPGZwunDhNu8beHFiOwOuggiYI1gg6mtuW3I1FbBGyxLE6CJJMn7k0ClSy25GmW3I0gjSpZbcjTLbkaQRpUstuRpltyNBGleERvXtApSlArxfiT9QV7Xi\/En6goNbX1XEGdARhJlgCATAn6nQczVkGsfE+G27zMzCWNtVDaSgBJEGJBMnsKyf4asww\/iSylcwFVYA6QCAI0kADYMedbR1i0YQdCzQJ\/mMTp1gE\/Y17Brkj9nLAEAGdDiOEmcJXWQdw0GZkADYRVzeDWma03rx2raW1uemQFMjWJ99aDoweRqtLythhgSYIX3IMxA5GDHODXFtfstaVkJe4y21AScONTqJxRIABAUCI1jczda\/ZyyiqBmEi2UzCVLkHMGpiTAuMO1B1zpUBdUlQGQlreNVkSy8wPuNeorB+5LeC8kvhvKqtokenbSIjoQRGkQIqXCeD27IYKbvqxzick+rDMH2jCIjag3BwSyggskYlB1WRIke0ivQ0lgNSu6jcVy\/8AD1nDZXFfi0oAhyJgMNSP8xPTbaRU08CsjD6QYwt8KL6guEHQDUCIiAIERFB0FcMFYbNqG5ipVg4Hwm3YZmWcTKQzHCMQ0jQACBGg2EmImt1B7SvKUDENpE17XJvcNetNdu2xbd2uFUsH0gKxTES28jCDoNOtdagUrylBC7fW2JZkVcQGJ2CiTtqfeoXOMtoXDPaUooZlZ1BQHaQToNR3qHH8Ct9MDEgH+ZCQwBEGCCCJBInrsaou+HNcxl7ierDhUWzFqGBAmRIOETsTpqAAAGu7xdu2JZ7SgriDMygETEzO0kCeoqB8Rs+r+LY9EFv4i+kHaddJkRWVfBlUswe+CeGNg+obQuvMfDsDEkn3q7ifDhc1DYSFCp6QRbAUqREjcM33jcCKDQeKQYiXSEYI2oOEkSAY2MGfoQdqgnH2mXEty0y4WbEjBpCmGiPYHQxsar\/d4BlWIbPW6GgGCEy\/v6Qfv9KjY8OywmF\/VbtXLath0GIqdp2BUaTQbQex\/wBaoucaihYZGZ2KoqssuQYMCfbWQNdDAJ0qvh\/D1tMjKdEsLZCkDYAAGd50AJ5AD2FQPhglDjIC3GcrA9U3MwDpDDrpO1BHgPEHvMytZuIBYW4LjBgHJ3AkCI031knQRJsHiKu6LaNu4MzDca26sLIwkiYJOpiJEROu06byMywr4W0IaMXcTqD9RVfCcILKsqkkGIxewCKv\/rNBfXteUoPaV5Sg9pXlKDLf+L+kVCp3\/i\/pFQrGqUpSgVBmgoR7XBU6rufy\/qD+9FaPMN0p5hulc7ir95WbAiMgVDiOKZLENA2MCNNImdayr4xcK4vLcQIw+mGnV8J0w+w9X0I23q+o7fmG6U8w3SuPe8RvC86LYcpoq3gGgGGJJkAEaCAD76kEhTK74jcFxUWzjY2bblizKELEgycJAAidyenvT0dbzDdKeYbpXFu+I3p9NghfUP5ixIZYgYYggsJ2xazEtU24+7lqxs3AwxE2V9ReFxKoMCCSQJI0II5Gno6\/mG6U8w3SuVb4+6yuTw5Vhgw22c+rEYMkLpGpMTpG21UHxi6GZfLXJXFEsTIBgNAU+k69YiFJkB6O55hulPMN0rj\/ALyuHEMm4g9QzGDHDCyJGGNyRodYME7V0bZJVSwhioJX5TGv+tPRf5hulPMN0qulSizzDdKeYbpVdKUWeYbpTzDdK448SfMUFLS2muAC47MDBmNxAJABjqo1LHD1KUWeYbpTzDdKrpSizzDdKeYbpWTirjKqlQCTeRTIJ0LAGOoBJrE\/iLF+KVYC2rZZbgU3MUAFpAI3JKgc1OukVR2PMN0p5hulcS74jcTNE2C9tUDellFtjEnU6gSddNYEnWF\/xF44go1oFMOG3ctsCpOpBAPI76CdPeaDt+YbpTzDdK5vmXxMCAF82tsNhIIUora9Sxw6bSPcVnXxC5\/04bAmPhg7tgaFJVix1OylV0M\/ENeYdrzDdKeYbpWDh+LZ2RWTCTZW4Wk6EjVdtxO07EczGW7xVxspSAMd1lKqrgsBcwiDOkL6jMggERBoOuvFzsUJETBmJ1HvyqXmG6VyGsDhbTMil3C27Z9IllDRsABMFj9TygC\/geNzjeBUA2rmDRi06e8gRzG8gg+8AOh5hulPMN0qulSizzDdKeYbpVdKUWeYbpTzDdKrpSgzkmTSlKBSlKBUHE4P1B\/ep14vxJ+oKCeW3I0ym5NWg31DKpZA7yVtkiWA3gVJmChiSAApJY7AASZ+1ahWXLbkaZbcjWlnChmJAVVJLHYAamalSFZMtuRpltyNa6irqTAIJGpg6gTH9wexpCs2W3I0y25GtKupCsCCpUMGB0IOog8or0EHUbGkKy5bcjTLbka10pCsmW3I0y25GtdKQrJltyNMtuRrXSkK5nF+H56qrB8OIMYkYvaJ5GTWjLbkaufiVVgpPqaIUBjEmBJiBJ0ExMGJq2kKyZbcjTLbka10pCsmW3I14togQFIA2UCAPpWq46oGZiFUalmMAfU1G5xCpixOiwpc4iBABgk9JjWkKowNyNMDcjUv3jZic2zGWH+NdiYB32mB96fvGz6v4tn0qHb1j0gxBPIGR3HOkKjltyNMtuRq08ZblVx25aAFkeokSI5mCDA5jmKWOMt3cOB7bhlLBkMhgImCNDuO4pCqstuRpltyNaWdVwyQMTYRJjETsB10PasPEeImGyVW5gxBsJBGIKSBpJBlY1A1YRNIVbltyNeCyRihYlpMDc9eug7VdxN1kwYUxYryod\/SCdTsdt9Y+tWM+jFRihsPpI0MwZ1G2594B+lIVmy25GmW3I1G9xjrw6XMsm4basbQBhSRJBjXeRoD1gSa20hWTLbkaZbcjWulIVky25GmW3I1rpSFYipG9Knf+L+kVCshSlKBXi\/En6gr2oM0YCPa4KC3ivD1uliXuKHti26rghwCSJBB2LHTYzBBGlZP8N2PSCHKYWDW2wkXMQIOKRJMNE8gB7CtnmG6dqeYbp2rVSMbfs5ZZrrNjfMVlKvggArhIAiACBt0HKpcT4Gr2uLRWcHiWDszAOFIEaKRHWCPfkABq8w3TtTzDdO1OhlH7P2QVIzBFk2sKsFDSwJY6AltAJnYke9et4BZJSA6YbiN\/DwKGCszKp0+H1ERyMVp8w3TtTzDdO1Ohlsfs\/ZtkQsgW8tbbBCqgAAQI9h7n+0Vp4Tw9bLXWVrhN3DKuQQuFcIiANwBP0HKvfMN07U8w3TtToaqVl8w3TtTzDdO1KNVKy+Ybp2p5hunalGqlZfMN07U8w3TtSjxOAi810uSSxIWIwyANwdQANBECSd9a11l8w3TtTzDdO1KNVKy+Ybp2p5hunalEuO4QX0wkxFxXDRIBBkSJH\/I5VRa8OK3GuZj4zby8Q3IAIWSd4GpEfFr0q3zDdO1PMN07UoqbwsHEMYwZS21tsgYWyCDIM6yQCfc6aiBEf3OPX67nqtKhbZiRhhiQQcQwiDuJOvK\/wAw3TtTzDdO1WkZx4Koa1DOEtMrLbiToEG5\/TXU8zzETs+FBFVccoqtClBCkrhEDaAJ02JJPSrfMN07U8w3TtU6HtvggqWVxEi1cFwMQJYgzqeZnU+5196cFwYshhiLThUSIwgCAOunv71E8UdpSTtPv9K98w3TtToV2PCkt3WuqfW2KfSBMsxMkancD6KOQqm74KDdV1fXzYvtjAOEAz6eRkADkGb5jWrzDdO1PMN07U6Ejwim8t6TiW0bWH2IJnX\/AJ\/vOisvmG6dqeYbp2pRqpWXzDdO1PMN07Uo1UrL5hunanmG6dqUL\/xf0ioUZyTJpWVKUpQKrufy\/qD+9WVW4nB+oP70Vl47ibtsylvGuWXwrvIBkfUkrH0NUt4jeTFNhzuRAf0jCp1wgzBJBjUxopIIHWy25GmW3I0Rx+I8SvJtw9xoxMVUOSQAYAIETMTPP0g6kenxG9l3mFhwy3hbS2VeYKzJEa6mNNNRLCGI6+U3JqZbcjQcscddNu05s3FJZ8VhhiYAKxGo2JIA2O\/0rx\/EbgyWybuC7aRjbwOWtMTqGgHYHXTSOtdXKbk1MtuRoM3CXmuW0ZlwMyybcOMJ\/qAPcCr6lltyNMpuTUgjSpZTcmplNyakEaVLKbk1MpuTUgjSpZTcmplNyakGLPY3mUAqiKCcVl4uSPZttJAjU76DQnXUspuTUym5NSCNKllNyamU3JqQY+Ovm3bZgQDiAEqWEkxqJHcmBWHiOPvr5jCgbLVSMAUhidgvqGImRoYgHSdJ7QttyNMtuRqjncReugrgKf8AaZmtspgED5pAmSukbA61XwnHs7IGhZsl2tsmEgToZkiSACQJAnc6V1ctuRpltyNSDiJ4jeNxQyYEz8GW1ti5BCEQQY0JYkjYDScJqdrxK7kY2thnzCMIxKIC4j7HUQR\/m+9djLbkaZbcjVHL4a6b9yWR0PDwytiYqxIYHSANJOu5BG2orpVLLbkaZbcjUEaVLKbk1MpuTUEaVLKbk1MpuTUgjSpZTcmplNyakEaVLKbk1MpuTUgjShUjelApSlArxfiT9QV7Xi\/En6goNbX1DKpZA7SVtkiWA3gd+1eu4UMWICrJLEwAAJM\/as3E+HrdLEvdUPaFtlTBDgEkSCDsSTGxnUEaVl\/w5Z9IOYVCsDbJUh8QYHFpJMMRMjQDkK2jps6qGYkBVUsWJ0AAk\/aKO4UMWICqpJY7KAJM\/auYf2css11mN1zcVgVcpABXCQABoCBt0qy54HadOKUm4BxFwO7SpIIECAQRGmxB7AABtvcQlsKWdFDNhGIgYjE+\/vAn7Gp27isFKkEHZgZB\/wCQaw2vBrKKqw7KvEtxGG42KXIIM9IY6f31mpv2estcZ2a+S0HDjEKQSdIEg+oiQZg0HTDg4oIOFoMexidfsQfvXtY+C8MSwWKm4S6gHFhjQQNAAF22AAM7aCNlApSlApSlApSlBS3FItxLZYC46lltncgb\/wC\/Y8quqgcIuZmHGW1OpEAxAjT2Ex\/mbnV9ApSlBG5cVAzMQFG7HQCo3OIVMWJ0WFLmSBABiT0nSq+N4QX0wkxDK40BEgyJHv8A\/KzfupsTtmutw28vMUCYGiyTvpqeuoig1ni7cTjtxl5mLEIwkwD9J0qDeI2RvcsiFD6sNiQAfoSyj7jnWZfBlDMwcqxVfhUAYlKkGOQwjTqdddLG8JU21QsSEsraXGqsFwmZg8yFnb4REGgvHHWjiAdCVwyoMkTtpvJkQOor08XbDYcdvFiK5eIEyBJEc4O3UVmHhIVsQd8XpOoHqKwJaIxEgRJ1EnpFVnwNbZlXvRmK+FzimMJEk67oCTuZP1AdK3cDBWUgqyhgw2IOoiqrnGIonEhJuG2FDJLMDBGpAkHSCd9Krt+HBTw5xEmypGyw5O5Ok7kkRtJqNzwxWKnE4\/iMxgDUMwYjpqo1+vOgjwnHXLlxVaw6A22Y3CGiQ0ACQNwZ1g9K2o4YKVIIKyGGxB2ilxCwYKxVtCGABggzt\/cdT9ay8H4atlmZWJJsraMxqFGkx779zvpAbKUpQKUpQKUpQZb\/AMX9IqFTv\/F\/SKhWNUpSlArxhoCDGFpFKUE8b\/P+IqOc\/wA34rSlUM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/FaZz\/N+K0pQM5\/m\/Faljf5\/wARSlBFiYkmftFKUqBSlKD\/2Q==\" alt=\"Constantes universales : Blog de Emilio Silvera V.\" width=\"502\" height=\"271\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Las Cuatro Fuerzas Fundamentales | LINT Media\" width=\"537\" height=\"385\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Por mucho que queramos alterar, algunas s<span style=\"text-indent: 24pt;\">ituaciones siempre ser\u00e1n invariantes<\/span><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">En ese sentido, una visi\u00f3n plausible del universo es que hay una y s\u00f3lo una forma para las constantes y leyes de la naturaleza. Los universos son trucos dif\u00edciles de hacer, y cuanto m\u00e1s complicados son, m\u00e1s piezas hay que encajar. Los valores de las constantes de la naturaleza determinan a su vez que los elementos naturales de la tabla peri\u00f3dica, desde el hidr\u00f3geno n\u00famero 1 de la tabla, hasta el uranio, n\u00famero 92, sean los que son y no otros. Precisamente, por ser las constantes y leyes naturales como son y tener los valores que tienen, existe el nitr\u00f3geno, el carbono o el ox\u00edgeno.<\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Esos 92 elementos naturales de la tabla peri\u00f3dica componen toda la materia bari\u00f3nica (que vemos y detectamos) del universo. Hay m\u00e1s elementos como el plutonio o el einstenio, pero son los llamados transur\u00e1nicos y son artificiales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><a href=\"http:\/\/theodoregray.com\/PeriodicTable\/Posters\/Poster2.3000.JPG\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" loading=\"lazy\" class=\"marco aligncenter\" src=\"http:\/\/theodoregray.com\/PeriodicTable\/Posters\/Poster2.3000.JPG\" alt=\"\" width=\"500\" height=\"255\" \/><\/a><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Hay varias propiedades sorprendentes del universo astron\u00f3mico que parecen ser cruciales para el desarrollo de la vida en el universo. Estas no son constantes de la naturaleza en el sentido de la constante de estructura fina o la masa del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>. Incluyen magnitudes que especifican cu\u00e1n agregado est\u00e1 el universo, con que rapidez se est\u00e1 expandiendo y cu\u00e1nta materia y radiaci\u00f3n contiene. En \u00faltima instancia, a los cosm\u00f3logos les gustar\u00eda explicar los n\u00fameros que describen estas &#8220;constantes astron\u00f3micas&#8221; (magnitudes).\u00a0 Incluso podr\u00edan ser capaces de demostrar que dichas &#8220;constantes&#8221; est\u00e1n completamente determinadas por los valores de las constantes de la naturaleza como la constante de estructura fina. \u00a1\u00a1El n\u00famero puro y adimensional, 137!!<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ciencia.unam.mx\/uploads\/textos\/ar_quimica_prebiotica_01_15122021.jpg\" alt=\"El futuro de la Qu\u00edmica Prebi\u00f3tica. Los desaf\u00edos de explicar el origen de la  vida - Ciencia UNAM\" width=\"570\" height=\"427\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ciencia.unam.mx\/uploads\/textos\/nt_evolucionquimica_18032016.jpg\" alt=\"\u00c9rase una vez antes de la vida\u2026 - Ciencia UNAM\" width=\"577\" height=\"433\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Las caracter\u00edsticas distintivas del universo que est\u00e1n especificadas por estas &#8220;constantes&#8221; astron\u00f3micas desempe\u00f1an un papel clave en la generaci\u00f3n de las condiciones para la evoluci\u00f3n de la complejidad bioqu\u00edmica. Si miramos m\u00e1s cerca la expansi\u00f3n del universo descubrimos que est\u00e1 equilibrada con enorme precisi\u00f3n. Est\u00e1 muy cerca de la l\u00ednea divisoria cr\u00edtica que separa los universos que se expanden con suficiente rapidez para superar la atracci\u00f3n de la gravedad y continuar as\u00ed para siempre, de aquellos otros universos en los que la expansi\u00f3n finalmente se invertir\u00e1 en un estado de contracci\u00f3n global y se dirigir\u00e1n hacia un Big Grunch cataclismico en el futuro lejano.\u00a0 El primero de estos modelos es el universo abierto que ser\u00e1 invadido por el fr\u00edo absoluto, y el segundo modelo es el del universo cerrado que termina en una bola de fuego descomunal.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify;\"><strong>Todo depender\u00e1 de cual sea el valor de la densidad de materia.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-indent: 24pt; line-height: 15pt; text-align: center; margin: 18pt 0cm 0pt 0cm;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/09\/formas-de-universos.jpg\" target=\"_blank\" rel=\"noopener\"><img decoding=\"async\" loading=\"lazy\" class=\"marco aligncenter\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/09\/formas-de-universos.jpg\" alt=\"\" width=\"364\" height=\"181\" \/><\/a><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Algunos n\u00fameros que definen nuestro Universo:<\/p>\n<ul>\n<li><strong>El n\u00famero de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> por <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/strong><\/li>\n<li><strong>La raz\u00f3n ente densidades de Materia Oscura y Luminosa.<\/strong><\/li>\n<li><strong>La Anisotrop\u00eda de la Expansi\u00f3n.<\/strong><\/li>\n<li><strong>La falta de homogeneidad del Universo.<\/strong><\/li>\n<li><strong>La Constante Cosmol\u00f3gica.<\/strong><\/li>\n<li><strong>La desviaci\u00f3n de la expansi\u00f3n respecto al valor cr\u00edtico.<\/strong><\/li>\n<li><strong>Fluctuaciones de vac\u00edo y sus consecuencias.<\/strong><\/li>\n<li><strong>\u00bfOtras Dimensiones?<\/strong><\/li>\n<\/ul>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/pijamasurf.com\/wp-content\/uploads\/10.208.149.45\/uploads\/2011\/08\/creaci%C3%B3n-bigb-bang-.jpeg\" alt=\"Conociendo el Universo, los primeros momentos : Blog de Emilio Silvera V.\" width=\"570\" height=\"570\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/apod.nasa.gov\/apod\/image\/1310\/orionwisps_colombari_960.jpg\" alt=\"Cabeza de Caballo y Nebulosa de Ori\u00f3n |\" width=\"568\" height=\"361\" \/><\/div>\n<div><\/div>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">S\u00f3lo universos que est\u00e1n muy cer<span style=\"text-indent: 24pt;\">ca de la divisoria cr\u00edtica pueden vivir el tiempo suficiente y tener una expansi\u00f3n suave para la formaci\u00f3n de estrellas, planetas y&#8230; \u00a1vida!<\/span><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; tab-stops: 196.5pt;\">No es casual que nos encontremos viviendo miles de millones de a\u00f1os despu\u00e9s del comienzo aparente de la expansi\u00f3n del universo y siendo testigos de un estado de expansi\u00f3n que est\u00e1 muy pr\u00f3ximo a la divisoria que marca la <strong style=\"mso-bidi-font-weight: normal;\">&#8220;Densidad Cr\u00edtica&#8221;<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; tab-stops: 196.5pt;\">\n<p style=\"margin: 18pt 0cm 0pt; line-height: 15pt; text-align: center; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; tab-stops: 196.5pt;\"><strong style=\"mso-bidi-font-weight: normal;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo.jpg\"><img decoding=\"async\" class=\"alignnone size-medium wp-image-344\" title=\"modelo-universo\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo.jpg\" alt=\"\" border=\"0\" \/><\/a>\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\"><span style=\"text-decoration: underline;\">Gr\u00e1fico<\/span>: S\u00f3lo en el modelo de Universo que se expande cerca de la divisoria cr\u00edtica (en el centro) se forman estrellas y los ladrillos primordiales para la vida. La expansi\u00f3n demasiado r\u00e1pida no permite la creaci\u00f3n de elementos complejos.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; tab-stops: 196.5pt;\">El hecho de que a\u00fan estemos tan pr\u00f3ximos a esta divisoria cr\u00edtica, despu\u00e9s de algo m\u00e1s de trece mil millones de a\u00f1os de expansi\u00f3n, es verdaderamente fant\u00e1stico. Puesto que cualquier desviaci\u00f3n respecto a la divisoria cr\u00edtica crece continuamente con el paso del tiempo, la expansi\u00f3n debe haber empezado extraordinariamente pr\u00f3xima a la divisoria para seguir hoy tan cerca (no podemos estar exactamente sobre ella).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: center;\"><img decoding=\"async\" src=\"https:\/\/evoluciondeluniverso.weebly.com\/uploads\/9\/8\/5\/5\/9855003\/7057179_orig.jpg\" alt=\"Big Crunch - LA EVOLUCION DEL UNIVERSO\" \/><\/p>\n<div id=\"photoNav\"><\/div>\n<div>La Densidad Cr\u00edtica del Universo, es decir, toda la masa que contiene, determinar\u00e1 en qu\u00e9 Universo estamos: Cerrado, Abierto, Plano.<\/div>\n<div><\/div>\n<div><\/div>\n<blockquote>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 tan fuerte es la gravedad en los planetas del Sistema Solar? - VIX\" width=\"425\" height=\"243\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRCR4EonyTP8RTbWNrXteDzVonJH4D_Z0effkWv13D9owrLke7odlV_DF0Va5pAXo-ency74lxLAyyJWrDUt4e2-TvSSZF9zV5TEg&amp;usqp=CAU&amp;ec=45690275\" alt=\"La NASA quiere crear el lugar m\u00e1s fr\u00edo del universo\" \/><\/div>\n<div><img decoding=\"async\" src=\"https:\/\/img-s-msn-com.akamaized.net\/tenant\/amp\/entityid\/AAHd7Pv.img?h=0&amp;w=600&amp;m=6&amp;q=60&amp;u=t&amp;o=f&amp;l=f\" alt=\"\" \/><\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">La fuerza de la Gravedad est\u00e1 presente por todo el Universo. Es la responsable de formar nuevas estrellas en las Nebulosas, de tener nuestros pies pegados a la superficie del planeta, de mantener unidos los planetas al Sol, las estrellas en las galaxias, las galaxias en los c\u00famulos y los c\u00famulos en los super-c\u00famulos.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><img decoding=\"async\" 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\" alt=\"El Universo asombroso : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS2Z6u0ToXsCrlyYa6SwM33W2yEDBwt7QjGxsf9PNsAjscKEGEJciC55ikCcdWtBpSxCtzHGNhBL7ElTXYyZXxspMuYoU5DGduSQA&amp;usqp=CAU&amp;ec=45690275\" alt=\"EL PESO DEL UNIVERSO\" width=\"479\" height=\"192\" \/><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">Pero la tendencia de la expansi\u00f3n a separarse de la divisoria cr\u00edtica es tan solo otra consecuencia del car\u00e1cter atractivo de la fuerza gravitatoria. Est\u00e1 claro con s\u00f3lo mirar el diagrama dibujado anteriormente para comprender que los universos abiertos y cerrados se alejan m\u00e1s y m\u00e1s de la divisoria cr\u00edtica a medida que avanzamos en el tiempo. Si la gravedad es repulsiva y la expansi\u00f3n se acelera, esto har\u00e1, mientras dure, que la expansi\u00f3n se acerque cada vez m\u00e1s a la divisoria cr\u00edtica. Si la inflaci\u00f3n dur\u00f3 el tiempo suficiente, podr\u00eda explicar por qu\u00e9 nuestro universo visible est\u00e1 a\u00fan tan sorprendentemente pr\u00f3ximo a la divisoria cr\u00edtica. Este rasgo del universo que apoya la vida deber\u00eda aparecer en el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> sin necesidad de condiciones de partida especiales.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: center; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo-eras.jpg\"><img decoding=\"async\" class=\"alignnone size-medium wp-image-345\" title=\"modelo-universo-eras\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/07\/modelo-universo-eras.jpg\" alt=\"\" border=\"0\" \/><\/a><\/p>\n<p style=\"margin: 6pt 8.5pt 0pt 9.05pt; text-indent: 20pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: .5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; mso-para-margin-right: 8.5pt; mso-para-margin-bottom: .0001pt; mso-para-margin-left: 9.05pt;\"><span style=\"text-decoration: underline;\">Gr\u00e1fico<\/span>: La &#8220;inflaci\u00f3n&#8221; es un breve periodo de expansi\u00f3n acelerada durante las primeras etapas de la Historia del Universo.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 28pt; line-height: 15pt; text-align: justify;\"><strong>El equipo del WMAP ha informado de la primera detecci\u00f3n directa de la pre-estelar de helio, proporcionando una prueba importante para la predicci\u00f3n del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/strong><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 28pt; line-height: 15pt; text-align: justify;\"><strong>\u00a0<\/strong><\/p>\n<p><img decoding=\"async\" src=\"http:\/\/map.gsfc.nasa.gov\/common\/images\/MAP_HeaderSC.gif\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn.agenciasinc.es\/var\/ezwebin_site\/storage\/images\/noticias\/encontrada-una-explicacion-al-punto-frio-del-universo\/5376777-1-esl-MX\/Encontrada-una-explicacion-al-Punto-Frio-del-universo.jpg\" alt=\"Encontrada una explicaci\u00f3n al Punto Fr\u00edo del universo\" width=\"613\" height=\"306\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Una de las predicciones clave del modelo del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> caliente es que la mayor\u00eda del helio en el Universo fue sintetizado en el universo primitivo caliente s\u00f3lo unos minutos despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. Anteriormente, los cosm\u00f3logos estudiaron viejas estrellas para inferir la abundancia de helio antes de que hubiera estrellas. Los datos de WMAP, en combinaci\u00f3n con la menor escala de datos de los experimentos de ACBAR y cu\u00e1druples, muestran los efectos del helio en los patrones de microondas en el cielo, lo que indica la presencia de helio mucho antes de las primeras estrellas.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify;\"><strong>Composici\u00f3n del Universo<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0; tab-stops: 196.5pt;\">Podemos concretar de manera muy exacta con resultados fiables de los \u00faltimos an\u00e1lisis de los datos enviados por WMAP. Estos resultados muestran un espectro de fluctuaciones gaussianas y (aproximadamente) invariante frente a escala que coincide con las predicciones de los modelos inflacionarios m\u00e1s generales.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<div><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_hO5ZC0gljqQ\/TBRHifxUqtI\/AAAAAAAAAFk\/QtiOw3UKY48\/s1600\/composicion-del-universo.jpg\" alt=\"\" \/><\/div>\n<div>Me fastidia que den por hecho la existencia de la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; que nadie ha visto, que no sabemos de qu\u00e9 estar\u00eda hecha, que dicen que es invisible y no emite radiaci\u00f3n pero si genera Gravedad&#8230; \u00a1Una locura! Que a base de ser repetida se da por cierta.<\/div>\n<blockquote>\n<div style=\"text-align: justify;\">Nunca he estado de acuerdo con este reparto. Es inadmisible que, se le otorgue el mayor \u00edndice a una materia que no hemos visto, no sabemos lo que es, ni tenemos idea de c\u00f3mo se gener\u00f3, o con qu\u00e9 clase de part\u00edculas est\u00e1 conformada, o, &#8230;muchas m\u00e1s inc\u00f3gnitas que contin\u00faan sin tener una respuesta. \u00a1Materia oscura! &#8230; Paparruchas.<\/div>\n<\/blockquote>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\">El universo (suponen) que estar\u00eda compuesto de un 4 por 100 de materia bari\u00f3nica, un 23 por 100 de <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> no bari\u00f3nica y un 73 por 100 de energ\u00eda oscura. Adem\u00e1s, los datos dan una edad para el universo que est\u00e1 en 13&#8217;7 \u00b1 0&#8217;2 \u00d710<sup>9<\/sup> a\u00f1os, y un tiempo de 379 \u00b1 8\u00d710<sup>3<\/sup> a\u00f1os para el instante en que se liber\u00f3 la radiaci\u00f3n c\u00f3smica de fondo. Otro resultado importante es que las primeras estrellas se formaron s\u00f3lo 200 millones de a\u00f1os despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, mucho antes de lo que se pensaba hasta ahora.<\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><strong>Claro, todo eso, \u00a1se supone!<\/strong><\/p>\n<p style=\"margin: 18pt 0cm 0pt; text-indent: 24pt; line-height: 15pt; text-align: justify; mso-outline-level: 1; mso-para-margin-top: 1.5gd; mso-line-height-rule: exactly; mso-char-indent-count: 2.0;\"><strong>Emilio Silvera V.<\/strong><\/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%2F2026%2F01%2F14%2Fano-internacional-de-la-astronomia-2009-aia-iya2009%2F&amp;title=%C2%A1El+Universo%21+Siempre+nos+hace+pensar' 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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