{"id":32210,"date":"2024-03-02T09:58:09","date_gmt":"2024-03-02T08:58:09","guid":{"rendered":"https:\/\/www.emiliosilveravazquez.com\/blog\/?p=32210"},"modified":"2024-03-02T09:58:09","modified_gmt":"2024-03-02T08:58:09","slug":"no-no-es-facil-comprender-la-naturaleza-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/03\/02\/no-no-es-facil-comprender-la-naturaleza-2\/","title":{"rendered":"No, no es f\u00e1cil&#8230; \u00a1Comprender la Naturaleza!"},"content":{"rendered":"<div><img decoding=\"async\" src=\"http:\/\/2.bp.blogspot.com\/-s8-eoSF5yhc\/T15AIc3jfbI\/AAAAAAAAAto\/Jj_okv2yXAk\/s1600\/Variacion+de+la+constante+de+estructura+fina.JPG\" alt=\"\" \/><\/div>\n<div><\/div>\n<div><strong>La Constante de Estructura fina:<\/strong><\/div>\n<div><\/div>\n<div><strong>\u00e7<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/kajabi-storefronts-production.kajabi-cdn.com\/kajabi-storefronts-production\/blogs\/21727\/images\/u3aKuftIQgadjamyk1Lc_fine-str._BarryEvans.jpeg\" alt=\"Qu\u00e9 es la Constante de Estructura Fina y C\u00f3mo la Calculan?\" width=\"477\" height=\"243\" \/><\/strong><\/div>\n<div>\n<p style=\"text-align: justify;\">\u00bfCu\u00e1ntas veces habremos hablado aqu\u00ed de las constantes de la naturaleza? Han sido muchas y todas ellas, han estado influidas por el profundo inter\u00e9s que en m\u00ed causan estos n\u00fameros misteriosos que hacen del Universo el que nosotros conocemos. Es posible, que en otros universos que pudieran ser, y, en los que las constantes fuesen diferentes a las del nuestro, hubieran nacido muertos y sin vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/www.morbidofest.com\/wp-content\/uploads\/2013\/03\/time-travel-by-nocturnalfate-photobucket.jpg\" alt=\"Resultado de imagen de Cuando pensamos en la edad y el tama\u00f1o del universo lo hacemos generalmente utilizando medidas de tiempo y espacio\" width=\"549\" height=\"412\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">En este Universo nuestro, las constantes y el Tiempo hicieron posible que durante 10.000 millones de a\u00f1os las estrellas &#8220;fabricaran&#8221; el material del que est\u00e1n hechos los seres vivos.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Est\u00e1 claro que este inter\u00e9s que las constantes han despertado, no solo en m\u00ed, sino en muchos cient\u00edficos del mundo, es que, existen muchas maneras en las que los valores reales de esas constantes ayudan a que sea posible que la vida est\u00e9 presente en nuestro Universo. M\u00e1s a\u00fan, a veces parece permitir su existencia por un peque\u00f1o margen. Su aument\u00e1ramos la constante de estructura fina no podr\u00eda haber \u00e1tomos y si hacemos mayor la fuerza de la Gravedad las estrellas agotar\u00edan sus combustibles muy r\u00e1pidamente, si reducimos la intensidad de las fuerzas nucleares no habr\u00eda bioqu\u00edmica y as\u00ed sucesivamente.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSYaAzfoyb8-JYVQNGyPhLschIM23LmllRtpg&amp;usqp=CAU\" alt=\"3.000 millones de posibilidades de vida | Ciencia | EL PA\u00cdS\" width=\"333\" height=\"197\" \/><img decoding=\"async\" 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\" alt=\"Bio-est: La Tierra primitiva y la atm\u00f3sfera\" \/><img decoding=\"async\" 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\" alt=\"Real Circulo de Labradores | 17 de enero, conferencia 'La Tierra primitiva y el origen de la vida'\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQQ7o7ZLCRXejZ3SGL_NdiM4gedIiE2PPBECQ&amp;usqp=CAU\" alt=\"Historia de la Tierra - Wikipedia, la enciclopedia libre\" \/><\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">La vida se pudo formar porque las constantes de la Naturaleza son las que son y no de otra manera<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Observamos la Naturaleza y no siempre la podemos comprender. Existen varias coincidencias aparentemente inusuales entre constantes de la Naturaleza no relacionadas en un nivel superficial que parecen ser cruciales para nuestra propia existencia o la de cualquier otra forma de vida concebible. Los inusuales niveles resonantes del Carbono y el Ox\u00edgeno del Proceso Triple\u00a0 Alfa de Fred Hoyle,\u00a0 son buenos ejemplos. Hay muchos otros. Cambios peque\u00f1as en las intensidades de las diferentes fuerzas de la Naturaleza y en las masas de las diferentes part\u00edculas destruyen muchos de los equilibrios delicados que hacen posible la vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/23\/Helium_atom_QM.svg\/220px-Helium_atom_QM.svg.png\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/72\/Prot%C3%B3n-Estructura_de_Quarks.png\/300px-Prot%C3%B3n-Estructura_de_Quarks.png\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>La <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> &#8220;vive&#8221; en el n\u00facleo del \u00e1tomo.<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;De acuerdo con la <a href=\"#\" onclick=\"referencia('cromodinamica cuantica',event); return false;\">cromodin\u00e1mica cu\u00e1ntica<\/a>, la existencia de ese campo de <a href=\"#\" onclick=\"referencia('pion',event); return false;\">piones<\/a> que mantiene unido el n\u00facleo at\u00f3mico es solo un efecto residual de la verdadera fuerza fuerte que act\u00faa sobre los componentes internos de los <a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a>, los\u00a0<a title=\"Quark\" href=\"https:\/\/es.wikipedia.org\/wiki\/Quark\">quarks<\/a>. Las fuerzas que mantienen unidos los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> son mucho m\u00e1s fuertes que las que mantienen unidos a <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>. De hecho las fuerzas entre <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> son debidas a los <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a> y son tan fuertes que producen el llamado\u00a0<a title=\"Confinamiento del color\" href=\"https:\/\/es.wikipedia.org\/wiki\/Confinamiento_del_color\">confinamiento del color<\/a>\u00a0que imposibilita observar <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> desnudos a temperaturas ordinarias, mientras que en n\u00facleos pesados s\u00ed es posible separar algunos <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> o <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> por fisi\u00f3n nuclear o bombardeo con part\u00edculas r\u00e1pidas del n\u00facleo at\u00f3mico.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/a\/aa\/Beta-minus_Decay.svg\/300px-Beta-minus_Decay.svg.png\" alt=\"\" \/><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/7a\/Isotopes_and_half-life.PNG\/300px-Isotopes_and_half-life.PNG\" alt=\"\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Decaimiento \u03b2<sup>&#8211;<\/sup>\u00a0de un n\u00facleo. Se ilustra c\u00f3mo uno de los\u00a0<a title=\"Neutr\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Neutr%C3%B3n\">neutrones<\/a>\u00a0se convierte en un\u00a0<a title=\"Prot\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Prot%C3%B3n\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0a la vez que emite un\u00a0<a title=\"Electr\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Electr%C3%B3n\">electr\u00f3n<\/a>\u00a0(\u03b2<sup>&#8211;<\/sup>) y un anti<a title=\"Electr\u00f3n-neutrino\" href=\"https:\/\/es.wikipedia.org\/wiki\/Electr%C3%B3n-neutrino\">neutrino electr\u00f3nico<\/a>.<\/p>\n<p style=\"text-align: justify;\">El el Diagrama de\u00a0<a title=\"Emilio Gino Segr\u00e8\" href=\"https:\/\/es.wikipedia.org\/wiki\/Emilio_Gino_Segr%C3%A8\">Segr\u00e8<\/a>. El color indica el\u00a0<a title=\"Periodo de semidesintegraci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Periodo_de_semidesintegraci%C3%B3n\">periodo de semidesintegraci\u00f3n<\/a>\u00a0de los is\u00f3topos radiactivos conocidos, tambi\u00e9n llamado\u00a0<a title=\"Semivida\" href=\"https:\/\/es.wikipedia.org\/wiki\/Semivida\">semivida<\/a>. Obs\u00e9rvese que un ligero exceso de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> favorece la estabilidad en \u00e1tomos pesados.&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b7\/Ferrofluid_poles.jpg\/220px-Ferrofluid_poles.jpg\" alt=\"\" \/><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:ElectricField3Charges.svg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/e\/ef\/ElectricField3Charges.svg\/300px-ElectricField3Charges.svg.png\" alt=\"\" width=\"300\" height=\"187\" data-file-width=\"700\" data-file-height=\"436\" \/><\/a><\/p>\n<div>\n<div><\/div>\n<p style=\"text-align: justify;\">&#8220;Campo el\u00e9ctrico producido por un conjunto de cargas puntuales. Se muestra en rosa la\u00a0<a title=\"Suma vectorial\" href=\"https:\/\/es.wikipedia.org\/wiki\/Suma_vectorial\">suma vectorial<\/a> de los campos de las cargas individuales.<\/p>\n<\/div>\n<p style=\"text-align: justify;\">La\u00a0<a title=\"Interacci\u00f3n electromagn\u00e9tica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Interacci%C3%B3n_electromagn%C3%A9tica\">interacci\u00f3n electromagn\u00e9tica<\/a>\u00a0es una de las cuatro\u00a0<a title=\"Interacciones fundamentales\" href=\"https:\/\/es.wikipedia.org\/wiki\/Interacciones_fundamentales\">fuerzas fundamentales<\/a>\u00a0del universo conocido. Las part\u00edculas cargadas interact\u00faan electromagn\u00e9ticamente mediante el intercambio de\u00a0<a title=\"Fot\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Fot%C3%B3n\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Interacciones El\u00e9ctricas.: Interacciones Gravitacionales\" \/><img decoding=\"async\" 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\" alt=\"INTERACCI\u00d3N GRAVITATORIA CONCEPTOS 4\u00aa PARTE - YouTube\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;La\u00a0<strong>gravedad<\/strong>\u00a0es un\u00a0<a title=\"Fen\u00f3meno natural\" href=\"https:\/\/es.wikipedia.org\/wiki\/Fen%C3%B3meno_natural\">fen\u00f3meno natural<\/a>\u00a0por el cual los objetos con\u00a0<a title=\"Masa\" href=\"https:\/\/es.wikipedia.org\/wiki\/Masa\">masa<\/a>\u00a0son atra\u00eddos entre s\u00ed, efecto mayormente observable en la interacci\u00f3n entre los\u00a0<a title=\"Planeta\" href=\"https:\/\/es.wikipedia.org\/wiki\/Planeta\">planetas<\/a>,\u00a0<a title=\"Galaxia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Galaxia\">galaxias<\/a>\u00a0y dem\u00e1s objetos del\u00a0<a title=\"Universo\" href=\"https:\/\/es.wikipedia.org\/wiki\/Universo\">universo<\/a>. Es una de las cuatro\u00a0<a title=\"Interacciones fundamentales\" href=\"https:\/\/es.wikipedia.org\/wiki\/Interacciones_fundamentales\">interacciones fundamentales<\/a>\u00a0que origina la\u00a0<a title=\"Aceleraci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Aceleraci%C3%B3n\">aceleraci\u00f3n<\/a>\u00a0que experimenta un cuerpo f\u00edsico en las cercan\u00edas de un\u00a0<a title=\"Objeto astron\u00f3mico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Objeto_astron%C3%B3mico\">objeto astron\u00f3mico<\/a>. Tambi\u00e9n se denomina\u00a0<strong>interacci\u00f3n gravitatoria<\/strong>\u00a0o\u00a0<strong>gravitaci\u00f3n<\/strong>.&#8221;<\/p>\n<p style=\"text-align: justify;\">La ley de la gravitaci\u00f3n universal formulada por Isaac <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> postula que la fuerza que ejerce una part\u00edcula puntual con masa\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/31aafa60e48d39ccce922404c0b80340b2cc777a\" alt=\"{\\displaystyle m_{1}}\" \/>\u00a0sobre otra con masa\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/0ecebe334d5cadc3ffcf245eb02919034d7a2ec8\" alt=\"{\\displaystyle m_{2}}\" \/>\u00a0es directamente proporcional al producto de las masas, e inversamente proporcional al cuadrado de la\u00a0<a title=\"Distancia\" href=\"https:\/\/es.wikipedia.org\/wiki\/Distancia\">distancia<\/a>\u00a0que las separa:&#8221;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/a9bce3b9a8fd38ed49238f06ad7e9aee0a0c811c\" alt=\"{\\displaystyle \\mathbf {F} _{21}=-G{\\frac {m_{1}m_{2}}{|\\mathbf {r_{2}} -\\mathbf {r_{1}} |^{2}}}\\mathbf {\\hat {u}} _{21}}\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Los distintos valores de las constantes de la Naturaleza est\u00e1n \u201cescogidos\u201d de forma\u00a0 bastante fortuita cuando se trata de permitir que la vida evolucione y persista. Echemos una mirada a otros ejemplos: La estructura de los \u00e1tomos y las mol\u00e9culas est\u00e1n controlada casi por completo por dos n\u00fameros de los que ya hemos hablado aqu\u00ed alguna vez: la raz\u00f3n entre las masas del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\">electr\u00f3n<\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, \u03b2, que es aproximadamente igual a 1\/1.836, y la constante de estructura fina \u03b1, que es aproximadamente igual a 1\/137. Supongamos que permitimos que estas dos constantes cambian su valor de forma independiente y supongamos tambi\u00e9n (para hacerlo m\u00e1s sencillo) que ninguna otra constante de la Naturaleza cambie. \u00bfQu\u00e9 sucede al mundo si las leyes de la Naturaleza siguen siendo las mismas?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"http:\/\/www.mpe.mpg.de\/410729\/orbits3d_small_gif.gif\" alt=\"http:\/\/www.mpe.mpg.de\/410729\/orbits3d_small_gif.gif\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 Una maravillas del Universo de la<\/strong><\/p>\n<p style=\"text-align: justify;\">Si deducimos las consecuencias pronto encontramos que no existe mucho espacio para maniobrar. Incrementemos \u03b2 demasiado y no puede haber estructuras moleculares es el peque\u00f1o valor de \u03b2 el que asegura que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\">electrones<\/a> ocupen posiciones bien definidas alrededor del n\u00facleo at\u00f3mico como en la imagen de arriba pod\u00e9is contemplar y, desde luego, dichas posiciones no son porque s\u00ed, todas ellas est\u00e1n bien ubicadas para que todo transcurra como debe transcurrir sin que surjan anomal\u00edas que podr\u00edan impedir esa estabilidad que vemos en el \u00e1tomo que forma mol\u00e9culas. Si esto no fuera as\u00ed, fallar\u00edan tambi\u00e9n procesos muy bien ajustados como, por ejemplo, la replicaci\u00f3n del ADN.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><iframe loading=\"lazy\" title=\"\u00bfC\u00f3mo ocurre el proceso de replicaci\u00f3n del ADN?\" width=\"500\" height=\"281\" src=\"https:\/\/www.youtube.com\/embed\/SMLSAl5igeY?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" allowfullscreen><\/iframe><\/p>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\">El n\u00famero \u03b2 \u00a0 \u00a0 <img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/es\/math\/a\/5\/6\/a5676026d3cb1568a88ddd2e03445ae0.png\" alt=\"\\beta\u00a0:= \\mu\\frac{\\partial g}{\\partial \\mu}\" \/>\u00a0\u00a0\u00a0 tambi\u00e9n desempe\u00f1a un papel en los procesos de generaci\u00f3n de energ\u00eda que alimentan las estrellas. Aqu\u00ed se une con \u03b1 para hacer los centros de las estrellas suficientemente caliente como para inicier reacciones nucleares. Si \u03b2 fuera mayor que aproximadamente 0,005 \u03b1<sup>2<\/sup> entonces no habr\u00eda estrellas. Si las modernas teor\u00edas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('gauge',event); return false;\">gauge<\/a><\/a> (cualquiera de las teor\u00edas cu\u00e1nticas de campo creadas para explicar las interacciones fundamentales) de gran unificaci\u00f3n est\u00e1n en la v\u00eda correcta, entonces \u03b1 debe estar en el estrecho intervalo entre aproximadamente 1\/180 y 1\/85; de lo contrario los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\">protones<\/a> se desintegrar\u00edan mucho antes de que las estrellas pudieran formarse.<\/p>\n<p>&nbsp;<\/p>\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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okYoTlcREPHfyc2iRZ7alevSm4DMoTPWZU7a1+KlUunnBN4iywekBzPSH303KiqyLfSbiVs2cMkGZzKVfD2fen7PB5zpLJF0Q3gEADlAa769vspVez40eLoLyGmriUN26Tbhs5mgJPaNYyrTf8A5fuTbS7ecbi4RuAzwc4hj\/kletDGUszJMmT8sabqYKA1dCJZYucfGfk3dyvlhvbAhmpUajZV6zZC88M27lnn5XsadmGO9c2Fesk\/cym2dzELXRMJVrv7OzdisztG\/Jy5Ac7pbLIQA+MY7q7sVb+j9qNxqGc2XxDQEy3476oVeJt\/kXlfyRPS2AJxo7S4ZBwMgXgN\/E5h7KVwx\/oh+mWxGXNhPRI2OjAJgz71MMMPpju79ynbCbctytiuZv5OgDf5Me36dizf5U\/SAidZtLZzIyTmcMD1V7K+FcMFf4sZ5HpdHmZKjqzzV7Zly24bd2zc2miYG\/jGNcMMK9lab6dnioe0rHopAOYy\/MJhkHPT4V8FL2vt+72iVtb3Ln5ts9graxZYAWQDGuNa+2ta0pWtfZRV1zXl8nPy\/jtTJRfbG8gQph01LlCJPoEtSxLloJuhgODwrp6uVMq2nUqjjgfsByCCEkx2kUUSiKhvnJdkUYrQDbZyQpIWKSRbMounGv8AuKNEpK6etSzYx49YKO5ZOEWnjUEMsfZ7+Tx5N\/VCtLnJKQ8cE692hcXbmZcOG5ABAPcGnZRHdYbttLkHDDyaxP4KI2MpkihnfFxXQOTxaab7IB11LjYERe4ukGqK5q4U\/wBENUw9G1NYbjMf40BhsiFWtjYOOQIesDnOGmPipc00izFD2S9mMZzfyaDNaDZmz7fLNuJuGAawP299KqbsmyZtG5Nl0s3uA4Qhu3qa\/tG3txMXm8g9JnD2eK8yWVzdI2cq0iPc3MW8soMMsgLLE4hnYeOPaqq+JnLlIJn5PYqj0q2sN3cvXIjlswFlgPdpuUHZd3ETzC4+RNeJNWhKtGkstsFbth+kDgMD5\/Cij7X2qLLUW\/XPS4D9SPf2fFVLtyWXESy\/9ig3YSLSWZCIfj7F0MSfYfKnZOZ2lGA+sD\/d3qY06LzoF6yHPxlLwWfbZ1cWX5wVmyRWRA8Ja+MA3+HZVN+BXoY81ostoFmDp6gGYmbx8+O6lMe7+ijbR2s50SzbZHLez3J3LGgnsMKU3\/aoJ3jjzRyEIGc9Ac38+9PoUrYHCbPJB8QfOFYgVeymPZTHeqYQp2iOc9UwR7FuXLI7tssy2DkM4FmYY13d+FFSP16wxHgmtxdbZJ7Z9tbst\/p5nABAQGlKYYfb8dyxm0WyF83BLj1\/avR04EsZvls6IZbeYMHD5PcW9\/JfdNjcm3kg49eAQa9YhhTHs76rEWDROFluOA2ya9A2LssbTJuLWD72Q5NkzgR\/jH9y8\/O117HX9d9Gs2tcZYmUjc6SZWDHJk4Uxxwp31r3rx3bd2RO5jnGBw+zsXoLGY5Y3jz052xibE+Luxr8caV+1eeekbAi68QloeOf2r6DwY\/pNI8lv9TZnsyTmZ781Mh1T37Ye+ofD+2pjkSajz\/7e9Ty1ybKiFWql2o5g6UMLeQqXa2Dw5LwwyTOGd5C7d9PokYsiU1\/YyUfrZCEtUUUmhRbzLJ3qxy\/P5TLvrTwoh+6vXxy+sk9k7IbpIDimPNjxKI5Ql52WHHlYV2Cn7qS7lkkpbOPQ9oX9kOT0Zt6eQITusD1d9aYKC5capCQNz9xU5OS4kw3SivPXjJH0v8A6+JcVdtsp7M6x44w1lo3764d+7d9VVuOC3wqITyaRy1J8MHEmy+Vy\/0OOopJ1B8qTGoU5mupC27YEUtMtbFsSGJN6OeHEH1VxZbWbZbNlsdHk5THwr4qnBrLaNwuBVdLnVpFS\/F8ljpZK0z2HZTtpcCy8I5AcZsz4Cw7lU+mNu29nXTbgeo1gBwH7FkrXarjbYN8nz\/jwonu35EOWJHr4\/x3pSwuLEOD5ckykJ2RR5OT70s2I8KM5akThxm5D+AUjs3ssI9Z\/wDXsVP1bFzchUvZDEhzE1oJf4afbWJSCXVq3GxbicSzIeQEz40laFc3eyjcoWZw5n\/nvRHzIoCX7f3KU6+2y28Ijrnxmqdt2TmpaotoOMmaNu4t2WgyxB89JwMODt7\/AB71b7LumRstqsuED\/TbUjyd2t3dUa1x7qVWRuJE4BNjo0zhwmS4d6WbIerh5PN2J+CHF2yfLbL0trZltbWGSDB5\/Sc5gxAt9MMMd+7BV+3dhOW9oG0WyuXGZthdM3TOplwscMCpurTs8O1S27VtyFy85mHDWAR14Uxwph7Mcaqa96UWj35o8yF\/sforQdGA3Y5\/jSta40rSuG+n0wVLkvSEJMxtu6UgIiy4c63PortAulg44TzhmHUTPTurvrX2YY1+igekV3bWDt5szZjhv2YGVtdAYC8NziI1rqw7q49n1qo2z75m3aey55xgIMBPw7cfu7EieFT00H8jirNR6bbUbFvozMG9c33mArAxrvpv8cVgnXMwTkXB961ttsp65trm5uBPJgWQcNIb+6uNMa9lPBZV61LWIwbmfPwy+K9jwY8IfX0RSlcinvG4prJeYloS2GRWz1xmA+dtELpnUBsjXsrv7aV9ioaMiRKXyVvkijG\/QLM8s4KWzdELcZH7gT0\/YgOAhjSJKSKp2OvVBaOknAckAi1IgKj5JdAUh9aKO9WKPSsl3JEvnWNOXQqTogYkkp\/RklnwyA5oWZJddNDo2kNCSeKuz03MYVJLral0tnBGRQbnwJVYGMiWOSOodbnFGz2xHSOtR6kIrhuDHSlcLYxZK0SivnHG4lweRRxoMk3iTSrqiuUK6MeSyY28MvkNS7dzjcJUuOpTmKkQmJIJwNjPZodksOXDoEPWT4\/l8Fqnm27a2PMtgcN7QZ80fYnfkwtLd4gEvXeTSt9t\/YDJNmQw0MFpMOH6rJ+PGrsF5Vyo8Bu3CbcMhHQZ6PcT7XaJNkEvkWm2nZ2jInIj5lmHwb5SD9dLWZNcaGfHbsFtFvMKQz16\/dUIWiGaljSRRSpHm\/8A2jUmYooEyLhDpnP8b1yjY\/8AU1wPzI9bzJmIiGsIfIKg9IIRe9\/gVEOxORaCX+0XBJlllw28kITD20+6uCA1be8odBVlY1b4fVnPj\/om3+BXHQfoxMt++fAHAUa9+CaZyHUOXABD9WlME\/awE27z8sPs3KCeY23qHLB45h7+CZFU7YDVov2PSB4bF6ycczAh1AHxBjXHCiRX1v0HU3mPG+QB7nZv9vgs6NVKdqRNgPICtwZeEZ17FSxXRN6Xp0lxgU58+NMK\/RRqNM6\/kKCa1UWROQ5h\/PpD7086aQ1Br\/gSpNONMbCHsrXaEmUoiv0KSZQVKoUxjQwopUou1Fdgicdg8RtF0alJPFvTJOo3zCjgmhcoDs4vKCSHlJJtyE8Ax9WnA6I8KHdgXFyII1XnqNo9CUqeg5vFxSQKuFJdIUOqNRQuUmJw0mzXKrkUdAWSmy1J7lRJAGieJIWkdZwQU1oiy9JfOhDqTHDJsTHzpMlYxSovdj7UctnGSbcNuB8i2t76WOX9o82TxsTMZn7vfj7F5Sy8pgXhNjpLj0JOTl0hynFrZabfu28022XHrtkDgwb+gjHxrT+SrBMuGIcqiOXEuLjRGCkQJax0gvltlhR+I6m0JwhLV6tDoWriRQiU9Ov\/AFrUqYUdkF89SQGPMuvDEuFNbEVRGSEzTHPON8LYg37\/ABl8F1tvUCIwy3o\/0e6tJa2ts9bPOCQNnbMTOYcZd1KV7aLJ5uLMjDVhtm29uQ\/nP\/uQgENZMlSm4vjTchba2ZbZGXobvGeczh0kOzGm9V4XzktQ5gcAa+Ddu7FcMuDcWh9IEHHg0Br1APdu\/cuWRppsCcNaMSYxT2z95W222rcRAhbyLk+Nnlj44+KpqU1f3YK3noXFE0WsyAjxnr+cv5LmJEUS5P4EgEo5jYnANE4afgo1XikaDlch60glWpJmSSfbERFHzq3LZxZekfn+9O5r2colJko4tCLf8cES4YIZj5Em\/wDEWqcLMcWRTrLlQ8Ed8kEayTUk2KZ3FJdgkncRYGr5JxFpQOZHGi8lpIfdjUwhRCQ6o0A0IG13hT2qpYLmzKEFUQooFaIgoJM6hzdU+6pIZCk0A8yYdIoL2bQy2bkSJlEQpzUhEy867V8hH5+RLk96D4qtkWCI3pTc1GGkuVa+gF2HEpeRFB4WxDT86hVLLQq3MiQuFj4TouHn23C0iGsPxgoDjJN\/4iEJqXb1cEg\/STS64sbJ8hpGMQHn\/YgrXYzLhTHW5ACM2YTzsKY0wVfeB1kudStmOEP6TL5PJ2onJCknQ7Z1q4RSlr48nm+z7VcWluLjsSE2NGvXy\/BMqDlo3qe13LBcAU0FSuFN+G\/vUS1feFzMlmBwT40p7Y1K0Ttq7HcuCthbE3DCQT4xPCtcMK9+5RrT0bznDZecCwDnefCsQ8Kbu9b38nu0LZw8l8gc4jA3z4C8aKd6VbMtiznLQt5nNxmmAVAqY78PBVYptxdi8i4ukee+lNjbWrFs3al6mIGAHUwMq031x8fvWTqwWso8H81pH23HhNuQOc4T+PZWqruixcPTr\/hD4Io5EjYwfTIlhb9YEvnWupdkTbIl\/wBEwP7\/AN6oc8RhIdfPw609+59T5P20uWS2PjitBrwBIjHnhoMOFUtWSkasnHvL1aBly1CXzooTs2WOitcYiXEmUCKsLlj\/ALiHaWRXDoD6sOc\/Iq4z9ImeOtkTMFJXn9gD\/ffwf1STuMhVozAp7Rak2opBTUpWCnsIQptQSKqaRLEc6HinVqhCSVCXNGWPouVpFGAdMkxzSgs5ibJdrXUg4rlD1LOJtk3VHTyIJODHVxrjjmmKjUklqAU5\/gLbiJEphU0oNu2IjJOccXN7MS1ZGeEiQqUFGcJCqMkdmxWx7VVKG5cHmy1DEY8K7UyQ0mHbQcniIlJtX1UiRKW1VdKGjITZsdmCV2QddkBbMaDPXqpjXClO9VTdyTjpyLnLXwKNaXrjLbzfnCE+YPgo7fuian+MqjOns3mwAJtyTYg57\/Nv7vitJYvOXBRIgbMNYGZ6o\/zWD9GbwfVvE83DWGvTKm+lKrVXdlc3BdIti0ZHWG\/dDLxrWlKd29KXOpI3JTY7atmy3O4t2QbnyH5+\/wC3tWQvaPETxMtm4AATxwxMQHvrXDsot1byeb6O8L2gJm9y9mONN3hgpO27Zl60C2tclv8ANSZmx1JvDUcK417K0x8VmKbemCpcHR5EDnu\/8FOtWicEB0T5PlQHLIm5yE+Mg92VK4Vwr3rrVCb4S1pzdrReo6JT9oTYmXIEZ\/8AhDao2RSllghk4Q6SLQh0qRaR4FsbXZziSXjbjEfkRrOuS0ch1vaAPmUetqXMSsHX22RZj1hh59Yy8cFRikkybKtUg\/QHvwf9UlWf2s95Wf2ElZ86I\/ikZqlU4qJkV0i5Ursms7guGmySxXezhYJUXacKbiuMJjHCmOnxrjZoLlUpLYUmMklQUyidSqOQFiJIU2qdSqBgth6FEZIdXyXMZIeWUkpVexyk60G4lzCKPZgOsXOfg9wknbch5lvJXQaT7GNBL\/DSq0m1qlUlzNtA8NWlTGKx5Q+dRApqUqurmWydAI44Ui4lKsmZFxcH8Zd1FCzMskZp+TkvVzOcA4VkloOM9mjK\/cZbCI6\/Ugb8TL407qVVnsu9uIgUsz9f6rM3V1mZJS4ASYvsvUJKacJPaK8U41TPTGnnnG8yQNmHH5fjXxR29kPEJlLM0ZwQ1iBYf17Fjtl+kLkjZbhC5CBzDStdsXbgticS0AHn0gVEuK+2+wZxkl9TIekFq9mBk2z2SyGswYnM++taUpu393sVIdYuGJCcw5IQL60XsFptO2uC6wbZu8P1BhwnjTsr8aKh2p6M7ObfO7cuDb6TJ4LYzgQO99Me+m\/d34Jz4tWNxeS4rjJHnrnJpSn+P6K423bNtuG4yOWy9\/qpXuVCdfeQRlsti7Vk2jmk4+RQauSKPkTTuCywiobzhST4R9iMskiVh8\/7CShdJJJMEc0DQi4kklUeWxEmkkksMOrlEklhwSvCg1SSXIGQgTgSSQyOQiTF1JKkYWGzbVt3pMpDktVdCFe9Af0VwHdRJJTJ\/Zlf8AFTqnUcqQ7966knAx7GJ3akkjYLGEutHWSSSJ9Ax7COLrfEkksXRvsfmVww7lyld4USSQsbEt7DQYx3YFjRXuzwz2nqGR0pqc0FHekko5\/uPQh+wj7N2s+y+FByToBYYOM0KfxWu25clcbMedcEM2zPqajLxpTfvXEkyPQGT90P9MTdOkRb646FBZChlgW+iSSHD2XPoe40OV2UVY72HTuSSVcSDMREkkkRGf\/Z\" alt=\"Protoestrellas: Nebulosa de protoestrellas\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Pero\u2026 las estrellas se formaron en las Nebulosas moleculares gigantes, anomal\u00edas gravitatorias hicieron posible que surgieran grandes grumos de gas y polvo que atrajeron hacia m\u00e1s mucho m\u00e1s material, y, el n\u00facleo densamente constituido y a grandes temperaturas hizo que surgieron los primeros brotes de luz por la fusi\u00f3n de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, as\u00ed nacieron las estrellas 200 millones de a\u00f1os despu\u00e9s del Nig Bang.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"2017 junio 24 : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSRLfafrlXQdUEw3Vs_eiYPrjrBsngnewBGoXZJG9sTZCqtghPYsoMgaB_NwzKe36DFeVHD2JVaEbFjO-pfWbYvBro3hpd2J1dOJA&amp;usqp=CAU&amp;ec=45707744\" alt=\"Espectros en la qu\u00edmica!? | Imperio de la Ciencia\" width=\"300\" height=\"204\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRItwXiCkBeM8TuKXQcuUf8tWCLIwc8OV5-8H_h6zDBhKBIhW8UrIEf5_dwLlXrsahY6RzUnvCdmfyuaQnRji8G2LII0h6z3gnOEg&amp;usqp=CAU&amp;ec=45707744\" alt=\"Las estrellas! \u00bfQu\u00e9 har\u00edamos sin ellas? : Blog de Emilio Silvera V.\" width=\"316\" height=\"237\" \/><img decoding=\"async\" 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2KdBWBdrGPHudXNJWhb62P5sk7NTbB5x8j1b6NofY7N\/PnlZ\/oUNF0ZqZuLBEP94W98mVzS9Dhj2zya33R3BVjLXOwew1Rn4SmYVmNL9IKo3KMyGK3Zi3svvKqNupveE0kIX6fQ6LDlFyZYaSGCmazYBjyjk+RfPas3UVry+6PhUY3d3u7kRe8kT1OnVfvPLEtZ1m6+Hs4LZHyX6gkSoTJjghIhQAqRCFIF3Sz64Ajd98NyDlxIXe7A5dW13e77Ekr3d2NsSHdIfe9FUCVlYDpLPEJ2zHLIpB+vx62yd9vxUlMoPwOHAge4qypNMELWk3klLowp4KiogkicYCEdVKbRVMgv22Z9j2bjZ1W5subKoWL8yLKb7anmD5NLTaSiJ7geBfwq4pdNSNwky+1b9FhMW4IYe4i\/iJI3dMqsWc\/Xk1IdYtqk4zj+h6KGmJe\/8k6OnZWf6z8\/0Xm7OX7z+cl04F+8b+Mkp+Cw7ZGH\/wDRf5Pv\/Y9YqdKG8QyDM4+Lj+irS0zsudUwD4tv5LCU8j6sozl3S5dpKL9FbtSj\/MS4r6JXHhy+x3+PyxxBfVG3l07Rt9bUnL7o5Co39sqeHL6HR7+OOsk2l+KyUQwhxyL7IqSGkI24B+Ccjoa4LCi39hKXUbLeZSS+WSbX6Vra0bTSWj7I8o\/JQgohj2m6aqNKk\/DFlXS1JE+101CMoxxwl5ISslBttZk\/N\/0J9bXtbAFUGWSCdDMrorHCOHy8sSyMV1ZFkEYEskZrcEtkYoxyTkRCWyRCAEiWyEAIhCEACEIQB0hCRdAKuhKzs\/hJ1wyWy5aydQltkpeRZ11K5trY9uzeVcErqy0RpJonwk+rLteH172Wil0DBVM5xuwm\/KQXx+KTeodL2z7eZvajSV9Q\/f6dpS\/xRfmYvWutFNQB\/u+WfVyhNB9GIsn545HZtZjazDtZms97qJX9GaqFr4a0f7vm+Sraiplw1cpziG77OQjx2cN1+5MwuhP3WmYdumsreJxaONa6HlfvTN06URMIm7EzFykXaXbeCtQz2Qjm6BZ3QA3dem9CtLaOo6QnmhA6jxEDEXkzXVd1zrjuw2d1V75bcpfExOjujFZVbY4DIfFyj+Ku4f8AZ\/Lxnlji8W0f1VxX9LKqpMvo+FPB2cWEUvRugaumP6XWFgGOWMnMT3\/RZt2ovw3lRXwyzTp0+n8pS+eEVb9FqOP6ysH7v+ShVFBQBwkI\/wCJbXSEmiaJ8NUMpD4izVPL0gpH+rov\/iZVU33N5zN\/RI6uopSwlFP5syhR0\/YAn+BN\/RD08dr4P8jWpnrSwzjoxL\/ylMGOqOl1zUo8wjjqhyTi1TS5X+5CP7PB9nn4RMNqw\/dv8jSPHF4MfuktdUVBwR5zwhkXKOCnUGgKiqp\/pABBYuzuiS6esa5a4+JytIpdn9jzwqaIuBk32hTUmj37D5LU6S0e8L2lgIH9N35qr1UR7AchJMV3RmsoonTKvuyikgIeLEmVe1AGHHfHxf5qFJCJ7Q5lcuVwVb2niSK9InDBcWUHYiEqRBJ0kQhSwESpEqABS9H6RkpjzhPH3eaMvgoaVcygpLDO67JVy3ReGbrRvS+GRrTtqS8XNGX6K1lKKcLvhKxehrzB278vu8y09Fp+ngjaOOKcfuhvF3vvLJ1HT1H81Kf1PR6Dq27MdS1jzaLOp0VTlt1INj4WUaviE48CZ8ez7pdVlCm6TCXCF\/vF+ihTaac+AMKIaa\/uzTj1LpkU+Vz3wiE0Tg7jblTsT7fRIVU8vNj80oMtivOOTxGuVCtfsHmPh4Dh1hSHhchHwi+IpWnNzYI3wHl3d3dUc4XZ7tyqRBi77XxuunFPuhZyxyi+6PRwz1AwXuRCRFNIPdxsr+bSMUJlHTwCQCWJSzbu96LIUdFJDIEsDiRCWQrR12mJHMDjoyzL6\/JshkLbt47FmX0xdnnx54NPT32qt49OcGx0fMMEsUM5jrZcfZCPfa35r0GOlDV8B5V5Ro6tgbGonppdcOOOJZbzcOL+S1dD0k1kZu0c449mw5F6bVhtwqlJ7GzTUZzik5c\/oVXSupjCfVvOAFjujIGQqimr3BtXKBU4n9XLCRMJX8lrHkimPWvRGUo9qURUXSVBJW4PVuARAWQxi+ONlxG+mKSkdzptbbj\/AOlBo7S5yVRaKrg1oSiQwzlvEO7dnWK0oAx1Z0p8RIhEh7S3+kaylozKeN9dVY4x48sey21eeztnUFPM9zIssRWxoJqf50sLH1Zm6mqUcQk88\/YZjmcD1R5GBFjiolVFq5CZuytHoPo5PX1GsACxyy7kx0g0SVNUGE+448y0I6iDnsT8BOzSTjXvx4\/YztW19qhWUuplZ+CjJhi9eVHk5QhCgsFSJUilgIhCFACoQhACpEIRkAQhIgBwXsnWkUe6EENZJkdR3p7dLwqvZ11kutxW614FvTzlE+4ZK2ptNTN1CX2llGmfvXQ1JN1qudcLPeR3VO2v3WbqPpHNw1Y7qtaPpFVW5B3uX\/Vl5sGkDbrVhBXVGoln14iIY4xkXtJbvZ8W7muyz9R0+MliKX3NGjXuMk7M\/Y9CLS1YXl\/Koc\/0mbZJPj99YAtOTv8AtCTL6Wl8ZJSHSZx7OK+Q6+rQ7bW\/segxaBifbNVN7w3FShDRdM13dpSZeXFWm\/E3\/iTJSO\/WrX0yyTzO1\/LgqfVIr3K1nzbyepy\/7RY6a7UkIfd3VgNO6bkrZilkcsiUWkCOT2cj4H2ZOz6P+q4rqI4HxkHHwl2STlFFNLxHv6i2olfdD2kuY+nh8SMkS2SOnBERCVIgDpIlSKWAiVCEAFkWRdSI6SQweRoywHmLHEfm\/H4LkCPZFlNiomdhM6mCIS8TmcnpiDO7P62TUwx5i0LymPayiGMvgzEX4oIGLOksrj6IANm1FOQjza+TVY+jMzOocNNrnJw1ELeGWbH8S2upDOSGyFcUzCDWeTRf3oppS+YA7OnmYPCxD4qTRxGP87ipOXMoUXWjaoJtjfTh93\/dMH\/enax9osx1kwYiX\/g8Y7z8Qds+LIDejLoV4+DcRgH3qvR5x\/8ALkmZ4Rl2DJo4d39mBwfiYtdQ0G4q2dTodL1EcRU4TGMJZZR5bu12d\/nZcNGMMmEgRVF+XVzPjl9oVKqqMRG70dREZbw4yNLGI+b2d\/xRgl48SpSWUqmjhdvaTHEfZ9lnD8SYrt8BdLUUeGLtNBKJFiOqMstvukzO3xZB0RrIdOVVNJC9pAIPtNul6PwdMoj3IOiWr0I7V1OUcjZHENiLmyvwe6ylvIi7X3VqugYux1BPwxjH7XFJa7Crcs8o1ukSmtQopZjLhrzRntJ0RU0hRn9ofsqIth09pxYKc25ryD9211j1bpbfa0qTFuoUKjUShHsCRCEwJnSRKkUsAU0aMQYDnMREhzGOOxSkPm3AL+a6oRcY6idsHKLVCOQ5bxlsduq7Yv8ANQifvUAPPVMwEARg2Rc5b8uPUF32NbvZmdSZ4yd4nq5yETHIY8tbIAszWuDbAd\/P4rkG1NKErfWzySgJfu4wZmL4vn+CY0fTtNKEZviJZERDvFizO+zvfYgnsW+go6aSSX2E5FuagSHWjx3jLaw8Op7t5LVV+hKaClKSCSWKqIgEhjIoylInZrNG7Mzfd2Lz6qrCk2NuBkRRxx7ohfbsb\/XBXcM9YccNPDr6qWURnHFnPAepmblv19+1KXVWOalGeEM1WQUXGcMkY6MzlKSSDVRDul9PmlxybY+8zsRcOA3suqhonAAOeAxff1dFSDrA8ta7M7\/F3VXi+sLW57hERiRYybH22y7Sk09SRzYQuFM0pRhkJasRHhdz49e12szpuPKFJPyJ1HPJqyaljqhDlGeSYIox9cmxb+Jcw08\/E6qIfEJVUpD84rt+KYIguUAAAjEREUsZa+SWQdlxu7M7O9tjN5q1pa4tYcbxmGEeUgyiZ5cNjxx4ALbb5WRjPBw3hESOoK9rQH7w1ekN7+dI8xG5AxQRF4iq6\/8ADff8l7B0O6I030cJjhAzlHPIm7+5rqh6d9GYaY4p4I8XIiEoxjKXhZ7sLOzu\/HrScdbCVmzGPUulpLIw3t\/Lk851FQBi4VQGXhGq1f4y2RpGVjcGqoa0O4hMJc\/ssTM1vR3T+kq0tYVPI5MRYDrI\/b5RlZ\/qzu4vZ+UXZ7qJjaUaR2wqAmGKOpgI8sr23m6\/VrP8k4Vx55B5wuEV6WYO1rqb6Nh9qQLEXzSRg9M5ZhKLGWUclJNlGItt2Wd2L0J7t1pkqi8koVADKZFqtYO7IJDcWNrNt82fio5mUEhasyEgIhy5fJ91+F+5AY8CdGbySmcc0E5kP\/FgDEfuNnsZ\/NnbydO6TajzAAiniHVCMu6OQy227H7N1XygxxDKwCLiWqkxLmJ2d2dh6tjPf4Lqmq9zUyMMsRZCIlzRyE7b4l1P5cNroBx7eg8ITtEbwTFLDyyRxkRYDftRvwZ\/L4ptqsJjHXwiw4uJFTC0R+RYcju3dZr9aiAZA92fFx7QliXrsUqvi3KeVmEdfGZYjcd4CcHfa\/F+KCSdoMIwMzYsxfcHJsd3zbqdaWhMQa0bCw8yxlLXtEGGORf9Skwaddux\/N\/ks3U6ayxvB7bRazQUaeCc1ux5Ml9Mq7OSKHsgOZfae6zyn6U0iNT+xxMe3lveigJvT1uFaj5HleoWxt1EpxeU\/ERCEK8UBCVIpYD9HKLHaRiIC3ZMScS43u3Vdrdfe67moiENY2\/Fzawd4RF3dmy8L7ODqKnaeoKM2MHxPxf0dutvJQGPFD1JUDg8E19URCQkPNEfDNm627260NTSRsMse8I74yRFlhbrJm2j8UDPG4YSQ7+9jLG+JZbeZuDtt9UsVo2CWCpMJh5hs8RCT+Ahd7t62QAYRzOGrPCUyLWDJiMQk93bEupuqz9brbdBNOlRwHGceACRgMpVDRw6y9324vs48HWY+jzO5ySU8VWB4kRRuxEPkzhtb0so0UwQzezOopQIcZN0ZZMuNnC4s7eTqq6r2sNpZTdsllE\/pBUlVV1RWRyU5OJB9SWHLGLO4iXFrt6uoZRATayognpylLKOWMfYfAHa\/m7sT+jLiYwDKTOlqtbzCURhIPnazCL+jup9G7ABHARwnLu6umr23vIhdrv6KyuO2KiVTnltkWGUZpBMzpx1RF7TN6SWp7nd7EzP18Fc1lSx+1nPfIWEpZMDkx8Hsja\/xFVFRSVEjj9LCUWHlKKGMy+QuN07FHEDWaKVy8U+iPzdpX\/JSu5zN8YPSujH+0KCGIIZ5CPAcRkGJ493qazu6pumfTEK19XHUlDEJFj7IyIvN3F2\/BZSOLNjwCjxD6zKkqQIPPdF7MmWEb2JqM\/8OiqJC\/FmdLx0lanvXcseps27M8fcs6aADilkY4IsRykLWxUxSi+zdInkkv3tZUATNG5QPNEAlvFPEBTyltuwZbH7uDMpVRTwyN9XOH+Dopo8i9dakpoquNrRgepyyyxhjkx78tri\/wAUyyuMlgjDEULayOAiilyijnniLmu7XEr4sVvW2zgmXgED\/wD6JMh5i1RCcmXc78Gd\/ip1e8bEUpD9KlLtTVrSyCXmwttb1TcEws+v10UOQkOrgpyOQdnFhNmH45KDpy3c\/wBP7jBU8k2qjw1MRZlCUu4OF9rubtvWs23ySQzhC3sx1tQWQZEPswF9m43Fy832eSsYtHnNBNpGWOerAZsBkkmwKUuG1tpu\/Dg6jyjPDlMzRUz6sQGMSAZMe9mu7389joJfbkiQ0jNk856oRLEh\/b8L7A+TXfvTNTNm42bAQHERG\/e73e78XvttZOnFEzZvPrTIsiGMHxx67mVt74P6ro61gcHp4xhw5ZMs5Sv3vw+TbEEI6pqMW9pUFhF+7H609l2sPU21tqjVVQ8khSOIiRdmMcRGzMzWZcSSObuZuRERZERbxF5u\/W64QCz4hZCEKSQQhCABIldIgASpEqgAQhCMgdATs92fEh5SHdIfR09BVyRnrAkIT\/eZb3zUdCMAT\/8Aehv9Y0EviKSni1hffZsvxTVTUgbWamii94XkIv5idlFQgjA7BJg9977r4F82Vg+kh8NV\/wC4S\/8AaqlCkMF5SVLHmEUdRvjlJlpBo8hbvImZn+ajtWxA+yKdi8Q1z\/mwpvRFeFPJmedsDH2ccMm1uI2kZ2s\/fxUaqlYycxAQEichAeUBd7szeigjHJOPSbOxWaqb\/wBcZf8ASqw7O97fxb34pEIJSwS4qoBDH6LA5fvCeT8srP8AJODpaVvq8If8KGKIvi4jt+KgJEBhEl62axBrDxMsi3u13t3KOkSowdN54FSIQpyQCEIQAIQhRkBUIQjKIP\/Z\" alt=\"La creaci\u00f3n de los planetas\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">He recordado en este punto que tengo alg\u00fan escrito por ah\u00ed con un gr\u00e1fico que nos explica esto que tratamos. Su l\u00ednea describe mundos en donde las estrellas\u00a0 tienen regiones extremas convectivas que parecen ser necesarias para formar algunos sistemas de planetas. Las regiones \u03b1 y \u03b2 que est\u00e1n permitidas y prohibidas se muestran en el gr\u00e1fico que os dec\u00eda y que pongo m\u00e1s abajo con las notas manuscritas originales.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Si en lugar de\u00a0\u03b1 versus \u03b2, jugamos a cambiar la intensidad de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> \u03b1<sub>F<\/sub>, junto con la de \u03b1, entonces a menos que \u03b1<sub>F<\/sub> &gt; 0,3 \u03b1<sup>1\/2, <\/sup>los elementos biol\u00f3gicamente vitales como el Carbono no existir\u00edan y no habr\u00eda qu\u00edmicos org\u00e1nicos. No podr\u00edan mantenerse unidos. Sim aumentamos \u03b1<sub>F<\/sub> en s\u00f3lo un 4 por 100, aparece un desastre potencial porque ahora puede existir un nuevo n\u00facleo, el\u00a0 helio-2, hecho de dos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\">protones<\/a> y ning\u00fan <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, que permite reacciones nucleares directas y muy r\u00e1pidas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> + <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> \u2192 helio-2.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ciencias para el mundo contempor\u00e1neo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRod8odqWqVjRTdRTiNBHYj9l2OIBLVhFA9eg&amp;usqp=CAU\" alt=\"Estrellas binarias en nebulosas planetarias dan pistas sobre la qu\u00edmica del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQIzZoWTHY7F8arO-G-MS8FUKl3kkvHCj2EtQ&amp;usqp=CAU\" alt=\"La composici\u00f3n del Universo est\u00e1 cambiando en este mismo momento\" \/><img decoding=\"async\" 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\" alt=\"Complejo (qu\u00edmica) - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/www.cab.inta-csic.es\/uploads\/noticias\/imagenes\/20140220200338.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las estrellas agotar\u00edan r\u00e1pidamente su combustible y se hundir\u00edan en estados degenerados o en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-y-la-quimica-de-la-vida\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>. Por el contrario, si \u03b1<sub>F<\/sub> decreciera en aproximadamente un 10 por 100, el n\u00facleo de Deuterio dejar\u00eda de estar ligado y se bloquear\u00edan los caminos astrof\u00edsicos nucleares hacia los elementos bioqu\u00edmicos. Una vez m\u00e1s encontramos una regi\u00f3n bastante peque\u00f1a en el espacio de par\u00e1metros en los que puedan existir los ladrillos b\u00e1sicos de la complejidad qu\u00edmica.<\/p>\n<p style=\"text-align: justify;\">Cuantas m\u00e1s variaciones simult\u00e1neas de otras constantes se incluyan en estas consideraciones, m\u00e1s restringida es la regi\u00f3n donde la vida, tal como la conocemos. Puede existir. Es muy probable que si pueden hacerse variaciones, no todas sean independientes. M\u00e1s bien, hacer un peque\u00f1o cambio en una constante podr\u00eda alterar tambi\u00e9n una o m\u00e1s de las otras. esto tender\u00eda a hacer que las restricciones sobre la mayor\u00eda de las variaciones sean a\u00fan m\u00e1s r\u00edgidamente limitadas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El cosmos afecta la conciencia humana\" width=\"358\" height=\"188\" \/><img decoding=\"async\" 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\" alt=\"Obstinados navegantes en oc\u00e9anos de incertidumbre: SOBRE EL MISTERIO DE LA CONCIENCIA\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hace m\u00e1s de doscientos mil a\u00f1os que la conciencia se hizo presente en el planeta Tierra\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 al surgir en la Mente de los primeros hombres y mujeres verdaderos. Cuando evolucionados a partir de ancestros m\u00e1s rudimentarios, nuestra especie pudo rememorar el pasado (recordar escenas m\u00e1s all\u00e1 del Presente atr\u00e1s en el Tiempo), Cuando comenz\u00f3 a plantearse preguntas que no podr\u00eda contestar, En aquellos momentos que intranquilos pensamientos entraron en sus cerebros y una voz interior silenciosa les gritaba \u00a1Eso NO!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Constantes universales : Blog de Emilio Silvera V.\" width=\"283\" height=\"283\" \/><img decoding=\"async\" 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\" alt=\"2.1 Universalidad: bioqu\u00edmica, c\u00e9lulas y el c\u00f3digo gen\u00e9tico - The Biology\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Llegar hasta este punto, no ha sido nada f\u00e1cil y, ha sido posible gracias a que unas constantes del universo han proporcionado las condiciones bioqu\u00edmicas\u00a0 necesarias para ello. Si las constantes fueran ligeramente diferentes, como decimos arriba, no estar\u00edamos aqu\u00ed.<\/p>\n<p style=\"text-align: justify;\">Ahora sabemos que el universo tiene que tener miles de millones de a\u00f1os para que haya transcurrido el tiempo necesario par que los ladrillos de la vida sean fabricados en las estrellas y la gravitaci\u00f3n nos dice que la edad del universo est\u00e1 directamente ligada con otras propiedades como la densidad, temperatura, y el brillo del cielo.<\/p>\n<p style=\"text-align: justify;\">Puesto que el universo debe expandirse durante miles de millones de a\u00f1os, debe llegar a tener una extensi\u00f3n visible de miles de millones de a\u00f1os-luz. Puesto que su temperatura y densidad disminuyen a medida que se expande, necesariamente se hace fr\u00edo y disperso. Como hemos visto, la densidad del universo es hoy de poco m\u00e1s que 1 \u00e1tomo por m<sup>3<\/sup> de espacio. Traducida en una medida de las distancias medias entre estrellas o galaxias, esta densidad tan baja muestra por qu\u00e9 no es sorprendente que otros sistemas estelares est\u00e9n tan alejados y sea dif\u00edcil el contacto con extraterrestres. Si existen en el universo otras formas de v\u00eda avanzada, entonces, como nosotros, habr\u00e1n evolucionado sin ser perturbadas por otros seres de otros mundoshasta alcanzar una fase tecnol\u00f3gica avanzada.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/skycr.org\/wp-content\/uploads\/2023\/07\/Universe-Expansion-Concept.gif\" alt=\"Publican animaciones de lapsos temporales que muestran el universo en expansi\u00f3n - SKYCR.ORG: NASA, exploraci\u00f3n espacial y noticias astron\u00f3micas\" width=\"525\" height=\"295\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La expansi\u00f3n del universo es precisamente la que ha hecho posible que el alejamiento entre estrellas, con sus enormes fuentes de radiaci\u00f3n, no incidieran en las c\u00e9lulas org\u00e1nicas que m\u00e1s tarde evolucionar\u00edan hasta llegar a nosotros. Diez mil millones de a\u00f1os de alejamiento continuado y el enfriamiento que acompa\u00f1a a dicha expansi\u00f3n permitieron que, con la temperatura ideal y una radiaci\u00f3n baja, los seres vivos continuaran su andadura en este planeta min\u00fasculo, situado en la periferia de la galaxia que comparado al conjunto de esta, es s\u00f3lo una mota de polvo donde unos insignificantes seres laboriosos, curiosos y osados, son conscientes de estar all\u00ed y est\u00e1n pretendiendo determinar las leyes, no ya de su mundo o de su galaxia, sino que su osad\u00eda ilimitada les lleva a pretender conocer el destino de todo el universo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La conciencia como informaci\u00f3n integrada \u2013 Paradigma XXI\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQKZSPUPh1IGMEgONuFXt1OhdB1Z_vo0okZXw&amp;usqp=CAU\" alt=\"Albert Einstein. Ciencia y conciencia | Libros | Biograf\u00eda | El Viejo Topo\" \/><\/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 Hemos evolucionado en muchos sentidos<\/p>\n<p style=\"text-align: justify;\">Cuando a solas,\u00a0 pienso en todo esto, la verdad es que no me siento nada insignificante y nada humilde ante la inmensidad de los cielos. Las estrellas pueden ser enormes y juntas, formar inmensas galaxias\u2026 pero no pueden pensar ni amar; no tienen curiosidad, ni en ellas est\u00e1 el poder de ahondar en el porqu\u00e9 de las cosas. Nosotros s\u00ed podemos\u2026 hacer todo eso. y mucho m\u00e1s.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Untitled\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"UNIVERSIDAD DEL BUEN VIVIR: CONTRACCI\u00d3N Y EXPANSI\u00d3N DE IDEAS #1\" width=\"332\" height=\"271\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 S\u00ed, la Mente es una de las mayores obras del Universo, quer\u00eda que lo pudi\u00e9ramos comprender<\/p>\n<p style=\"text-align: justify;\">\u00a0que, nuestras mentes, se expanden al ritmo del Universo El Universo se expande pero, nuestras consciencias tambi\u00e9n, somos una parte integrante del todo, y como todo lo dem\u00e1s, evolucionamos al ritmo que el Universo nos impone, de tal manera que cada vez comprendemos con menor dificultad los mecanismos que llevan a todas las cosas a cambiar, a convertirse en otras diferentes de lo que originalmente eran, y, con el paso inexorable del Tiempo, nuestras mentes quedar\u00e1n unidas, de manera inexorable, a ese todo. Entonces, y s\u00f3lo entonces, podr\u00edamos decir que: \u00a1Tenemos el mundo en las manos!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nuestras Mentes se desbocaron por el Universo buscando respuestas y aprendimos a pensar<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que, con alguna dificultad y no con la rapidez que pudi\u00e9ramos desear, vamos desvelando secretos de la Naturaleza que nos llevan a comprender la inmensidad en la que estamos inmersos y de la que formamos parte. Sabemos de qu\u00e9 no sabemos, y, pr\u00f3ximamente ese conocimiento de nuestras carencias, har\u00e1n posible que avancemos para vencerlas y hacer posible nuestros sue\u00f1os de un mundo mejor y de un futuro en el que, la muerte del Sol, no sea un impedimento para nuestra especie que, para entonces, estar\u00e1 viajando entre las estrellas y habitar\u00e1 en otros mundos que, como la Tierra, nos ofrezca una Naturaleza de inmensa belleza que, ahora s\u00ed, sabremos respetar.<\/p>\n<p style=\"text-align: justify;\">Esta imagen, ubicada en el coraz\u00f3n de la Sierra Macarena, el r\u00edo Ca\u00f1o Cristales en Colombia es considerado el m\u00e1s bello del mundo debido a los magn\u00edficos tonos que refracta, producto de los alucinantes colores de las algas que crecen en el fondo y del agua cristalina. Pero, no nos equivoquemos, como esta belleza existen \u00a1tantas en nuestra Tierra!<\/p>\n<div class=\"co8aDb\" role=\"heading\" aria-level=\"3\"><\/div>\n<div role=\"heading\" aria-level=\"3\">\n<h3 class=\"LC20lb MBeuO DKV0Md\">Los 20 lugares m\u00e1s espectaculares del mundo &#8211; Skyscanner<\/h3>\n<\/div>\n<div class=\"RqBzHd\">\n<ul class=\"i8Z77e\">\n<li class=\"TrT0Xe\">G\u00e9iser Fly, Nevada, Estados Unidos. &#8230;<\/li>\n<li class=\"TrT0Xe\">Gran agujero azul, Belice. &#8230;<\/li>\n<li class=\"TrT0Xe\">Los lagos de Plitvice, Croacia. &#8230;<\/li>\n<li class=\"TrT0Xe\">Las monta\u00f1as de colores de Zhangye Danxia, China. &#8230;<\/li>\n<li class=\"TrT0Xe\">Icebergs con rayas de colores, Ant\u00e1rtida. &#8230;<\/li>\n<li class=\"TrT0Xe\">La puerta al Infierno de Darvaza, Turkmenist\u00e1n. &#8230;<\/li>\n<li class=\"TrT0Xe\">\u00c9tretat y la Costa de Albatre, Francia.<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/content.skyscnr.com\/m\/3dfb6b9a6ba1311d\/original\/GettyImages-82634032.jpg?resize=1800px:1800px&amp;quality=100\" alt=\"Los 20 lugares m\u00e1s espectaculares del mundo: Ant\u00e1rtida\" width=\"597\" height=\"390\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/content.skyscnr.com\/m\/3fa1c24e3955f94f\/original\/GettyImages-525508231.jpg?resize=1800px:1800px&amp;quality=100\" alt=\"Los 20 lugares m\u00e1s espectaculares del mundo: Lago Moraine\" width=\"592\" height=\"394\" \/><\/p>\n<p><strong>Estas son solo una peque\u00f1a muestra<\/strong><\/p>\n<div>\n<p style=\"text-align: justify;\">Rincones de nuestro mundo que, con su simple contemplaci\u00f3n, nos influye en los sentidos, nos transporta, nos eleva y, nos acerca a la Naturaleza de la que, ineludiblemente formamos parte y de ella pudimos surgir mediante los tr\u00e1nsitos de fase que sufri\u00f3 la materia en las en las estrellas para crear, aquellos ladrillos qu\u00edmico-biol\u00f3gicos que, fueron posibles gracias a que las constantes universales marcaron los l\u00edmites para que as\u00ed fuese posible.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F03%2F02%2Fno-no-es-facil-comprender-la-naturaleza-2%2F&amp;title=No%2C+no+es+f%C3%A1cil%26%238230%3B+%C2%A1Comprender+la+Naturaleza%21' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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Han sido muchas y todas ellas, han estado influidas por el profundo inter\u00e9s que en m\u00ed causan estos n\u00fameros misteriosos que hacen del Universo el que nosotros conocemos. Es posible, que en otros universos que pudieran ser, y, [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/32210"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=32210"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/32210\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=32210"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=32210"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=32210"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}