{"id":5052,"date":"2020-08-11T06:40:19","date_gmt":"2020-08-11T05:40:19","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=5052"},"modified":"2020-08-11T05:42:11","modified_gmt":"2020-08-11T04:42:11","slug":"un-paseo-por-las-estrellas","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/11\/un-paseo-por-las-estrellas\/","title":{"rendered":"UN PASEO POR LAS ESTRELLAS"},"content":{"rendered":"<p><strong>\u00a1Nos queda tanto por saber!<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>\u00bfPodremos ver alguna el atardecer en Marte (de la segunda imagen), con los pies firmemente asentados en su superficie? Nos hablan del pr\u00f3ximo viaje al planeta Marte, y, como la realidad es que ni la NASA est\u00e1 preparada para tal misi\u00f3n, lo van retrasando una y otra vez.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static1.abc.es\/media\/ciencia\/2015\/11\/30\/orion_icps_earth_foldoutsolars--620x349.jpg\" alt=\"La NASA probar\u00e1 la nave para llegar a Marte en 2018 con un viaje ...\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Hace a\u00f1os, la NASA publicaba esta imagen y dec\u00eda que para 2018 se llegar\u00eda a Marte<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Para viajar al planeta vecino con algo de seguridad para la integridad de la vida de los pasajeros, se necesitan muchas cosas de las que carecemos hoy. La tecnolog\u00eda para construir la Nave que se necesitar\u00eda, los materiales adecuados para ella, otro tipo de energ\u00eda , Gravedad artificial&#8230; \u00a1No lo tenemos!<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p><strong><img decoding=\"async\" title=\"Sunset on Mars\" src=\"http:\/\/www.nasa.gov\/images\/content\/117988main_image_feature_347_ys_4.jpg\" alt=\"Sunset on Mars\" align=\"bottom\" border=\"0\" \/><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como todo lo que existe, sin excepciones, es lo que conforma la totalidad del Universo que nos acoge, tendremos que convenir en que, aparte de la materia \u201cinerte\u201d, est\u00e1 presente la materia animada, lo que conocemos como VIDA, la que da forma a seres que tienen la facultad de latir al ritmo que el mismo Universo les ha marcado, y, junto con \u00e9l (el Universo) siguen su larga marcha evolutiva siempre acompa\u00f1ada por el paso del Tiempo.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La vida en el universo | Investigaci\u00f3n y Ciencia | Investigaci\u00f3n y ...\" \/><img decoding=\"async\" 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\" alt=\"El Universo y la Vida\u2026 \u00a1Nuestra imaginaci\u00f3n! : Blog de Emilio ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQeVOlflhhQISs3fft9S6hbqJ0HRXriPRf4bppxRpm12tqXYv4LCxMbX77rzMkQtj8Y-PuLuC_CGD_kR9mQOC0RC0E1g52lEsKKTg&amp;usqp=CAU&amp;ec=45690275\" alt=\"El Heraldo de Tuxpan - Pronto habr\u00e1 pruebas de vida en el Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ9SjJpAVSSvcq99_U264OnTzK1LspG5rsc6GdLnj1avjcMxikO4UQVAFpZ69rE_pk8sxwkuBALRHiV6dDqxEREQLz172qmYDljmw&amp;usqp=CAU&amp;ec=45690275\" alt=\"SETI&quot;, b\u00fasqueda de vida inteligente en el universo | Fuenlabrada ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">A lo largo de todos esos miles de millones de a\u00f1os, la materia &#8220;inerte&#8221; evolucion\u00f3 hasta los pensamientos en lo que hoy podemos llamar Humanidad, que acompa\u00f1ada de cientos de miles o millones de especies han poblado el planeta Tierra. Eso es lo que hemos podido saber en lo que concierne a nuestro peque\u00f1o mundo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ars.els-cdn.com\/content\/image\/1-s2.0-S0213485315001474-gr1.jpg\" alt=\"Evoluci\u00f3n y gen\u00f3mica del cerebro humano - ScienceDirect\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nuestros cerebros ha crecido desde los 400 cm\u00b3 hasta cerca de 1,5 Kg, y, ah\u00ed, en lo que llamamos Mente, se han ido acumulando saberes sobre la Naturaleza, sobre como funcionan las cosas, sobre c\u00f3mo son los mundos y el Universo que nos acoge, y, hemos aprendido que pertenecemos a todo eso. En realidad somos tambi\u00e9n universo, y, probablemente, con otras muchas criaturas, la parte que piensa,<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_e3nHE4r6vPU\/S6bdjkZhcII\/AAAAAAAAAyY\/P7uR08Amhzo\/s400\/cerebro+(1).jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Nuestra evoluci\u00f3n, la de nuestra Mente, es imparable, y, se expande a una velocidad que, aunque no podemos medir, es grande. Hay que tener en cuenta que el Universo tiene 13.700 millones de a\u00f1os y que, nosotros, s\u00f3lo llevamos aqu\u00ed unos pocos miles de a\u00f1os como seres &#8220;RACIONALES&#8221;,\u00a0 conscientes de SER, y, si echamos una mirada hacia atr\u00e1s en el Tiempo, veremos que, hemos dado un salto enorme en el saber del mundo en \u201crelativamente\u201d poco tiempo.<\/p>\n<p style=\"text-align: justify;\">Del Universo sabemos bastante, siempre nos llam\u00f3 la atenci\u00f3n lo que habita all\u00ed \u201carriba\u201d en los cielos, en los espacios interestelares morada de las estrellas y los mundos.<\/p>\n<p style=\"text-align: justify;\">\n<p><span style=\"mso-fareast-language: ES; mso-no-proof: yes;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1102\/rosette_lula_900.jpg\" alt=\"Nebulosa Rosetta\" width=\"619\" height=\"425\" \/><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hemos querido saber de esas estrellas que vemos brillar en la noche con su forma peculiar y titilante que parece enviarnos gui\u00f1os de esperanzas futuras. Hay muchos tipos de estrellas de las que aqu\u00ed hemos hablado largamente, y, siempre ponemos el acento en las estrellas enanas rojas (las m\u00e1s longevas), las normales como nuestro Sol, del tipo G2V, y de otras muchas variedades que, bien conocidas, tienen pocos secretos en la estructura de su din\u00e1mica de nacimiento, vida y muerte que, depender\u00e1, de la masa de la estrella.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c3\/A_Snapshot_of_the_Jewel_Box_cluster_with_the_ESO_VLT.jpg\/800px-A_Snapshot_of_the_Jewel_Box_cluster_with_the_ESO_VLT.jpg\" alt=\"A Snapshot of the Jewel Box cluster with the ESO VLT.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las estrellas masivas tienen un tiempo de vida m\u00e1s corto, toda vez que, su voracidad en el consumo del combustible nuclear de fusi\u00f3n, es inmensa, y, en unos pocos millones de a\u00f1os cambian de fase para convertirse en estrellas de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> o <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ2QjwLAu83K7ib3tdBten43RPHwajKMf4EvIhvBeSBScKG3zM0XZsiY248YLfq0i8liMsnMMqh_Ovf3PgwrMH54ZTygjP7vVKLQA&amp;usqp=CAU&amp;ec=45690275\" alt=\"A-Z sobre Astronom\u00eda B\u00e1sica\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTUn4o14PCkoiOM6HPVmKfBBhrBTTIbrQIYJxPjR2UCRqbwyiYmW7MSO5pFneWqTmxSkBem-IIkV04zeuHQJ926Vbp2szCneWA7ng&amp;usqp=CAU&amp;ec=45690275\" alt=\"Pin en Las Estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, las estrellas que m\u00e1s llaman nuestra atenci\u00f3n han sido siempre las enanas blancas (en la que, un d\u00eda lejano en el Tiempo (unos 5.000 millones de a\u00f1os), se convertir\u00e1 nuestro Sol. Las estrellas de meutrones, o, P\u00falsares (tambi\u00e9n magnetares) con sus ex\u00f3ticas y llamativas propiedades.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQQBGa-mXymVuBV-xuUz63aAZ-JvcEIv3aVGhjUy7nAUTxWP3UjsKjYlqusHpVZeRfppnw_FJxj-uzLfVoMX1U5Rk__Wv4eHQ4Qrg&amp;usqp=CAU&amp;ec=45690275\" alt=\"Hallan la primera estrella de neutrones de Andr\u00f3meda\" \/><\/p>\n<p style=\"text-align: justify;\">La primera <a href=\"#\" onclick=\"referencia('enana blanca',event); return false;\">enana blanca<\/a> detectada en Andr\u00f3meda<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAsICBYKEw0WChYNDQ0NDRwODQ0NDSIZDg0cKSQrKigkJyctMjQ3LTA9MCcnLEAtMjdAPD08KzZDSUI6SDU7PDkBDA0NEhAQFRAPFjklHSU5Ojk5OTk5OTk5OTk5OTk5OTk5PTk5OT05PTk5OTk5OTk5OTk5OTk5OTk5OTk5OTk5Of\/AABEIALABHgMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAADBAECBQAGBwj\/xABCEAACAAQDBAYHBgUEAgMBAAABAgADERIEISIxMkFRBRNCUmFxI2KBkaGx8AYUcoLB0TOSouHxB0OywmPiU4OTNP\/EABgBAAMBAQAAAAAAAAAAAAAAAAABAgME\/8QAIBEBAQEBAAICAwEBAAAAAAAAAAERAiExEkEDUWEyE\/\/aAAwDAQACEQMRAD8A+S0FBtr+tYrHR0AdEgZ8oiOgDqRMdHQBdVB2mmk+OfARSJEWCwBURIjrYkCALgbufz0\/XhBg9xq37fKABouDDIyDbmsEmrnVd2Zq\/f4wOWYPLXrFZe0vpF\/X4Z+yGC7odvl8RUZcqfMc4EFhpku3SzaR+LZs28NnkOGyBlOEALlY4DwhizwiBKgwtCCHlEhPCGhIPq\/mYfLh7YkYY7d6DBpX60xIlFrjTSu97TT5wwJcEXC+MGDSol+PyHzier\/N+aHhgDStLV7zMAvxi33O0rqT+YWwYNZ4WJuzo2pbhyDU8DQ09x8jDwlBRqLaqqyqvDKmdedcuFBti6y0btWOq3bp2+wHOHIWsusSNXGGJ8obV1Xav3qef7wCw8oMOVFfGLX3b2r80Vt8IrbCNcrlsipXLs\/X18YsBwrbHGXAFLTEEHlFhE+3e8\/Hb4\/vAAwBy\/8AXOICwYkNvFrsl9gFB8AIHMl0Aoc2zF3KAEY6OiT5RJtDofApjZ+HlYmauFlTpoSZPcCyUOZzHlyz2xPTmBTA4mfKws1cXJlPamIl7swUHKuzZlyjNgiAVF2kXZttt9kP6CkWZbTRv6WB+Ig+Oky5M2auEmfepKtbLn9UU60c7TmPbARCCKRZWK5qSDaVrdwIoffUiKxMMnAQWZPaYEWYzssperlKzEqi1JoOWZJ9sDiyrAFQIIojlSComfegC0oGHJYMsqV7P8sL3W5L9eUMSiW3jDAkxLTpOlt3yMBs7ojQVLk2ape7dyP9\/nATLLbxVbu0y+NchT5QwUtzp\/xzgkiUWOy5bTz5HPI8NvszyhgyBs\/66vdFlKrvXP8Amoq+4wSJ1KYLSpmW6u0zfoBWsFKBRsvuXebs+Qh3CdJTMSVWWivZL3ZcuWMhxLFWNc6e6KmaZZ9Isq9t3rKu\/wATTLyi5Km2FAjU2Nu+Gz9oZldFzJ27Lm2sty6ar7K7fIQ1hsFOmM1s1EZdS9XiQmzkAQD7IYXpqdJqszGXqulpczGuW8sjSoNDzEP4X7L5z6Jt0PMk6Zktl0htUvhzp7YXnYIqaKHbus0u27Llwh+d0jOxKfxpVqtarS82XwrQ+JqSSa1hL7vOqpUM7NqW6hupxAINfPwg+NLYuuF6n\/8ApV+OlZYLcNoqKefwiJ2FlMy9W7W9qY0shV8xmacONKQ0vSWLw4X7xc6dlZ8knLLIHLLyOUZ2MxQxGTIkq3etrdX2wXf0Jn7CmqJd38Kave9vCtDxhCcw7K\/XhGxL6HWYzhX1W3S7lC3ZV57SNkKYjoxpZ735v3pCvNVLIy6RxcV03L\/19u2HWwFppM0t6tCvvrSB\/durOq5ojFbCeUSLudt39UHdLYoXOyFh6qU739K0ugbAV0\/8t2CAn1rVW5u6o8eG2g8yOYihcNwX46oZOZw1uW6tsVCiJAzhm2iowHo2qqs3aIOcLD1iARNscDHRKkmnZg0yf1iorKlyszmbaetm1ptNc6Uy8zAQI6AOiYsiXFRULcwW5slWvEnlDOOwYwk2bL6yRiOqa3r8NMukTPEGgqICKgQzhcN1xfXKl9XKab6ZyqzKCtooMydgGVeYgIEWp\/NDDgsXURMpe9BVTjDDgv5V+tsXVLuGmJAHa\/lgglMwr2V7Tbq+XjlDClu7aLeyzZ3Nmc89h4ZcvOHMNhWmHSG\/7e2HcF0buvi2WUjaladvzB6qjM8M9nMgQ\/iukVwCquEWVcylusmUZl5EjZWlchUc67IcnjUXrzhvAdC2lWnFVuXUq6noRnkNm3aaAQHFSVll0w6rKt3pkxh1reRIAHkDXPjGQuPac1Zzu93amNx8BsHkIcmjrEVq3PL9GzeBzH6j3Q9hZSE11UNq3dNq5s3mdkZ82ea1XT6u34wedLtMJuucTbqpE9ca7W\/m\/aLrPNG1W7NN2ptv7fERRZZp6sRZBtPBFxTLmp\/qMRNnGZvW6e7kvuEVC\/Xagoljs3NBtLACvgsHkHUlxtVaK3V5NSvhSp8z7Y4yivBoi2CCvbdA9At0na8luqw6sbv4l9KZ0NT4ChptjTn\/AGTky82612bStzANXmCczXlTLxjwXR+MbBTJUyXd6OYGaX1hCzKEZGhBodhj2nRf+oc1GK4uXJmySxZZZU3SAeAJ2gbM\/fG3Pf8AGHXF+qu\/2cZVZWLOrKOrVlv6nKgFeGW0U4Rj47BNLsSZctneXdz4njH1PDT5XSiK2EawqNlAWl+GVR7K0pGb0x0R1ktrlV2VdTdXR\/cBQ+GyLmXx6rOWy+XyufhDXUW1NpuX2wAyW7SvpXs\/Py+vCPS4vo9lPpD\/AEnVTlyPhGdNwbWKFuZG3VtJtNPrLy2xN4xrz0xJ8g7f+wu\/f2wqZZpXs96NubhlUabutX\/cu0t7Dw90Z7zRq6xV\/NXlzERYuVnOAv18oqGENTUWZaV\/l7sKuBGdXEG3s3L+LP8ASDSprAUUqYAR3T\/TFK2wKJgRMdE0iA6JpHARIEAcBF1BX4\/KkcBEqkMOpBUlxCrDEtC3q+qtYoISXxg0uUWMESWW4Q1LkmlaaVorNbXM7IMLSy4bPT\/N2VgytaVz3f5vYP3+ERMfO3+bz8eQEKtiD2dK97tRXiJ809MxIk3GcGd3XTdm2zac68uI8yMjn9b1hrMLN6sDL3FrtW3eY8tvnx9kcIm3TkwZHzje6OcTN7dZermerXYfYaH2RgKm6Y1+i5lrat1tLQHV8ZgjLLXDUrWt7IQbDXHux7bEYPrER1tu\/htq4gZH2j4gxhTZKLlML\/lUfKogwax2lLSilre83a8hBEwVxW0Nq9XV7BDgZa0se24Na00avcIl8c2y9pCrTTJqGbzNa5e7wgwaAvQ02l1k2zvW6eXHxygzYTqSoxPovxKQ3LYfGF5k7rD6Z5r27rMxPzMDZZfZZ2\/+sfvBg05MwsrT1cyQ2m5luovPImnlSAYjCXBurEq7e9HMqy+z2wES1mGks\/8A6UH6xzYJqKy2tdp4cq\/KDC0sZdv4lgqzFUNkzO1LWu0y9tQcs65cRTxiwHWCkwqrZam7X19bIFMllcmgD0H2d6fbDTk1Mi7ty0Fo2ceEfW8HivvsskqVe3SWoVY08PKPgiKVO21o+kfYDpm6Z1WLq7OtsiZbxGefPz25Rpuzz7Y9cef41MdhJqsolqo\/8bqerU7ScxkPLKM7Gy5nUsmiVdMDTOrVrF5GprSo4ZZgR9AxWGE8EOPJo8P04hwy+kGu42srEMwz2nnt45gxtz3OoxvN56x4rH4NsOz3XNq1bDcOYMZE9TRu60epxUtpwdm7O7aoK041pxrTbHnJ725U3W3dqt9ZRl1HRyQItyX+aFpguOr+mGWP\/rA2nBsmCr+GM2hYi0xM+XbYay6OpZVVgWQVIoeRyrTkQeMWnUY6e78YAWMTThWn\/tEgXb0RExJr0FKqdV1tud1KbeVOG2sQBFRBVhhAEEESF3hpt71vyqK8YIqZ0pDDkT+aHcPKOo93T+LOKypQUQ5Ll3Wqoa5qW8cz5cdkORNqURphW0Xfh7XhlxhyYxlhVlut6ra0xd2XXaB48CRzoDlWDY7AHACUjaZ0yWJk+3NpSnYpPMjM+BGeZhHG2y5SFTdNZiu7RfZ5fqI0k+6i36K9Jzl0JJVUWUtsxlpdMJzz9wjNMW3o4CM7drSTIkSzBpad2CSF6y7O1fw\/Xx98Gl4e46bm\/wCsBryMNdk366cuPuhrDJmqy7m71q\/HPh+8XqKMkkaf9yZbqanAUrkIJh54w9wl3K1vpNWqZlWngM6ZZ+I2QYWvf9EdGr1dmLZVmzFFsq7WxrkSBmBtFTwJjB6ZwayTNEsIl2q20lvef7Qr9ncQcNOTrtPW6mVWG6T4bCCK89kfQenehTipZaTmxozqq5tz8fGKS+TATJwVZI1NM6tVXNmOXOuZhOfhjLa2YyK2V2qvV150rz849FjPszN61kVbe0vWTFX3AkRj4roh8PaZgtu1XXC1udDxhBnNKHZN3ebO2IUQystaqKtq7TbvughkrLtDartXrLBhlxRoMstaNcGb1eyvsji2nSdObW\/XkPdDHRKLi5+HS5U6ycFZpjUXb88tnOkBK\/c1VasLusW5baXLlyPClDsgeJkaFaXdvFZl29UbM+OXyMbnTOFaXiZy0X+KberzVc8suX7QnNlKwtu1tW61jbdwyPiaH3xVhSsIr49qNPoXFtImSnlm1pcxZi3Z20PLzgIwo1N2VbV3anx2cIc6MTq5sp1NnpAq\/rT2QT2XXp9tlzziZMt5f+7LD+GYrHkPtI5ZQs83KtGlzbaNUioBocxtzj0mCXqcLLtdrbRa3dBGz\/EeN6ZxXXqgnby1VZitwrUUFeUX+Ke2Xfmysn70cO7GWupZZWZL7EwEHM12jMfCMPpPDKrq8vdmL1m9u5kZ+6NbEMrIjS3VrtLScrl9tKbfnCPS9uINJP8AsSkWZsNxpUnLPKoGeflFdftXN+mJNZa1tVlt1K1RtFAciDlWoGzIVqMozZq5tDk\/SaLqhaZpuNV3vr2RhWsLGIDwQkU2t+Hs8afr74GVHOEspSLGOAiREhyCCqIqq5qO9BRDgXQd2GsLhzMMDkoWKhd5oeEu25V7Olm7239YcibRgFtYLu9njd4mPQdAYZMMrzZ2qakv0S9mYagAUpU5kZZVJHDMYeHRtupVVTc3hx\/WL4icZxsqypKa1Za9o7DXxoTn584uRNo3SGM+9vNmNc110yZMbtMcy1PE7BwFIwcRi2xG9+Fe8ozNPjBcbid5F7X8T9BCqA7frwg6v1Bzz9uCnZBJaXZRCoYZkSDX8PaWM2jT6N6KbEBzJDMqKWmTOxLWlSSfAAnOOXEFQ\/U2oq\/77b7Z0oOW2uyuXDZBZ+LLJKw2CZmV2HW2qD1jVFBWlcqVI2VPhGZiXClkU3KrfHZXx4084aR1xFopL3rd5fHwoPoZcIYbClUQzFtabW3VqyptHDblxMZsuYFutuZsreGfj8YfwCGYyltX\/GGG79n+iDOdDqVFbU1tfYBxMfYsNL6uXLXuoFz8o8f9mQs0yVllWlSpd27xyr8R8o9orA7IXXiQubtrL6Y6HXGqxGmbaQvjHyXpSW0tmVrfRtbH2rEzxIR3mGiopYx8Z6Xx33ibOelqzZl1vx\/WHztgskrEsNYpi59xa3dXd+vZDc1wsvTvNX\/J98ZUw5wU4uZ6qjhlVnalsy4jq86mgGRqMs4FIntJLWm25SvDYR47PMZwIm4xM1xWi6vW70IPo\/R2NwnSOHwMppkpcd1BlsrS2LXDLNqbSMgAdpNKwrjOi5ctWWXY7q3pJmfozWlAPMVzrl5mqf8Ap50as6ZNnzCrNhKdXLagVqggkmtRSg9+2NTH4s4d713lbVLbNKV3be6BQCufHbGkuzyzsy+HlZ0rqy9raV08fH9Yjo\/ELLmKZg0XC7vKPDOCY\/pBZwa1LWaYfSXHZXkdh4QrhaTLmbs00272Yy90E9qzw+m4Xp3rMDNe12lX9XhGmKF6xQACTma0auVax512Fridd1srUun+Ip8ammR5UpD\/AEM3V9GU1LZPLS5bLW5iagUrypQeBrtEefxXSImBW7Sb1u7t5ctsXzcjGzaWmzOpZWZltybnsoOA8P8AEZrTy0xnqqNNrdLVdK1FRThStI7ETBsYa5jBruzLGfAV2\/pAw4UMLezdz40Hz5cYm1pIpMw+m5gmpTat2pfE0r45GEHQMvZu3vWgs+eWNa6uzq1U5QATeO7GdrSQrTP60xUmLPpil\/hEqBiwjgIlFz1Qgun19e2Cy0ut\/Ef0ilLYLJb+lrrfryhwq0cNIK6u0u7bvLQVjS6Pw62uZlqrLrMa5qM1AaCtOJy8yIQlv1gYrpVVC\/iOw0+A+jDJnL1aCis+bMzV5AAfCsayyM7LWv0diPumHnTGEp3Zerly23VqwzNMzw4\/IRnYaUFE121sq2ypd2uYxFKg+Aqc8hTOA4jEP1aowZE\/iKrLqmHMVry2\/VI1OgOiz0j\/ABLkky1LXKupiSAfAnZy4+MVzNqe7JHlpsoK7i5ZtvaWtrH28IqpyYd5h8I9x9rsBJ6Ow2Hl4VLWmzjMuZdVoBFSeNSTx4A5bI8TZbnX1fr3xHUyr4uzTElhSkPYicsmQiKNc30kxrtSgEgZA+J28\/Ixly1LZLvZfCLFzMbVb3fZEKHWZ93S5TrfSvqjifCoqPaYAz72a97T48K7ff4wTGoZZVN23U3mRx8odk\/Z6ZOwmIxavI6nDTRKmS2f0rE02e8fHlBbhyM6WlxXvM1v+Y1JblSopaq+z6MZJxTMqIx0S2Zpa2jSTSue07BtPlB5WLPa1figlKx7ToHp37lNr6oWNo\/a1pZrLbTd9bY+dLieOmGEx3VjZddFzrxiLz517PpLp2d0qBLUlm3lRVpceOz62x5eZIer6Lur\/iaTbL86fKJw3TTYR5LySvWy9S6havgQBSuXOI6c+0zY2YWrbdqVVyVajlzgthyUliHWjXFma7TsC+0foIzJj3GIm4q6F2eItVIsWjgO7HO4bdVV27tePmeESkst9aoA+kfYbDy8Fg8XPxIRps\/0chWmAPaDQkchdTPwEZXS+KbGzWZt1qKtzUXaBQZknKnONCdh5fRWDwUmYqripq\/eZ6sxDrlspnQ5AewR5npDpATgol3XLdu7q58P7eEX6ifdL43SzqpVre14A0ygmCldZYKta0wKzdlT\/gbYUlymmFLg1rt+agzOZypG+ZzWMJIbqesZll3VWXmQM6cFNPHbD5mp6uGxjGlpipW+mjqZlwsWgoSBxqCKeVYxZ89ZdyKFZrTdc3t28eUCm4pphYLp0hf3r7aQk2ktcbmh2iRwPFrlXe9aKz33ivdt9n0BBJ9q7zLdb2V3fCAfeVUp1yrNTO6XcV4EDMZ5VrltpEVcBcZMGuu\/4\/QhaYCpa65W7Ssv6GGCTSrBmW63rGXTUDMcq0pl5QvOJYtnd62d3xiKqBFo4Ac4gRLQGrS6LhLf5YhDn6sWeAOrdF5fOBgwULADIn5WwWW5mH8NPr9IUXbGhhsPpZqqvq9qv7RUTWlhU+8h0W27q7Zd2a3VAFKCtaCPa9B9HMyIim1pS222nSaEliT45bOUeIwdaszDU1d1aLXbUUyAy2CPpfR0xsRLlFRreZqbtUAp51Na7eJjo48eXN+X0xv9TJFq4FUGiVKe489gHu\/WPm4lhioYql3aatq+J8PKPsP29kq2CDqVuSgUN2lJHDjnQx8dnA6brdXZXs5kZ8tlfKkY31GvCFe0\/hi5FrKy26uzt4DaPEwEGHpAEwosw26tLNlbnsJ4A84hoF1DMrFUZ23W23V8udeHnAsRg5mHymJNW5QyqykXCmRp5RqmYylrtPeVcloDUU4bRG90RhJ+JsmSda4Ngyy2nALU51AJ5V2Q80tx4GLB49P9oPsq2CDzpfVNJbVMlrMAm4SpyUrXPaBUV9keYMKxUuiy5nD1e1+njBFm8N6Fmmd0Kvv\/AFiBMgMwJlvFfzQJ5l35fkf7\/OKsbgo7W7p3m84Eu2AJLR1S0SJedP6ljV6L6Bm41lWSjWzGtVmyXxzPLjBIVuM1K7K\/l8Y3OjcEMI6vjd5WulSLtVQciTwG3xqBsj0o+z+D6GUtOmLiMWss9Wtt0iW1MsjtzoASCOOWUYuC6Om49prS1ZrdTTGoEWvMnIf58orMTuhY\/EtjXZ8W7MzMd5d0E1yHKF2w3UhXpoutW7LrDxoB4fMc49JKwWFwwU483NaGWVhp1f5mIFCTnSmXySxHScq+7Dyk1aZcuYofPMZVyFcsgBXxhkzsEn3uZWdcqS9NvbYAVPDZw8yI0mxGlVV26pas2kBmYk1oMxtOZJz8OHYicuHlMq2NOnzC09pa0SgNQo5DIGgG0+UZIxQUMO8p3uz7Yc8J9m8VhU\/2XvdlDM0yiZccq86\/2pniTX1Vhlhoqx7Wq7L+\/u5xnznibVyOmEtvflisuistyrNtb+CzG2Z4GhB9xEDLxRK1u7sSqQxPmGZpllmVplyy7tFxyrnlWlBXkBAsfg3wM2ZJxS2TpDWOtwNp8wSDw2QNgaV0922AH1YRuBiCYgxLV4VIBpUVpABALYJvcOz+kUJ4QRF3vVUt7oAhD+GJJ4RC7YuJcAGwotNYcbUfzWwsjCGpaBrbt3ebzzpl74uIrbwuLVZDSmlymKzes69mIm0pS0Uyy2+ceh6ExrqFtN1le1S0EbdnhHkZbretq6bVVu6p2V99PfHqcNLbCS5r4i5WtVZfC5TUcjlSv67Y6OHP29biuj5f2gwySJ7mVNVlmpbS5SARs5bY+XdM9AT8AWGISalrFeut0NwyIyNQY+kdA1lzJTYi2\/d1NVqkcfEUA8K+Memx2CTpCVNlTx6OatrU8DGf5JOev5VfjuzPt+d5iWxI\/wC27+0es+1P2Wbo2ZbS+Uy3JNGy2pyPjHmZ2GMs6tPaXu55ihjPGsprC4gTDbMNzW6fV8I2Ohk3xf1SXbuZaYfCg25Dw8YwpGkekF1y+jbunz4+UO4KcZOa2NdVebcKnwhwV6PFdFy8WJoxOJe1mDK0vDamoBkasK0Phw45Rnp\/p8cXJd8E7zZq1tktbbMzGQOQBpU5n+7U\/pFZa4csLn6oqyzGLLMWppShyNef9o7C\/adsMKYbQjUbq1Y21pQ0Nc9u0nlDshS15vFfYrHYb+Jh8Q2kt6NL8hTOq15xkYjBvh2tnpNkNbdbOllGpsrQitOFfAx9Mwf2sxG1mZ1beWY1eHADMf3hmb9r5DJdjcNKxE2XVZcyZLVuHM1PsERi9fJghhzCdDTsWfQo2rdZqKnnUkCnjs2cxHpMb0tLxGeGw2BkbWaZLkC5q50qRsFP2hSWk3EMgXrXabMtVmrazeFcq04mlPCDBrZwH2bwvR0pX6VfrZ28siRM0sK5VNK8svjnFcR9oQqWYa2RJX\/akrqbPKrbSMzTlAsT0ScPLQ4l0vuN0tZtzLQjI8M8uMZGOtZvQhUW3s088x+8VuIzfapxYZ75i36g1rNRaVqRXM\/RjRxHT7TEZJarIlb3VLkq+Xj8fGKYHo+XhJV+NLqszTLlr\/FnLTPaKKDWlczt8xm42aJkx2lhVRt1dqyxll7BSEpUzC3Fu9+I\/XExZcYVuWi2tMDbx1MNhpWn+YCW4TBq91vsi8nDhgzzjYn+2q7zHLZypXaYcKtDpPAzsE9mPTqneUs2XcwK2kkDMGnDYeUZcxFXjdauq368otPxrYjJmZt1fSMS1AMhUk8KwA81Old31vofODRgLzCxo26ulV7vH5\/MwvOI1W6VgsyZ1jLcdKrav+IDPU7KW+r2v7RFVAd6IIEXLhRRR+btf2gXd7P\/ABXzpCUlyaLAqxxeOLQBBIpEAxUmOhA0D4fVNsWVbogIa0l3NdpW3tE5U8dtIkPlT6rFAQUXNbv5uMQHjphyXvW6vVz2e6KgQAVTDbTDRM+a293P96wmGtNO1Dc5l9b+GLfPIn2Vr8IqIrXwswYdJTLqf+Iy2+7x2UPLMco3ejsfMxFxmPcyy9Mtt2hy+X1UUjyEubujeXKNLC4oy\/Vbs91Rlz4UEac9YzvO+3tF6SVS2plZZnobs7QDyIrw99AY9bJ6YDSUeWb7mCXeeyo4R8zlJ1izXW5+rlqzMzAtLJIB2GudeWUMYeeJdyy30zFFrNXSw9lfcM\/bGnjueWV5vPp9QMyXiZbLiwjoy6kbO4c\/8RidJ\/YyTi1uwxKOqixS2lRwz2++sebldOzOrtbQEZXVVWu3bTzPCH5X2jmNd1Oh1pqytmDz5+cR\/wA8\/wA1U6vrqPL9J\/ZlsOJtzSl6htTNOVVpwAJNK14bY89Llsp06l7LL\/aPo79JSelGRukZCuVqrMssXMADWpqKihrThSsY+L+xMucrP0U7MrXehZqutK1AoBXbxOznE2Vc6np42bimZtRZre81fnBJONMs1UX+rMz4eIp+sExXRjYdmRWVrWNy5hlPEEEAgg7QRBZODVlYzgzNl1d1bG21qBTlwMTJau2QtN6RZrgoVbm3lXd+v1irBms6wtau75fOHjgO3h0eUv8A42YpLpU1JoTw47OcSOjGmWmdMZlajWy5gDUPixFBmDWlM6wWWCWLYTA\/eTKF6InqtXqxnmx2DjtpGtjMfh8EFTABXdZfVtPmKDnxKjYDU7dtKDKFjgWkpbL+6ypV1zXT72rTImla7OHM5UjJmejasxld+z1bALU55\/tlBlLYibNMwVZrmu7THTC0xy1p\/t8IqH4f8V1Z7fr94uLpltoa3s2rVm92ZhKHx2LE6XJytZFtbUbm8ST8KZQkCa6Tp9bdgjlVLCcHabvampn4ihrHSrbGMwXXbve8c\/OAOJ6u3+ZuF39opNntiG0i5m0y1VfcABFiy6cmZu1qOwHZ8OH+DtjSpQSUlSur\/wDjWjseNTtMMlZnRE6Tb94X7urrvTsmp+HM\/D94Xn4dpJUKbltuVl5DiaVoRQ1HCC4rGhjcxZnttbbb7IQOK6zeOpd3y\/WFcOaZxHSDW2SyySu6uV3EVptoSYRmOaKF7P8ANnHTH7uqBhyufaibVSOEstdurbq1fIcz4QMqfVi1WnGi3MzfKBupU0a5W7rZQGoYoRB1lFldrpa9VTSzAO1TTIbTTaeQgTCJCsRWJMRADomG2nZioMXlpdwZlXet8oJ1JmK3Vi61dWwWjbzzMUAaimrsxeaDLLKwtZdLXbykZERWUQrL1gZlVhcqtRmHGhIIBp4HygZN2bb0CRU2wzXrLS3d0wkIMGNFHZglFg6tadv80N\/eC2WptI3uzGea7YKj5rDlFje6M6QbCM2bKrKVbVwIoRXiI05ElpzP1Ns9d65d5ajllkKZmkeYM\/dNLbd7T+8Hw+KZWurz7RHDw86ZRpOsZ2a9HiG6tGRlfrbt7P0ewe+lNvxheX0huhrrVbT6oz4+3ZGdNxsyWytLd5qdXb6XX1YNa5MDTaTXnWFnxDNlW61jqVaXfVIq9FOWuuOKjSVW5rt47Rszrlt8IEuLeWGaXuLS5raqvGgNMiaeHGM15x02rKtXetqc\/GppwgAnNRgp0s13JYm0Tk++PGIZiwbUwuZt6vOIVxM0yyvHU1RkPhSEHAbNhb+FqxyPvKo+gOcLar4vQSA85bF3JSmYzKwtrlSmeZJPnSF5rGcWtLXZKt0wl24Zk7Yz5OPEtXGvVS1btNefuy\/xArxMuLFlbvdn2mC3RJgxxNp06vy\/oYiYgYVo0rvM2d317oWMxbtt31z5R0ydcFNG\/M2mn7ZfCFp4ZM5ZJrRHa3xK+40NefyiszpBpg2srf8AjoqKOVAB74CurdVW7zKx\/QxeXhwy3sbVz\/CxFMgabRUHbAHYbCicbsQzSpSrczZlpgHAZbflETirbrMqLur7a+3bBps9bFDaerpaq55e33+2M2ZM+mgvgTyIZnd0\/XOBTHt3btX9UUbFNRlqtjMGbSC1RWmZGW05A0PGtBAxqNKrunUzUXIV+NKDmaRGqxBYsVDG3\/ivjlFFa2IMRWBS4YRZJgXeCt+KBClIkiACpN6vOObENONZjNu23eAGQ8oESFPZbT8fZ74oX4QtLFQLjq\/NBJzLMCBdLLXV3hw\/WAlo4nKA1CIlnLb0So72lYoxzhB\/\/9k=\" alt=\"Qu\u00e9 son las estrellas de neutrones?\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;Una\u00a0estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>\u00a0es un tipo de remanente estelar resultante del colapso gravitacional de una estrella masiva despu\u00e9s de agotar el combustible nuclear de fusi\u00f3n.&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"P\u00falsar - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Un\u00a0<strong>p\u00falsar<\/strong>, que significa \u00abestrella que emite radiaci\u00f3n muy intensa a intervalos cortos y regulares,\u00a0es una\u00a0<a title=\"Estrella de neutrones\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estrella_de_neutrones\">estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a><\/a>\u00a0que emite\u00a0<a title=\"Radiaci\u00f3n\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radiaci%C3%B3n\">radiaci\u00f3n<\/a>\u00a0peri\u00f3dica. Los <a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a> poseen un intenso\u00a0<a title=\"Campo magn\u00e9tico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Campo_magn%C3%A9tico\">campo magn\u00e9tico<\/a>\u00a0que induce la emisi\u00f3n de estos pulsos de\u00a0<a title=\"Radiaci\u00f3n electromagn\u00e9tica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radiaci%C3%B3n_electromagn%C3%A9tica\">radiaci\u00f3n electromagn\u00e9tica<\/a>\u00a0a intervalos regulares relacionados con el periodo de rotaci\u00f3n del objeto.&#8221;<\/p>\n<p style=\"text-align: justify;\">Sin los faros c\u00f3smicos del Universo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Magnetars Attract New Controversy Over Their Origins | Quanta Magazine\" \/><\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">&#8220;\u200eUn\u00a0<strong>magnetar<\/strong>\u00a0o\u00a0<em><strong>magnetoestrella<\/strong><\/em>\u00a0es un tipo de\u00a0<a title=\"Estrella de neutrones\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estrella_de_neutrones\">estrella de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a><\/a>\u00a0alimentada con un\u00a0<a title=\"Campo magn\u00e9tico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Campo_magn%C3%A9tico\">campo magn\u00e9tico<\/a>\u00a0extremadamente fuerte. Se trata de una variedad de\u00a0<a title=\"P\u00falsar\" href=\"https:\/\/es.wikipedia.org\/wiki\/P%C3%BAlsar\">p\u00falsar<\/a>\u00a0cuya caracter\u00edstica principal es la expulsi\u00f3n, en un breve per\u00edodo (equivalente a la duraci\u00f3n de un rel\u00e1mpago), de enormes cantidades de alta energ\u00eda en forma de\u00a0<a title=\"Rayos X\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rayos_X\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a>\u00a0y\u00a0<a title=\"Rayos gamma\" href=\"https:\/\/es.wikipedia.org\/wiki\/Rayos_gamma\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a>. El campo magn\u00e9tico deteriora la potencia de emisi\u00f3n de la\u00a0<a title=\"Radiaci\u00f3n electromagn\u00e9tica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Radiaci%C3%B3n_electromagn%C3%A9tica\">radiaci\u00f3n electromagn\u00e9tica<\/a>\u00a0de alta energ\u00eda, principalmente los <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y los <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>.&#8221;<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"De estrella masiva a un Agujero Negro : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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\" alt=\"Glosario de T\u00e9rminos por Julieta Fierro\" \/><img decoding=\"async\" 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\" alt=\"De estrella masiva a Agujero Negro : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Sin embargo, son las estrellas muy masivas las que se convierten en Agujeros Negros al final de sus vidas y las que, han producido m\u00e1s art\u00edculos, trabajos y conferencias, toda vez que, la transici\u00f3n de fase que ocurre cuando llega el momento en que la estrella, bajo los efectos de la Gravedad, Explosiona e Implosiona.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Las estrellas que explotan como supernovas ceden su masa a ...\" \/><img decoding=\"async\" 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\" alt=\"As\u00ed es una supernova masiva momentos despu\u00e9s de que explote la ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSeaexVGXhPbvRLwUaLP026xeV90WEuIcgsJGrdUXiTJ7luEQlTJgkJ3FroQXIgW7yzJ5x_OmswyFOhT0IUaHzJOpTmyQHEUodaQQ&amp;usqp=CAU&amp;ec=45690275\" alt=\"Qu\u00e9 es una supernova?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ8Woge5rqO_8i7XjnbuA5tIWeSQW4N7nUgA2dOGHjEJJUGLPgbbB4LbxkMSFrpSUOfKVPjkWxhcXdxrC4DtdddUPW_iV2PMcsvfA&amp;usqp=CAU&amp;ec=45690275\" alt=\"Estrellas Masivas I: \u00bfQui\u00e9n dijo que la masa no era importante?\" \/><img decoding=\"async\" src=\"https:\/\/fransoler.net\/wp-content\/uploads\/2017\/10\/pulsar-est.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Primero explota como supernova lanzando las capas exteriores al espacio interestelar y formando una nueva Nebulosa de la que nacer\u00e1n nuevas estrellas y nuevos mundos. Segundo, y, \u00a0literalmente, la estrella es aplastada bajo el peso de su propia masa, se contrae m\u00e1s y m\u00e1s, se hace cada vez un objeto m\u00e1s denso y peque\u00f1o hasta el punto de llegar a desaparecer de nuestra vista, a su alrededor se forma un disco de acreci\u00f3n y otras complejidades de las que hemos hablado aqu\u00ed muchas veces.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo distinguir estrellas de neutrones y estrellas de quarks con ...\" \/><img decoding=\"async\" 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\" alt=\"A la caza de las estrellas de quarks | Ciencia | EL MUNDO\" \/><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica y F\u00edsica: Estrellas de quarks: el eslab\u00f3n perdido ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Sin embargo, la Ciencia no se ha quedado ah\u00ed y ha seguido especulando con otro tipo de estrellas que pudieran ah\u00ed fuera existir y, se ha llegado a formular hip\u00f3tesis sobre la \u201cposible\u201d existencia de estrellas de Quarks (la intermedia en densidad entre las de Neutrones y los Agujeros Negros). Ya dejamos aqu\u00ed un trabajo sobre dicho tipo de estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estrella de preones Una estrella de... - Adictos a la ciencia y la ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Ahora, m\u00e1s recientemente, se est\u00e1 hablando de Estrellas de Preones que, pudiera estar formada por unas part\u00edculas te\u00f3ricas que estar\u00edan compuestas de Quarks y Leptones, y, seg\u00fan de estima, este tipo de estrellas tendr\u00eda una densidad de 10\u00b2\u00ba g\/cm\u00b3, lo que nos dar\u00eda una estrella intermedia entre las de Quarks y los Agujeros Negros.<\/p>\n<p style=\"text-align: justify;\">El pre\u00f3n se postula como part\u00edcula puntual que se concibe subcomponente de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>. Han surgido algunas objeciones te\u00f3ricas para la teor\u00eda de preones.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.elsiglodetorreon.com.mx\/m\/i\/2018\/12\/1132570.jpeg\" alt=\"Muestran paisaje 'invernal' de estrellas j\u00f3venes, El Siglo de Torre\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">estrellas masivas, en una\u00a0Nebulosa que, en parte, ve como algunas de sus regiones son ionizadas por la fuerte radiaci\u00f3n ultravioleta de estas potentes estrellas. Comparar los distintos objetos que pueblan el Universo, nos puede dar algunas sorpresas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.apasarelrato.com\/wp-content\/uploads\/2007\/06\/perspectiva-1.jpg\" alt=\"\" width=\"630\" height=\"356\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.apasarelrato.com\/wp-content\/uploads\/2007\/06\/perspectiva-2.jpg\" alt=\"Perspectiva 2\" width=\"630\" height=\"353\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.apasarelrato.com\/wp-content\/uploads\/2007\/06\/perspectiva-3.jpg\" alt=\"Perspectiva 3\" width=\"630\" height=\"353\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.apasarelrato.com\/wp-content\/uploads\/2007\/06\/perspectiva-4.jpg\" alt=\"\" width=\"631\" height=\"442\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><span style=\"line-height: 115%; font-family: &amp;amp; amp; font-size: 18pt; mso-ascii-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-bidi-font-family: 'Times New Roman'; mso-bidi-theme-font: minor-bidi; mso-fareast-language: EN-US; mso-ansi-language: ES; mso-bidi-language: AR-SA;\"> <img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.apasarelrato.com\/wp-content\/uploads\/2007\/06\/perspectiva-5.jpg\" alt=\"\" width=\"630\" height=\"441\" \/><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span style=\"font-size: small;\"><span style=\"line-height: 115%;\">\u00a0 Despu\u00e9s de ver estos tama\u00f1os, \u00bfc\u00f3mo te sientes t\u00fa de grande?<\/span><\/span><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><span style=\"font-size: small;\"><span style=\"line-height: 115%;\">Est\u00e1 claro que el Universo, para nosotros, s\u00ed resulta &#8220;infinito&#8221;, toda vez que, nunca podremos recorrerlo en su totalidad, el l\u00edmite impuesto por la velocidad de la luz nos lo impide. Claro que, si nuestra imaginaci\u00f3n descubre alguna manera de burlar ese muro.<\/span><\/span><\/p>\n<p style=\"text-align: right;\"><em><span style=\"font-size: small;\"><span style=\"line-height: 115%;\">emilio silvera<\/span><\/span><\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F11%2Fun-paseo-por-las-estrellas%2F&amp;title=UN+PASEO+POR+LAS+ESTRELLAS' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F08%2F11%2Fun-paseo-por-las-estrellas%2F&amp;title=UN+PASEO+POR+LAS+ESTRELLAS' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a1Nos queda tanto por saber! \u00bfPodremos ver alguna el atardecer en Marte (de la segunda imagen), con los pies firmemente asentados en su superficie? Nos hablan del pr\u00f3ximo viaje al planeta Marte, y, como la realidad es que ni la NASA est\u00e1 preparada para tal misi\u00f3n, lo van retrasando una y otra vez. \u00a0 \u00a0 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5052"}],"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=5052"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/5052\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=5052"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=5052"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=5052"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}