{"id":12387,"date":"2021-12-12T05:07:44","date_gmt":"2021-12-12T04:07:44","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12387"},"modified":"2021-12-12T05:07:14","modified_gmt":"2021-12-12T04:07:14","slug":"los-misterios-del-universo-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/12\/12\/los-misterios-del-universo-2\/","title":{"rendered":"Los misterios del Universo"},"content":{"rendered":"<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/i.ytimg.com\/vi\/vW9gciZ01kU\/hqdefault.jpg\" alt=\"\" width=\"480\" height=\"360\" \/><\/p>\n<p><strong>Los &#8220;ojos&#8221; de ALMA atisban super-c\u00famulos de proto-estrellas<\/strong><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<h1 style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astronom\u00eda y Astrof\u00edsica : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astronom\u00eda y Astrof\u00edsica : Blog de Emilio Silvera V.\" \/><\/h1>\n<p style=\"text-align: justify;\">\u00a0Los c\u00famulos globulares aparecen como brillantes aglomeraciones de hasta un mill\u00f3n de estrellas. Y, cuando \u00e9stas anomal\u00edas gravitatorias\u00a0 aparecen solas se forman las proto-estrellas que, tras un tiempo acumulando material y densificando el n\u00facleo, pasan a la Secuencia Principal.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"2020 noviembre 19 : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<div style=\"text-align: justify;\"><ins data-adsbygoogle-status=\"done\" data-ad-client=\"ca-pub-5663005764905852\" data-ad-slot=\"2756353996\"><ins id=\"aswift_1_expand\"><ins id=\"aswift_1_anchor\"><\/ins><\/ins><\/ins><\/div>\n<div id=\"TEXTO_NOTICIA\">\n<p style=\"text-align: justify;\">Los c\u00famulos globulares aparecen como brillantes aglomeraciones de hasta un mill\u00f3n de estrellas antiguas, son uno de los objetos m\u00e1s antiguos del Universo. Si bien est\u00e1n presentes en gran cantidad alrededor y dentro de muchas galaxias, los ejemplares reci\u00e9n nacidos son extremadamente raros y las condiciones necesarias para su aparici\u00f3n no hab\u00edan sido detectadas hasta ahora.<\/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=\"g\/ - Technology\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"IAA60_Maquetaci\u00f3n 1.qxd\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Usando el Atacama Large Millimeter\/submillimeter Array (ALMA), en Chile, un grupo de astr\u00f3nomos descubri\u00f3 lo que podr\u00eda ser el primer c\u00famulo globular a punto de nacer que se conozca: una nube de gas molecular incre\u00edblemente masiva y densa pero a\u00fan sin estrellas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/estaticos.muyinteresante.es\/media\/cache\/400x300_thumb\/uploads\/images\/gallery\/5548e20741444aef0ed38dfc\/27feb8426a7e3d816d061fc320946cd31fdca805.jpg\" alt=\"La foto del d\u00eda del espacio - La Nebulosa de Ori\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">En lugares como este es donde se forman las estrellas, los mundos y&#8230; \u00bfLa vida?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Podemos estar en presencia de uno de los m\u00e1s antiguos y extremos modos de formaci\u00f3n estelar en el Universo&#8221;, dijo el astr\u00f3nomo Kelsey Johnson, de la Universidad de Virginia en Charlottesville y autor principal de un art\u00edculo que ser\u00e1 publicado en el Astrophysical Journal. &#8220;Este interesante objeto parece arrancado directamente del Universo temprano&#8221;, agrega Johnson, &#8220;descubrir un objeto que tiene todas las caracter\u00edsticas de un c\u00famulo globular, pero que a\u00fan no haya comenzado a formar estrellas, es como encontrar un huevo de dinosaurio a punto de eclosionar&#8221;.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Este objeto, al que el astr\u00f3nomo se refiere ir\u00f3nicamente como el Petardo, se encuentra a aproximadamente 50 millones de a\u00f1os luz, al interior de una famosa dupla de galaxias en colisi\u00f3n (NGC 4038 y NGC 4039) conocidas como las galaxias Antena. Las fuerzas gravitacionales generadas por el proceso de fusi\u00f3n entre ambas est\u00e1n desencadenando una cantidad colosal de formaciones estelares, gran parte de ellas al interior de densos c\u00famulos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/0606\/NGC4038_4039_verschatse_c52.jpg\" alt=\"\" width=\"515\" height=\"393\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">&#8220;Las\u00a0<strong>Galaxias<\/strong>\u00a0Antennae, tambi\u00e9n\u00a0<strong>conocidas<\/strong>\u00a0como\u00a0<strong>NGC 4038 y NGC 4039<\/strong>, son dos\u00a0<strong>galaxias<\/strong>\u00a0espirales similares a la V\u00eda L\u00e1ctea, ubicadas a 65 millones de a\u00f1os luz de distancia en la constelaci\u00f3n de Corvus (el Cuervo). Eventualmente, los n\u00facleos de las dos\u00a0<strong>galaxias<\/strong>\u00a0se fusionar\u00e1n y surgir\u00e1 una nueva\u00a0<strong>galaxia<\/strong>\u00a0el\u00edptica gigante.&#8221;<\/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=\"Descubren un 'huevo de dinosaurio' c\u00f3smico a punto de eclosionar\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Pero lo que hace \u00fanico al Petardo es su enorme masa concentrada en un espacio relativamente peque\u00f1o y sin la presencia de estrellas en \u00e9l. Todos los c\u00famulos similares observados anteriormente por los astr\u00f3nomos est\u00e1n repletos de estrellas. El calor y la radiaci\u00f3n de esas estrellas han alterado considerablemente el ambiente circundante, borrando cualquier evidencia de sus fr\u00edos y tranquilos inicios.<\/p>\n<p style=\"text-align: justify;\">Gracias a ALMA, los astr\u00f3nomos pudieron encontrar y estudiar detalladamente un ejemplo pr\u00edstino de un c\u00famulo en su estado original, antes que las estrellas cambien para siempre sus caracter\u00edsticas \u00fanicas. Esto proporcion\u00f3 a los astr\u00f3nomos un primer vistazo de las condiciones que pueden haber llevado a la formaci\u00f3n de muchos c\u00famulos globulares (si no todos).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/s01.s3c.es\/imag\/_v0\/580x350\/a\/3\/4\/petardo-alma-580x350.jpg\" alt=\"\" width=\"580\" height=\"350\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<div style=\"text-align: justify;\"><cite>Las galaxias Antena observadas en luz visible con el telescopio espacial <a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a> (superior), extensas nubes de gas molecular (derecha). (Inferior) Primer c\u00famulo globular en formaci\u00f3n que se haya identificado. (Foto: ALMA)<\/cite><\/div>\n<\/blockquote>\n<\/div>\n<p style=\"text-align: justify;\">&#8220;Nebulosas con este potencial se hab\u00edan considerado hasta ahora adolescentes, posteriores al inicio de la formaci\u00f3n estelar&#8221;, dijo Johnson. &#8220;Esto significaba que el semillero ya se hab\u00eda alterado. Y para entender la formaci\u00f3n de un c\u00famulo globular necesitas ver su verdadero origen&#8221;, agreg\u00f3.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/bitacoradegalileo.files.wordpress.com\/2011\/01\/star_cluster_02.jpg\" alt=\"\" width=\"554\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La mayor\u00eda de los c\u00famulos globulares se formaron durante un \u2018baby boom\u2019 ocurrido hace aproximadamente 12 mil millones de a\u00f1os, en los inicios de las galaxias. Cada una contiene densas agrupaciones de hasta un mill\u00f3n de estrellas de segunda generaci\u00f3n, estrellas con concentraciones de metales pesados notoriamente bajas, lo que indica que se formaron muy temprano en la historia del Universo. Nuestra propia V\u00eda L\u00e1ctea es conocida por contener al menos unos 150 c\u00famulos de estas caracter\u00edsticas, aunque podr\u00eda contener muchos m\u00e1s.<\/p>\n<p style=\"text-align: justify;\">A trav\u00e9s del Universo se siguen formando c\u00famulos de estrellas de diferentes tama\u00f1os. Es posible, aunque muy improbable, que los m\u00e1s grandes y densos terminan transform\u00e1ndose en c\u00famulos globulares.<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Omega Centauri: el C\u00famulo Globular m\u00e1s Brillante \u2013 astronomia-iniciacion.com\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El c\u00famulo globular Omega Cantauri con diez millones de estrellas<\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;La probabilidad de supervivencia para que un c\u00famulo de estrellas joven y masivo se mantenga intacto es muy baja, de alrededor del uno por ciento&#8221; dijo Johnson. &#8220;Fuerzas externas e internas tienden a separar estos objetos, ya sea formando c\u00famulos abiertos como las Pl\u00e9yades o desintegr\u00e1ndolos completamente para formar parte del halo gal\u00e1ctico&#8221;.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo, los astr\u00f3nomos piensan que el objeto que observaron con ALMA, que contiene gas molecular equivalente a 50 millones de veces la masa del Sol, es lo suficientemente denso como para tener una buena probabilidad de ser uno de los afortunados en convertirse en c\u00famulo estelar.<\/p>\n<p style=\"text-align: justify;\">Los c\u00famulos globulares evolucionan r\u00e1pidamente, en s\u00f3lo un mill\u00f3n de a\u00f1os, desde su estado embrionario carente de estrellas. Esto significa que el objeto descubierto por ALMA est\u00e1 pasando por una etapa muy especial de su vida, ofreciendo a los astr\u00f3nomos una oportunidad \u00fanica de estudiar un componente importante del Universo temprano.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.europapress.es\/fotoweb\/fotonoticia_20170407164348_420.jpg\" alt=\"El telescopio ALMA capta un explosivo nacimiento de estrellas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Telescopio ALMA capta unos impresionantes &quot;fuegos artificiales&quot; estelares\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los datos de ALMA tambi\u00e9n indican que la nube del Petardo se encuentra bajo una presi\u00f3n extrema, aproximadamente 10 mil veces mayor que las t\u00edpicas presiones interestelares, lo que apoya las teor\u00edas que se\u00f1alan que para formar c\u00famulos globulares se requieren altas presiones.<\/p>\n<p style=\"text-align: justify;\">Al explorar las galaxias Antena, Johnson y su equipo observaron las d\u00e9biles emisiones de las mol\u00e9culas de mon\u00f3xido de carbono, lo que les permiti\u00f3 obtener im\u00e1genes y caracter\u00edsticas de distintas nubes de gas y polvo. La falta de indicador t\u00e9rmico apreciable \u2013revelador de la presencia de gas calentado por estrellas cercanas\u2013 confirma que este objeto reci\u00e9n descubierto a\u00fan se encuentra en su estado pr\u00edstino, sin alteraciones.<\/p>\n<p style=\"text-align: justify;\">Posteriores estudios con ALMA pueden revelar nuevos ejemplos de superc\u00famulos de proto-estrellas en las galaxias Antena y en otras galaxias en colisi\u00f3n, aportando luces sobre los or\u00edgenes de estos antiguos objetos y su funci\u00f3n en la evoluci\u00f3n gal\u00e1ctica. (Fuente: OBSERVATORIO ALMA\/DICYT).<\/p>\n<p style=\"text-align: justify;\">Reportaje de Prensa.<\/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%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;title=Los+misterios+del+Universo' 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%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;title=Los+misterios+del+Universo' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;title=Los+misterios+del+Universo' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;t=Los+misterios+del+Universo' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/12\/12\/los-misterios-del-universo-2\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;title=Los+misterios+del+Universo' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;title=Los+misterios+del+Universo' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2021\/12\/12\/los-misterios-del-universo-2\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;title=Los+misterios+del+Universo' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F&amp;t=Los+misterios+del+Universo' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=Los+misterios+del+Universo: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=Los+misterios+del+Universo&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F12%2F12%2Flos-misterios-del-universo-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; 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>Los &#8220;ojos&#8221; de ALMA atisban super-c\u00famulos de proto-estrellas &nbsp; \u00a0Los c\u00famulos globulares aparecen como brillantes aglomeraciones de hasta un mill\u00f3n de estrellas. Y, cuando \u00e9stas anomal\u00edas gravitatorias\u00a0 aparecen solas se forman las proto-estrellas que, tras un tiempo acumulando material y densificando el n\u00facleo, pasan a la Secuencia Principal. &nbsp; Los c\u00famulos globulares aparecen como brillantes [&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":[234],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12387"}],"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=12387"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12387\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12387"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12387"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12387"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}