{"id":28132,"date":"2022-06-10T03:37:16","date_gmt":"2022-06-10T02:37:16","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=28132"},"modified":"2022-06-10T03:37:16","modified_gmt":"2022-06-10T02:37:16","slug":"el-universo-asombroso-55","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/06\/10\/el-universo-asombroso-55\/","title":{"rendered":"El Universo asombroso"},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTNCBIG3RA4M0Dn-NLr-fTXpQiuA_MxAnCOgLprbvr_diNw8xPPJWaSpV2OM_A2uNUSBr0&amp;usqp=CAU\" alt=\"Una an\u00f3mala combinaci\u00f3n de halos solares - Cazatormentas\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT4ivbCjENBbvOYwlwetLDF8z236Sx3zd7U53bFdx68lgvjH4Z-fUlKBL_mXDT1nFyxwwg&amp;usqp=CAU\" alt=\"El halo solar y lunar de Osona\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Simplemente se trata del fen\u00f3meno que conocemos como \u201cHalo atmosf\u00e9rico\u201d, un anillo o arco de luz que parece rodear al Sol (tambi\u00e9n a la Luna), resultado de la refracci\u00f3n y la reflexi\u00f3n de la luz solar o lunar por los cristales de hielo de los cirros. Los halos solares y lunares m\u00e1s comunes\u00a0<a id=\"_GPLITA_32\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>tienen<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0un di\u00e1metro angular de 46<sup>\u00ba<\/sup>. Por lo general, el borde del halo muestra un efecto prism\u00e1tico, estandio la luz azul refractada hacia el borde exterior y la rpoja al interior. Como resultado de la refracci\u00f3n preferencial de la luz hacia el borde del halo , la zona del cielo interior a un halo\u00a0<a id=\"_GPLITA_30\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>completo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0es m\u00e1s oscura que la interior. Los halos lunares solo pueden ser vistos claramente cuando la Luna es brillante, t\u00edpicamente en un intervalo de cinco d\u00edas en torno a la Luna llena.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQ4jSXhsElmt-YMqkd0x5v5Vy5jIJhGGQsYIQ&amp;usqp=CAU\" alt=\"El Universo siempre est\u00e1 presente : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQDXPLc_HjgxVGP8AYSXeM2FlSWBvRKYICMsubxQfIv10xtacF65astGwtAbd-hfEGqpmM&amp;usqp=CAU\" alt=\"Cintura asteroidale - Wikipedia\" \/><\/p>\n<blockquote><p>En nuestro universo podemos captar im\u00e1genes que no siempre podemos comprender<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a1NO! No es el gran Ojo que todo lo ve y nos mira desde las alturas<\/strong><\/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 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTdLbXpKxzkf8COPhreIX3BSSplf_ZR73KLIA&amp;usqp=CAU\" alt=\"Bandadas de estrellas recorren el halo de la V\u00eda L\u00e1ctea\" \/><\/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 \u00a0Bandadas de estrellas recorren el halo de la V\u00eda L\u00e1ctea<\/p>\n<p style=\"text-align: justify;\">El Halo Gal\u00e1ctico est\u00e1 referido a cualquier material situado en una distribuci\u00f3n aproximadamente esf\u00e9rica\u00a0<a id=\"_GPLITA_33\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>alrededor<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de una galaxia, y que se extiende hasta m\u00e1s all\u00e1 de las regiones visibles. Puede referirse a la poblaci\u00f3n de estrellas viejas (Poblaci\u00f3n II), incluyendo a los c\u00famulos globulares, con poca o ninguna rotaci\u00f3n alrededor del centro gal\u00e1ctico; o gas tenue, altamente ionizado y de alta temperatura que envelve a toda la galaxia, incluso, muchas veces el halo gal\u00e1ctico est\u00e1 referido a una especie de neblina inconcreta que circunda toda la galaxia sin que termine de hacerse presente pero, ah\u00ed est\u00e1.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/fb\/Ngc604_hst.jpg\/525px-Ngc604_hst.jpg\" alt=\"File:Ngc604 hst.jpg\" width=\"525\" height=\"599\" \/><\/p>\n<p style=\"text-align: justify;\">Alguna vez podemos contemplar una\u00a0<a id=\"_GPLITA_34\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>imagen<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0que nos parece m\u00e1s o menos atractiva pero, no sabemos discernir sobre lo que en realidad estamos contemplando. Por ejemplo, arriba tenemos la conocida como NGC 604,\u00a0 una regi\u00f3n H\u00a0II gigante en la galaxia del Tri\u00e1ngulo. Una\u00a0<strong>regi\u00f3n H\u00a0II<\/strong>\u00a0es una\u00a0<a id=\"_GPLITA_36\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>nube<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de gas y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a>\u00a0brillante que puede alcanzar un tama\u00f1o de\u00a0<a id=\"_GPLITA_35\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>varios<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0cientos de a\u00f1os-luz y en la cual se forman estrellas masivas. Dichas estrellas emiten copiosas cantidades de luz ultravioleta extrema (con longitudes de onda inferiores a 912\u00a0\u00c5ngstroms) que ionizan la Nebulosa a su alrededor.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/1f\/Ssc2005-02a.jpg\/750px-Ssc2005-02a.jpg\" alt=\"File:Ssc2005-02a.jpg\" width=\"750\" height=\"600\" \/><\/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 Las regiones H II son muy abundantes en\u00a0<a id=\"_GPLITA_38\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>nuestra<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0Galaxia<\/p>\n<p style=\"text-align: justify;\">Cada\u00a0<a id=\"_GPLITA_39\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>\u00e1tomo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de hidr\u00f3geno ionizado contribuye con dos part\u00edculas al gas, es decir, con un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>\u00a0y un\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\">electr\u00f3n<\/a>. Las Regiones H II son calientes con temperaturas t\u00edpicas de 10 000 K, y son entre 10 y 100 000 veces m\u00e1s densas que las regiones H I. Se encuentran normalmente alrededor de las estrellas O y B j\u00f3venes y masivas, siendo el gas ionizado por su intensa luz ultravioleta, haciendo que \u00e9ste brille. La Nebulosa de ori\u00f3n es una famosa Regi\u00f3n H II. Las Regiones H II pueden ser detectadas en la Galaxia por sus intensas emisiones en\u00a0<a id=\"_GPLITA_37\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>radio<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0e infrarrojo. La radioemisi\u00f3n es debida al bremsstrahlung (1) del gas ionizado, y la radiaci\u00f3n infrarroja a la emisi\u00f3n t\u00e9rmica del polvo.<\/p>\n<blockquote><p>(1)Radiaci\u00f3n de frenado o\u00a0<strong>Bremsstrahlung<\/strong>\u200b (del alem\u00e1n bremsen [\u00abfrenar\u00bb] y Strahlung [\u00abradiaci\u00f3n\u00bb]) es una radiaci\u00f3n electromagn\u00e9tica producida por la desaceleraci\u00f3n de una part\u00edcula cargada de baja masa (por ejemplo un <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a>) debido al campo el\u00e9ctrico producida por otra part\u00edcula con carga (por ejemplo un n\u00facleo<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/bitacoradegalileo.files.wordpress.com\/2010\/12\/m42_hallasnr.jpg\" alt=\"http:\/\/bitacoradegalileo.files.wordpress.com\/2010\/12\/m42_hallasnr.jpg\" width=\"850\" height=\"595\" \/><\/p>\n<p style=\"text-align: justify;\">Las Regiones H II\u00a0<a id=\"_GPLITA_42\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>est\u00e1n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0aqu\u00ed muy presentes y dada su gran extensi\u00f3n. La nebulosa de Ori\u00f3n es uno de los objetos astron\u00f3micos m\u00e1s fotografiados, examinados, e investigados.\u00a0De ella se ha obtenido informaci\u00f3n determinante acerca de la\u00a0<a id=\"_GPLITA_40\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>formaci\u00f3n<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de estrellas y planetas y a partir de nubes de polvo y gas en colisi\u00f3n. Los astr\u00f3nomos han observado en sus entra\u00f1as discos protoplanetarios, enanas marrones, fuertes turbulencias en el movimiento de part\u00edculas de gas y efectos foto-ionizantes cerca de estrellas muy masivas pr\u00f3ximas a la nebulosa.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.esa.int\/var\/esa\/storage\/images\/esa_multimedia\/images\/2013\/04\/herschel_s_view_of_the_horsehead_nebula\/12631139-1-eng-GB\/Herschel_s_view_of_the_Horsehead_Nebula.jpg\" alt=\"\" width=\"826\" height=\"325\" \/><\/p>\n<p style=\"text-align: justify;\">Una\u00a0<strong>regi\u00f3n H I<\/strong>\u00a0es una nube formada por hidr\u00f3geno at\u00f3mico fr\u00edo, poco denso y no ionizado con temperaturas de alrededor de 100 K. Las regiones HI no emiten radiaci\u00f3n en el rango visual, s\u00f3lo en la regi\u00f3n de radio. La notaci\u00f3n H I se refiere al hecho de que los \u00e1tomos de Hidr\u00f3geno no est\u00e1n ionizados como lo est\u00e1n en los que est\u00e1n presentes en la regiones H II (arriba). Cada \u00e1tomo de Hidr\u00f3geno neutro contribuye al gas justo con una part\u00edcula. la Densidad de las regiones H I es demasiado\u00a0<a id=\"_GPLITA_41\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>baja<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0como para que se formen mol\u00e9culas de hidr\u00f3geno, y la luz estelar disociar\u00e1 cualquier mol\u00e9cula formada, de manera que el gas permanece en forma de \u00e1tomo. El Hidr\u00f3geno neutro contribuye aproximadamente a la mitad de toda la materia interestelar en masa y en volumen,\u00a0 con una densidad media de 1 \u00c1tomo\/ cm<sup>3<\/sup>. Las regiones H I son fr\u00edas.<\/p>\n<p style=\"text-align: justify;\">Del asombroso universo son muchas las cosas que desconocemos, y, poco a poco, vamos pudiendo descubrir muchos de sus misterios que nos acercan cada vez m\u00e1s, a saber d\u00f3nde estamos y lo que podemos o no podemos esperar de lo que hay en nuestro entorno.<\/p>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<a href=\"http:\/\/apod.nasa.gov\/apod\/image\/1309\/localcloud_ibex_5580.jpg\"><img decoding=\"async\" src=\"http:\/\/1.bp.blogspot.com\/-UqvL8Lj5kJ4\/UkErFtGd7TI\/AAAAAAAAZwA\/PGC9pz_L1MA\/s1600\/localcloud_ibex_5580i.jpg\" alt=\"\" border=\"0\" \/>\u00a0<\/a><\/div>\n<div style=\"text-align: justify;\"><strong>El Sol de desplaza por el\u00a0<a id=\"_GPLITA_45\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>interior<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de una tenue nube de gas interestelar conocida como Local Fluff.<\/strong><\/div>\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<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUUFBcUFRQYGBcaFxcaGxoaGxoaFxoXGhobGxoYFxgbICwkHSApIBcXJTYlKy4wMzMzGyI5PjkyPSwyMzABCwsLEA4QHhISHjIpJCkyMjIyMjIyMjIyMDQyMjIyMjIyMjIyMjIyMjIyMjAyMjIyMjIyMjIyMjIyMjIyMjIyMv\/AABEIAKgBLAMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAAAAwECBAUHBgj\/xAA5EAACAgEDAgMHAgUDAwUAAAABAgARAxIhMQRBIlFhBRMycYGRobHRBkLB4fAHFFIjM3IVYoKSov\/EABcBAQEBAQAAAAAAAAAAAAAAAAEAAgP\/xAAdEQEBAQADAQEBAQAAAAAAAAAAARECITFBEmFR\/9oADAMBAAIRAxEAPwDxmNRQQbIFCxd7+gr+vlFQkgIzLj0kiwa7jcH5GLhJCEkC5BEkb7ptOrSdN1dGrq6vi63iowZDVXtd12vzqLMUIQhBCEISQhCEkAJd0o0eZSEkISQZdt6odu36yRcmo9Ombv4R5sQP1jeswY0CaMgclbalYBWsjT4gNWwBsbbxw5WKEYyEUfO+47enaLgBCFQqSE04kUqxLUQBpFXq33F3tQ3maTGGIMJq6Tpg5ILolKWtyQDX8ooHc9opgo4N\/gfmP560aUDGlhqsDbyJs\/UioupIsQiNyISSdJG523oelmJnUx+86jIpyGySo1O2lOQPExICrXlMvX4dGR1tTTEWp1KaP8rdx6zVnWw\/m5rIDJhU04emJIshQe7fsLJ+gMzik1mgZ0faHRomVkTKroCQHpgGHmFI1D7SepGD3SBDkOW21ltISv5dFEnzu456fzZrn6zVWa8pWpIUmOGA+Q+pAP2uGWiRnhCEAIXCEkAYEwlkQngXJKwqaFwdyQPz+Bc24P8AbjG+vW2SqSqVQ1glm5JFWK23NzUmmRy6kRrZLAB7Cu3nf9Zv6j2YqY8eQ5sZ1gnSpLZFokeNaocecpxt8FsjlwjWKjiz89vwIsmGJLG\/7StQEcCAARub4P8AleckoqEmgDOp03skNzmxJ4GfxsQdr8FAE6jXy35nNOZuL28hsPsJQNGWRrjZPYsdpIykcGvltKGVgNWZpUmEIBJkR9rp43vm+1Haq+W\/pExpsQDGZcmo3QHHAAGwrgRdQMAIQAgZJIMuMZP99pCqe0aMaj4m+25\/b8xwyJVUHJJ9Bt+T+009d1mNivusQxgIqnxFyzDl7bgnyG0jqs+IpjVMZV11a3Latdm1OmvDQ2reZMjKeBQocm963PHc71G3Oobc6irZCTuST6y4zEArtvXYXtfB5HMUBNmbowmks6HUoakOs79jWwPpcpLe2dZg57bfL95BY+ceuVQfCtnzbf8A\/I2+9zR12dsznJlKKWNmlVBxWyINuPKWf1rOvWEKT5fWPwHGrAsC4BBKg6QR3Grn8TR1+PAqp7p3dtNvqUKA3cLRJI+0wWCeKF9uw8hcr1VZlaeszq7scae7QsSEBLaQTsNR3NeZmcYvUfcS\/UlS5K7LZqxvXawCYiFv+jldppCkigQvhvue1kfPehK5qs6b02aurrtdbXUVcJaBJAkS4yEArexq\/px+sEpLFjK3CSWVqjPeA8j7bH9omEkaFB4P0O39pDKw2IlQPWaEzBeLPoTt86jDheLEWIABJOwA3JPlUt1WEozIQQVJBDCmBGxBHYg3tNA6lkOxKNsQUr5jcG+47xOcs7Fy2skklrJJJ5JvfnvLrD1n9ZYXLKaMlzZuq348vSDKkBGADuf6xgdRwt\/M7fYRw4uHYpWkFRsDXw2b5HfY8+symbx7Ty+7OEORjZgxQABSwBANAc0SJjy5NRugPQcfS43DcLhCEyyYuQgFexIJ+Yuv1MXCEkaMhsHuKrYduNu8odzJUjyuX98e23y2\/PMS6PR9DePKzBBpRSNT6W3dRaITb8+WwJPacoiaMGB3NKCSbP8AhM6XR9FjSsnUrkOI61vHWoZAp0hi3wmxdEbgEiPuRrNyeOJci473epqQE7mhya+krjxljQFmDOUYwCQCaFizzQ7mu8hwATW48\/6zX7Q9n5MD6Mi6W0q1GuGAYcehExESssVlnVWLmgOwuvrHatSqoXxWd97INUKutqP3maP6bqHxsHRirDgg0R25jL\/obOiwIVya20EJa2SLaxtQUk7Xtt85i02aWz\/nlL4RqamO7VuSKskbsTwPMxb2CRd0e24+kbymZIe\/piYwPiavQbn9vzH+1Wwl\/wDoDIE0r\/3CpbVXi+EVVzBcLhvWHesPXECpbUoIKjSb1G73G1UK337jmIki5f3Z\/wAMKPRkxFeQeAfoRY\/WQzkgA8C69L3M6WnqOsfh8rhavmkxrdWeAFU\/acthGzPDZ9nisIQmWQIzIAODew7VvW4i4SQhCEkZYqq389\/t5RcmOXAe9KP\/AHGv7xJJkAzq9X0mJcWNky63IPvF0ldB1EKAT8VjfjacsiVmG8bPTBl8wD8+fuN5JUHg16H9xEiXAHeDKWxkfLz7febvZfsvJnYhFJAVmY7ABVFsQWIF0DtMgz18IA\/P67fiWPUE839\/8H2qamS9tTN7JdZOIC97rvQs\/SSRfB\/eUoiZZWJIFVzR\/X94uNfIWrUSaAA9AOB8osC41CPxdM7aqU2qljtwoqzv8x95r6XK3u3QaaDo2kqDqNMtA1d77bjvXM+tX+FX6cA582LAcqOlbs3uyFtirsugbEAk16CxKcbRbI8\/kgzZ7R6MYnKLkTIN6ZDYIvb+kb7N9i58\/wD2sORx\/wAlUlR824EL0S+h6t8brkG53G\/exX33BB7EA9hO91ntNn6fKm2LEzIy4qZl3JJp2PhJKlu4Nmjcz4+iZMi9Nl\/6WRdZJcMKUrY038PBN1wOf5Yjq+rRkXCclqgc2E2fIC2g3eogrQs8WdjNQ5rn9NlCHUGYMOCpIPFcjjmaOh9qNidXx6VKmwSob04Ir8Tm1vtGLir4iB+T9hGWzxqcrPDsucE21sfXYfYb\/kTX1ntRcmHEnulDJqGoUAVJsWAASedyTF9ZkwHFjGNX94NXvGYjS2\/h0qBttfecyo3leO97o5W76YH3B8vQV9pbNkLMWoCzdKAAL7ADgek0ez+hOR1UsuMMQNbnSgB7k8kfIGXz9TpX3aqlhmvIt6mHAFk8bWNr3hOOzassmjB7NYo+QuiaADpZgrtZrwLya5M5xlhZkEQufFfPFRNXvhoChF1WSXskkbUKOwr5TLCoS4ykmRcIQTQ+did2P9B8h2iCZ0+mw4dGQvkIcKNCquoM2pbDMSK2vi5zDNVqyyLh9iKG9b72K8t4uEJlkQhLNXaSVl1HpKAxoc9vxInordyE\/B\/Hijuqx4RjQo7s9trBUBe2nQbs97sDtMownvS\/P9ufxNnW48AxYyju2S294CoCAX4dJuzfrNzytTyue4I2OxHbvFyzNZ3kBZhhEc7WFAAFDkXZ35P6bQXAe+3z2\/vNq48AxG2c5dQqgBi0Ub3PiLatPaquakanG1zIQEa4XaiTtvYqj5Dc2ON9vlMslSwYwAmtehyaRkKMEZtIYg6dW1i\/SxGS0yaymvlI0zYMJyFQmM3VbWdRHJ3NA7jb5Ruf2dlxoHZAobjUyWeeEu+3l5eYli6L6JeASBqNXvtpo8j\/AMp9J0XXZ+qbJ0qDHkbKyhszIcmYooUBE1E1ZUGl8tjVTnZeiyY8eN3xl0YlMfOnV8XhCnu3bvXpU9X\/AIU9iYPY3RHqurNZmC69tTJr+HFjA\/m8zxd70LmtzpjN7L\/hP\/TLDjOvqV969bI2+MHetS8Odjd7cVexP33+zUAAKAAKAAoAeQricz+E\/b6dZh14kZdLhG94QX2CqGOjw2R5HsZp\/ir+IMXQdO2fKd9wiX4smStkHp3J7Df0mGnkP+tGVP8Ac4ca1rTExf01taqfsT\/8vWea3Nvtf2jk6nM+fKdTuxZj29AB2AFADyAmGSWDGRcdhyabtQ1qRv2sfEPUdpP+2bRrrwlioPbUACR9iI+nCiK5jMWq6Ub+gsxnS9M+QnQjOVUsQATSruSQOwinyGqvbyHETn1s6\/omQIxyIxddVK4dl3I05K+FtuDE4enuixpbFnYbfPi5GHqAqsCoLGtLEm0o2aHBsbbxeXLqA8x3sm\/vxHYbZ67L9Ri6bOmTAVyAaXGsFgpO+hgyqGI7mq8pxs+bUSaAs3sBFXGpj89h6\/5cLbeleV5dfCqksb+g8gP0na6odMiuFRmL0cbHIpKKHIIyKg3YgcGuxrecQcy5TBZisKmrOMfh0Fj4Rq1ADxV4tNH4b4PPpEbeRhgxUtIjARVUOee\/yi4BMKgBNTgkC9K0K4AJ3JsgCyd+TGQyM1eUgidDogisre7OQBltSdKt3ohfEQaPBEz9YwZmZVCgsSFHCjnSL32jnWn89aQKljlPbb5bRcJllNwLSISSQZcZCONvl+8XG4sZYhVFkkADuSTQAkYoWjMTC974PBretj9+0pkQg0eZKITsBZ8hzGL6tjxEgsBstX6WaE19BkwqMnvUZ2K1j0sFCvY3fbcVfBlet6B8IT3ihdah13BOk2ASAduDsd5hualy+Kz5XVfA641yBFXGxYBiQbK1ex3PI5E0dBmDLeTMdCOG0EMyknghe90QRQ7bi9uP7wkBSTQuhewvykOpX0jy5f4JuO51Pt1VVsfTp7vGW1Atu4O42o1was3dDihXFzdS7m3ZmPFsSxry3+Z+8hVBHe+\/lX78yqj8TCx6X\/piT1vV9OjqAnR4ncaSaZiyqhZT3BbVY5qez+0PY+DqU93mxh01BtJLAagCAdiN9zPzJ\/DH8R5vZ+b3+HTqKlCrglWU0aYAg8hTYI4n1HtP\/Vvr8oKp7rACOcakv\/8AZywHzAEE9f8Ab\/8AEfRezcaYndcYoBMeNbdVHBXGo2Xbk0J4Z\/Hv8Wn2llRgCmNEIVSADqY+NzRPxaU2vaq35Py\/UdQ+Ri7uzuxtmYlmY+bMdyYoXJHdV0z4nKOpVhyDyI3ocWNiRkcoNLEEJrJYDZasc+d7ROPGznYWfx9T2mzP0KLiV\/eKXLMCgB8KgCm1cG7PF8es3xne4bN3GNq4Uffc\/iNTGB8Tff8AYb\/pK9NhbI2las2dyF4BJ3JA4Bi0xsTsJGTHUy+0Vxqg6dsuNjjZchsKG1E7ALvpquSZzzkXTWkatV6rOwo+GuOSDfpNfQ48A1++Z\/gbR7sA\/wDUrwhixqr5q5nx4CysdagLuFY0zWaOkVuZctrV2sUJLCRMOaYXIE1KU0EENr1CjY06aNiqu7re\/OMMjMTIgYXALhCRflKx2PqHVWQMQrVqF7NpvTY71Zr5xMT0iEIQBiA+dR74wlarNgEcAUfv6+UyVNGPCTufCPM7f3P0moY0dH7TyYWD4iMbC6ZQNW4o+I2eJic3vNvtXpseN9OLKMq6VOoKyiyoLCm32NiYKldnVN2dVEJIUyJlk7Fi1XuBQJ3veuwocy3uTp1bUSRyLsAE7XYHiG9V9jKjK2nR\/LeqvWqv7Smg1dRKkkSKmnpOlfI640UszEKAOSSaA+5lJqhYYeV\/PiaMYd9lFD08IPzPeWfH7pymRDaEqwsAhhsRwRsZnbqGO17em01mNdT11va3sn3C4wz3kYFmQbhVIUodXBsE\/Kt5x1Qdz9tzL+\/OkpQ3IN1uKBFA9hvv8h5REuVlvS5cpbsjWjgDwrvfJoiv08po9pde+dw+Zy7aVWxV0ooDsB+Zzipq+119ZSH6uYP1cx0+g9pthbVjVbKstsoc0ylT8Qrg9hMuLqGRg6kqwNgjkHzEQo3kES2r9XMPx4tWo6gNIuje+4FLQ53veuDL9IE1U4Yg38NXek6RRH\/LT9LmSaOj6p8TrkRirqQysOQRwZTN7GtXQOuMs2TEMilGADFlAJGzCiCa8plbJe34AofYSTmLMXclmJsk7knmzc05cWVER9BRX1aW0kaqNHS3er7TW9ZFJ9a\/9n1fTFM5TJi0lSrlSqgsupaJFWVN1zORlYkkliSeTufyeZfL1DsKZiR6m96r9BUzy5cp5BfdNwozGlBJPYWT9hBshIr5\/wCfiM6QsDqUlSP5gdNXsfF22uaPaXSJjCFcyZNSBm034GJNobG5FDcbbzOdNyda5tyy2dpWWU1vCML5sTISrAqwNEEEEHyIO4MVG5spclmJJO5JJJJ8yTFQQk3GYsTMQqgkkgAAWSTwAO80Y+hdnCbBiaAZlWjZB1FiAu4PNRymS1mXGTdA7Cz6D1i48WNQ1VtW3fcbH9fpEQVEIQkEgS1AR6ui9ix9dh9hv+Zb2h1nvXLlES68KKEQUK2UR6xrJhIy1xt8ufvKFiZSAgNWAJmgYV0nU1NY2523u+98fmI1GVuMqdP2f1mPExY4hk8LL47oFlIDAL3BNi74EwlbN8D\/ADzihH48eoMSwGkA0Tu29Uvme8d6w7sxUaRySfQbD7n9pt\/9TPuTgCoFLh70+OwCPjO9UeOJzJMJbPFLZ4aHUdrPrx9hLe\/bi6HkNh9hzEqpOwFma+mVFYF9wLtQTZ281439YxTbWVyTuZUzpe0smA6Pco6jQobUwJL\/AMxFDYXxObDlMq5TL6Zgws7BVUsxNAAEknyAHMqykGjLYiQbUm+1c\/SX933ZgPyfsP6ywZ0TJCGbs2bD7pUVGGQOSchb4lIAC6KpaIJuzzA+03OFcPhCKzNsqhiWAu2Asjbi5rJ9qss87YziI52lVcjjyI+h5mhchClAAdRBPhBO11Rqxydhzt5CIZK52\/WV\/gLlkA7ypgBMJ1MGfCqPaN7y10HUNIG+rWNN+VVUydR1buAGYkC6FkgX5XE6dpWbvK5i7RGKQO33\/aLMJlNmXOCirpGoMSWs7ghaXTwKIY7c6j5CZLgBNHU9KyEB1KkhWAIrwsAyn6gg\/IiV2td3tmltq9ZWEGRAQhJNp6kaUCqFdSSXBbU29ixdCuNq9ZnOQk2Tvd2f1lAsiO022pNyoE1plT3ZUoCxYEPZsAA2um6o7G+dojGwBsix5SWJTGTdDgE\/Qb\/0i6nR9odUuRgMeMY0GyjYtRYkF3AAZt61UNgJzjKzFykl6qzCj5ykfkwstWKsAj5HgxEqrMWC3xHLhr4iB+T9h\/WpIU6S2oDetN024u68tuZnBkvHRyZMPutKo\/vNd6y22mvh0AbG97uc6XfKzVZJoAC+wHA+UXK3VbolgZYJ5kD9ftGBkHAv1b9hLFEjpWKFwraAdJajpDVekni63lcGEuwVQSTNP\/qOT3Zxa2KatWi6x6gKB0Da67xXvNt2Nf8AFdh\/n0j0ch3W9DkxZGwsPGpohSGHnsVsGYSp4m\/pPab4nGTGxRgbBX4gf\/I7j6TO3VG7FA+Y5+\/b6VHlnw3F+q9n5Mao7oVXICyE7agCRY9LEyBZd8rNySfnNnQe0TjXIoTGdahdTIGZaIN4yfhO3MpJazyz4xhWq+B58D+8o0l3JNk2ZZ8ZWrFWAd74IsH5EEGZBRkrIlu0E6GT2m7Ykw+EKhYjSqq51EbMwFt8jOewokGW0kC4szV5W+rMWVbjVCjk36D94i5IMNLpD2ixxNgVECs4f4QXsAj4zvW\/HEt7P6TEdfvsvu6RioA1lnA8Kmj4b8\/Sc85TVcD02+\/nKXHe+z+u++w4ErJJkTLIBly98ykJJIE35uhC40ye8xktfgDW6gd3FUL32u\/uLwSdUZhln1WAhLohJAAsngecA2Y+sAxNj0IbZW1kH3goHwqboL5iphJl3QqSCKIJBB2II5BBi426bbfUias6IFQqzElfECAArWdhvuKo3tz6SvSYC7BQyqTe7MFUUCd2Ow4+9RLitpfFPFIS6Le1S2TGVJU7Ecg2CD6iAauv9o5M5U5HLFUVBfZVFKNvITDCA5jbbezbb6i4zElkCwLIG5AG\/mTsB6xvU6b8FgUPiIu6F8druvSZoIzItEjY0SNiCPoRsR6xdwhIC5NyI\/plUuoZtKlgCaugTuaHNeUYibhO\/wBZ7DGN8a+9UjJjVwxvGgsXRZxv9AfnOQ7Dgfj9zvN3hZ6JdmxmIhG5Uo1YPyII39RFhZgul0nsjJkxNmXTpVlU2yg211S3Z47CW9p+zG6dzjybMO2x+2k1+fpOaGIjc\/Uu9amZq2FkmgSTQvgWSfqZv9cZPOxl31bNgZVVipCsCVPZgCQSPqCPpM5JMuqlvkPsJr6L3aOpdTlAYWikqGF7gtzuPIfWZ9rcjCFuQZ0f9+ceY5cA93TEoNm0A2K8QN7HkznE3CwWdn+\/bQMeo6QxbTe2ogAkDzIUfYREiEFohAQqQEIQkl0au3YiUMsJqznGUTTq1UdeoitVmtFdqrnvccOMcIGEAJapUTWOrcoMZY6A2oLewYgAkDzoD7RhhfT9MznSilmN0FBJNCzQG\/EW2xnR9oZMa5L6dn06VotQe9I1fD62PlOaTceUzo2SXEE3ImzoujOQi2CJYBdgxRbv4tIJ7TKywy+jL6hWqDGRCAb+hxbHJfhRkJp1V9yfgB3J25ANbXK+0Oo15GcF6Yk+NtT7n+dqGo+tTGphNa1+usRCEJllMlFJNCEIxfQy1KwhK+oSVhCETX1fWZMmn3js2lAi2SaUcAXwJkkQmuVuqCaOlzlGDCrF\/EqsNxW6sCDCEyZ6SxsyoMISCxcnvBWINjYwhJB5WEJIQhCSAmzN1IZEXSo0gjUB4msk+I3vV0PQCEImMZgYQgBJAhCSNzYtLFbBo8qbU\/IjmJhCSELhCSBMIQkmpOqcIyBiFYqSoJ0krekkcEizXlZj+m6dXRgFdshI0BaII31ArWoniq9YQm46cO2BhUrCEwxV8bFSCOQbHzEjIxJs8mEJB\/\/Z\" alt=\"Confirmado: La Voyager 1 ya est\u00e1 fuera del Sistema Solar\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Muy lejos del Sistema solar<\/p>\n<p style=\"text-align: justify;\">La de que la\u00a0<em>Voyager 1<\/em>\u00a0hab\u00eda dejado atr\u00e1s la zona bajo influencia directa del viento solar y se encontraba ya surcando el\u00a0<a id=\"_GPLITA_44\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>espacio<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0inter-planetario se convirti\u00f3 r\u00e1pidamente en una de las grandes noticias astron\u00f3micas del a\u00f1o, en especial por toda la carga simb\u00f3lica que representa que, por primera vez, un construido por la Humanidad hab\u00eda traspasado por primera vez esa frontera invisible que nos separa y aisla del oc\u00e9ano estelar. Pero para los cient\u00edficos de la misi\u00f3n la llegada a este nuevo reino con una sonda a\u00fan operativa y capaz de seguir enviado\u00a0<a id=\"_GPLITA_43\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>datos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0al menos hasta 2020 es un regalo del que esperan grandes resultados. Y es que m\u00e1s all\u00e1 del l\u00edmite solar se extiende una regi\u00f3n tan amplia como desconocida, y mucho m\u00e1s compleja de lo que podamos imaginar.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/lh5.ggpht.com\/_CGpuide4fUc\/S5HkjYrqfYI\/AAAAAAAAE6c\/QG1XfK11FGI\/estrella-que-desafiaba-a-Einstein.jpg\" alt=\"\" width=\"400\" height=\"302\" \/><\/p>\n<p style=\"text-align: justify;\">El movimiento de esta estrella binaria fue un misterio durante m\u00e1s de 30a\u00f1os, e incluso se present\u00f3 como un posible fracaso de la Relatividad General de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>. Ahora un\u00a0<a id=\"_GPLITA_0\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/ctxarly.blogspot.com.es\/2010\/03\/resuelto-el-enigma-de-di-herculis-la.html#&#8221;>trabajo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0encabezado por el Instituto de Astrof\u00edsica de Andaluc\u00eda (IAA-C<a href=\"#\" onclick=\"referencia('unidades del si',event); return false;\">SI<\/a>C) ha resuelto el misterio. Se observan hechos que no siempre podemos explicar y, persistimos en la b\u00fasqueda de las respuestas hasta que las podemos encontrar.<\/p>\n<p style=\"text-align: justify;\">En el efecto periastro se puede contemplar el brillo de una estrella binaria que tiene una \u00f3rbita altamente exc\u00e9ntrica. Cuando la separaci\u00f3n entre las componentes es m\u00ednima. Es de hecho, un aumento del efecto de reflexi\u00f3n en el instante del periastro, y surge por la misma causa: la irradiaci\u00f3n de una estrella por la otra.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/cs.astronomy.com\/asycs\/cfs-filesystemfile.ashx\/__key\/CommunityServer.Components.PostAttachments\/00.00.44.37.10\/Orion_5F00_Belt_5F00_Two_5F00_Dark_5F00_JpEG.jpg\" alt=\"\" width=\"794\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Hemos llegado a saber de nuevas estrellas, vientos estelares, radiaci\u00f3n, energ\u00edas, estrellas de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/08\/31\/biologia-y-estrellas\/#\">neutrones<\/a>\u00a0o\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a>,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>, enanas rojas y blancas, \u00bfestrellas de Quarks? \u00bf<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>? mundos\u2026\u00bfCivilizaciones? \u00a1El Universo! Lo que todo lo contiene, ah\u00ed est\u00e1n presentes todas las cosas que existen y las que tienen que existir\u2026 El espacio-tiempo, las fuerzas fundamentales de la Naturaleza\u2026\u00a1La Vida!<\/p>\n<p style=\"text-align: justify;\">Cuando pensamos en la edad y el tama\u00f1o del Universo lo hacemos generalmente utilizando medidas de tiempo y como a\u00f1os, kil\u00f3metros o a\u00f1os-luz. Como y a hemos visto, estas medidas son extraordinariamente antropom\u00f3rficas. \u00bfPor qu\u00e9 medir la edad del Universo con un \u201creloj\u201d que hace \u201ctic\u201d cada vez que nuestro planeta completa una \u00f3rbita alrededor de su estrella madre, el Sol? \u00bfporqu\u00e9 medir su densidad en t\u00e9rminos de \u00e1tomos por metro c\u00fabico? Las\u00a0<a id=\"_GPLITA_48\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>respuestas<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0a estas preguntas son por supuesto la misma: porque es conveniente y siempre lo hemos hecho as\u00ed.<\/p>\n<p style=\"text-align: justify;\">\u00c9sta es una situaci\u00f3n en resulta especialmente apropiado utilizar las unidades \u201cnaturales\u201d la\u00a0<a id=\"_GPLITA_50\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>masa<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, longitud y tiempo de Stoney y Planck, las que ellos introdujeron en la ciencia f\u00edsica para ayudarnos a escapar de la camisa de fuerza que supon\u00eda la perspectiva centrada e el ser humano.<\/p>\n<p style=\"text-align: justify;\">Es caer en la tentaci\u00f3n de mirarnos el ombligo y no hacerlo al entorno que nos rodea. Muchas m\u00e1s cosas habr\u00edamos evitado y habr\u00edamos descubierto si por una sola vez hubi\u00e9semos dejado el ego a un lado y, en lugar de estar pendientes de nosotros\u00a0<a id=\"_GPLITA_51\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>mismos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, lo hubi\u00e9ramos hecho con respecto a la naturaleza que, en definitiva, es la que nos ense\u00f1a el camino a seguir.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Hubble capta un \u00abbrillo inexplicable\u00bb procedente de una enorme explosi\u00f3n  de rayos gamma\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Detectan una gigantesca explosi\u00f3n de rayos gamma cerca de nuestra galaxia\" \/><\/p>\n<p style=\"text-align: justify;\">A lo menos una vez al d\u00eda, el cielo en su parte alta, es iluminado por un gran destello producido por grandes explosiones de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a>. A menudo, esos destellos alcanzan magnitudes superiores a las que pueden ser generadas por todo un conjunto de otros rayos c\u00f3smicos y desaparecen posteriormente sin dejar m\u00e1s rastro. Nadie puede predecir cuando volver\u00e1 a ocurrir la pr\u00f3xima explosi\u00f3n o de que direcci\u00f3n del cielo proceder\u00e1. Hasta ahora, no contamos con evidencias duras como para\u00a0<a id=\"_GPLITA_49\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>asegurar<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0cu\u00e1les podr\u00edan ser las fuentes precisas de donde provienen esos\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a>\u00a0que observamos en lo alto del cielo, las razones que ocasionan los grandes destellos y la distancia en la cual ocurre el fen\u00f3meno.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSslQiYWBFJy6xmR6z4XCDF12IribqPSBUJqA&amp;usqp=CAU\" alt=\"Astr\u00f3nomos confirman la edad del Universo: 13.800 millones de a\u00f1os\" \/><\/p>\n<p style=\"text-align: justify;\"><em>La edad del Universo visible \u2248 10<sup>60<\/sup>\u00a0tiempos de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Universo observable - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Tama\u00f1o del Universo visible \u2248 10<sup>60<\/sup>\u00a0longitudes de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 est\u00e1 pasando con la materia oscura del Universo?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcThvM1b5Ju1miA7Ns2ukiG_uiZ8MBM3FTeETZ8IP_DPM-ewTepGeE8WuxGiP0aiuVKCuFI&amp;usqp=CAU\" alt=\"Ciencia Canaria - Las respuestas que buscabas sobre la materia oscura\" \/><\/p>\n<p style=\"text-align: justify;\"><em>La masa del Universo visible \u2248 10<sup>60<\/sup>\u00a0masas de Planck<\/em><\/p>\n<p style=\"text-align: justify;\">Vemos as\u00ed que la baj\u00edsima densidad de materia en el Universo es un reflejo del hecho de que:<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS7mxlaf8Zjj-qAFYqnxgQ7mGtZsi2g2f9KB_db3F2gQRXHImQEpOYBrWtUXUydehDh41Q&amp;usqp=CAU\" alt=\"Cu\u00e1l es el objeto m\u00e1s grande en el universo observable? - Quora\" \/><\/p>\n<p style=\"text-align: justify;\"><em>Densidad\u00a0<a id=\"_GPLITA_52\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>actual<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0del Universo visible \u224810<sup>-120<\/sup>\u00a0de la densidad de Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Qu\u00e9 temperatura tiene el Universo? \u2013 Muy Interesante\" \/><\/p>\n<p style=\"text-align: justify;\">Y la temperatura del\u00a0<a id=\"_GPLITA_54\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>espacio<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>, a 3 grados sobre el cero absoluto, es, por tanto<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Universo se est\u00e1 volviendo cada vez m\u00e1s caliente\" \/><\/p>\n<p style=\"text-align: justify;\"><em>Temperatura\u00a0<a id=\"_GPLITA_53\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>actual<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0del Universo visible \u2248 10<sup>-30<\/sup>\u00a0de la Planck<\/em><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/-1FY7RYgTo9g\/TpoLVTgZ-QI\/AAAAAAAAADA\/PmBiI9j0TB4\/s1600\/close-encounters-of-the-third-kind-original%2B%25282%2529.jpg\" alt=\"\" width=\"699\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Nosotros, una simple brizna de materia que el Universo elabor\u00f3 utilizando la evoluci\u00f3n que se produce en el\u00a0<a id=\"_GPLITA_55\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>paso<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0del tiempo y, de esa manera, la evoluci\u00f3n de la materia &#8220;inerte&#8221; llega hasta poder alcanzar los pensamientos, es decir, la Consciencia de Ser.<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_56\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>Estos<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0n\u00fameros extraordinariamente grandes y estas fracciones extraordinariamente peque\u00f1as nos muestran inmediatamente que el Universo est\u00e1 estructurado en una escala sobre humana de proporciones asombrosas cuando la sopesamos en los balances de su propia construcci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Con respecto a sus\u00a0<a id=\"_GPLITA_57\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>propios<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0patrones el Universo es viejo. El tiempo de vida natural de un mundo gobernado por la gravedad, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>\u00a0y la mec\u00e1nica cu\u00e1ntica es el fugaz breve\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('planck tiempo de',event); return false;\">tiempo de Planck<\/a><\/a>. Parece que es mucho m\u00e1s viejo de lo que deber\u00eda ser.<\/p>\n<p style=\"text-align: justify;\">Pero, pese a la enorme edad del Universo en \u201ctics\u201d de Tiempos de Planck, hemos aprendido que casi todo este tiempo es necesario para producir estrellas y los elementos qu\u00edmicos que traen la vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Nueva preocupaci\u00f3n para los cient\u00edficos: la temperatura del Universo es  cada vez m\u00e1s alta\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"V\u00eddeo: La temperatura del universo es cada vez mayor\" \/><\/p>\n<p style=\"text-align: justify;\">En todas las regiones del Espacio interestelar donde existen objetos de enormes densidades y estrellas supermasivas se pueden producir sucesos de inmensas energ\u00edas y, en regiones de gas y polvo de muchos a\u00f1os-luz de di\u00e1metro, es donde surgen los Sistemas solares que contienen planetas aptos para la vida.<\/p>\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 nuestro Universo no es mucho m\u00e1s viejo de lo que parece ser? Es f\u00e1cil entender por qu\u00e9 el Universo no es mucho m\u00e1s joven. Las estrellas tardan mucho tiempo en formarse y producir elementos m\u00e1s pesados que son las que requiere la complejidad biol\u00f3gica. Pero los universos viejos tambi\u00e9n tienen sus problemas. Conforme para el tiempo en el Universo el proceso de de estrellas se frena. Todo el gas y el polvo c\u00f3smico que constituyen las materias primas de las estrellas hab\u00edan sido procesados por las estrellas y lanzados al\u00a0<a id=\"_GPLITA_60\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>espacio<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0intergal\u00e1ctico donde no pueden enfriarse y fundirse en nuevas estrellas. Pocas estrellas hacen que, a su vez, tambi\u00e9n sean pocos los sistemas solares y los planetas. Los planetas que se forman son menos activos que los que se formaron antes, la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a>\u00a0va debilitando la energ\u00eda del\u00a0<a id=\"_GPLITA_58\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>sistema<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0para realizar . La producci\u00f3n de elementos radiactivos en las estrellas disminuir\u00e1, y los que se formen tendr\u00e1n semividas m\u00e1s largas. Los nuevos planetas ser\u00e1n menos activos geol\u00f3gicamente y carecer\u00e1n de muchos de los movimientos internos que impulsan el vulcanismo, la deriva continental y la elevaci\u00f3n de las monta\u00f1as en el planeta. Si esto tambi\u00e9n hace menos probable la presencia de un\u00a0<a id=\"_GPLITA_59\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0magn\u00e9tico en un planeta, entonces ser\u00e1 muy poco probable que la vida evolucione hasta formas complejas.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Viento solar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRxpYBf3kNXr1eHU38Ary_EDAZXlIl00W6duYyC4Qc9R5UVbcY11IpNo-o0yzcIUMLqOu8&amp;usqp=CAU\" alt=\"Viento solar - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas t\u00edpicas como el Sol, emiten desde su superficie un viento de part\u00edculas cargadas el\u00e9ctricamente que barre los atm\u00f3sferas de los planetas en \u00f3rbitas a su alrededor y a menos que el viento pueda ser desviado por un magn\u00e9tico, los posibles habitantes de ese planeta lo podr\u00edan\u00a0<a id=\"_GPLITA_63\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>tener<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0complicado soportando tal lluvia de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#\"><a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a><\/a>. En nuestro solar el magn\u00e9tico de la Tierra ha protegido su atm\u00f3sfera del viento solar, pero Marte, que no est\u00e1 protegido por ning\u00fan\u00a0<a id=\"_GPLITA_62\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>campo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0magn\u00e9tico, perdi\u00f3 su atm\u00f3sfera hace tiempo.<\/p>\n<p style=\"text-align: justify;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del\u00a0<a id=\"_GPLITA_61\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>Sistema<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0solar. Poco a poco hemos llegado a apreciar cu\u00e1n precaria es. Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagan infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen series amenazas exteriores.<\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Where does Steins fit in? | The Planetary Society\" \/><\/p>\n<p style=\"text-align: justify;\"><em>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/em><\/p>\n<p style=\"text-align: justify;\">La mayor\u00eda de asteroides, incluyendo Vesta, est\u00e1n en el cintur\u00f3n de asteroides que se sit\u00faa entre Marte y J\u00fapiter. Otros asteroides giran en c\u00edrculos mas\u00a0<a id=\"_GPLITA_64\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>cerca<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0del Sol que de la Tierra, mientras que un gran de ellos comparten orbitas planetaria. Dada esta gran variedad de asteroides, algunos particularmente extra\u00f1os han\u00a0<a id=\"_GPLITA_66\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>sido<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0descubiertos en los \u00faltimos dos siglos desde que el primer asteroide fuera descubierto (Ceres en 1801).<\/p>\n<p style=\"text-align: justify;\">Los movimientos de cometas y asteroides, a pesar de tener la defensa de J\u00fapiter, son una serie y cierta amenaza para el desarrollo y persistencia de vida inteligente en las primeras etapas. Los impactos no han infrecuentes en el pasado lejano de la Tierra habiendo tenido efectos catastr\u00f3ficos. Somos afortunados al tener la protecci\u00f3n de la luna y de la enorme masa de J\u00fapiter que atrae hacia s\u00ed los cuerpos que llegan desde el exterior desvi\u00e1ndolos de su probable trayectoria hacia nuestro planeta.<\/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 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La Nasa advierte sobre la ca\u00edda de un asteroide gigante en la Tierra | RPP  Noticias\" \/><\/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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Podr\u00eda acabar con la vida en la Tierra<\/p>\n<p style=\"text-align: justify;\">La ca\u00edda en el Planeta de uno de estos enormes pedruscos podr\u00eda producir extinciones globales y retrasar en millones de a\u00f1os la evoluci\u00f3n, o, por el contrario, evitar que siga cualquier de evoluci\u00f3n produciendo la extinci\u00f3n total y dejando la Tierra como un planeta muerto.<\/p>\n<p style=\"text-align: justify;\">Ahora los Gobiernos m\u00e1s avanzados, est\u00e1n constituyendo un consorcio para colaborar en la detecci\u00f3n de estos imprevistos visitantes que nos podr\u00edan dar desagradables sorpresas nunca deseadas. Detectarlos a tiempo siempre ser\u00e1 mejor que velos llegar de\u00a0<a id=\"_GPLITA_65\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/category\/el-universo-asombroso\/page\/2\/#&#8221;>pronto<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0con las terribles consecuencias que dicha ca\u00edda en el planeta puede provocar.<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/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%2F2022%2F06%2F10%2Fel-universo-asombroso-55%2F&amp;title=El+Universo+asombroso' 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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Los halos solares y lunares m\u00e1s comunes\u00a0 by Savings [&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\/28132"}],"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=28132"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/28132\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=28132"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=28132"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=28132"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}