{"id":9319,"date":"2020-07-15T09:22:22","date_gmt":"2020-07-15T08:22:22","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=9319"},"modified":"2020-07-15T08:23:20","modified_gmt":"2020-07-15T07:23:20","slug":"%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/15\/%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos\/","title":{"rendered":"\u00bfAsombrarnos? \u00a1Tenemos tantos motivos!"},"content":{"rendered":"<div><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/2.bp.blogspot.com\/-oiOT7h2MplE\/UHMzcJlyiMI\/AAAAAAAAADE\/1F6-M5T3GzM\/s1600\/national-geographic-universe-reference-map1.jpg\" alt=\"\" width=\"688\" height=\"446\" \/><\/div>\n<blockquote>\n<div style=\"text-align: justify;\">No es que el Universo sea m\u00e1s de lo que imaginas, es que siempre ser\u00e1, mucho m\u00e1s, de lo que puedas imaginar. Cuando nos adentramos en sus extensas regiones podemos ver un medio hostil, poco propicio para la vida. Sin embargo, ah\u00ed se crean las condiciones necesarios para que, en lugares como la Tierra, germina la semilla que, evolucionada, llegue hasta la consciencia de Ser.<\/div>\n<div style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Las estructuras del Universo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Ba\u00fal de la Astronom\u00eda: EL SISTEMA SOLAR: UBICACI\u00d3N, MOVIMIENTOS ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSmE2jAvsWlhyh8oXZhw2bC4gxgGydMcBPLmg&amp;usqp=CAU\" alt=\"El universo\" \/><\/div>\n<\/blockquote>\n<div>\n<p style=\"text-align: justify;\">La ciencia que estudia las leyes que determinan las estructura del Universo con referencia a la materia y la energ\u00eda de la que est\u00e1 constituido. Se ocupa no de los cambios qu\u00edmicos que ocurren, sino de las fuerzas que existen entre los objetos y las interrelaciones entre la materia y la energ\u00eda. Tradicionalmente, el estudio se divid\u00eda en campos separados: calor, luz, sonido, electricidad y magnetismo y mec\u00e1nica (F\u00edsica cl\u00e1sica).<\/p>\n<p style=\"text-align: justify;\">Desde el siglo XX, sin embargo, la Mec\u00e1nica cu\u00e1ntica y la F\u00edsica relativista han sido cada vez m\u00e1s importantes; el desarrollo de la F\u00edsica moderna ha estado acompa\u00f1ado del estudio de la F\u00edsica at\u00f3mica, F\u00edsica nuclear y F\u00edsica de part\u00edculas, molecular\u2026<\/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=\"Astronom\u00eda Y Astrof\u00edsica: Sus Diferencias Y Similitudes\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Redes 156: La cara amable del agujero negro - astrof\u00edsica - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Astrof\u00edsica los viernes | Altas Capacidades Arca\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRDIo8GQJdg8flePVjdG0WsltsqWcNkvrL7zw&amp;usqp=CAU\" alt=\"Impulsando la Astrof\u00edsica en Espa\u00f1a: 50 a\u00f1os de tesis doctorales ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La F\u00edsica de cuerpos astron\u00f3micos y sus interacciones recibe el nombre de Astrof\u00edsica, la F\u00edsica de la Tierra, recibe la denominaci\u00f3n de Geof\u00edsica, y el estudio de los aspectos F\u00edsicos de la Biolog\u00eda se denomina Biof\u00edsica. Tenemos que concluir que sin la F\u00edsica, no sabr\u00edamos c\u00f3mo es el universo que nos acoge y el por qu\u00e9 del comportamiento de la materia-energ\u00eda que en \u00e9l est\u00e1 presente.<\/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=\"El cient\u00edfico ruso que meti\u00f3 la cabeza en un acelerador de ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"CERN | Large Research Infrastructures and Organisms | Research ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Gracias a los aceleradores de part\u00edculas hemos podido llegar muy lejos hacia atr\u00e1s en el tiempo para poder saber sobre c\u00f3mo se pudo formar y, &#8220;suponer&#8221; c\u00f3mo pudo surgir. Cuando llegamos a los 10<sup>-35<\/sup> de segundo desde el comienzo del tiempo, entramos en un \u00e1mbito en el que las condiciones c\u00f3smicas son poco conocidas.\u00a0 Si las grandes teor\u00edas unificadas son correctas, se produjo una ruptura de la simetr\u00eda por la que la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/15\/la-masa-del-universo-la-inflacion-el-tamano%E2%80%A6ii\/#\"><a href=\"#\" onclick=\"referencia('fuerza electronuclear',event); return false;\">fuerza electronuclear<\/a><\/a> unificada se escindi\u00f3 en las fuerzas electrod\u00e9bil y las fuertes.\u00a0 Si es correcta la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/15\/la-masa-del-universo-la-inflacion-el-tamano%E2%80%A6ii\/#\"><a href=\"#\" onclick=\"referencia('supersimetria',event); return false;\">supersimetr\u00eda<\/a><\/a>, la transici\u00f3n puede haberse producido antes, hab\u00eda involucrado a la gravitaci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/astronomia.net\/cosmologia\/3alpha.gif\" alt=\"\" width=\"427\" height=\"270\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">A\u00fan no hab\u00eda Carbono que se producir\u00eda mucho m\u00e1s tarde, en las estrellas, mediante el efecto triple alfa<\/p>\n<p style=\"text-align: justify;\">En el universo temprano la primera materia (hidr\u00f3geno y Helio) era llevada por la fuerza de gravedad a conformarse en grandes conglomerados de gas y polvo que donde se producen interacciones que produc\u00edan calor y formaron las primeras estrellas a los doscientos a\u00f1os del comienzo del tiempo y, sus c\u00famulos y aglomerados se convirtieron en las primeras galaxias que, tampoco sabemos a ciencia cierta, que mecanismos pudieron seguir para formarse.<\/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=\"Diferencias entre nebulosa y protoestrella \u2013 Sooluciona\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una protoestrella se alimenta a trav\u00e9s de un remolino c\u00f3smico\" \/><\/p>\n<p style=\"text-align: justify;\">\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 Protoestrellas que se alimentan en remolinos c\u00f3smicos<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Elaborar una teor\u00eda totalmente unificada es tratar de comprender lo que ocurri\u00f3 en ese tiempo remoto que, seg\u00fan los \u00faltimos estudios est\u00e1 situado entre 13.700 y 15.000 millones de a\u00f1os, cuando la perfecta simetr\u00eda -que se pensaba, caracteriz\u00f3 el Universo-, se hizo a\u00f1icos para dar lugar a las simetr\u00edas rotas que hallamos a nuestro alrededor y que nos trajo las fuerzas y constantes Universales que,\u00a0 paradojicamente, hicieron posible nuestra aparici\u00f3n para que ahora, sea posible que, alguien como yo est\u00e9 contando lo que pas\u00f3.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/1.bp.blogspot.com\/-QgMgonRU32Y\/T_1zgbKT7eI\/AAAAAAAAJZA\/Y8_2IRO3r4o\/s1600\/eso1228e.jpg\" alt=\"\" width=\"932\" height=\"313\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Realmente, carecemos de una teor\u00eda que nos explique lo que pas\u00f3 en aquellos primeros momentos y, hasta que no tengamos tal teor\u00eda no podemos esperar comprender lo que realmente ocurri\u00f3 en ese Universo temprano.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMVFRUWGBgYGBgYFxgaGBgZGBgWGBgYFxcYHiggGBolIBcVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGy0lHyUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIALcBEwMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAADAAIEBQYBBwj\/xAA5EAABAwIEAwYFBAIBBAMAAAABAAIRAyEEEjFBBVFhEyJxgZGhBjKxwfAUI9HhQlLxBxVikhYzQ\/\/EABkBAAMBAQEAAAAAAAAAAAAAAAECAwAEBf\/EACYRAAICAwEAAgICAgMAAAAAAAABAhEDEiExE1EiQQQyFCNSYZH\/2gAMAwEAAhEDEQA\/APDkkkljCRKAuho2HCzCiYD01\/PJHpt0TaNOyn0aEt0UZSLwiFwlEaWnmp1OgAJmen9oGHaBlMTGqtqFdli5theFCUjpUUhuBzmb90eysqFG\/dGYx97WUN\/GRBhog7QAAFWVuNOb3hY6JNJSKKcYmupcYa1sZcrxY6aotDjIoNmoe9G0HqJXmNfHve7MSZUrM5w1JnZb\/GX7N\/lv9GwxfxY4vzAgmNfskz44qsF7jkdDzWWwoP8AS7imi4OuqqsUPKIyzTfbPU+DfHOFcQXUSx0bbnoIV9huNUnwWEu6Eiy8Bo1MtwStJwjjmWFPJ\/GXsQ48\/wDyPV+IYsFpzy3pOo8VW4WvTzOaGEN2M+HL6qjw\/GGVAGuBnnN09z8oMiW3MgrncPs61kVcNlgnsaM4dJ3vf8EoH61tWoaYOovfXwC83xXFqpdDSfLl4rUfCVWvbuCTuQCY36pvjUFZP5dnwdxfhNR4eWt+Q+uyr6eNLOzpza2YAWudfzkvVqnB21KeUktkd4iJPMX\/ACygu+DMKKcOaS4D5pMnyCtji5K2Q+eKfDz3j1Z2dwuQNpsD0WRx0uEOHUfg3Wt+IKH77mtBLW2MchaSQqfG5PkDI36n+lXE0qoXK2\/TINxRZMGDp5EXUmoQ8gEEEASDqDF+UAqNjWfuZoDr76HkEFlWoSS22Yz9dzeNdeQXXVo5bplkMIQO7M8kzDYIyc4duRAvMb9JU6hXIuTMi+0Hl\/abjK9QtzgFrZLc4MSYu2dzB90sYyuhpSjRWioSSGwOnh1XKDXamDINj5ifEKXg+GZzEwTEeomedlrcN8ItpvzZi5gE8iY5BBNWrYtOrRkeH0szoOlyd9pAUrFUmNIM2BFh7yr74mdRFQDC0cgIEjUzvKzeGwzy8yJ1n3ulnSfoYLZdDVKozFzQQII9lTP1n2V9SwYqOLdBpPsgv+H3kyyXAGLef8KakNJFV2R5JKf+ldzKSbYnqYJJJJWEErXBYbuyd1WU2SQBuQPVa04GAOg5fdTySorijbILHQPP+P4UplcR1Q67Bp7rgpgixj7qHp0LhJbpmDh4ILsd+FQ8QCLSoOId1TRgCU6LDEcRlsWuoH6geKDlkQmNbCqopEXJslCrJV1h3gNG89FSUqd1Z4QJZIaLLGi\/wB80XFYcZMwi6ARJDTMnRSuI4U029PqlXo\/6M7VsSFxk802vJd1TKZVyJcYHFOkAGOS9E+FWtqQ1ziS6xB+VeX4Z2W6suGcRcx85yB016KGbFuuFsWTU9txHwnRp\/vfKBsLyqp3FqdEgsZLibQRPRZ3DfG73NFN5kac0dmDo1XZmmTA7oPM7DnsvP+CSf5HXDJw0uF4\/VqvcC40jExqCdhM2Cn4XE1y5vb1AW3kTy0\/Oij8J4Y80nFwyNFgY7wKyPGq9dtWoJkNEyQQdufkjHZ8M9DXU6FN9YkBuQ3IBIgA3Nh7IDuK4YOcylTaAe6CYF+pdoPNZLgfF6gnv3IiCYmxt1UvjZeWMIowLSReZv3eWy6IQ\/LpKck1aJDOBUqj81RoyHZhA1H\/Cd8SfDWGoNY1jXFzqYIgD5tL8hCgNx7yOznK7XWD7qfxOhak4PDxluAZy3NnFephnWPzw4MsLmumdxfDHCmyWEQCJF5JJLQeW6jjBtvIg6OFyLGd9OSsMQ6q9uVneiYgiBzceQ+kqJw\/C1qbv3mODHzDtRPNxEwNvRJLI2gqKQfhNCmx\/aP0mQ3kTcRt5LXcMxFKo6HCJ2kxvBtzMLJ0AXEWGWdD9jK3eAwLadNroOV9pIkif9THiuHIr6Xg34UvFqdDN3W5dPAxyVZi8E1v7jInUjUHoIVhiaLg4tIOUd71MhVFasT+21samZIypEO7I2Eo5y5zhlE3AHP8AhWdEdiQQSRAJkWg+KohiAx7QHGeZuPGFas49lPeDDYz6acovoqtNkuFi+thnEudhKjiby15jysksxU4y+Tlc4CbAEwOgSW79Cc+zyxJJJdRImcI\/+1pict\/RaOpjQdHLO8OqFuaP8hl0Gkz5aBS6ZGilONstjlSJ2LxIOyBRfF0KqwgTPkgk7hKkO5D8VVBP3UWqBJAOYTY3v1g3RHUpEoYZCoqoR2J7bfmqGAUZwlOp4e8IWCh1MOtp+c1ZYXBn5nfKL+STqYECx8FZYOh2lo7u6lKfC0YdOspNc0uZm5mXE5fCdFDxLnZSS4k\/a6ta7G0WO7skjWdJ0BCztasNCUIW+jZHXALyCc2wQHVBNkn1LGNNPz0Qbc10o5mSnVdL6\/l0mVIvKjOKVPXSVgEtmKOsq24HjHMcHZjM+nLVZ3MpWEedJ8eSDjaoZSpnsn\/zxxo9lBJizp0MbQs2zidUNqk1GFrsvV0m+97b66rJ1alRhi7TuDaxEzHK4QcNVJnvRz31I\/n2SRwKPKGllb8NRh+JACZ7wMib3mw8IVkfiWpANMkAAZm6gkf6iIDYWNpvbBzF0xAgDbQ9dp6SpFHFPD+yYA5zsgzbwQCWwbHa8baqqwL0T5WuI0WO4v2wDyGMuB3bXgbR03m5t0veF0qbi1svLXNFpABkQb7CfosRwoHN3tOg21W04bxFrMoLAIEiSIi58r7JZJ94WxpPrJFX4dqUy6maZ11F7cpUQYB1J8jMDy5naCVosJ8QhwdmadJDr30iTsFVfEPxXma1sAuZZ1hYESI9vdIot+jtRfg3tarO68AEwTYTBvOissRjKv6eGvIFy25zNuNdgDJssczilKo6SSHGNzqrfiGGflFSmZBAJE3Fog9LKTTi68HjGLDVeO1WZQ5wIggzcEHYz4KoqY0Oe4htnCIvbw\/tRcViSLae8jqhZywZ8pLTr0KVRphlRHx+CsHC\/ht4plNxEmRoQZE2IjfT6olTiIeNIjSETGYGoWB4ZIgjy525TPknVx9OeST8IRrjnCSg1rHU7bRsNklXUlRjUkkgFQmS8OO71U7CtugUQrjA0M1ja1ykk6KwVjHYYETZRaNEAkHyV5WdQYIu53oFSHFhri4f8KSbfhZpL0I\/CX1AHv5BAdS\/1B8Sn06smT6oznDxWVgtAKFIb8lxlJpdHopL3DL8v8qI10GQCt0PCY+nlEaq14XiWhpBJ38VB4eO0qNEDWBPqpWOwQaCd5IEbQpNXxlY86iDxXFySAbb9VR4h17aJV3yUFy64RpHJOWzCYhjQe64uEC5EXi4jobeSawTy80gj4I0w8dqHFk94NIDiOhIIBVUtn9E\/EACmcNrMZUa57A9oMllwCORI0Ci1gJtpfx13XaNIusIJMbxJJAAE73+qSULtDQlTTC4qo1znFrcoLpF7NBnu9dr9EJlQjRcIsIOv5\/Kk4LEBmzdiczQ6YMgQdjab6TqmhH9ME5W7BVKrjBLieu9tiVM4e9skOBMi0GIdaCbaaovBcMK9bI4lrXEudkZmIAkktYNgJtyUz9IxuZwvljJlvJlvdfflmMATPteON\/2fhNyXhziOHdSgGTIHe\/xNyJad28k\/BtgyZi9gJktjUbDS6bVxb6xaHFxDBlbqSGg6NB2HJXfw5w11RtR7WZsgDptDRJmx1nlCZY1Kf4m2pdJPBzJgjLFwCNYg5eZFlZ8S4yGsNLs2EuObNfM08o0AMz5oPEuNU21IJl7WtBJaGzZoEAWnr0Wfr8RaHlzCCRry8p8kE\/jbRT+0UXWO4kGwHVIEAEEz8o0BGwP0VZxXjvbMaMsBohpgAnmTGpVMwmq6HEzsf591e0uG0qY+cOMeEG066qOrfR4yrwoqbX5hsVo6HFnDJBERBGvmR+aLPY1wFQ5XSNdz5K0wlJxa3K2Cb\/nIeKlNJ+jRbXhbcTayQZDoGsQZ8dxqrDBvPYXLXAi7QQYvvyPRZ3Ftc0ZTqNd58\/VRqVRwnvQDtz6KWi1ofd7WXVXB0nVDl7rTy2VhhMQ6m19B5zAbxpaNdlnMOHmwm5XX4p9N5NzqDI5+CSULRlLo6vlLicpKSa57TcBw8CP4XUtBPOkSg2XBDU7hrNSfBdTOVek3DsEqbVqZBAN1A7YAoVR513U2rLJ0dxFefFCw9aDMA2I7wkXET49dkwtJKdlhFcF9HtfopLHFBeAANDPI3EEi\/I2nwIXC+EaNZYsaXC6lPpAN2hQ8JixEHl7qLjcUSJBtok1tj7JINSxOQyPHw1CBieJuJUDtUPMmUEhHkbCOM3TQ2f7SBSVBLOp9WpmJcYBPIAD0EAeS46ocobaBfQTcDfU6BDlMChzHROum336LufUCYJ0+k9evVNXXunaIt7nXmgYTnSn0NR06fkprBY6Rr9reqNgyJvyOwN4trsmQCzDgaxNOwc45SBksbaA90dJgBX\/AP28SGtJykjI+zbiRu6NT802uovAsAWRXfSNRrS1xv3csiQ4+LmjndWfxBxxtcNbTaWMYXFrP8GtcRYbm+a56LtUUoXL36JbflSFWwLm0nh7mOykOkuD3uywwhrgbNH0AVt8JYtrY\/bYezg96xgGSDAgDvb8tVCw2Lq9gxmQGmXTLR3ptLHOF9IMdQnVePZWvYxjKbXyCIJJBcHBsm4jnZdKlDjT\/QmkvGhnx5T\/AFNR1alTyZB3mtiwtt5\/RY\/DUHcyJWhnM6zbdDb1SxeBfYzO15m1g3ob+hC4ppSdo6Yx1QuH0mNp5sxL2kDmNydd9PdAxWL7x66c+mgRMJSMnKCe6evn4IdTA1BBcNQCCOUf2hbrwaiHw7Bl1UFwhs359fNa99W2VgAYC4tFswBP+RAk2A\/CqvDYdwBtoLq94dRYZBuLSZHnC553qx48Zn+I1TmuALcvddpMLogdLXWjxnBGvBPjB3jaVROw+S206rmso0XvDsOwBuYQ\/NqQIM\/aU\/i\/AakuqMyuabl1vbr0QuE4nMcroMAmf9dRqfXzUh9Zt6ZcQOYvfmuV7bWdMddTJuaef0SUqoQCRa1r62SV7JUzy9WGFEM8bqvCnG1l0M4kJzk5olNZdd7TZKx0HDbIJIS7UmwQnrJGbOOcuymOXSwpgBQ+AmscHEBxytm5iY6wNUxyGihWxOXIT6byLi1j7iDr4rgiDfyjVEBwhILi7KBhwOykvwoaAc7DLQ6BJuT8htZw1I06oFNu5mJgnb\/lPx1NjXuax+doNnQW5hzym4VYx\/FtoDfaBOKRaQb7eCYuzdIEI0qVQpju94AnXXu3tJi\/O0qGDop2Ep6i8xIiII1vfleyy9MauriX1MMwOrghrjlpXGSQJgC2Uz6tUalhQ5hL3Fpa0ZAL5jmuNe6LkqvrhrWsy1M06gSMutr62gz1RalUhoidAbGYBE3jRVnlltbQ0Ixo1eK+HXspio1wIcGucxv\/AOeezZk77alZUVCX5I0MG95sIPRS2cWrupGhnhj7uFzJG5MTb0up3wjwt1QHLRfIPfeWmA2xiIsZDri6rcZyWoqtLpp+BcCLg8kCnlGZwdAaGGDAm4O4KWI4S8nsWubL9XOgFwL5aGzcz3TOt+QtqqfwviGA1C7NYGSSDo67sxJkTp6qN8S1HYdlIOaHkS4O3B97SZ8l1RlDxEXJmQxFB1EH5u0BIc\/QEQABEeM6hRv+5gDsXQ5h3MgtccuhHh7lat+KqYrDntHtpCn3gckF+jsoOpMEb3WFx9HvDWbktg90czztClljwtjn\/wCh8SQ92dpEaQP4VhgHCxJm4FhqqDBVy0nle8a7GJ8fJXDOIMY2Y7235suCf0i8fsu8diC1oaNB+WlZfF1S58C081b8J40G1Guqw4MMhs93abdY81K4ti6eIq9oymADdrGgWtc6apZQjFXYN3KVUD4bgXCk928RP19lBr4tzMrRBNz62uvRMLQZ+iJywHNlwOstEDqvPeIFjcpJALpgHWB18bLghO2zpmqXCHiKkuJJv\/SSrMfxumyoWnURy3AP3XVXRkPkMLSFwpEoWHbqUVdJBHXVTmmdd\/GyHN11wsmgrBCh5TSmyuOWMPlO1TWLjnLBLf4c+Ha2NqdlSALoJF4FhJuqzH4Q03lhguBgxpPjui4fiVSkf23FvVpI06qJXrFzi43J1V5aaKvSK2274DKUpPI2Eaf2uBRHHLkJJxaUTHQ4kRNpmJtPOOaTbpi6EbMFxFMBxDXZmg2dBEjnBuExpXNvz85p2e0DQi\/W4PKwsFn0w9reovPl4qz4c9rQ5z2Z+6Wt70ZXah1rmOWirKYjzU\/DOy3HQc55iNx0WUtXYUrGl9jzJ9gD+eSlYMHrHT0MoT2bbTrzU1rYgSLi4iDqdeZH0hK+jot6PCHMois9v7ZNiTYkCctryJG3O69E\/wCmmIpuqRnOWGwMwa0lsiS3VxuF5W\/iD3WDrNIhp21gxvaFdcMe8Nc+DVtLi2Rkh3zZrTE77uC7Mai3Ufojkbrp9D47G0xScS9oEG8heRcX49+4BPccDTAB7zQ4ZX201Bseai1+NloLnOe7O1xgsAkvYA0EBxDZnNNtjBWZp8RqAESXB5l4vJaLCXDmXEfXVPrHCuPrJxuXpPxmKayo8U5LDMFw2MgZdxoYtZCqNeWl2XO1uUvLTpJ0JbYTMR06KrEG5cBYnYE30tqZPopOIxzc5FEnszALS4hrnXgwbgTe8xe6RSu22X88K\/DPBqlt8pd477TvEKfiWhpAzTNo5eNtlEFFryXzDiSfNRcTVIeQXZspiRp4hck+vhZcXSzxrJdlbEkgCAd7WlaX4OIDiHDNGttNvRY\/B4mXsL2F7QRmGaC4DYGLLZ\/DDaJrhtF9TK6mDUBsM82b1ANwStOC+JybNCX+xJI9O4zhgcN2jAIyiQNI6LzCpTAs8B2UzBA+p0W\/7c5MjHdxoLXg6Tv7wvN\/j3FCjTeWGC8G28EwOouV5OF29Udc4uMbZ5VxKsKlWo+0OcSI5Tb2hdUVJeqjzSRSb3UsyTTASbdYNjlwBOhdAQCda0FMc2CiHmkWXWMMcmOKNUIKCW3WMxpNoTYR3UwPRDcUbBQwhJoRMq7lWNQ17vzdPqYoljWGIbMWANzJkgSfNBck1FOgChIBEo1IIiPMA+xspPEMC6mGElpD2h4hwMA84+U20N0VFtWYhgX8ef8AKc6mWmDv1kG8SI1EhMRXtENOaSZkQe7EBtzrI5aQsjBaRkAWt0G\/M7+akhwnSOSgNfCn9rmLScokCzdsvduJsTE+azCvS0w+Hd2eYgBpIbLi0QT3hqdO7rohVy3KAJBuTe20ADnr6qxp9riaYosYCKQdUMBodlEZpcbkDkqao\/K51pEEQYm4IB01FvTbakoxVNefYVL1MdSzEg94wY30\/wBQfMrWcOoNGGc91WrAJBZcMcXCYLtG\/KyRqfJZPCV72B6785I5f0rivxRz2mnmOTMXx\/5EASeZsq4MkYW2JODlVGv4LToso9tWr0peWPjsy94e2XNlogAQSOVljsa+maj2tfGZzi10BrMtz6yAANL6qNXrFt2EtlsGDqSC13kQT\/7FAxWNgvFEva1wGpAda5mLazYbGL6rZMykqBGDixPxgLpdMkku0uTyjqiHEEkaQBFuW2guepVc9kug2gmfLVXfC+GVKhDKbDUMEwBeBc+3Ncyk3xFqJ1LiDMvZ9m0aBz7l0t3B0ANpA5Kr4xhMj4zNdM3aZBjkd01z3szOaLCWkkA6gi+omDrttzTWzDXOOhPutNNdY0WnwkcMoEyDutpwjBtpNLgH5rSZgR4alQvh3hhfLwO6BPRXuJ7XLIcCHZe84icoEAc7cugXDkyxdqzsx4mknRb0MfLCxlnfOTzP32Xm3\/VXMw02u+ap3z5CI9x6LbYXG0g4d8Em1o0GonbVeZf9S+L9vi4Hy0mhg8ZJd7n2U\/40f9nCf8iT1oySSSS9A4R8p4PkmJSsYMHLgKG0p8LGD0ipFNoKhUtb9fWLfZGw9SCg0MmP7IX6CwjUyLdLT6Lj2qU5gdohsaCb2HNCxqIrgSmlinimNroVfBE6LWZohZguvcuPw5C5lKIg36pNScF3REARgkJzhK5SdAXSJQtj0gL2QuAqUykDOZ0QJFpk8v8Anl4KKiKw1I6wYkQY3EXRsLTJNgSQCTA0A1J6ITDGmvTzn6ojC4CbgO94PvBRsxpOD8e7CoyqxjS5p3ALeV2xcx11VTxLGGpUe82zkmBYayBHJQA8yjVCMote9+Y\/JTPLJpR\/RtVdjKFQgggkEXEbQrPC4yM0jNME5p+bd0Cx315qA94aRAcBAIBg3sCZgWsfbxT6tYG4nrOsnW8c0LrgUaChhWvpPqEtBp5RlJAnMSCY1dHToqriNFofka9rwNHizTNyZMHcaoOEqgubndlabEwTA5wNUsVXD9GBs6AaaRvfW+u5VJaOHF0Fu+jcMASOv19Vo6dRpLOxe5pgB0mJN5jKJDYHXVZei45pAk8on23UzCP74EQDGqkpaoolfCzGIeWPpNkU3EFzdiRMO+vqj4HBte0Nv5H0nornDUaNOjUqPqCbNayJzf8Alyjqow4nTZTkNAe8Eeu5K5cn8icjphhjFF\/gR+kyMNXukS4AyJJ9kHitOmwtaH9wnOLyINiNdYWSbXfEzN9079c4kSNLzOih8TvYt8yrWiNVfD3OaSAJj+lkcTVzOc7mSfVani+KYGOLdSD5E2+6yS7MapHBmfRJJJKhIekuBdARMEq0wDAdmFrwRqASIN7aeSc1qYxOlZmQZvguTGyZ2i6Kg5f34oDWHZUK7UN0Jr\/KfpquuqIUayVhn3Eq5psYQFQUHfg9\/up1PGtDu6IbO5269UkojxlRY4\/DAgQRpsqSthd1Pdjr7BAr1h6pY2gumVNRicylKNYlPpgBUsShgw3ouilGyktxEaCyk5Xtc5jmQ6RIIBI38kuw6iSuGcBNQSINp1+qqa3CqmYgtvK0\/CWvY1z4Mx+eyrn44uJnkReySLlY84wpFUcGGuIM6wbQeo+q7VouIBgQc1wbkW16eXNTqhYTDbk6odYZbfSIVNmT1RWPbHjtH8o1IAi\/5+XUjEtbAuOouDz5JtJsdfKReQj6gVRFLUm2II1HMSNeRsR4o76BjNa\/UH21QC5zQYkSI8pmEy\/7AyXUw7hULXZc2tnAi4zCCDGh08kfC4YEnvRIGomY5HnvtofOtp1CjNrmNR4b+PXVFv6MjR8K4bRe8ASbXJKFxFtKi+wLgBqLX28QqBlY6zCMcQ2IJJMazodp5hc8oO\/S8ZqvC5qYvtG5TsNJnyCozi4gfnRH7YhoGnhuolZuYi3P8CEY0GUrLLC4puU3vsitrAzMaQqVuHdNlZ4ERErM0bZXcaMNaOc+yqVZ\/EFfNVImQ0Bo+v3VYrR8Oaf9mJJJJMKPCcuFcRMPXJTZXZQMdJSBXC5ILGD4eoWuDgYIIIPIi4N10yb\/AJdBaUV9Um5Mm3tYI\/ox0v0XA5McE9rEobCE+sSI59U17yUMSEUBtrnrbf77LBQMOU44hvZZMgzZs2e+aIAyxpG+k3UepTBNrLppmFlKjUDY5aj4dFPM3OYB1J\/lUWDw033nT7q2rgANIB28PFSyd4Wxcds9Jq8aw9PDvp02Mc5\/dznRoG4J3XmvEKQBtfnBUOtinjU2OiAa5O9kVtqk2HJKLdpBcObm+WxvflpbnomOqCVztICjl8pyNh6z2zYz4\/RdpvF9dLf2gZfz7J9WRqI20g23KNGskh4jYFCrtttcSo+dGLT8p1\/DtqjQbI+QpkRqjgXuJAP5dcqGScredtYGu3ILUKMzTpc9PzxTaUzP8IPaEbo+EuQg0FMtcLhS5hcZgWmLZj\/jOxiT5IXZNbvfXfmIUnimJotgUS4ggZs0A5o7wt\/jMwomFZ2jra8kkouLKp8JVGlET\/l3hBBmSRflcGxUrjeDfhn5XsINrHW4mT5LmOoMosMEOcDqD3dtPZROOY0upg3JIFzfXT2U1TZRtxRnK1TM4uO5JTEkl0HGJJJJYw9dDZ\/PNJJEw2V1JJAx1dSSWMdKUpJLGHOG+yfTdaF1JYwgb3kj3TQ6P7SSWCOzSeXgj9pZJJK\/Qok4HFEOneIUqpiOaSSnXSqfCNiqmeJPy6C\/O4HLUlAywkkqoRggZ10RmUpIASSQsxOp4Lul0d0GNdzJH0PorOlwsVoMyYJI0sADrzN9lxJDJxWhoKwVXgYy5gfLzVZicMWEgcrX06pJIQk2xpRVEMayQD0vy6ILvz0k+ySSrZBgmslEpGEkkrCjj6k+KlYV5EXsCT5mBr5D8JSSSyGj6WGJaXNk3n6+CquJ1pAaNNf4SSSQ9KT\/AKlekkkrHOJJJJYx\/9k=\" alt=\"Astr\u00f3nomos descubren que el universo temprano fue distinto a lo ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"mol\u00e9culas arom\u00e1ticas en el Universo temprano \u00ab SEDA \/ LIADA ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En el Universo temprano ya estaban presentes las mol\u00e9culas arom\u00e1ticas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los l\u00edmites de nuestras conjeturas actuales cuando la edad del Universo s\u00f3lo es de 10<sup>-43<\/sup> de segundo, nos da la \u00fanica respuesta de encontrarnos ante una puerta cerrada. Del otro lado de esa puerta est\u00e1 la \u00e9poca de Planck, un tiempo en que la atracci\u00f3n gravitatoria ejercida por cada part\u00edcula era comparable en intensidad a la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/15\/la-masa-del-universo-la-inflacion-el-tamano%E2%80%A6ii\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que, llegados a este punto podemos decir que la clave te\u00f3rica que podr\u00eda abrir esa puerta ser\u00eda una teor\u00eda unificada que incluyese la gravitaci\u00f3n, es decir, una teor\u00eda cu\u00e1ntica-gravitatoria que uniese, de una vez por todas, a Planck y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/01\/15\/la-masa-del-universo-la-inflacion-el-tamano%E2%80%A6ii\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>s que, aunque eran muy amigos, no parecen que sus teor\u00edas (la Mec\u00e1nica Cu\u00e1ntica y la Relatividad General) se lleven de maravilla.<\/p>\n<p style=\"text-align: justify;\">\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEhUTExMVFhUWGBcYFxgXGBcaFxcYFxUXFxUVFhcYHSggGB0lHRUXITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGy0lIB8rLSstLS0tLS0tLSstLS0rLS0tLS0tKy0tLS0tLS0rLS0tLSstKy0tLS0tLSstLS0tLf\/AABEIAKMBNgMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAADBAIFBgABBwj\/xAA8EAABAwMCBAMFBgYCAQUAAAABAAIRAwQhEjEFQVFhBhNxIoGRofAHMkKxwdEUI1Ji4fEzchUWNJKisv\/EABoBAAMBAQEBAAAAAAAAAAAAAAECAwAEBQb\/xAAtEQACAgEDAwMCBQUAAAAAAAAAAQIRAxIhMQQyQRMiUYGhcZGxwfAFIzNCYf\/aAAwDAQACEQMRAD8Au2WyO23TFD2gAp+Qei7SUdPlEadMBN0uiBpKaoMWa2K614BVqUckAtVi8nYLxlpKCdLcDleyKurRSVW3laZ1Fo3KTfQY8EsnBgoLIhHGXJlqtFVfEKWfRa+rYQcj0VLdWZ1bTPdF0xUmZOuEu8Yjl0Vxxi0DBI3HL\/KpAVBtMrpa5FRbgH6wpVqeynUdGVInCMdgMDTqAbqYrNjdDqswSknNJ2KosjQmks6buc4RKpxg7oFMYG2yMB1mUy3G7VsToOiZx+XwXmkEyMr0Nnmua3ScYTaaDrTFbm2VZXorS+yQZmeSq76jzRkhLKiF6EQtUCkNR6oOpojQmm08JaCkVmheh5EwSJEHuOhT76SWqUUrQwk4LwNLjnJPRMHEiBnrv7l7bOLXBwH3TO2MJGglddU9IyCHfp9QgUaJedI3Vvxu8dcVDVfGo7wABtGANknYgMe17wSwOGpoMEjmAeXqpyXwFVZDiPCalAgVGlpiQD05FJV6hcS47n62CseLcSNVxPtafwhx1EDkJ5qXCK9EPJfTBMey2cT1JO2UkU+GNPTftKheo9yD5joidR+7BGDyjdCc6feiIRG69x9dEVtsSxz8aWkA5EyZiBudt1GnQlrnSAGxicknk0c45rGBkr1c8QforljH6SpFNsrFJMR6a72jnTHBVB3CNTe3ugUwFCo+EjRVUywfXDRgJC44oQcRHPrPYrx9cEbKorVcxGOq0YLyPwWVKuBkOkEyJ3TdtxNkmGZ9N\/WFQUSWkGJHQ7K5vajD91ukkRjbsfrqknjSZWO6Grsl7ZAhUd5aOgkHr8YVtbXREB\/SJ5eqar0J5IrZUSeztHyLimqTq+iq97S3cdPnsth4msvaMADuspVe4S2d\/gud2mUe+4pUevaby4wECq0krmGDI5LahaC1TySBI1Jt7Zyf9oFOnJTp2LJUO27oAT1Klq93ZV9OlCZpVXDHIq8OCbYVwhe6cTzQmscdpRDRdCrZqJByHXpSEWnRMA5\/ZHcMStYVEzV1bkOkBAKtr6YkBVNRh96jJ09h6JUk3TdhJWzuqaY1GLsAUhDexMNapPZhaRirqsQ\/4hzWOYD7LoLsbxsj3ASj1NhBuKjUj62+ClC6o3GrlMct4SmF20Gga3QWgkEA+0SWkj3SN1XtYYJ6bpqoEM0xBmZxG0d5U2jHtjQD3hhwXEAH81Y+JuBm1fpJJBAMkQcif1VbbMMyCAWjVkxtyE7nsmOJcUqVwDUdJGB1hH26d+TFeFJ9OMyCJjf443juvCwxPLae6ikMGujTkeWHxGdcSTzOFyECI7\/KFyJj9F03JhhSdJydpNXfZz0N0Qh1KsfXzULquGt08ykHVSeaXkpdI64Li6On1lRfTMKQpndFDXcsp3wBSsUEiNzH5KxpN1wZ2hQY0HBCYty1p\/MJJSGQ9ReHAggYx691Z0XAtHbCq9Y5dVzLtzXRIDc\/4XNOXlFkiHGeHhzds9F8241YkPOP9r6Tc8SESXjHb8isrxZ9Kq+dcdoJ+aRTvlGklXJiAxzCZBBKFVaG5WmvrRuIgj34VHdUpGR6JoxElOtipqvnPJSomOSL\/Ckj0TtrZ4BVIxbZPXZO0oyM80f+HRqDYRHK6VCpgqHs7YRKYEoVTfCcsaUlBuisI6nRYULQEbHKFd8Kx+Ub+ivqAbTa3UPZMCehOBPZdxSoGQIlx2A3MbnsFNM6JpLY+fXVsWktj4hV1W13lat1NxJLmgc+qqX24JOII+vcmsi0UDgJwj0k86wnPuSz7ctKyRPV4PQpvOO6FKKXDGPVBjFfchLNCubi3bDnNeDjY756eiqXnMgR75zGSpsNAKwSjynKwSbplKzEHtHLf62UAyUQdt0zYuY0lznuDxlsCQT\/AHHokewVuI3dm9ka2luoSJESDzylHsLSQdwYK0viK8FcMeXM1RGlrSIHUk81nnsQaM9mXHCbNjKzW3BhrmiHA4GoSJPvSniC2p06zmU3BwHNpkfFRtLas5utjXFtMgk8m\/FIVHT17rXtQW9jzV6fALxeSvUBT9E27IEnZNi9aBgElVTapdzwnqFEFdUpCxQGvVnJK5jwgX7IONkJrsYWUjSRe8NayQX7eqYfQaSSyY9Vn\/MIaBPf9ka1vS0xMpZZJFFix3vyW9Sh1CiKQGyZtb1jxDsFEuKDSIndLGdsM8ekqbm\/8uACCefYIPC78F5cck\/ujVOCjlmVGjYaeSfSmcbnNPfgJe1GPzpEjnAVLd2o1F0TPuVvWtyAUp5Dt4TRxiZM6ezK2lpDvu6h0JiRymEpXtsaY\/JWF1blJVKrhvn1TPEya6mPDFLvh4GAF1tQgRGE4L0O+8IPXl7+iCH5hNBUw+onwCqUIQntAjM4k9j07q0q0\/iFX3DVVoaEgWkQus6+h4xhCFWMcl47IlSkrOrFNxdmmu7qWtOnVpMwvLW\/ov2BmcF35NJ5b4WYqXbg2Ad05Qu26R06KNNHW3GRY8QmDp3I3WdoN0zkzzO8qyvLzlG43naNsKqt3kEg9USM2lwNVqLRTDgcncH9FS1HHY5VhfX4iB1VLVrzlPxsc96nYSnuilqFRRCULKnGNiJ6dkjWYm3FBfgyEjMV9bbbPX\/CWc1PVKRIJ5CJ\/IJRyQIPYjY\/qgVAjvQ2nMnachKzAmNPJRcil0HHu9\/p9ZQHFAIMg8tvkhVmaSRIMcwZHuKI9xiJ25bc\/miMDizWC0BhA5T7WJI3IwlAKgSvUWjpn2hI7Hn1XIGPutGrG6d\/jBEBUlKoia5Ig+q63ERTGKtQkrx1bH6KTmCMbpWtUiVtINW9hSHOkjbH5pixoiQdYOcj\/aqTdcpXlCvo5pVFjSnG7NJV0e\/rzU6N1UZsdQ6H9Fnre5JH90kzJ9wjZWNCvj73r2WlhT45J+uy8o34J\/pPRWdtUB3+azNGoDvBVhSZ\/S4j8kP7ked\/1JNwbtOn9jQPtGkbJV3DsGEtQv3sw4SOo\/ZW1rfMfzz8\/gtHKrq\/zJzvyvqUFexPRVd3w9bmpTB7qsvrUHlC6VM5HjTMDd2kJeg4tdg7bFau84cVnL21IKd78CpOHJ1S4c97nPkFKXT\/AIhHtu+6ncsBCnZ3Y6a2KGoZJRrBoc6HEAAE+scgvbulHJIVngRG\/NIzqg15DVCDKHphCp1FJz1rGJSvBsZ93+15KM9gISyHW\/JV3m6Va1P1qOeqGyilW5qo9o00V1Io9vRkgYE8ycDueyJUYBIJ26bH\/CPBiue1L1CnK6ScZMTHdI2ahas5Ca5gmc4x69V7cGCRKTc9K2aj2o3EyN4jmghevehl8IGIuKC4qT3ITilMdWe5xLnZPM90bh\/DqlZ0MbPU8h70q0Zgc19s4HcW3DeHg+WH3FRpyQPZHVQy5VCl8nb0XS+tK2m0vj+bHyyrwQ0zBqAO54K5dxO\/L3lx3JlckUp1yehkx9HGTSh92fRqdREp3ABlB0\/XT1UQOq9XVZ89LHW5aU3yhV6mUGjUhTL+axMVr753XlXGJlQvK0mOiBrQ1BcRlrs4TFvV3SdOopeZzCNknEu7evCtLe5WRo3clWdrdAc0yZJxNSy5TrGtcM4PULK0LrO6uLbiR0OAiMTstKEZr3Ikm4vYsPPqM+67UOh3Xv8A5gbPBB7qrF5JUm1euR0UfRcex\/TkKkpdyLMXLTkJW5Yx+494VRcOEy0lvp+yEziVRu8PHwKOuS7l+RSCjxGX0YxccG3LTKRNgRM7J+143TBl2pnrsrZt1ReMOak9eLfJ3Q6ZuPBir+3gLP3TMre8StWu+6QspxG0IJwrWmK4Si9ylaF1Qr2rhRpuQ4CiVBxlWbBjKr2AJ\/zBGCPr6+SWyiQCpTCTjKbqu7JeFrQzVna4UXVEN5Q3FTlIKR5XqKtrvTdUpGsVOwi1VyWeUw8IDgsKCc5CcUR7V5VaJMTHIndYAJQqIhQ3lYxFp5rU8S4z5tJkHYfA9FldaPw54FWnqy3W3UORGoSD2hSnjU2m\/B19L1k+nUoriXJMrk\/xu2FO4qsaIDXuAHQThcqrC35EfUxvg+kVXkmXbx6bbYC50QltZKmHrpOTV4CPKjqhQcUrcXEBZsFEKlTJQXPMoYfz6qFR6nYaDmvAQK97hL1KqWquTaibgxyjd5E7KxpX3RZ6nzzsjUKsQl9SjLC2au1u+6fpVznOFm7Uyd1YUasYJTLKLLpmaCxr906aqoaFxBTJuoWeQEcNbBqhyla9SOaBXveYQ64MeqPqCPAghqiO\/JQLsjA9QlNec53O3TcCECtXA2Mfopupcl4Jw4L2jeACQSY6lK3vEZGQk6FaWzI9yRu34OVSMFRX1ZWLXdQThKCopleU0rAtywsvaCYZQhD4fUExKleVw3ZTc6ZZR2J1wIHvVfcOztv8NkV1yIz9dkCoQU7aaFWwMlQqlezzUXHkpDCtRyUqFNupzjc8o3QLig9hhwLT0IIK1AYrUQXIzwgPHRYAJzkNzl9S8VcA4fw6ypsMVb14a5zjnTIkwNmjkBusnwrwLeXVI3LKWijBIe7Egc2t5jun9NtWgPmjKkoLk\/fWTqRw4GOYkFVxSyi4umKSb0j69VEryVv\/AAF9l1zftFZ00qB2cR7T\/wDoDy\/uPzSmKXxT\/wC5e7+oNd\/8mgrlrfHP2f3lOuPLpF9IMY1ry+n7WlsZkgzA6Ll1QexOXJFlecoprDl+6pbaum21lNMZosgZxzSV+is4kWs0iInVtmeWd47Knvb6f3SykMkeOf1K41gkW1SUShTJQTszJveoaxCcHDX9IBGJ5jsjU+HMDfacPjke5ZmKa3dJTggDf3dcbynHWNINkH2jtG0TzJUHWQiA4EzzPbKUeLoXpXRBwra2eTv8VX\/+Mc2SQQceme\/wTNsYbBQew6bb3GzdEYCPSuTzKqa1aCcodvcGUmpho0LCZkqRqzyJz9FK0KodiU0TCtBWiE9meNojMgSZ6mAeWUtd2vMHMb9O6K6ug+f7XtA6I9qD7R32ER0HzVNKEuxe0bo9kSQBuTleVhKNYtLydUgucfvb9P8AHuRbmlodAaXwDABjUYwJ5ZhMtkLyysfbPMaGg5Gok7N2MCN5Iyim1hPihXNuWamskg1BB5DYkSSO0Ja0qF7G4IxHtYOMT8kjb3KrwP2do0N1GEhxOgXEaSFagS0DaB9FcbOZjeFLTZVzpUjN17ItcQTt+fNSLeXLrt8lbPteu\/dJ8avKFC1Mtc65qPIZmGU2NAJcf6iZjtCook73ENKBWwp2NQvY1z8EjPx3hFp2dSq4U6bS97tmtBJMTOPdKm0OpFj4L43StK7q9VgeWU3+WDt5mIJ90\/FZXjfGqt3cOrP+8904wPSOkJwMyW8wYI79FG8tgKQeGgGm6TA3a7r6H\/8ASeDq0LJ2Ac1KVh0VzbcJrViBRpveT\/SCfyV1bfZtduE1CykP73AH4BLpYNaMt\/Em5uKIrvkOfTa4k\/hkA\/LC+t\/ab46bSoi0tYDS0BxHJsYa1VHDfshY8S66Jg\/gpuif+zgMrI+NfD1Slf8A8NqnUQKbnmAQRiT3Txu1fgOpNMoeG0BcXFKm+oKbXvAc87MafvO7wJx1X0Ot9j1vUzbcUpHs8Cfk79FUeH\/s4NQeZXuaTWTAFJ2pxcJEFxADcg4yfRXb\/szDf+O7e3pIn9UZuxLAcL+xS4bc0jWqUX2+sayxx1EDOkAjnEb7FfoClTZTYAAGtaAABgAAfJfGfCPDbmwuddat5tLTGJwS4QT0wCrvx54x\/l6KboB3UXepIdRtWKfaH4xa6oGUz7LDv1K8XyDiXEdTplcu6NRVHM1Ya2em3PxJStpSzvCZqsxuuOPB0tC9S55JZ1REfRygVWLNC3Qxb5gDnsFqeHcMGgOjInntHL1\/ZZCgCDhbTgHFWNYWvbIdh3Udx+yKiFP5CstC87EkiQBOI\/T9k9R4NrOaYdHIA\/mNk1aluoGm4ODfmPQ\/MLX+H7unIBx1bzXVGMdJy5JzTMLU8MYPsOb2G3z\/AHSNXgL5jTPpgjqSF9c4y+lpluOyx9xUaXQ3kMRy6j0SOFq0Pjy70zH\/AMG5mOW45j1wl6dMTLhjaVq7ym2CS0B+NsA9yFRXrGx07dFCSOtNFBdUM9R9ZCa4VwzzHtptc0F05dhrYEknmmhSbpM46d\/VI1WgYBg9lLTXI\/4DVWw8moW62vjOphx88hH80EJG2oyMI7aDhurwuiEkc9yGyZlFY1EaxVoi9gDKha5jQ1ztROp3ITzJ6zyVje3DKFPzKgJBkNA0yXATlpIOnqQF7UADQ0Ne5zzECQNOx9oZkz8EHjXhR9V4d5rGEgDTDnBoGwBnJ9w3SttcFI6Xyjqza1xaNdR0tdUAnUdhOdLgJBxvHVeGyNG1ZUuTofJaAYc+qGj\/AJWwfuHvmQtBY8ObRospNkhg3O5JJJJ6ZJVD4qsqRDq1aq8BjCGt5at2gYJzkR35KWTVyvqPBJ7M8ueIinRq1vKLi5jfKDfwznzKmJgDMdUfhFapUp03PEVHASB32j65qPAeL2P8O6rVo1fKZSAa0u\/56jnOaQCNmsDRzzqlU3hjivmeawsPlsYNIbl0ZAZJ39d91SPAr5ov+I1W0o8xwE5IGXBvOehjKwF1x41bqWNLaLngNpuOuG7TJ588LZWtFgLKtXGQdLjiGkQDOTgLOeK7ikbqqaVGnSGo4aA3nmANvcuXJNqVHSo+w1vinjllRoMt7FrSIl1T8T3HeZyM8jttCzPBL+4a2qaB0vcx1MvE6g10EhsDGwz3VVTosYR55c0Hk0DUPUHYLcs4ybLhx\/hKOsXIjzQC5zRBBa4R7Jnqjhwyi7YksiapeCm8JeEK9UmADq3d+ERPPmcr6HbfZ\/RfRqUg\/VWdTIBmGNM4mO4\/wk\/BfCKtpTDhXNW2ufLcXBhY6jVLSHB7XmWiS3fePjfcWuallRrVWj2ZAmRqjYE8+iPUZZRVwVksePXKigZxQ8LoUrOvUDvLBa99Jo1aSSWwHfegEDvCurTi1pRDao825O7TDQIIkOgxjvyXy\/g91bXl05t\/VqMY8ODHt2bUJGl1T+2J\/VXHijhd1Z0mW7\/LNAD2KzGj+a3cEv3n+2fim6bXLaTGz6I9o34r+0+rVAZTtBRIkh9T2nDu1oAAxmTKkz7O7qvasubu50PDvMGoF1RrCAQ3USAHYBjksOy01EDVMEOOrAiZz8FvfHnjQuYGMJggGM8xIPzSdXmcHGOPz5D0+PXbfCMpxY0m1mjzX6Q7Dne3pPUgRI+e6dtLe9ph1S3rsq0h7Rc0gtPMkCST3GPQqu4Hwq3uqNd1W5NO5ZmlTIltRsCQOZcSYgbRzV0\/wW+wthXqVNLnZDQ4h2ewOEsc7hGpbnXh6L15+1qKfz+xd2\/EadUBoqMfUeIJYNJJjYcnR0OyzniDizLMOYxwq3BkF\/KmP6W9+pWcZx+pQc80i0F4LSYBIBydJ3bKL4d4YKn8+o7USTpzsQd3Dn6LoxZIy3Obqemlhlpu18ozlWoXEuO53XLS3\/heq50s0R6x8RC5V1o5qEqNbomqZVbbvhOC5ChDgtIa8qUCtakFFtq0lNnqVWhCqburC3EcvhyQHtEyvfNI2WoUfpV30zqBIVla+IajcOys869PQLqF7P4QU6mxHE17PEJduCuZxBztsZGenvWcZxMAZYJnlER8EK64qHbNPxn\/AEPRI8kh4witzUVuMiYbDtw74clU3l7MxzP6bKkpVHOTLKJO\/JI2ViE\/i1E3DSdkCvRQqNMzskT33KPg0PDon1VjUpyFUWBKtGVeS6E1RJojTspOU1TtAEVlMnKabSAG6Fi6Ri1cWDGx3UK9yvC8Qkqp3QFYw+6LhhAqsa4Q9jajebXDDozB6T1RHW9SnbPuXNHktxqJAzMeyJyqq2v21W62Olsx8N5WfA8OdxLh1jVqvqm6pMZSn+VbtI8tgzs0HYCInuVYst6VIaabGtH9oj\/a0PBfDj69J1d7\/LpNBIJyXBu57AdVjfFfF22tVrCNQc0OgPaXtBONbQIae0rmedOWlHRHH7W\/gp\/Gd3cFooMpk0idRLWyXOGACQJAHTbMqz8I0LmlbkNjzCx7WMc1nshxmdUag7fniU7bOFRrXNMhwBB6g5Vo7+U0QJe4wB68u3dPjhbJZZvlnz6j4buqlZoqtLNboL3ERsScgkcok4khfRuG2dWya2k6m1zBGgCp7XXUCAYEk7jeUp4pt70WYo0HMcKrh5xkNeebWNLvwbmAfzT\/AAPhr6FpTpvf\/MDYc\/c6ZJ0sMTDRDQeys8iexFI0HA+Il1aah0scC1zXO1lwg4c2IA9QCsX9rXiJlaKFI6WAjX1dGwVjRdvoa7SMY3dPv59ZWW8S+E3U6b67S8uHtFjiDieoyuLJBvMmmdEJRUXfJScPl8TsB2Gy3HgPjNY1WcPqU217aqXBzKh\/4wAXF7P6QI+78IKcsuE2V2aD6RFJvlgljdtJaMZ2c3Tueh3R7a+t7cuFGnEEzVP3nR92MTE\/JX6jLLTUfj7nPCCcrC+MOD8NsaMNotqugmHS9xPIaiZAnpyXyGteOqvc+qZc8z\/16QOnJW\/iTidavUcSDGdsjqcqu4dRn2uUY\/Vc2ByUfcuTpzaV2vgc8OtFO4FSZa3aYyese4oni3xBUrvOp5I5Anb0VQxwNQAGPrddxOxzLXSCJzv8k+bp0pqb+KO3pf6jGHT+lXuvn\/jKt7pW28HcLrVaA8oAnW50uwxrIALnO\/CJB69gk\/8A0i2kwVK9ZhaQHBtMk6gRIlxAj3BAvOOVTTNCm8sokyWtxOAAPSAkjNN1Fk8y293k2FbxRRtD5VvTF3WH\/JULfYHam3pMZ3XL5kSQ4lpIxGFy60kzz3KtiQKZBwvFyEB5cDdo4yFaPdhcuXQiKK+cpg7LlyUYWITFo0QuXIivklcNEJF265clYUWXDQrig0LlyBSIOtTHRCfSHRcuUyrGOHjBTluFy5MAtWn2UQnC5ciBhQ3ISd5h3vXLlhGY3x7xKsfKpGo7y2tlrJ9kEuMmOvdZm0uXtbDXuAk4BI\/JcuTS7AS7j7Jxa\/qN4TatD3AOt2TneWAmeq+GXTy55JMkmSe53K5cvI6L\/b8X+p6Gb\/Ej6v4MYPJoCPwN\/IH9VO4eTdMBMjSP\/tv8Vy5exi7ZHmZO5Gp4qwGgJHT84\/IrN1ajvuanaY21Ojf1XLlyYu8ct+DN0sluDpJ3J5jqpXdMPZ7QBmm8meskLlyD7w+DK\/Z3htWOTngdh7Jx8T8U5x10PfGIafmMrlyXPyGHBkLQzUb\/ANgPcYBHzKV4cYZV7HHxC5cnwdv1RKRCkwBzTzj83QfkjXYwPVerlTqfAkQFSq4t0yYGw6eiTecLly5saOy3pQrcPOMrly5dceDnP\/\/Z\" alt=\"Y si solo puede haber vida en nuestra regi\u00f3n de Universo?\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRxiRTiCwsrAVetsCHgSEUJv8-_T3TdBL80oA&amp;usqp=CAU\" alt=\"Estamos solos en el Universo | UNAM Global\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQjXM4o3TRpH9_fdK0sUuhavBcCXSPkRdeGPw&amp;usqp=CAU\" alt=\"EVOLUCI\u00d3N DEL PENSAMIENTO CIENT\u00cdFICO, SALUD, MEDICINA\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El misterio de las neuronas - Naukas\" \/><\/p>\n<p>Surgi\u00f3 aquella primera c\u00e9lula replicante que sembr\u00f3 la semilla de la que germin\u00f3 la vida que evolucion\u00f3 hasta los pensamientos, hasta poder rememorar el pasado e imaginar el futuro<\/p>\n<p style=\"text-align: justify;\">Y, a todo esto, tenemos que pensar en el hecho cierto de que \u00e1tomos, mol\u00e9culas\u00a0 y conexiones se pudieran estructurar en un conjunto complejo para poder formar pensamientos surgidos de algo nuevo que antes no estaba presente en el Universo: \u00a1La Vida! Que evolucionada pudo llegar, en alg\u00fan caso, a generar no s\u00f3lo pensamientos sino que tambi\u00e9n, llegaron los sentimientos y nos hizo adolescentes. Ahora, estamos a la espera de que llegue la mayor\u00eda de edad, ese tiempo en el que se deja de hacer chiquilladas y la seriedad predomina en los comportamientos que est\u00e1n aconsejados por la sabidur\u00eda de la experiencia. Pero para que eso le llegue a la Humanidad&#8230; \u00a1Falta mucho, mucho, much\u00edsimo Tiempo!<\/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=\"Estructuras fundamentales de la Naturaleza : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estructura y funciones de los seres vivos \u2013 BLOG DE YOHANN HUMBERT\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estructuras fundamentales del Universo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Biomol\u00e9culas: Clasificaci\u00f3n y Funciones Principales - Lifeder\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sorro.es\/wp-content\/uploads\/2016\/04\/electron-nucleus.gif\" alt=\"Un \u00e1tomo como motor t\u00e9rmico - Camionero Internauta\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Vibraci\u00f3n molecular - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hemos llegado a poder discernir la relaci\u00f3n directa que vincula el tama\u00f1o, la energ\u00eda de uni\u00f3n y la edad de las estructuras fundamentales de la Naturaleza. Una mol\u00e9cula es mayor y m\u00e1s f\u00e1cil de desmembrar que un \u00e1tomo; lo mismo podemos decir de un \u00e1tomo respecto al n\u00facleo at\u00f3mico, y de un n\u00facleo con respecto a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">quarks<\/a> que contiene.<\/p>\n<p style=\"text-align: justify;\">La cosmolog\u00eda\u00a0 sugiere que esta relaci\u00f3n resulta del curso de la historia c\u00f3smica, que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">quarks<\/a> se unieron primero, en la energ\u00eda extrema del big bang original, y que a medida que el Universo se expandi\u00f3, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">neutrones<\/a> compuestos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">quarks<\/a> se unieron para formar n\u00facleos de \u00e1tomos, los cuales, cargados positivamente, atrajeron a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/09\/04\/dejando-volar-la-imaginacion\/\">electrones<\/a> cargados con electricidad negativa estableci\u00e9ndose as\u00ed como \u00e1tomos completos, que al unirse formaron mol\u00e9culas. Si es as\u00ed, cuanto m\u00e1s \u00edntimamente examinemos la Naturaleza, tanto m\u00e1s lejos hacia atr\u00e1s vamos en el tiempo.<\/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:\/\/4.bp.blogspot.com\/-u10Hm4kwlvI\/T27rxvfKSsI\/AAAAAAAABCU\/WWiSTbQrKzI\/s640\/Las+masas+de+las+part%C3%ADculas-2.JPG\" alt=\"\" width=\"640\" height=\"300\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo lo grande est\u00e1 hecho de cosas peque\u00f1as conformadas en la debida proporci\u00f3n para que existan mundos, estrellas, galaxias y seres vivos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aqu\u00ed, generalmente comentamos sobre la F\u00edsica pura en sus dos versiones de la Relatividad y la Mec\u00e1nica Cu\u00e1ntica que engloba ese universo particular de lo microsc\u00f3pico donde se mueven las part\u00edculas que conforma todo aquello que podemos observar en el Universo y que llamamos la Materia Bari\u00f3nica, y, al mismo tiempo, nos ocupamos de la interrelaci\u00f3n que entre los cuerpos f\u00edsicos ocurren y las fuerzas que est\u00e1n presentes, as\u00ed como, de las constantes universales que en nuestro universo, son las responsables de que todo funcione como lo hace.<\/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=\"F\u00cdSICA 1 y 2 (EX\u00c1MEN FINAL) SAM: CONSTANTE DE PLANCK\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRumnykFub3GoIV9UpD4TZjjHJ7PkUT__aI4g&amp;usqp=CAU\" alt=\"La teor\u00eda de Einstein de la relatividad especial explica en una ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQssIrDJ7cRFgjEpdbTx0AHjLwcgmGdIbuYPA&amp;usqp=CAU\" alt=\"Ley de Gravitaci\u00f3n Universal: Desarrollo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Teor\u00eda de la relatividad especial - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Relatividad general I: conceptos \u2013 S\u00f3lo es Ciencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSboZ9XMPyXu2OvqhpW1xn8CJzbkNsXXB_dEQ&amp;usqp=CAU\" alt=\"20 - Curso de Relatividad General [aceleraci\u00f3n en Relatividad ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cualquiera de estas im\u00e1genes representan un asombroso pensamiento surgido de la Mente humana para exponer lo que es, en realidad, el funcionamiento de la Naturaleza, del Universo en s\u00ed.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hablamos de f\u00edsica y no puedo dejar de pensar en c\u00f3mo la mente humana, ha podido profundizar tanto en el conocimiento de la Naturaleza hasta llegar a n\u00fameros tan complejos como el de las constantes de la Naturaleza: la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a> en sus dos versiones, <em>h<\/em> y <em>\u0127<\/em>; la igualdad masa-energ\u00eda de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, la constante gravitacional de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, la constante de estructura fina (137) y el radio del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electr\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Ciencias Planetarias y Astrobiolog\u00eda : La constante de estructura ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTl6EPR2dxAwWYD8177NVZxDdknRdSp2wzhaQ&amp;usqp=CAU\" alt=\"las leyes de la f\u00edsica podr\u00edan variar a lo largo del Univers ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En ciencias se entiende por <strong>constante f\u00edsica<\/strong> el valor de una magnitud f\u00edsica cuyo valor, fijado un sistema de unidades, permanece invariable en los procesos f\u00edsicos a lo largo del tiempo. En contraste, una constante matem\u00e1tica, las constante de la Naturaleza representan un valor invariable que no est\u00e1 implicado directamente en ning\u00fan proceso f\u00edsico. Algunas de ellas son:<\/p>\n<p style=\"text-align: justify;\">\n<ul style=\"text-align: justify;\">\n<li><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">Constante de Planck<\/a><\/a>: <em>h = E\/v<\/em><\/li>\n<li><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">Constante de Planck<\/a><\/a> racionalizada: <em>\u210e = h\/2\u03c0<\/em><\/li>\n<li>Igualdad masa-energ\u00eda:<em> E = mc<sup>2<\/sup><br \/>\n<\/em><\/li>\n<li>Constante gravitacional: <em>F = m<sub>1<\/sub>m<sub>2<\/sub>G\/d<sup>2<\/sup><br \/>\n<\/em><\/li>\n<li>Constante de estructura fina: <em>\u03b1 = 2\u03c0e<sup>2<\/sup>\/hc<\/em><\/li>\n<li>Radio del electr\u00f3n:<em> r<sub>0<\/sub> = e<sup>2<\/sup>\/mc<sup>2<\/sup><\/em><\/li>\n<\/ul>\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 \u00a1Me encantan sus mensajes!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/francisthemulenews.files.wordpress.com\/2010\/03\/dibujo20100330_first_muon_colission_lhc_at_cms_detector1.jpg\" alt=\"\" width=\"651\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es verdaderamente meritorio el enorme avance que en tan poco tiempo ha logrado la Humanidad en el campo de la f\u00edsica. En aproximadamente un siglo y medio, se ha pasado de la oscuridad a una claridad, no cegadora a\u00fan, pero s\u00ed aceptable. Son muchos los secretos de la naturaleza f\u00edsica que han sido desvelados, y el ritmo parece que se mantiene a un muy meritorio ritmo gracias a inmensas estructuras que, como el Acelerador de Hadrones (LHC), nos ha llevado hacia atr\u00e1s en el Tiempo muy cerca del comienzo, despu\u00e9s del Tiempo de Planck cuando la materia y la energ\u00eda se distribuyeron para conformar el Universo que conocemos hoy.<\/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=\"La Nueva Espiritualidad: El Tiempo Cronol\u00f3gico y El Tiempo ...\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"transcurrir del tiempo | Palabras que se derraman\" \/><\/p>\n<p style=\"text-align: justify;\">El Tiempo de transcurrir inexorable que todo lo cambia. Testigo de todas las Civilizaciones que por aqu\u00ed pasaron, de todas las extinciones y cambios, de todos los logros de nuestra especie, de las muchas equivocaciones cometidas empujados por el instinto y aconsejado por la ignorancia&#8230; A pesar de todo&#8230;<\/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=\"Arte, Dise\u00f1o y Comunicaci\u00f3n: ORIGEN Y EVOLUCI\u00d3N DE LA HUMANIDAD ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQJEnaJ1j4Mc-iirmYcgF1nNgVwM-yv1pvH5w&amp;usqp=CAU\" alt=\"En torno a la evoluci\u00f3n del pensamiento cient\u00edfico\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 El transcurrir del Tiempo nos ha permitido evolucionar hasta el pensamiento cient\u00edfico<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1El tiempo!, \u00e9se precioso bien est\u00e1 a nuestro favor. S\u00f3lo tenemos que ir pasando el testigo para alcanzar las\u00a0 metas propuestas. Pongamos nuestras esperanzas en que no seamos tan irresponsables como para estropearlo todo. \u00bfNos haremos mayors alguna vez? Tenemos que pensar a lo grande, en el conjunto universal y dejarnos de parroquianismos locales, olvidarnos del Yo y pensar en el Nosotros.<\/p>\n<p style=\"text-align: justify;\">Astronom\u00eda, gravedad o electromagnetismo; cuestiones sencillas de entender para los iniciados y, a veces, muy complejas para la gente corriente. Por tal motivo, si escribo sobre estos interesantes temas, mi primera preocupaci\u00f3n es la de buscar la sencillez en lo que explico. No siempre lo consigo. Por ejemplo, expliquemos el magnetismo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.uc3m.es\/portal\/pls\/portal\/docs\/3517729.JPG\" alt=\"\" width=\"600\" height=\"450\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0\u00a0<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>\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\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Magnetismo<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Grupo de fen\u00f3menos asociados a los campos magn\u00e9ticos. Siempre que una corriente el\u00e9ctrica fluye, se produce un campo magn\u00e9tico; como el movimiento orbital de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electr\u00f3n<\/a> y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> at\u00f3micos son equivalentes a peque\u00f1os circuitos de corriente, los \u00e1tomos individuales crean campos magn\u00e9ticos a su alrededor cuando los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> orbitales tienen un momento magn\u00e9tico neto como resultado de su momento angular. El momento angular de un \u00e1tomo es el vector suma de los momentos magn\u00e9ticos de los movimientos orbitales y de los espines de todos los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> en el \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\">Las propiedades magn\u00e9ticas macrosc\u00f3picas de una sustancia tienen su origen en los momentos magn\u00e9ticos de sus \u00e1tomos o mol\u00e9culas constituyentes. Diferentes materiales poseen distintas caracter\u00edsticas en un campo magn\u00e9tico aplicado; hay cuatro tipos de comportamientos magn\u00e9ticos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/c\/c9\/Diamagnetic_graphite_levitation.jpg\/200px-Diamagnetic_graphite_levitation.jpg\" alt=\"\" width=\"200\" height=\"255\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/9\/94\/Diamagnetimus_pyrolytischer_graphit.gif\/220px-Diamagnetimus_pyrolytischer_graphit.gif\" alt=\"\" width=\"220\" height=\"164\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">a)\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En <em>diamagnetismo<\/em>, la magnetizaci\u00f3n est\u00e1 en la direcci\u00f3n opuesta a la del campo aplicado, es decir, la susceptibilidad es negativa. Aunque todas las sustancias son diamagn\u00e9ticas, es una forma d\u00e9bil de magnetismo que puede ser enmascarada por otras formas m\u00e1s fuertes. Tiene su origen en los cambios introducidos por los campos aplicados en las \u00f3rbitas de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> de una sustancia, siendo la direcci\u00f3n del cambio opuesta a la del flujo aplicado (de acuerdo con ley de Lenz).<\/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=\"EL F\u00cdSICO LOCO: Ley de Lenz\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Existe, por tanto, una d\u00e9bil susceptibilidad negativa (del orden de -10<sup>-8 m3 <\/sup>mol<sup>-1<\/sup>) y una permeabilidad relativa ligeramente menor que 1.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.kodama.hc.uec.ac.jp\/project\/imageTaiwan\/protrude_flow\/shape02.jpg\" alt=\"\" width=\"588\" height=\"396\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">b)\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En <em>paramagnetismo<\/em>, los \u00e1tomos o mol\u00e9culas de la sustancia tienen momentos magn\u00e9ticos orbitales o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\"><a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a><\/a> que son capaces de estar alineados en la direcci\u00f3n del campo aplicado. \u00c9stos, por tanto, tienen una susceptibilidad positiva (aunque peque\u00f1a) y una permeabilidad relativa ligeramente mayor que 1.<\/p>\n<p style=\"text-align: justify;\">El paramagnetismo aparece en todos los \u00e1tomos y mol\u00e9culas con <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> desapareados; es decir, \u00e1tomos libres, radicales libres y compuestos de metales de transici\u00f3n que contienen iones con capas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> no llenas.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n ocurre en metales como resultado de momentos magn\u00e9ticos asociados a los espines de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> de conducci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/www.cienciasnaturalesonline.com\/wp-content\/uploads\/2009\/03\/iman-natural.jpg\" alt=\"\" width=\"555\" height=\"407\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">c)\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 En sustancias <em>ferromagn\u00e9ticas<\/em>, dentro de un cierto rango de temperaturas, hay momentos magn\u00e9ticos at\u00f3micos netos, que se alinean de forma que la magnetizaci\u00f3n persiste despu\u00e9s de eliminar el campo aplicado.<\/p>\n<p style=\"text-align: justify;\">Por debajo de una cierta temperatura llamada <em>punto de Curie<\/em> (o <em>temperatura de Curie<\/em>), un campo magn\u00e9tico en aumento aplicado a una sustancia ferromagn\u00e9tica causar\u00e1 una magnetizaci\u00f3n creciente hasta un valor m\u00e1ximo, llamado <em>magnetizaci\u00f3n de saturaci\u00f3n<\/em>. Esto es debido a que una sustancia ferromagn\u00e9tica est\u00e1 constituida por peque\u00f1as regiones magnetizadas (1 \u2013 0\u20191 mm de ancho) llamadas <em>dominios<\/em>.<\/p>\n<p style=\"text-align: justify;\">El momento magn\u00e9tico total de la muestra de sustancia es el vector suma de los momentos magn\u00e9ticos de los dominios constituyentes. Dentro de cada dominio, los momentos magn\u00e9ticos at\u00f3micos individuales se alinean espont\u00e1neamente por fuerzas de intercambio, que dependen de si los espines de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/10\/16\/la-fisica-nos-dira-como-es-el-mundo\/#\">electrones<\/a> at\u00f3micos son paralelos o antiparalelos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sc01.alicdn.com\/kf\/HTB1__s6PVXXXXblXpXXq6xXFXXXi.jpg\" alt=\"Material Ferromagn\u00e9tico S\u00faper Fuerte Con Orificio - Buy Material ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo, en un trozo no magnetizado de material ferromagn\u00e9tico, los momentos magn\u00e9ticos de los dominios no est\u00e1n alineados; cuando un campo externo es aplicado, esos dominios que est\u00e1n alineados con el campo aumentan de tama\u00f1o a expensas de otros.<\/p>\n<p style=\"text-align: justify;\">En un campo muy intenso, todos los dominios se alinean en la direcci\u00f3n del campo y producen la alta magnetizaci\u00f3n observada. El hierro, el n\u00edquel, el cobalto y sus aleaciones son ferromagn\u00e9ticos. Por encima del punto de Curie, los materiales ferromagn\u00e9ticos se vuelven paramagn\u00e9ticos.<\/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=\"El diamagnetismo, el paramagnetismo y el ferromagnetismo tienen ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este gr\u00e1fico muestra la precisi\u00f3n at\u00f3mica del antiferromagn\u00e9tico a escala at\u00f3mica con la punta de un microscopio de efecto t\u00fanel.\u00a0Los \u00e1tomos de hierro se colocan sobre una superficie de nitruro de cobre y obligado por dos \u00e1tomos de nitr\u00f3geno (barras azules) en un arreglo regular separados por un \u00e1tomo de cobre (amarillo).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/fotografias.lasexta.com\/clipping\/cmsimages01\/2015\/06\/08\/AAFAF87F-CFB3-4438-A6BA-8D0539E6038D\/58.jpg\" alt=\"Memorias antiferromagn\u00e9ticas para almacenar mejor la informaci\u00f3n ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">d)\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Algunos metales, aleaciones y sales elementales de transici\u00f3n, muestran otro tipo de magnetismo llamado <em>antiferromagnetismo<\/em>. Esto ocurre por debajo de cierta temperatura, llamada <em>temperatura de N\u00e9el<\/em>, a la cual se forma espont\u00e1neamente una red ordenada de momentos magn\u00e9ticos at\u00f3micos en la que momentos alternos tienen direcciones opuestas. No hay, por tanto, momento magn\u00e9tico resultante en ausencia de un campo aplicado.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/sc02.alicdn.com\/kf\/H0525227b85c84c0586d4cf1b1f2119d3K.jpg\" alt=\"Venta al por mayor fluoruro de manganeso-Compre online los mejores ...\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En el fluoruro de manganeso, por ejemplo, esta disposici\u00f3n antiparalela ocurre por debajo de una temperatura de N\u00e9el de 72 K. Por debajo de esta temperatura, el ordenamiento espont\u00e1neo se opone a la tendencia normal de los momentos magn\u00e9ticos de alinearse con el campo aplicado. Por encima de la temperatura de N\u00e9el, la sustancia es paramagn\u00e9tica.<\/p>\n<p style=\"text-align: justify;\">Una forma especial de antiferromagnetismo es el ferrimagnetismo, un tipo de magnetismo mostrado por las ferritas. En estos materiales, o bien los momentos magn\u00e9ticos de los iones adyacentes son antiparalelos y de intensidad desigual, o bien el n\u00famero de momentos magn\u00e9ticos en una direcci\u00f3n es mayor que el n\u00famero de los que hay en la direcci\u00f3n opuesta.<\/p>\n<p style=\"text-align: justify;\">Mediante una adecuada elecci\u00f3n de los iones de tierras raras en las redes de ferrita es posible dise\u00f1ar sustancias ferrimagn\u00e9ticas con magnetizaciones espec\u00edficas para su uso en componentes electr\u00f3nicos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/angelicapema92.files.wordpress.com\/2011\/08\/cmagnet.gif\" alt=\"\" width=\"467\" height=\"420\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si nos queremos referir al geomagnetismo, estaremos hablando de la ciencia que estudia el campo magn\u00e9tico terrestre.<\/p>\n<p style=\"text-align: justify;\">Si una barra de im\u00e1n es suspendida en cualquier punto de la superficie terrestre, de forma que se pueda mover libremente en todos sus planos, el polo norte del im\u00e1n apuntar\u00e1 en una direcci\u00f3n aproximadamente al norte. El \u00e1ngulo (D) entre la direcci\u00f3n horizontal a la que apunta y el meridiano geogr\u00e1fico en ese punto se llama <em>declinaci\u00f3n magn\u00e9tica<\/em>. Se toma positiva al este del norte geogr\u00e1fico y negativa al oeste. La aguja no estar\u00e1 horizontal salvo en el ecuador magn\u00e9tico. En todos los dem\u00e1s lugares formar\u00e1 un \u00e1ngulo (\/) con la horizontal, llamado <em>inclinaci\u00f3n magn\u00e9tica<\/em>.<\/p>\n<p style=\"text-align: justify;\">En todos los polos magn\u00e9ticos \/ = 90\u00ba (+90\u00ba en el polo norte y -90\u00ba en el polo sur), y la aguja ser\u00e1 vertical.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static2.abc.es\/media\/ciencia\/2017\/02\/16\/Solar_wind_buffets_Earth_s_magnetic_field-kIEC--510x286@abc.jpg\" alt=\"Qu\u00e9 pasar\u00e1 cuando los polos magn\u00e9ticos de la Tierra se inviertan?\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando los polos de la Tierra se inviertan, se notar\u00e1 un descenso en la fuerza magn\u00e9tica que, poco a poco se recuperar\u00e1 para que todo siga igual. El \u00fanico cambio ser\u00e1 que el Norte ser\u00e1 el Sur y viceversa<\/p>\n<p style=\"text-align: justify;\">Las posiciones de los polos, que var\u00edan con el tiempo, eran en los a\u00f1os setenta aproximadamente 76, 1\u00ba N, 100\u00ba W (N) y 65, 8\u00ba S, 139\u00ba E (S). El vector intensidad (F) del campo geomagn\u00e9tico se determina por I, D y F, donde F es la intensidad magn\u00e9tica local del campo medida en gauss o teslas (1 gauss = 10<sup>-4<\/sup> teslas). F, I y D, junto con las componentes verticales y horizontales de F y sus componentes norte y este, son llamados los <em>elementos magn\u00e9ticos<\/em>.<\/p>\n<p style=\"text-align: justify;\">Esta explicaci\u00f3n del geomagnetismo podr\u00eda ser m\u00e1s larga y completa, con muchos m\u00e1s datos t\u00e9cnicos y matem\u00e1ticos, sin embargo, \u00bfa qui\u00e9n le gustar\u00eda? A eso me refer\u00eda antes cuando dec\u00eda \u201c<em>\u2026mi primera preocupaci\u00f3n es la de buscar la sencillez en lo que explico. No siempre lo consigo.<\/em>\u201c<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-rXqi5SPKRyE\/UEizrFKckUI\/AAAAAAAAChU\/2St1GOyjWyQ\/s640\/6177887982_63b6b949e0_z.jpg\" alt=\"\" width=\"640\" height=\"427\" \/><\/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\u00a0\u00a0 Si el tema no interesa\u2026 cada cual ir\u00e1 a lo suyo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si a continuaci\u00f3n pongo un ejemplo pr\u00e1ctico y explico el magnetismo de manera muy t\u00e9cnica y completa, que seguramente no sea del inter\u00e9s del lector de ciencia no iniciado. \u00c9ste no quiere estas complejidades que, por muy perfectas que puedan resultar t\u00e9cnicamente hablando, siempre les resultar\u00e1n aburridas, tediosas, y lo que es peor, incomprensibles.<\/p>\n<p style=\"text-align: justify;\">Los buenos escritores-divulgadores de la ciencia deben contar los fen\u00f3menos naturales revisti\u00e9ndolos de un atractivo y misterioso toque m\u00e1gico que se se muestre ante los ojos de la mente del lector y,\u00a0 produci\u00e9ndoles asombro y sorpresa por tales maravillas queden embebidos en el relato y en las cosas maravillosas que all\u00ed se est\u00e1n tratando. Y, en F\u00edsica, amigos m\u00edos, casi todo lo que te encuentras son maravillas de la Naturaleza que, cuando comienzas a comprender&#8230; \u00a1Es imposible dejar de mirar!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/antwrp.gsfc.nasa.gov\/apod\/image\/1111\/s106_canarias_900.jpg\" alt=\"\" width=\"514\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si contamos la historia de una estrella, desde que nace a partir del gas y del polvo c\u00f3smico hasta que muere en una explosi\u00f3n de supernova para convertirse en otro objeto estelar diferente, al oyente le resultar\u00e1 atractivo o pesado, interesante o incomprensible, seg\u00fan qui\u00e9n y c\u00f3mo lo cuente.<\/p>\n<p style=\"text-align: justify;\">Me preocupa cuando escribo que lo que estoy contando pueda aburrir al posible lector.Siempre procuro ce\u00f1irme a la verdad cient\u00edfica y exponer los hechos con la veracidad requerida y, sin embargo, eso es totalmente posible aunque le podamos dar un peque\u00f1o toque de fantas\u00eda que lo har\u00e1 m\u00e1s atractivo. Claro que, por mucho que quer\u00e1mos fantasear sabemos que en el mundo y en todo el Universo, las leyes que rigen son iguales para todo y para todos y lo que pasa aqu\u00ed tambi\u00e9n pasar\u00e1 all\u00ed, aunque ese all\u00ed est\u00e9 a miles de millones de a\u00f1os-luz de nosotros.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/5c\/09\/59\/5c095936c9269d1f0d42282c3282ab4b.jpg\" alt=\"Pin en Sacred Things\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Aqu\u00ed tenemos un ejemplo de lo que digo, la Naturaleza se repite<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En los extra\u00f1os mares de otros planetas, sin tener en cuenta la composici\u00f3n qu\u00edmica, es dif\u00edcil imaginar que la evoluci\u00f3n de lugar a una forma m\u00e1s sencilla de locomoci\u00f3n que la que se produce ondulando colas y aletas. Que la propia evoluci\u00f3n encontrar\u00eda este tipo de propulsi\u00f3n viene avalado por el hecho de que, incluso en la Tierra, esta evoluci\u00f3n se ha produci\u00f3n de manera totalmente espont\u00e1nea e independiente. Los peces desarrollaron la propulsi\u00f3n cola-aleta; despu\u00e9s, ellos mismos evolucionaron hasta convertirse en tipos anfibios que se arrastraban por tierra firme hasta llegar a ser reptiles. Lo cierto es que hemos llegado a saber que, de una u otra manera, \u00a1la vida se abre camino!<\/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=\"Ornitorrinco: el animal m\u00e1s raro del mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por ejemplo, en nuestro planeta el ornitorrinco representa la primera rama de mam\u00edferos a partir de un ancestro con caracter\u00edsticas de ambos mam\u00edferos y reptiles de hace 166 millones a\u00f1os. De alguna manera se mantiene una superposici\u00f3n de funciones, mientras que los mam\u00edferos posteriores perdieron sus rasgos de reptil. Comparando el genoma del ornitorrinco con el ADN de otros mam\u00edferos, incluidos los seres humanos que llegaron a lo largo del transcurso del tiempo, y los genomas de los p\u00e1jaros, que bifurcan hace unos 315 millones a\u00f1os, ayuda a definir la evoluci\u00f3n.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Ornitorrinco, la Criatura Asombrosa de Australia - YouTube\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Algunos\u00a0 reptiles fueron evolucionando y dieron lugar a a los mam\u00edferos. Pero cuando algunos de estos \u00faltimos regresaron al mar (los que luego han sido ballenas y focas, por ejemplo), sus piernas volvieron a evolucionar hacia las formas de las aletadestinadas a la propulsi\u00f3n por el medio acuatico y a la navegaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 12px;\" src=\"http:\/\/www.antarkos.org.uy\/info-gral\/imgs-infogral\/cadenatroficaantar.jpg\" alt=\"\" width=\"370\" height=\"370\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Aunque la vida tard\u00f3 m\u00e1s de diez mil millones de a\u00f1os en hacer acto de presencia -al menos en la Tierra y, seguramente en otros planetas tambi\u00e9n- en sus formas m\u00e1s primitivas, supo adaptarse y evolucionar hasta llegar al momento presente en el que, s\u00f3lo el uno por ciento de las especies que han existido en el planeta est\u00e1n vivas, el resto no pudo soportar los cambios y al no adaptarse, se extinguieron. As\u00ed seguir\u00e1 siendo siempre: Adaptarse o morir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/ayrim.files.wordpress.com\/2011\/10\/nuestro-hogar-el-planeta-tierra.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 48px;\" src=\"http:\/\/cienciaes.com\/images\/730.jpg\" alt=\"\" width=\"300\" height=\"297\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">S\u00ed, es posible que hoy seamos nosotros la especie predominante en el planeta Tierra pero, no debemos olvidar que no siempre ha sido as\u00ed. Antes ni est\u00e1bamos aqu\u00ed y, durante ciento ciencuenta millones de a\u00f1os reinaron en nuestro mundo aquellos terribles lagartos, los Dinosaurios que desaparecieron hace ahora sesenta y cinco millones de a\u00f1os para que nosotros, pudi\u00e9ramos aparecer y evolucionar hasta conseguir hablar de mec\u00e1nica cu\u00e1ntica y <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general pero&#8230; \u00bfY ma\u00f1ana? \u00bfSeguiremos siendo la especie dominante?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 22px;\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcQb4S-Jis0Q6jrXyH9HLgueIuaQRoy5AzZDHwMi1U-KM36B_lmghw\" alt=\"\" width=\"360\" height=\"350\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Yo no estar\u00eda tan seguro de eso. El ma\u00f1ana es incierto<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Tierra con sus especies de vida seguir\u00e1 su camino adelante, siempre hacia el futuro incierto y desconocido que depender\u00e1 de \u00a1t\u00e1ntas cosas! Y, mientras tanto, como hemos mantenido siempre, en otros mundos distintos al nuestro y repartidos por los confines de nuestra propia Galaxia y de muchas otras que albergan mundos ignotos, otras criaturas estar\u00e1n elucubrando sobre las mismas cuestiones que nosotros lo hacemos para poder discernir sobre el saber del mundo, de la Naturaleza, del Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 47px;\" src=\"http:\/\/2.bp.blogspot.com\/-WkQ34_cgSE8\/TZzFFDlbYLI\/AAAAAAAAABo\/_qBMx1RXqL8\/s1600\/origen-del-ser-humano.jpg\" alt=\"\" width=\"400\" height=\"300\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" style=\"margin-top: 0px;\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRcuIiNb5lnOIOdIQEfDqcjJeR3xRb36z6BsIcltAXdlkMUhVp8Mg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 puede haber en Gliese 581 g? Hemos llegado a descubrir m\u00e1s de mil mundos extraterrestres que es como un grano de arena en la inmensa playa del Universo, y, cientos de miles de millones de mundos estan exparcidos por las galaxias que pueblan el Cosmos y, en muchos de ellos, extra\u00f1as y enigm\u00e1ticas criaturas habr\u00e1n podido desvelar secretos de la materia y de la luz, del \u00e1tomo y de las estrellas y, tambi\u00e9n como nosotros estar\u00e1n pensando en c\u00f3mo poder llegar hacia esos otros mundos que albergan vida e inteligencia.<\/p>\n<p style=\"text-align: justify;\">Nosotros seguiremos avanzando aqu\u00ed y &#8220;ellos&#8221; tambi\u00e9n lo har\u00e1n &#8220;all\u00ed&#8221; donde quiera que ese &#8220;all\u00ed&#8221; pueda encontrarse que, ser\u00e1 lejos, muy lejos. Tan lejos estamos de esos otros seres inteligentes que el hecho cierto de que no lo hayamos podido ver a\u00fan, nos habla de que, como nosotros, necesitan evolucionar mucho m\u00e1s para que, ese contacto se pueda producir.<\/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%3AANd9GcSGYJ4DxsW29ckx55bh76b_3ppQCh7e1RYwKA&amp;usqp=CAU\" alt=\"El punto m\u00e1s inaccesible de la Tierra: el lugar donde los humanos ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQjFCx1ksoVnj4x--G0ASpWHuVYJ8dol17fqQ&amp;usqp=CAU\" alt=\"Las 5 especies que podr\u00edan heredar la Tierra - RT\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tampoco ser\u00eda descabellado pensar que, la Naturaleza, tan sabia ella, tenga dispuesto que las especies est\u00e9n cada una en su lugar, sin molestarse ni interferirse entre s\u00ed, que evolucionen en su propio entorno sin ingerencias que siempre vendr\u00e1n a distorsionar lo que ya existe para cambiarlo en el mejor de los casos, o, aniquilarlo en el peor.<\/p>\n<p style=\"text-align: justify;\">\u00bfQui\u00e9n sabe?<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;t=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/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=https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/15\/%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/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='https:\/\/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\/2020\/07\/15\/%c2%bfasombrarnos-%c2%a1tenemos-tantos-motivos\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;title=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F&amp;t=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/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=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/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=%C2%BFAsombrarnos%3F+%C2%A1Tenemos+tantos+motivos%21&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F07%2F15%2F%25c2%25bfasombrarnos-%25c2%25a1tenemos-tantos-motivos%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/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>No es que el Universo sea m\u00e1s de lo que imaginas, es que siempre ser\u00e1, mucho m\u00e1s, de lo que puedas imaginar. Cuando nos adentramos en sus extensas regiones podemos ver un medio hostil, poco propicio para la vida. Sin embargo, ah\u00ed se crean las condiciones necesarios para que, en lugares como la Tierra, germina [&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":[242],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/9319"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=9319"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/9319\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=9319"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=9319"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=9319"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}