{"id":12567,"date":"2020-01-09T08:50:38","date_gmt":"2020-01-09T07:50:38","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12567"},"modified":"2020-01-09T08:51:13","modified_gmt":"2020-01-09T07:51:13","slug":"%c2%a1materia-%e2%80%93-antimateria-%c2%bfhabra-universos-de-antimateria-3","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/01\/09\/%c2%a1materia-%e2%80%93-antimateria-%c2%bfhabra-universos-de-antimateria-3\/","title":{"rendered":"\u00a1Materia \u2013 Antimateria! \u00bfHabr\u00e1 universos de antimateria?"},"content":{"rendered":"<h1 style=\"text-align: justify;\"><\/h1>\n<div>\n<div>\n<div>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/f\/f0\/Just_your_average_backyard_low_energy_anti-proton_accelerator_%282280414954%29.jpg\/800px-Just_your_average_backyard_low_energy_anti-proton_accelerator_%282280414954%29.jpg\" alt=\"File:Just your average backyard low energy anti-proton accelerator (2280414954).jpg\" width=\"800\" height=\"533\" \/><\/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 Acelerador de anti-protones del CERN<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0All\u00e1 por el a\u00f1o 2011, los medios publicaron la noticia:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEl experimento Alpha del Laboratorio Europeo de F\u00edsica de Part\u00edculas (CERN) ha conseguido atrapar \u00e1tomos de antimateria durante m\u00e1s de 1.000 segundos, 16 minutos, lo que les permitir\u00e1 a estudiar sus propiedades en detalle, seg\u00fan explic\u00f3 un art\u00edculo publicado en \u2018Nature Physics\u2019.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Para hablar de antimateria lo tenemos que hacer de antipart\u00edculas, es decir, part\u00edculas subat\u00f3micas que tienen la misma masa que otras part\u00edculas y valores iguales opuestos de otra propiedad o propiedades. Por ejemplo, la antipart\u00edcula del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electr\u00f3n<\/a> es el positr\u00f3n, que tiene una carga positiva igual en m\u00f3dulo a la carga negativa del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electr\u00f3n<\/a>. El anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> tiene una carga negativa igual en m\u00f3dulo a la carga positiva del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>. El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> y el anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> tienen momentos magn\u00e9ticos con signos opuestos en sus espines.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www2.uah.es\/vivatacademia\/images\/n92\/fisica\/dirac3b.jpg\" alt=\"dirac3b.jpg (7338 bytes)\" width=\"250\" height=\"215\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Paul Adrien Maurice Dirac, considerado uno de los padres de la mec\u00e1nica cu\u00e1ntica, a la que dio una formulaci\u00f3n elegante y precisa, tal punto que su texto es a\u00fan utilizado hoy en d\u00eda. \u00c9l predijo la existencia del Positr\u00f3n, la antipart\u00edcula del Electr\u00f3n. Le concedieron el Premio Nobel de F\u00edsica en 1933 (compartido con su colega Erwing Schr\u00f6dinger.<\/p>\n<p style=\"text-align: justify;\">La existencia de antipart\u00edculas es predicha por la mec\u00e1nica cu\u00e1ntica relativista. una part\u00edcula y su correspondiente antipart\u00edcula colisionan ocurre la aniquilaci\u00f3n. La antimateria consiste en materia hecha de antipart\u00edculas.<\/p>\n<p style=\"text-align: justify;\">Por ejemplo, el antihidr\u00f3geno consiste en un anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> con un anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electr\u00f3n<\/a> (positr\u00f3n) orbitando. El antihidr\u00f3geno ha sido creado artificialmente en el laboratorio. El espectro del antihidr\u00f3geno no deber\u00eda ser id\u00e9ntico al del hidr\u00f3geno. Parece que el Universo est\u00e1 formado mayoritariamente por materia (ordinaria) y la explicaci\u00f3n de la ausencia de grandes cantidades de antimateria debe ser incorporada en modelos cosmol\u00f3gicos que requieren el uso de teor\u00edas de gran unificaci\u00f3n de part\u00edculas elementales.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><input id=\"ctl00_ch_imgCuerpoInformacion\" type=\"image\" name=\"ctl00$ch$imgCuerpoInformacion\" src=\"http:\/\/www.dyna-management.com\/Recursos\/Controles\/Imagen.aspx?Ruta=\/Documentos%5CInformaciones%5C856fb01a-becd-40fd-b7fa-edd8d3ae351a%5CCuerpo%5C20110608_antimateria.gif&amp;ancho=250\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2010\/1117-antihidrogeno.jpg\" alt=\"\" width=\"370\" height=\"237\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los f\u00edsicos del CERN han obligado a los \u00e1tomos de antihidr\u00f3geno a quedarse, lo que potencialmente nos ofrecen una mejor visi\u00f3n de c\u00f3mo se comporta la antimateria. Primeramente, los investigadores informaron de la captura de anti-hidr\u00f3geno, el de antimateria m\u00e1s simple. Pero su acptura en ese momento se limitaba a de dos d\u00e9cimas de segundo. Ese intervalo se ha ampliado en m\u00e1s de 5.000 veces. En un estudio publicado el 5 de junio de 2011 en Nature Physics por este grupo de investigadores (ALFA) se informa de este mismo logro por un tiempo de 16 minutos y 40 segundos.<\/p>\n<p style=\"text-align: justify;\">Las part\u00edculas subat\u00f3micas de materia, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">protones<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electrones<\/a> tienen particulas hom\u00f3logas de antimateria. la materia y la antimateria se juntan se aniquilan en una explosi\u00f3n de energ\u00eda. como el \u00e1tomo de hidr\u00f3geno se compone de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> unido a un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electr\u00f3n<\/a>, un \u00e1tomo de antihidr\u00f3geno contiene un anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y un positr\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:\/\/astrojem.com\/imagenes_voltaire\/materiaantimateria.jpg\" alt=\"\" width=\"430\" height=\"293\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">La Materia, aunque estamos en v\u00edas de adquirir profundos conocimientos de sus secretos, a pesar de eso, nos es a\u00fan (en ciertos aspectos) una gran desconocida, ya que, se habla de materia extra\u00f1a, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a> o materia f\u00e9rtil y, luego, habr\u00e1 clases de materia que ni podemos suponer, como por ejemplo, \u00bfqu\u00e9 de materia ser\u00e1, la que se crea al morir una estrella masiva se forma un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a> que, por medio de la Gravedad, comprime\u00a0 la materia com\u00fan hasta l\u00edmites tan extremos y desconocidos que desaparece de mundo nuestro y s\u00f3lo deja sentir la enorme fuerza de gravedad que genera, de tal manera que en ese lugar, dejan de existir el tiempo y el espacio ?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUTExIVFhUVFxoXGRgYFxcXGBcXGBoWGhYdFxUeHSghGh4lGxgYITEhJSorLi4uFx8zODMtNyktLisBCgoKDQ0NFQ0NDisZFRk3Ky0rKysrLSsrKysrKysrKysrKy0rKysrKysrKysrKysrKysrKysrKysrKysrKysrK\/\/AABEIAL0BCwMBIgACEQEDEQH\/xAAcAAEAAgIDAQAAAAAAAAAAAAAABAUBBgIDBwj\/xABMEAACAQMDAgMEBQYKCAUFAAABAgMABBEFEiETMQYiQRRRYYEjMkJScTNicpGSoQcVFiRUgqKxstM0Q1Nzg5PCw5Sjs8HSJURjZIT\/xAAVAQEBAAAAAAAAAAAAAAAAAAAAAf\/EABURAQEAAAAAAAAAAAAAAAAAAAAB\/9oADAMBAAIRAxEAPwD3GlKUClKUClKUClKUClKUClKUHXLOi7QzKpY7VyQNx9w95rsrQPHWn3d1Oy28MbLbw5VpmZAJ3ZXR4tqNvZBEODgefGeTVRq+vPNfW4e6lto8WrlA08ZDSeZo3WOMqS52riV1xngHPIeqO4AJJAAGSTwAB3yaRuGAIIIIyCOQQexBrzc6hdCMo\/tIaI3\/AFXcOI9pEjW30h8rjaU24zjGODxXSsl89xaYnuI4+hamMJE8kcpIzciQqNucADMmMZyvOaD1ClaBOl4sNzKJLs7r1kIXzNHaCU7mgQjJO09xk4+r2FSNPe6\/iy9Ia5JAn9kaUEXBjEY6ROQH3b92Cw3HjNBu9K811Fb+NLmOOa6ZT7I5kILyIsgcXXS2ruwAi+VBlckqMmqnxLqVwlvawPfzJvjncylZ4JAivGIncRo0x2qx4baG7sc0HsFK0Jku9t7LBNcPtjiW2GdysjRQl5EVxh5OGIzxuzxyas\/Azyk3HmuXtwydFroMJCSuZsbwH2h+BuHvA4xQbVSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBXEtR2rR5PEEV7dNEt4sVvCdrbZBHJcTcgqrcERp71PmbjICnIbzmmaov5OJji4use8XDn95zVVdtZxna2pzBu20XO5v2QCf3UG5ZpmvNJTOJd0E2pXMLEApjpPGBnLxyuqrIPTaeecg8YMixa4uFL2z3hAO1hLdQxsjequgidlI9xoPQ80zXnd7o+rqDIl0xUDmLrB3Y5HKydBRkDPlxz7xUW0W4dVk\/lEio3YGOINkHBBDMCCDwQRkUHp2ahTaVbvKszQRtKnCyFFLqPg2MitH9sxkfyg3PzjEcJGfiACaaRrAmjydSuxIp2yIsMblWHuxb\/VbhlJ7qRQb\/e2scyNHKiujDDKwDKw+IPBrtGAMDgCvPItalE7RNe3m0qGib2NctjPUQgw8sMBsgchh7jmd7fL\/TL3\/wACP8qg3esZrz+XXJhNHGLu6wyOxzYebKmMDA6fbzHPHoKkHU5f6fcD8dPP\/wAKDeah6hpME+0zQxybDuXeittPvXI4NaJqXiGZNix6lmR2AAeywFT7bt2O1R+8qPWuVzr0gBKa7aAAZIktgCAO\/wDrB\/dQeiAYrNeY6VqurXEYkj1HTfNkqrIQxTPkZgHO0suDt9M4q0t\/48H12tm+Maqc\/JmH99BvVK83i8Q6lI2IssquUkk9kVkXHfYUuSZDnjyjAIOTxUs+ILgZ330UX++0+eMftGXFBvtK0E69eO5itbyzuZcZ2pAwRQexkk65Cj4DJ+FXkUOp4G64s845Hs8uAfgetQbFSqAx6l6TWZ\/4Ew\/71dUWrXEEyR3nSMcx2xyxK6qsvcRyKzHG4Z2tnGVweSMhslK4qa5UClKUClKUClKUCsGs1rnizxCLfZEkkazzZEfUICIB9eR8\/ZXPb1OB76CD4qvriZjZ2ab249off01iRvsCTBIdvgCQvPciu1fDk8kSxSyW8USqFEUMCuqKvYB5Qcjj7grlo+q2FtH0kvIWOSzuZFLySMcu7kepPPuqHc+NYpXMdvcRJGvDTsCwJ90CY+k+L\/VHx5FBi58CafHAVdpETO8s0zKm4c56eenj83bj4VHsbuWDy2KLdpkDAtxbDHqRcKBG3H5vzqZZXGlhupJcxzSZ\/KXEm5gfzVYBU\/qgVsFvrdq\/CXMLe4CRD\/70Gvfyhu2cpKkViOytNvm3fg67Yxn3Fs\/Cud54SklLTC+mWdk2iSIJGpGQQGVRlx6DJyATgipZ1l7rKWkaSR5KtPIfocgkMEQeaXB9cBfjUBvBZVSVuXHmLmHJS0PlwV6CkFV9eG78kHkEIdvJpwfoXqp7SuPJLK9z1Rzh4dxYsODwQGBU5HYnlc28ayLNp9g+\/gMot0hhlQHs5fbtYZJDgE8nOQaivqUUqLbxWkUTM\/kmDdO3Ei4w8Fyq5kcZPAAJwRzzU+FbgyG3v72RDtzG0IW3inVfrkScuHH2k3Dg5AIzgJtlr91MheK1giUEq3XudjIwOCrokTYPwz6iqTV9alglFwbqwR8LHLHGXlLRlhhuWUsUyTjA4LV0XNjbbxPYWL3ezPVMmWimXA5SWdsySjau1lDDGRn3bJpqXE0aPD7HDE4yAsbSZU+ndAD6HigotbvpZowyahEzxESxdOzkOXUEgbg7eVgShx6MalWfiNpY1cX0g3qDgWLnb7wSBjIPHyrnoemzpJJZvfzIIdrxBI4VD27jy+ZkJ8rh0xngKvvyWmaaEuLi3a+uQoKzR4ljUbZc7+y9xIrH+uKCum1VvbYj7ZNxBNz7E4xl4eMbec47+mPjVnLrjKpZtSVVAyS9m6gAdySSK4y6fGL6NRf3H+jynPXU4+khGOVxz\/0iseIdNd+jax39wwuXIkDGBwIVUtLk7M84Cd+7+6grdA1diXuZNRs1mnwAksTKyQjPTUZlBXIJcrjux5OM1Le5ur6XH8xmht3yVEroJ5RgrnyPxGcHHILEfdqdrqXkSxxRXMckk7iNOpboSowd7+QqMIgJ5HJwPWumLw\/0Y0jfTLadI1CK0TIJcKMZPVC8+v16CXdr3a50eNgASWRraXgcnPUCHFa5Hb2M8iubZ7O2GGBEUkJuNw53tH5Ui9CCct8B352NtaXkpSKSe3hxxGZZVadwQfLFIShjQjHlBDHPp9a\/1S9u7IJ9Kl31GCJEyCO4kYnkIyeQ4XnlVAAJJFBxgtLSGHfb30scSAABJhKijsqpGwb8AoHwrpFnqNwuDOI4c8RyoUmmQDBEkkTfQgn0UFsd8dqrerZGVpNUQRXWMrEykBUB8vszR5M75x5lJfJAAXtVhbWWoNn2SRoIdp2rejrvnjayru3xjHpIxP5tAvLe3iiAvNKiWNB+Ui6UiIB3wxCSD5KTUVdStywSxlvi5VWCKxCBT9XAujtA+C5PwqdpaxRzKt7C4umPklnbrRyHHPRkxsiPfybUb3A1tl7p8Uy7ZYkce5lDY92M9vlQasE1npk5s9+7ygly+z1y4QJvx+bj41GvohKjRX8t7GrcEFYxFxzkSxA4x3ySO1Xw0SWH\/Rbh1H+ymJmi+RJ6ievZsfCudnrP0gguIzDMw8oPmjlAHPSkxz+g2G4Jxjmgi+FtSY\/zeWQSSRjKSjGLiH7MgxxuHZx6HnsRWzVrWseF4nYTwIsN3Hlo5VG0bj3Eijh1bs2ecHg5Aqw8P6uLmMtjZIhMcsZ+tFKuNyn4cgg+oII70FrSlKBSlKBSlRdQvUhjaWRgqINzMewAoI2uaqtvFvKszEhUjXlpJG4RF\/E+p4AyTgCoeh6HtDTXAR7mbBlbG5Vx9WOPPZF7AepJJ5NUs+mT3H8\/dlimj89pG5wkaDORMfvSqSrH7AYAZwczdN8eWkg2hyZhkPDGpmkQg4PEYOVz9rsc0Fl4oPRs53jVQyxsQQBxx3+Xf5VO02zSKKONAAiKFUfADiqq41WeQMqWErKRj6V44lYHg+rN2\/NqjhuNQs0SKZ4IrdQQs+2S4Ma87ElO5MbRgdQjBxzj1DeHiU91B+QrXvGunxGznJhUjaN2EBbphgZMYGc7N1dkOmSyqGbUZXBHeIQxo34EKx\/tUl8O2yqWllmK+pkuJNuPiNwXFBz\/AJN2TjKwRqCAQ0eYzg9iroQcY9xqh8WaV0okVL2dIXmijlWSRZUEbuF5LgvgsVU+bsxqmn0+1RydPt1vlJybcxu0QwQD0Lo5SLA+wdwPOMVKnmiVjG+lWloDgCS5xsbcMHb00K+uOXU0Gyyw3Aj6Utvb3MOMFY\/ozt7AdGQlTx+cK0zXCjS29nJ7S9s7PJ0HVluIXjVen0pD+VQElgoLNlccjy1ITwY8MQdGsZoQSSFgSNkTuBHO7urAZ+3j8aoNStbW4RY1uNQAk5AkaO2ttykYxK8bISDyDHn8aD0Kw8VKsaRv9LO2BCIgALlccSRjsgAB3g42EH4Zr5bG5hkDTXBt7e5k8yW+MQzPgL9K6nCyNwxUL52B+0TWr6X4A1S1Mdxb38dwUkaXpsW2sXGJPpeclh3OOTz3raPEur9UR29zHNaW8gPXkZQfVQkSSLkLvY\/X74XAwSCA4eKNIsbUxXErAlHAk687OzxP5XwrvztJD4A+waiXr6St3atHHC6HqwuEgZ1beodDkKQSDGRxz5jTQ9a01LaVJDA0qO1u5G0y3G7yowLYJLqwBJOAwbniuqDV7ua1tTi2UwXEcZZpWkdnRzDkxqABkHnzHvQS5X0\/26PFqemLWTj2SXGepFg7enzxnn41xik0lryRnSBEiiRAHiMfncl3zuUYwoT9dT2jvjqC\/wA5tN3sz4+gk27erHkH6bOcgc59\/FVY1q9ggu5wLaRprpolIkeJhJmO1j2owYMAUBwWHrz60Evw9otpdTzXMMjLHGejB0Z3GAPy0gAbHmbC4IxiIe+u7UrK7Z2tILx5U2BpjOqgqpPljWeNVIZwDnIJC88ZFRZr3TY7PJjiE9viAK7LHMJyFCgyqcgEsCXBIwSax4c1L2QRx28smopIx6zohd1lx5nEvCspI27GO5cjBxwAtLzVLbpezXVtskUKsdvgN1DwE9lcfWAIHIwVHJC4qj0W8kh67TOjTxSdH2ud8wwxbUYRxngyupYqwHLMvmbsKz4h0LU76UT49mjiJEaLKBP0nRll9DGrtnuScDAGOTWtaRo9nZSbRe7Z04WG4V+uC5yBE0MpBLN9xckmg3MW0E6ti3uryR+DcOvRx6qYZH2iNQcEdIegPJqT4auNTuLdd0ltGUZ4mco8zyGJihceZFGSpPrmqpdOv5MHoXMKbvMy3rvM6D7kUm0R7vUsSQOwzyO6O6sLULA1xeWhRMrE0jcIPugbgQPxoLu98JyXKlLnULiRW7qiwwr8PqoW4POd1RfDfh2G5to3me5d\/MpJup13GN2QthXAwducYxzUWxtrm85t724S2YHc7vBJI4IOOkip9H3zuds\/m+tXVlpF5Aixw3cJjRQqrLbZOBgDzpKvp8KDvHg60\/2b\/Oac\/wB71G1HwJZyrtKSAjlWE02UcAhXXz4yMnmpJu9QTvbW8o98c7If2HjI\/tVU33jJnEkMdtOsqkK7BBKkAbOXLRk7iPuDnkZwOQHPw3ovWtY5Bc3UbkFWKXDsC8ZKMQJNwAJUnHxrFzos9lKb1Lia5AQLNEyRlpIlJO5emilpEySMgkgbfdVnoWsWSolvFcR\/RqqhGba+AMeZWwc+\/wCNXkzgDJIAHOT2AHqT7qDrs7pJEV0YMjgMrDkFTyD+qpFaNomqdCdiFIsLiXEMhPCzNjdgY4ilc+U\/eB9HFbwDQZpSlBhmwM1p1xbHVGVxI8dpE4aMrjNxIhPnIYHMSn6vHmI3dtpq48UaXLdQGGObpbiN52btyeq9xgHsSOcVDi0zUVUKt3bAAYA9lIAA7AAS0EqLwna53PH1mzndOzTNnOeN5IH4ACu\/UdAgmChkClPqPH9G8f6Drgr8R2PrUA2mqf0u0+dtJ\/nVxFrqv9Ksj\/8AzS\/59B2NHfQfUeO6QckSfQy4+EiqUY\/iF\/GoDeP7bDbo7gOrBGTp7lDH\/wDYUmDHxLge\/nios\/hjUJmLXN1bzr3WIxSxwr78okn0n9ctVtDaagi7F9hCgYCiOVVHy3YxQVljoskzdaCWOzUncVtXEu\/I\/wBYpHRB+KqTx9auSeH5Ym3ywpqBHO+R8TD9CNwYR\/VKVi68M3DtvMNmr5z1IjPA\/wA3jIJ+ZNdZ0jWUYdG7hCDuk26fPu85VXH6zQXkXieFcCVJrc9tssTAD+uu6P8AtV13PiSOVjBaBLmUgZUOvSjDDgzPzhe\/ChmPu9ar9StNWljEZNqoz9J03lRpFwcqr7SY8nHmGT7sVGk0C42LGNM03ag2piaRWUfBhBkfjmglR+ALZyzzqDI+0kRAwxKVOVKxqcFs\/abJP6hVo+jTqpVLssv3Z4klAHuyNpPzzWuRaFqCfko1iHuXUbh1+PlkhYVyNvry52SQH3CRlb96xIaDun8MShspbWYOPrQzXFm\/\/loRn8TVV0Lqab6l6Y7V8AJNbTg3AAOQZSpcIGxz2bPqtc9W13XLWAyz29kQMKZEkkHT3HaHZSp8oJGfd37ZqbomoX1uI7Q2MORGZFZbnIk8w6jZMYyxZ9x\/ToOU81w3EkU5+MtjDL+vpymqDxLbxezyZt4QSoG7+LJY2GSBkOOARnvW32XiO7lMqrp\/mhk6TjrxjDbVcY45BV1Oaqdc8RXFxZTEWDqGYw5M0PlkEnTywB7Bxz8KCILO2H\/21sCBjP8AF11n484qB4aggNsmYLbILjJ0+eQnbI4BLY5NblJr94CV\/i2TcF3f6TbfEZxvzjPrVLoXiee3srYtp0xD7UDLLB55JW4wu\/OCxPJ9OaDnbNs\/Jqq\/7vS5F\/ecVDknuIZgQb8Q3Dc9OG3iAnOAuOo3lV1Bz28wH3qvbnxdcRlFfS7kGVtiDq2x3NtLY4k44BOTxxVdrfiO4l3Wh0m56kkbOv01tlQhXD5Enlw5UjODntQd38SSSE7rKaTP9MviV\/5cZkA\/ADFWEGgSmMxdKxhiPeOOEyA\/r2DOfXFa\/pfjXVJYwU0hnKkxyP1owpkQ7JCgz5huB7cfGp41zUz9a0kj+CwrIfkTOB+6g7rjwrPEECXM1xGmc28szRKwJz5JUG7gZAVyV7cjvVtoE9qAywxLAwH0kbIsci\/p\/eH5wJB9CaoTfXLflF1Qj3Rw20f7wS376jXthayj6TTtSaTGBK4eSRcEEYZpCMZAyuNp9QRQW+oxaYzE+US\/ett4m\/ah82fxrotm1DcBbCR4s8m\/2J5cf6towZSf94o\/GujTPE9xCpjbTLt9nCPHbrH1F9N0ecIw9ccHuMdhk+MLyTP\/ANOuIPcXt5pm+apgf2qDk8krHGpGeNfdBn2VuT3ljPVxjuH2D4GtktLy0ghUxvDHABwVKKnywe\/761Z9TZ+Zn1XH3YrOSFf2lUv\/AGqjra6au1o7S+hlUlhKlrddTc31i7FTvz67s0Gw3+oR3Q2RWZugftSoEgH4ySDJH6CtVdD4AV9xlleMMB9Bbu624KnILRsSsnP3lCkAeWulPGMsBAeG5uUyBuWznhlUccspTY\/qfKV\/CrdPHFrxlbpfgbO6yP1RmgX+k3RiaEvBcxMuwpKhiJXsfOgYZx+Z6Cuvwhqcy\/zO7UrOgJjLOr9aBThW3j6zKCobgHJBwM12\/wAt7L703ztbr\/Kqt8QeILK4jGyaSOaNupDIba58kg9+Y+VYEqw9QxoN3BrNUvhTXBeW6y7WRvquhVl2uv1sbgCVPcHHY+lXVApSlApSlApSlApSlArFZpQKUpQdN5bLIjI4DIylWB7EEYIrQ43e3jaNiWl0uRXUk8y2L5GT6nEW5SfVoM16FWreL4ui8V7jKxnpTj71tKQrEjt5GKv+Ab30Ei2wl++MbLqBXHxeElWPzjkj\/Zqp1EhbTUkx+RlaQfMRzZ\/aJrjZyFEtSx5tLo2jnuSkg2Rc\/EPCakapBmTU4z2ktI3H47Z0P+FaCfqLIks028blsz5PULlm3Z7YJ4+VQoYMDS4McIvVYf7qEhf1O6momsyI8Fw4ZupJp8YxgbQJN4UhveWJ4+Aq4hjzqCj\/AGNoB\/zXx\/2qDLnq6iq\/ZtYdx9xknO1PmEjf\/mVQTXzyvI0RxNeubeBh3itYMiWUZz9ouwPYloxXebp1tryePia8uGihJ+yfLbRH9EbWf8M1I8B2CMDcqPoigt7UfdtYuAw+MjDfn3bfdQbNpdkkESQxrtSNQij4AY5PqfjUugFKBSlKBWKzSgximKzSgximKzSgximKzSg47a5UpQKUpQKUpQKUpQKUpQKUpQKUpQK6L21WWN43AZHVkYHsVYEEH4YNd9YNB5bamTp3cBJMqxMnxNxZYeJz8ZIWgP8AUPuraZphLdRsPq3NhIR8drREfulNU\/itfZdRt7jH0U5RJB2G9d0ZY+\/MUx4\/\/DUjRl2\/xbnvC9xaH5K4\/wCwtBXQXCtZwABuq9rpiscjBV5VGAPePPn8avXvzG+q3BH5EJGvx6cCyYH9eYitY0q+TZZW7CJWBtBuJAdxHLc+XnuFMQx+lVkZklgaLeu+71Mhl3Ddsjn83l7\/AJO3\/fQQvECktY6XGSGEK7yD5k6gKM273iMTnn1K16XbQLGqogCqoCqB2CgYAHyArz\/wHCbvUNQ1BhlBJ7LDwPqx4EhHzwM\/jXotApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlBpv8LVoX06V1Vy8REi7F3Hj6\/wCA2Fsn0qj0m6ln6M\/UVYhdQT7FXc5NxFtOZM4C7mc4C5J9a9JuYg6sjDKsCpHvBBB\/dXkPhPMcL27HLW7xIfwtbsgH5pIh+dBeaXp8CJZgRLkX1zliAzN0fa8FmPJ+qKg3cyQWsNx01MkdpcXQbaNxmmIWLJxnlpSBU0ylME9o7jVJPkOtj\/1Kg31oJri2sx2\/mcTj3JbxvdP8jmNfxIoN48DaMLOxgg+0EDOfVpG8zk\/HJq+rC1mgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpWCT7qDNKwKYoM0pSgwRXkWur0NVvUAO2a2M4+LYiLY+duP1169Xln8KtvtvrOUdpYLqAn+puX\/AKv1UHdfncZkPqdQA\/4klug\/e9S\/B0fV1O6lPaLeoPxdxHj5R2yftVDvTmdgOzOf7dzZN\/cpqz\/ghi3Wktwe9zczPn81GMa\/4D+ug3ulKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUClKUCtC\/hgg\/msMo7xXKH3cSK8Xf8AGQVvtaj\/AAqQb9LuuMlEEg9eY2Vhx+IoNKvdQ2I0p+ykcmfxiWX\/AKP3V6J4EsPZ9PtIscrCmf0iNzfvJrxm+u+pbxIBkz+yRfKSIKcfI19BRJtUD3AD9VSDnSlKoUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgVU+LLfqWVyn3oZP8Jq2rpvY90br95WH6wRQfPfhfE1xpUfcF4WP\/ChbP937q+iq+ef4JId+oWQ9I0uTj9HKD\/FX0Inagrhr9sWkUTKWiBLgZJUL9bt3x6gZxVkDXm91pF4ovY7WGeOGSG5Ijd4ji4c5Q2rq25QxLM24gcjt6WGsaJcNLJOgl6i3NsY8SsF6OYhcHp7tp8nUzkZ449KDeajXl8kRQOcGRxGvBOWIJA4HHAPJryDw9uujdhJne5eKUxqsjE4WdWPWPWYRyHCqMpHwTx3rarWwu5blpngkRGuraRVd0JVEt2SQ4DEL5+4HvzQb9XUtwpcx58wAYjnscgc9vQ15cmh6ifa\/o5k60BUBZBtEolUgxMZWbOwkhjt\/Adq2DXNFuFFwlssnT6FuqjqnLhZpGuEV2bcHaM43Ej6w544DbLXUY5JJY0bLwMqSDBG1mRXXkjB8rKePfWNV1GO2ieaVtsaDLEBmwCQPqqCTyR2rzObw7dhbhYrWaOOa4RwGl3zJGLVUUg9YBvpRtIZjgdgcCuvVPD19LbBJoJ5ZTZ26oROAscqYNwJU6gDsx5zhgcUHrdKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFYY1mlB534J\/g8awuhObhZAEmUKEK\/lZFcHOfQDHzr0JBXKlApSlBwSJVJIUAsckgAZPx99c6UoFKUoFKUoFKUoFKUoFKUoFKUoP\/\/Z\" alt=\"Resultado de imagen de La singularidad del agujero negro\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La singularidad del agujero negro\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es tanta la ignorancia que atesoramos sobre la materia que, tapar huecos que para nosotros no tienen explicaci\u00f3n, hablamos de cosas extra\u00f1as como la \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>\u201d que, finalmente, podr\u00eda estar representada por una sustancia c\u00f3smica, o, la sustancia primigenia del Cosmos, que los cl\u00e1sicos griegos llamaron Ylem (la sustancia c\u00f3smica), algo que no sabemos lo que es ni de qu\u00e9 estar compuesta, no emite radiaci\u00f3n y resulta invisible, y, al parecer, seg\u00fan nos dicen, lo \u00fanico que deja \u201cver\u201d\u00a0 o \u201csentir\u201d es la Gravedad que genera y que incide en el devenir del Universo.<\/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.spacetelescope.org\/static\/archives\/images\/large\/heic1103a.jpg\" alt=\"\" width=\"674\" height=\"455\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En realidad, a\u00fan no tenemos claro ni c\u00f3mo pudieron formarse las galaxias a pesar de la expansi\u00f3n de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>, ya que, la materia primigenia del Universo tendr\u00eda que estar escapando continuamente creando Espaciotiempo, y, si qued\u00f3 retenida por alguna fuerza para que las galaxias se formaran&#8230; \u00bfQu\u00e9 seria?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/laspartculasqueformanlamateria-110725193140-phpapp01\/95\/las-partculas-que-forman-la-materia-2-728.jpg?cb=1311622394\" alt=\"Resultado de imagen de Part\u00edculas que forman la materia\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRZ9Vkcf_x45ggYX7CZCwwDw2UnaEC6GOAJxHX8nLBp0rJiQloI&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRrW-bzw6yXBiNgqXmCJJx7MpA3ImirqUqIEku2g7QZmXvTTNDg&amp;s\" alt=\"Imagen relacionada\" \/><\/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:ANd9GcS9phu5A3qY7NCgHi05HBW7Du4TIP2EmH7kx2DAX9S4wFG14vER&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQSIVlWxL3kZXKy-YCgnTAP65Sxs281tB6Hr7HhW9R6EVwDrx7U&amp;s\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Claro que, el comportamiento de la materia es as\u00ed por el simple hecho de que est\u00e1 conformada por min\u00fasculas part\u00edculas (unas m\u00e1s elementales que otras) que, se rigen por el principio de la Mec\u00e1nica cu\u00e1ntica, y, all\u00ed, amigos m\u00edos, nada de lo que ocurre est\u00e1 asociado a lo que nos dicta el sentido com\u00fan. El micro de las part\u00edculas subat\u00f3micas es extra\u00f1o y, en \u00e9l se pueden dar fen\u00f3menos que no podemos llegar a comprender, o, que nos cuesta comprender. No obstante, algunos de esos fen\u00f3menos s\u00ed que han sido descubiertos por los f\u00edsicos y, de esa manera, han ayudado a que conozcamos mejor el mundo en el que vivimos.<\/p>\n<p style=\"text-align: justify;\">Veamos por ejemplo:<\/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=\"Resultado de imagen de Condensado de Bose-Einstein\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Condensado de Bose-Einstein\" \/><\/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 Conensado de Bose-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Principio de exclusi\u00f3n de Pauli\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este Principio cu\u00e1ntico es el que hace posible las estrellas enanas blancas y de <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Debido al <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a><\/a> de Pauli, es imposible que dos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a><\/a> ocupen el mismo estado cu\u00e1ntico (al contrario de lo que ocurre con los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a>). La condensaci\u00f3n Bose-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> es de importancia fundamental explicar el fen\u00f3meno de la superfluidez. A temperaturas muy bajas (del orden de 2\u00d710<sup>-7<\/sup> K) se formar un condensado de Bose-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, en el que varios miles de \u00e1tomos forman una \u00fanica entidad (un super\u00e1tomo). Este efecto ha sido observado con \u00e1tomos de rubidio y litio. ha habr\u00e9is podido suponer, la condensaci\u00f3n Bose-<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> es llamada as\u00ed en honor al f\u00edsico Satyendra Nath Bose (1.894 \u2013 1.974) y a Albert <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. As\u00ed que, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a><\/a> de Pauli no s\u00f3lo a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electrones<\/a>, sino a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a><\/a>; no a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a>.<\/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=\"Resultado de imagen de La radiaci\u00f3n sincrotr\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <strong>radiaci\u00f3n sincrotr\u00f3n<\/strong> es la que produce una part\u00edcula cargada; por ejemplo, un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electr\u00f3n<\/a>, gira en un magn\u00e9tico. En funci\u00f3n de la energ\u00eda del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electr\u00f3n<\/a>, los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> emitidos pueden tener energ\u00edas de radio, de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a><\/a> o mayores.<\/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=\"Resultado de imagen de el LAT ha monitoreado la nebulosa del Cangrejo.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTf2Np8TZe5glGGE4giZveQ3gHkagBrwkw6iE641FnkrdDoFfU5&amp;s\" alt=\"Imagen relacionada\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La observaci\u00f3n de fen\u00f3meno ha sido posible gracias al sat\u00e9lite <strong>Fermi<\/strong>, especializado en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a><\/a>, que con un gran telescopio conocido como <strong>LAT<\/strong> (<strong>Large Area Telescope<\/strong>, por sus siglas en ingl\u00e9s). su puesta en \u00f3rbita, en junio de 2008, el<strong> LAT<\/strong> ha monitoreado la <strong>nebulosa del Cangrej<\/strong><strong>o<\/strong>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si nos fijamos en todo lo que estamos hablando aqu\u00ed, es f\u00e1cil comprender c\u00f3mo \u00a0 un magn\u00e9tico la part\u00edcula cargada que gira, pero ya no resulta tan f\u00e1cil saber por qu\u00e9 ha de lo mismo un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> descargado. Lo cierto es que cuando un rayo de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">neutrones<\/a> incide sobre un hierro magnetizado, no se comporta de la misma forma que lo har\u00eda si el hierro no estuviese magnetizado. El magnetismo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> sigue siendo un misterio; los f\u00edsicos sospechan que contiene cargas positivas y negativas equivalente a cero, aunque por alguna raz\u00f3n desconocida, logran crear un campo magn\u00e9tico cuando gira la part\u00edcula.<\/p>\n<p style=\"text-align: justify;\">Particularmente creo que, si el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> tiene masa, si la masa es energ\u00eda (<em>E = mc<sup>2<\/sup><\/em>), y si la energ\u00eda es electricidad y magnetismo (seg\u00fan Maxwell), el magnetismo del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> no es tan extra\u00f1o, sino que es un aspecto de lo que en realidad es: \u00a1materia! La materia es la luz, la energ\u00eda, el magnetismo, en\u00a0 definitiva, la fuerza que reina en el universo y que est\u00e1 presente de una u otra forma en todas (aunque a veces no podamos verla).<\/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\/d\/d6\/CPdiagram.png\" alt=\"\" width=\"557\" height=\"503\" \/><\/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 Sea cual fuere, la rotaci\u00f3n del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> nos da la respuesta a esas preguntas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 es el anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>? Pues, simplemente, un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> cuyo movimiento rotatorio se ha invertido; su polo sur magn\u00e9tico, por decirlo , est\u00e1 arriba y no abajo. En realidad, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> y el anti<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electr\u00f3n<\/a> y el positr\u00f3n, muestran exactamente el mismo fen\u00f3meno de los polos invertidos. Es indudable que las antipart\u00edculas pueden combinarse para formar la antimateria, de la misma que las part\u00edculas corrientes forman la materia ordinaria.<\/p>\n<p style=\"text-align: justify;\">La primera demostraci\u00f3n efectiva de antimateria se tuvo en Brookhaven en 1.965, donde fue bombardeado un de berilio con 7 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">protones<\/a> BeV y se produjeron combinaciones de antiprotones y antineutrones, o sea, un <em>antideuter\u00f3n<\/em>. entonces se ha producido el <em>antihelio 3<\/em>, y no cabe duda de que se podr\u00eda crear otros antin\u00facleos m\u00e1s complicados a\u00fan si se abordara el problema con m\u00e1s .\u201d<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El experimento de Rutherford\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 no ser\u00e1 capaz de inventar el hombre descubrir los misterios de la naturaleza? Podemos recordar (aunque ha pasado mucho tiempo) lo que hizo Rutherford para identificar la primera part\u00edcula nuclear (la part\u00edcula Alfa). El camino ha sido largo y muy duro, con muchos intentos fallidos antes de ir consiguiendo los triunfos (los \u00fanicos que suenan), y muchos han sido los nombres que contribuyen para conseguir llegar al conocimiento del \u00e1tomo y del n\u00facleo ; los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">electrones<\/a> circulando alrededor del n\u00facleo, en sus diferentes niveles, con un n\u00facleo compuesto de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">neutrones<\/a> que, a su vez, son constituidos por los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">quarks<\/a> all\u00ed confinados por los fluones, las part\u00edculas mediadoras de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a>.\u00a0 , \u00bfqu\u00e9 habr\u00e1 m\u00e1s all\u00e1 de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\">quarks<\/a>?, \u00bflas supercuerdas vibrantes? Alg\u00fan d\u00eda se sabr\u00e1.<\/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\" src=\"http:\/\/k40.kn3.net\/taringa\/3\/0\/6\/4\/0\/6\/\/edunauta\/7E2.jpg?8155\" alt=\"\" width=\"527\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a1Hablamos de tantas cosas! fluctuaciones de part\u00edculas de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a> dadoras de masa que dicen haber hallado en el LHC y que deja m\u00e1s completo al Modelo Est\u00e1ndar de la F\u00edsica de Part\u00edculas que est\u00e1 construido con cerca de veinte par\u00e1metros &#8220;metidos con calzador&#8221;.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, \u00bfexiste en realidad la antimateria? \u00bfHay masas de antimateria en el universo? Si las hubiera, no revelar\u00edan su presencia a cierta distancia. Sus efectos gravitatorios y la luz que produjeran ser\u00edan id\u00e9nticos a los de la materia corriente. Sin embargo, si encontrasen las masas de las distintas materias, deber\u00edan ser claramente perceptibles las reacciones masivas del aniquilamiento mutuo resultante del encuentro. As\u00ed pues, los astr\u00f3nomos observan especulativamente las galaxias, para tratar de alguna actividad inusual que delate interacciones materia-antimateria.<\/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\" src=\"http:\/\/ep01.epimg.net\/sociedad\/imagenes\/2010\/11\/17\/actualidad\/1289948412_850215_0000000000_sumario_normal.jpg\" alt=\"\" width=\"370\" height=\"247\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">38 \u00e1tomos de antimateria atrapados en el Laboratorio, En el experimento Alpha desarrollado en el CERN se combinan positrones y antiprotnes para producir antihidr\u00f3geno \/ NIELS MADSEN \/ ALPHA \/ SWANSEA<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El 22 marzo de 2011 se produjo la creaci\u00f3n de 18 n\u00facleos de antihelio-4\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El 22 marzo de 2011 se produjo la creaci\u00f3n de 18 n\u00facleos de antihelio-4\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El 22 marzo de 2011 se produjo la creaci\u00f3n de 18 n\u00facleos de antihelio-4, lo que fue un hito en la f\u00edsica de alta energ\u00eda. Una de las grandes cuestiones que crean problemas a los cosm\u00f3logos y f\u00edsicos de part\u00edculas es la distribuci\u00f3n de materia y antimateria en el universo. Ciertamente parece que la materia predomina en el cosmos, pero las apariencias pueden enga\u00f1ar. Puede que simplemente vivamos en un rinc\u00f3n del universo que parece estar dominado por la materia. Con logros este, algunos hablan ya de galaxias de antimateria. Lo cierto es que, hoy, encontramos que hay un poco de antimateria extra en nuestro rinc\u00f3n gracias al de la colaboraci\u00f3n STAR en el RHIC del Laboratorio Nacional Brookhaven en los Estados Unidos.<\/p>\n<p style=\"text-align: justify;\">En fin amigos, que como siempre estamos diciendo, nos queda mucho por saber sobre el comportamiento de la materia y, hasta donde \u00e9sta puede llegar con la evoluci\u00f3n a la que est\u00e1 abocada por el transcurso del tiempo, las energ\u00edas y el ritmo del Universo que, como sabemos, es un ritmo en el que el Tiempo, tiene un papel estelar.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/astrojem.com\/imagenes_voltaire\/atomoantimateria.JPG\" alt=\"\" width=\"320\" height=\"181\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Si tuvi\u00e9ramos delante de nuestros ojos \u00e1tomos de materia-antimateria aumentados millones de veces, no sabr\u00edamos distinguir cu\u00e1l es uno y otro, nos parecer\u00edan exactamente iguales y, s\u00f3lo al juntarse y destruirse mutuamente, podr\u00edamos estar seguros de que eran dos clases de materia distintas en sus cargas e iguales, en todo lo dem\u00e1s.<\/p>\n<p style=\"text-align: justify;\">La Materia, en cada momento, est\u00e1 conformada en el nivel que las muchas transiciones de fase ha producido en ella mediante los mecanismos que la Naturaleza tiene ello, y, desde luego, una porci\u00f3n de ella puede estar hoy formando el lecho de un rumoroso r\u00edo, podr\u00eda estar formando de un f\u00e9rtil \u00e1rbol que proporciona una sabrosa fruta, o, \u00bfpor qu\u00e9 no? Podr\u00eda estar formando parte de un ex\u00f3tico <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/antimateria\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujero negro<\/a><\/a>. Cualquier cosa que podamos pensar sobre la materia, en realidad es posible. S\u00f3lo se necesita tiempo para que el cambio, finalmente, 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:ANd9GcQChtXZuSvencE2KwvHykPi06WrxabcTlx6jLA5QW8en-DzkNPV&amp;s\" alt=\"Imagen relacionada\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El ADN del esperma tiene una firma\u2019 (caracter\u00edstica \u00fanica) que s\u00f3lo puede ser reconocida por un \u00f3vulo de la misma especie.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">El ADN del esperma tiene una firma\u2019 (caracter\u00edstica \u00fanica) que <strong>s\u00f3lo puede ser reconocida por un \u00f3vulo de la misma especie<\/strong>. Esto permite la fecundaci\u00f3n e incluso puede explicar <strong>c\u00f3mo una especie desarrolla su propia identidad gen\u00e9tica<\/strong>. Cuando contemplamos que cosas as\u00ed son posibles, llegamos a ser conscientes de que la materia, puede adoptar formas y evolucionar hasta niveles de inconcebibles transiciones de fase que, la lleve en un viaje martavilloso desde lo inerte hasta lo que podemos considerar vivo.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de \u00bfSuceder\u00e1 dentro de 5000 millones de a\u00f1os?\" \/><\/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 En el futuro ser\u00e1n muchas las cosas que habr\u00e1n cambiado y lo que hoy es ma\u00f1ana no ser\u00e1<\/p>\n<p style=\"text-align: justify;\">Dentro de 5.000 millones de a\u00f1os, el Sol se convertir\u00e1 en Gigante roja y engullir\u00e1 planetas, la Tierra quedar\u00e1 al l\u00edmite, sus oc\u00e9anos se evaporaran y la vida, tal como la conocemos, ya no estar\u00e1 presente.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMTEBISEhEQFRIQEBAQEhYQEBIVEBUQFRcYFhYSFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODUtNygtLisBCgoKDg0OGhAQFSsZHR0rLS0tKy0tLSsrLS0tLS0tKystLS0rKystLSstLS0tLS0tNy0tKy03NzgtLS0rKy0tLf\/AABEIAKgBLAMBIgACEQEDEQH\/xAAbAAEAAQUBAAAAAAAAAAAAAAAABQECAwQHBv\/EADgQAAICAQEFBgUCBQQDAQAAAAABAgMRBAYhMTRyBRJBUbHBE2FxgaEikQcUMlLRIzNi8EJD4Rf\/xAAYAQEBAQEBAAAAAAAAAAAAAAAAAQIDBP\/EACIRAQEAAgICAgIDAAAAAAAAAAABAhEDMRMhEkEEMiJRYf\/aAAwDAQACEQMRAD8A4aAAAAAAAAdL2F5OPXZ6nNDpewvJx67PUJXoQAVAAAAUlLBjUZS4bl+fsS3S442r3NGGV31+yNmvQ44r9zYWk80YubtOL+0Y7X\/ay340v7X+CV\/ll4FVQifOr4oiHc\/JlYagk50I1rtIvAfOpeKMUbTIpms9NJcC+E\/NYZuZSudwsbCZUsgy5GmFQAAAAAAAcp2q5y\/r9kRJLbVc5f1+yIkjQAAAAAAAAAAAAAAAAdL2F5OPXZ6nNDpewvJx67PUJXoShUFQLZzSWWXF2hp+JNP\/AMU93k\/mS3TWOO6abTOby1heBK16dJI2o6ZY3GRQONu3qxkjXjUXulGxCvxL\/h5MtNJ6ffwLXp\/+okFWXfDAiZ6f5GGem8kTEqzBbSBDypMNulT+pLToaMM6ippBuPce\/h6Gc2r6creaSi08P7fQ645fTz8mGvcXlCoNuQAAAAA5TtVzl\/X7IiSW2q5y\/r9kRJGgAAAAAAAAAAAAAAAA6XsLyceuz1OaHS9heTj12eoSvQgFGVGLUT4Lxlu+3iS\/ZkMfRIgbJZuX\/FL8noNDI45329PFjqbS9e9GWEcmGiRvVRMt1ZGszqn5GWqtGdRBtqugs+ESHcLfhhUfXTvaLZUG73THOPmRWhbQallZJyRqX1hUXdSRutp3Z8VwJyyPE0roZ8Cys2IiL3FRKOG15Ng9Dx0AAQAAHKdqucv6\/ZESS21XOX9fsiJI0AAAAAAAAAAAAAAAAHS9heTj12epzQ6XsLyceuz1CV6EoypRlRCzt\/15\/VL9kj0PZ12481dHF8\/qn+Cb0Ejz5dvbh1Ho9NYS2ms3Ig9LLgS2mkSGkhCZsRluNSEvwZ1MpG1HzKSMcZlXYFUSLXSVjNF7kFak6zBdDKN2aMNmCCKvpxwNK6JKXLJp3IFec1H+5L7ehaZtd\/uP6IwnfHp4s\/2AAaZAABynarnL+v2REkttVzl\/X7IiSNAAAAAAAAAAAAAAAAB0vYXk49dnqc0Ol7C8nHrs9QlehKMqCohe0IYtz5pM3NDcO06sxUvGL\/DNXTM4ZzVevju8XotPeSmmvPO6WZKae0w2nq9RuMv8z4EJG829G3J7yiUV0vAyd+XiZaVFI19Rr6of1TivrJFGT4mDLXbkhLO2apP9E4y6WmZKNamwJmViMbXeNb4ud5H9pdqquLx4eXHPkgJicYpb2jS1N9b3KUW\/JNHgNf298S11z1NVOIuTlb3pUxw0u73Y75y\/w\/I8dX2rfO9RjdGSU33Wod3fnClFLDXyT+508V1ty82O9Okdpr\/Vf0RrGbVTbcW1vdcW92N5gZvHpwz\/AGVBRFSsgAA5TtVzl\/X7IiSW2q5y\/r9kRJGgAAAAAAAAAAAAAAAA6XsLyceuz1OaHS9heTj12eoSvQgAqLbIZTXnuIiK7smmTJo6+nd30uHExnPTrxZe9LqLMEpTLcQunsT4ErT4HB6m9QzJd2kq\/wBMF3p4zjwS85PwRhlF43JkTq+xZ25TscYve1Fb5Pyk+LNSJtp9r7TTlOFUJxnZZONa\/wBRV6aLbS\/VPi8NrJ5\/sy74upsp1uvjp4QU4uVFfxE7VJxUU4p5XjnO\/cuJv6n+G07JylG9LvZeJVt\/ZNPh8i7S\/wAL7oyz\/MY6INP8s9EmMeXLyVCRzTa5fEV0FbOtX04UoqMsRm8ZTjJYeMvyOldj2TlCLeHuypR\/pkvNEX2T\/DyqiXelK2T4PMkk15YR6zQaKMI92Cfdz4+xzzmO9x24\/lJrJtUrMfsQPbGinOM1B4m8qLayk2t0msr\/AKz1WlrRi1FKzwMde2rNuP8A\/wCc62yXeldVngn+vOPsj0WzX8O\/5eXxLJ96zwajiMV\/xXn8\/wAHQdNhGa2zJvyVjxYx5jt+hRVeFw70ftj\/AOEOTG0l2ZQj1S9v8kOax6ceX9goVBqMAAA5TtVzl\/X7IiSW2q5y\/r9kRJGgAAAAAAAAAAAAAAAA6XsLyceuz1OaHS9heTj12eoSvQgAqAna1HC89+Pn5gozOWO5p04s\/hltr3VwbaW6yOMtL9L81k3dKilK\/Vuwu9xyk1nzwXxWGee+u3u9Ze4lNMjfhpd24hqbWiV0mrLjkxcW5RVg3IzWDW\/mM+RfFmjSl29lFHBfg19VNrCzxYRs1S8TPOOUQF3asld8JUy7kYpuxySTk\/BR4v67iTWpbj+ni1hNrh8xtr4ssVxz4F1rWDDVlLe2\/DL4v5stuswm3wSyRNPKdp2d66b8sR\/bj+WzXHey3L+5uX7vIO8eHK7qgKlEVFQABynarnL+v2REkttVzl\/X7IiSNAAAAAAAAAAAAAAAAB0vYXk49dnqc0Ol7C8nHrs9QlehABUAABRosUnF\/V+JkLJxyYzw+UdeLkuF\/wAbVdmTZpmRMJ4eCR00k8Hlnq6e\/ubSVFzz8iSpsIeLwblFx02mkn3jUumnuaTXzKWW7txhjNLiyxissEktyS+xsVSZBavaOivc7FKX9tac5ftFNmJ7RWTSVOns38XYnCKXm8rP4LtqceV96eklIiu2tRitrxm+6vp4\/gvrdkknY8Y3tRe77vxIXtDVfEnlf0xXdj9PF\/cuM3XDky1NMAAOzyAAAAADlO1XOX9fsiJJbarnL+v2REkaAAAAAAAAAAAAAAAADpewvJx67PU5odL2F5OPXZ6hK9CACoAAAAANbU7t5l0t+BfHMWYtHXlHn5cfe49n4+f8dJirUG3VIilp2llMvptkuKMTbvamLYqUWnwe54fgR0ux6V\/61j571+zNmi9M3ao58jUY19tLT6BR\/pSX0gsm5TTji2\/r7I3FNRXDeaWp1kVvbSNaW5XXutft3Ud2CguM+PSuP+CDSMmr1Dsscn9F0lh1xmo8OeW6AA0wAAAAAOU7Vc5f1+yIkltqucv6\/ZESRoAAAAAAAAAAAAAAAAOl7C8nHrs9Tmh0vYXk49dnqEr0IAKgAAAAAts4Ms0HBl8mY9Ec+R6Px+6ldM8khXpYtEZp+JNaZbjk9LXs7PTKLQNcJyX3JHwMUmwiOu0bw82TfyzhfghYo9Brc4PPvc2vmzpx9uPP0FxTBU7PKAAgAAAAAOU7Vc5f1+yIkltqucv6\/ZESRoAAAAAAAAAAAAAAAAOl7C8nHrs9SoCV6AAFQAAAxztS8QASFq\/QpY3ZWfsU0ixN\/Jv\/ACUByzejh7SEHvJrRy3FAc3pjbXAwzAA0tXY8ERDTNyT80\/z+pen5AOnH248\/wBNTenLit7xksjbLjhY8vEA6vMyQuz4S\/Yv+IvNZ+e71AJtNLwAVAAAcp2q5y\/r9kRIBGgAAAAAAAH\/2Q==\" alt=\"Resultado de imagen de C\u00f3mo ser\u00e1n los humanos en 10 millones de a\u00f1os\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de C\u00f3mo ser\u00e1n los humanos en 10 millones de a\u00f1os\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 Si a\u00fan estamos por aqu\u00ed (que no es seguro) habremos evolucionado<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 seremos nosotros dentro de 10 millones de a\u00f1os? \u00bfEstaremos a\u00fan aqu\u00ed? \u00bfEn qu\u00e9 forma y c\u00f3mo habremos evolucionado? \u00bfQu\u00e9 cambios se habr\u00e1n producido en nosotros? Y, si hemos conseguido vencer ese per\u00edodo de tiempo, lo que de verdad espero es que la Humanidad o lo que pueda ser en lo que se convierta, si tiene consciencia de SER desarrollada, que al menos, con los cambios y mutaciones, no pierda ese bien tan preciado que llamamos\u00a0 SENTIMIENTOS aunque, para entonces, pudieran estar hechos o generados por antimateria.<\/p>\n<p style=\"text-align: justify;\">\u00a1Es todo tan complejo!<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;title=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;title=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;title=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;t=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/01\/09\/%c2%a1materia-%e2%80%93-antimateria-%c2%bfhabra-universos-de-antimateria-3\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;title=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;title=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2020\/01\/09\/%c2%a1materia-%e2%80%93-antimateria-%c2%bfhabra-universos-de-antimateria-3\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;title=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F&amp;t=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=%C2%A1Materia+%E2%80%93+Antimateria%21+%C2%BFHabr%C3%A1+universos+de+antimateria%3F&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F01%2F09%2F%25c2%25a1materia-%25e2%2580%2593-antimateria-%25c2%25bfhabra-universos-de-antimateria-3%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Acelerador de anti-protones del CERN \u00a0All\u00e1 por el a\u00f1o 2011, los medios publicaron la noticia: \u201cEl experimento Alpha del Laboratorio Europeo de F\u00edsica de Part\u00edculas (CERN) ha conseguido atrapar \u00e1tomos de antimateria durante m\u00e1s de 1.000 [&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":[112],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12567"}],"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=12567"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12567\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12567"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12567"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12567"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}