{"id":3448,"date":"2021-01-06T09:50:51","date_gmt":"2021-01-06T08:50:51","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=3448"},"modified":"2021-01-06T09:51:17","modified_gmt":"2021-01-06T08:51:17","slug":"la-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/06\/la-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza\/","title":{"rendered":"La vida cotidiana difiere de los aspectos de la Naturaleza"},"content":{"rendered":"<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRIcHVBVLgW2_MBUkUMN294BLrjNgbEXoUuAw&amp;usqp=CAU\" alt=\"CORRE BELLA CHICA, CON EL TIEMPO EN TU MANO. Peinture par Zeledon Truque |  Artmajeur\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Facebook viral | Hombre fue grabado cuando estaba solo con su mascota y su  novia se qued\u00f3 sin palabras con lo que descubri\u00f3 | Estados Unidos | USA |  EEUU | Mascotas |\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Pareja En El Techo Del Coche Contemplan El Paisaje De Monta\u00f1a Foto de stock  y m\u00e1s banco de im\u00e1genes de 30-34 a\u00f1os - iStock\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En la vida cotidiana, donde las velocidades son peque\u00f1as, las diferencias entre alguien que corre, otro que anda y otros que est\u00e1n parados, puede ser tan insignificante que, en realidad, es despreciable.<\/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=\"Respuestas (LIV): \u00bfQu\u00e9 pasa si viajamos a la velocidad de la luz? (2\u00aa  Parte) \u2013 Ciencia de Sof\u00e1\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Respuestas (XC): \u00bfPor qu\u00e9 la masa aumenta con la velocidad? \u2013 Ciencia de  Sof\u00e1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Como la velocidad de la luz (c), en el vac\u00edo, es el l\u00edmite impuesto por la Naturaleza para poder desplazarse en nuestro Universo, si un objeto se acerca a esa velocidad, poco a poco se ir\u00e1 frenando y, la energ\u00eda inercial se transformar\u00e1 en masa ( E = mc<sup>2<\/sup><\/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=\"Respuestas (LIV): \u00bfQu\u00e9 pasa si viajamos a la velocidad de la luz? (1\u00aa  Parte) \u2013 Ciencia de Sof\u00e1\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo, un objeto que se mueva a velocidad relativista se acorta a lo largo de la direcci\u00f3n del movimiento, y, adem\u00e1s aumenta su masa.\u00a0 Por ejemplo, las ecuaciones de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial demuestran que un objeto que se mueva aproximadamente al 98 por ciento de la velocidad de la luz, ser\u00e1 medido por un observador inm\u00f3vil como un 80% m\u00e1s corto que cuando estaba parado, es lo que se conoce como la \u201cContracci\u00f3n de Lorentz\u201d, que tambi\u00e9n es totalmente cierta. Pero adem\u00e1s, a estas velocidades ocurre otra curiosidad: la masa del objeto aumenta considerablemente, ya que como el universo limita la velocidad que podemos alcanzar a la de la luz, cuando nos estamos acercando a ella, la energ\u00eda que se traduc\u00eda antes en velocidad, a partir de cierto punto se convierte en masa. No podemos olvidar que E = mc<sup>2<\/sup>, nos dice que la masa es energ\u00eda y la energ\u00eda es masa, son dos aspectos de la misma cosa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.pinimg.com\/originals\/72\/de\/59\/72de59ae6b7a8665c81205bed09b98de.jpg\" alt=\"La teor\u00eda de la relatividad especial, explicada de manera sencilla | Teor\u00eda  de la relatividad, Libros de fisica cuantica, Filosof\u00eda de la ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, en un principio, denomin\u00f3 a su teor\u00eda no como de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, la llam\u00f3 teor\u00eda de la invariabilidad, para reflejar el car\u00e1cter invariable de la velocidad de la luz. La obra de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> demostr\u00f3 que conceptos tales como espacio y tiempo, que anteriormente parec\u00edan estar separados y ser absolutos e inamovibles, en realidad est\u00e1n entrelazados y son relativos. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> demostr\u00f3 adem\u00e1s que otras propiedades f\u00edsicas del universo, sorprendentemente tambi\u00e9n est\u00e1n interrelacionadas. Arriba de esta misma p\u00e1gina se rese\u00f1a su famosa f\u00f3rmula como uno de los ejemplos m\u00e1s importantes que afirma (y qued\u00f3 m\u00e1s que demostrado) que <em>E<\/em> (energ\u00eda) de un objeto y <em>m<\/em> (su masa) no est\u00e1n separados y se puede determinar la energ\u00eda a trav\u00e9s de la masa del objeto (multiplicando esta dos veces por la velocidad de la luz, o sea por <em>c<sup>2<\/sup><\/em>).<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Relatividad Especial: Luz, velodidad, tiempo, masa-energ\u00eda : Blog de Emilio  Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Relatividad Especial: Luz, velodidad, tiempo, masa-energ\u00eda : Blog de Emilio  Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Volvamos a un <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a> que se desplaza a un 99\u2019999 por ciento de la velocidad de la luz, y su masa se multiplica por 224; a un 99\u2019999 por ciento de la velocidad de la luz se multiplica por un factor que es m\u00e1s de 70.000.\u00a0 Como la masa del <a href=\"#\" onclick=\"referencia('muon',event); return false;\">mu\u00f3n<\/a> aumenta sin l\u00edmite a medida que su velocidad se aproxima a la de la luz, ser\u00eda necesario un impulso dado con una cantidad infinita de energ\u00eda para alcanzar o superar la barrera de la velocidad de la luz. Como una cantidad infinita de energ\u00eda no existe, de nuevo aparece el l\u00edmite que el universo impone a la velocidad, nada podr\u00e1 superar la velocidad de la luz. Al menos en este universo que conocemos donde las Constantes Universales, como la masa del Electr\u00f3n, la constante de Estructura fina, o la velocidad de la Luz, son como son para que el universo sea como lo conocemos y para que nosotros podamos estar aqu\u00ed.<\/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=\"Particulas subatomicas qm 2010\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Constante de Estructura Fina | Stargazer\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Transmisi\u00f3n por fibra \u00f3ptica - Monografias.com\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Logran bajar la velocidad de la luz por primera vez - BBC News Mundo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Una m\u00ednima variaci\u00f3n en alguna de estas constantes universales (ver mi libreta pen\u00faltima, anterior a la del 09\/09\/06), seguramente habr\u00eda impedido que nosotros surgi\u00e9ramos a la vida en el planeta Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">De esta lectura podemos sacar la conclusi\u00f3n de que nuestra intuici\u00f3n se equivoca: la informaci\u00f3n que nos transmite nuestros cerebros se limita al movimiento habitual que es extremadamente lento en comparaci\u00f3n con la velocidad de la luz, y estas velocidades tan peque\u00f1as oscurecen el verdadero car\u00e1cter del Espacio y el Tiempo que s\u00ed revela la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial en su aut\u00e9ntica naturaleza y demuestra que difieren radicalmente de cualquier concepci\u00f3n previa.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQlbl3yPoyxiHGIef6TT89ZV6MarKD4dMb7Og&amp;usqp=CAU\" alt=\"Dilataci\u00f3n de tiempo (video) | Khan Academy\" \/><\/p>\n<p style=\"text-align: justify;\">La <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> Especial tiene postulados que&#8230; \u00a1Nos vuelve locos! Como la Dilataci\u00f3n del Tiempo<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sin embargo, entenderlo no era f\u00e1cil; nosotros no nos movemos a la velocidad de la luz, as\u00ed que lo que percibe nuestros sentidos est\u00e1 adecuado a lo que ven. <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> pronto se percat\u00f3 de esto y tambi\u00e9n se dio cuenta de que entre las numerosas repercusiones derivadas de la revelaci\u00f3n de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, una era especialmente profunda: la afirmaci\u00f3n de que nada pod\u00eda sobrepasar la velocidad de la luz que, por otra parte, resultaba incompatible con la reverenciada teor\u00eda de la gravitaci\u00f3n universal de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>. As\u00ed la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, mientras resolv\u00eda un conflicto, hac\u00eda surgir otro.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/uploads\/2008\/09\/matriz.gif\" alt=\"Qui\u00e9n fue Riemann? : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">Tensor m\u00e9trico de Riemann<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Despu\u00e9s de una d\u00e9cada de intenso trabajo y profundos y penosos estudios y, dig\u00e1moslo, con la ayuda del <a href=\"#\" onclick=\"referencia('tensor metrico',event); return false;\">tensor m\u00e9trico<\/a> de Riemann, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> resolvi\u00f3 el dilema mediante su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general. En esta teor\u00eda, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> una vez m\u00e1s, revolucionaba nuestro modo de comprender el espacio y el tiempo y demostr\u00f3 que \u00e9stos se distorsionan y se curvan para transmitir la fuerza de gravedad creada por la presencia de grandes masas como planetas o estrellas y galaxias.<\/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 Premio Nobel concedido a Einstein | Cuentos Cu\u00e1nticos\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\u26a1\ufe0f \u00bfQu\u00e9 es el efecto fotoel\u00e9ctrico? - Ondas y Part\u00edculas\" \/><\/p>\n<p style=\"text-align: justify;\">1923<\/p>\n<p style=\"text-align: justify;\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> gan\u00f3 el premio Nobel de F\u00edsica por su trabajo sobre el <em>efecto fotoel\u00e9ctrico<\/em> que le inspir\u00f3 el trabajo de Max Planck de 1900, sobre la radiaci\u00f3n de energ\u00eda de cuerpo negro, emitida por paquetes discretos a los que llam\u00f3 \u201ccuantos\u201d.<\/p>\n<p style=\"text-align: justify;\">En realidad, le tendr\u00edan que haber concedido otro Nobel por su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> especial, tal es su importancia.<\/p>\n<p style=\"text-align: justify;\">Y, desde luego, otro tercer Nobel por su <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general; los tres trabajos son de tal profundidad e importancia y tuvieron tanta trascendencia para el mundo de la f\u00edsica y la cosmolog\u00eda que, podemos decir sin temor a equivocarnos, que los tres trabajos cambiaron el transcurso del mundo y, posibilit\u00f3 que la Humanidad entendiera mejor el Universo y las leyes que lo rigen.<\/p>\n<p style=\"text-align: right;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;title=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;title=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;title=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;t=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/01\/06\/la-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;title=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;title=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2021\/01\/06\/la-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;title=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%2F&amp;t=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza' 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=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%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=La+vida+cotidiana+difiere+de+los+aspectos+de+la+Naturaleza&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F01%2F06%2Fla-vida-cotidiana-difiere-de-los-aspectos-de-la-naturaleza%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>En la vida cotidiana, donde las velocidades son peque\u00f1as, las diferencias entre alguien que corre, otro que anda y otros que est\u00e1n parados, puede ser tan insignificante que, en realidad, es despreciable. Como la velocidad de la luz (c), en el vac\u00edo, es el l\u00edmite impuesto por la Naturaleza para poder desplazarse en nuestro Universo, [&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":[6],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3448"}],"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=3448"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/3448\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=3448"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=3448"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=3448"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}