{"id":7927,"date":"2024-08-05T07:28:43","date_gmt":"2024-08-05T06:28:43","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=7927"},"modified":"2024-08-05T07:28:54","modified_gmt":"2024-08-05T06:28:54","slug":"%c2%a1el-vacio-%c2%bfque-es-eso","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2024\/08\/05\/%c2%a1el-vacio-%c2%bfque-es-eso\/","title":{"rendered":"\u00a1El vac\u00edo! \u00bfQu\u00e9 es eso?"},"content":{"rendered":"<p style=\"text-align: justify;\">A lo que nosotros llamamos Vac\u00edo, Nada, Eternidad, Infinito&#8230;, en realidad, son cosas que no existen y, lo tenemos que tomar como dicho en un lenguaje coloquial y distendido, que desea explicar algo pero que no se atiene a los c\u00e1nones cient\u00edficos y a la pulcritud que \u00e9stos requieren.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Resultado de imagen de La NaDa\" width=\"313\" height=\"217\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Resultado de imagen de La eTERNIDAD\" width=\"337\" height=\"205\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de LA ESCALERA AL INFINITO\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRXWRDCjCslh9cs8NpSeb0-g_mAzqeRSzTEbh3Omv0hkEDAPnc8\" alt=\"Resultado de imagen de eL iNFINITO\" width=\"426\" height=\"198\" \/><\/p>\n<p style=\"text-align: justify;\">El aire que respiramos contiene por cent\u00edmetro c\u00fabico 5&#215;10<sup>10<\/sup> \u00e1tomos, esto es, 50 trillones; mientras que en el\u00a0<strong>espacio<\/strong>\u00a0intergal\u00e1ctico la cifra equivalente es de 0,000001 \u00e1tomos. Es decir en el Espacio Interestelar s\u00f3lo hay\u00a010<sup>2<\/sup>\u201410<sup>6 <\/sup>\u00e1tomos por cm<sup>3<\/sup>. As\u00ed que la nada no existe, miremos donde miremos siempre hay. De la misma manera, cuando decimos &#8220;la Nada&#8221; es s\u00f3lo una forma de hablar, all\u00ed, en ese lugar al que nos estemos refiriendo&#8230; \u00a1Hay! En lo que a la Eternidad se refiere&#8230; Es una abstracci\u00f3n de nuestras mentes para significar un Tiempo sin fin, lo que nunca muere. Sin embargo, en nuestro Universo, todo tienen un principio y un final, sin importar lo que cada cosa pueda durar: Una estrella 10.000 millones de a\u00f1os, una mosca una semana, una tortuga gal\u00e1pago 150 a\u00f1os, nosotros 80 a\u00f1os, una monta\u00f1a&#8230;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/apod.nasa.gov\/apod\/image\/1512\/casimirsphere_mohideen_960.jpg\" alt=\"Una fuerza del espacio vac\u00edo: el efecto Casimir\" width=\"571\" height=\"453\" \/><\/p>\n<p style=\"text-align: justify;\">Un d\u00eda, al abrir la p\u00e1gina de la NASA, <strong>Astronom\u00eda Picture Of The Day,<\/strong> me encontr\u00e9 con \u00e9sta imagen de arriba y, el rexto que me ofrec\u00edan era, m\u00e1s o menos:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;<a href=\"http:\/\/physicsweb.org\/box\/world\/15\/9\/6\/pw1509063\">Esta diminuta bola<\/a> es la prueba de que el universo se expandir\u00e1 para siempre. Con algo m\u00e1s de la d\u00e9cima parte de un mil\u00edmetro, la bola se mueve hacia una peque\u00f1a placa en respuesta a fluctuaciones de energ\u00eda en el espacio vac\u00edo.<\/p>\n<p style=\"text-align: justify;\">A d\u00eda de hoy, <a href=\"http:\/\/antwrp.gsfc.nasa.gov\/debate\/debate98.html\">todas las evidencias<\/a> apuntan a que la mayor parte de la densidad energ\u00e9tica del <a href=\"http:\/\/observatorio.info\/2006\/12\/una-fuerza-en-el-espacio-vacio-el-efecto-casimir\/ap011231.html\">universo<\/a> existe en una forma desconocida, a la que cada cual, le da el nombre que estima m\u00e1s adecuado. Tanto la g\u00e9nesis como las caracter\u00edsticas de esta energ\u00eda-masa, son casi totalmente desconocidas, pero se cree que tiene relaci\u00f3n con <a href=\"http:\/\/www.grc.nasa.gov\/WWW\/PAO\/html\/warp\/possible.htm#vac\">fluctuaciones del vac\u00edo<\/a> similares a las del <a href=\"http:\/\/math.ucr.edu\/home\/baez\/physics\/Quantum\/casimir.html\">Efecto Casimir<\/a>.<\/p>\n<p style=\"text-align: justify;\">La comprensi\u00f3n de las <a href=\"http:\/\/focus.aps.org\/v2\/st28.html\">fluctuaciones del vac\u00edo<\/a> es prioritaria en la investigaci\u00f3n, no s\u00f3lo para <a href=\"http:\/\/observatorio.info\/2006\/12\/una-fuerza-en-el-espacio-vacio-el-efecto-casimir\/ap040711.html\">entender mejor nuestro universo<\/a> sino tambi\u00e9n para <a href=\"http:\/\/focus.aps.org\/v8\/st25.html\">evitar que diminutas piezas mec\u00e1nicas de cualquier maquinaria se atraigan entre s\u00ed.&#8221;<\/a><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Pero&#8230;\u00a0 \u00bfQu\u00e9 es el vac\u00edo cu\u00e1ntico?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRfFvwRtPb7R7gNO5KyiTV5x_U2p9LVk2MYtj_rTrOXNWDEZcGq\" alt=\"Resultado de imagen de El vac\u00edo cu\u00e1ntico\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El vac\u00edo cu\u00e1ntico\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/qph.cf2.quoracdn.net\/main-qimg-fd23cbc4b5bddef8e5469bbf2ac1eceb-lq\" alt=\"Qu\u00e9 es el vac\u00edo cu\u00e1ntico? - Quora\" width=\"281\" height=\"158\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Bueno, en todo esto del vac\u00edo hay cosas sorprendentes como, por ejemplo que, todos nosotros, en un 90 por ciento, somos \u00a1espacios vac\u00edos! al estar formados por \u00e1tomos, es decir, materia ordinaria que llamamos bari\u00f3nica. Algunos han llegado a decir que, &#8220;han confirmado que la materia no es otra cosa que fluctuaciones de vac\u00edo&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de La teor\u00eda cu\u00e1ntica de campo\" \/><img decoding=\"async\" src=\"https:\/\/cordis.europa.eu\/docs\/results\/images\/2016-07\/183166.jpg\" alt=\"El vac\u00edo cu\u00e1ntico se puede estudiar con l\u00e1seres | QPQV Project | Results in  brief | FP7 | CORDIS | European Commission\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;En la\u00a0<a title=\"Teor\u00eda cu\u00e1ntica de campos\" href=\"https:\/\/es.wikipedia.org\/wiki\/Teor%C3%ADa_cu%C3%A1ntica_de_campos\">teor\u00eda cu\u00e1ntica de campos<\/a>, el\u00a0<strong>vac\u00edo cu\u00e1ntico<\/strong>\u00a0(o simplemente el\u00a0<strong>vac\u00edo<\/strong>) es el\u00a0<a title=\"Estado cu\u00e1ntico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Estado_cu%C3%A1ntico\">estado cu\u00e1ntico<\/a>\u00a0con la menor\u00a0<a title=\"Energ\u00eda\" href=\"https:\/\/es.wikipedia.org\/wiki\/Energ%C3%ADa\">energ\u00eda<\/a>\u00a0posible. Generalmente no contiene\u00a0<a title=\"Part\u00edcula elemental\" href=\"https:\/\/es.wikipedia.org\/wiki\/Part%C3%ADcula_elemental\">part\u00edculas f\u00edsicas<\/a>. El t\u00e9rmino \u00ab<a title=\"Energ\u00eda del punto cero\" href=\"https:\/\/es.wikipedia.org\/wiki\/Energ%C3%ADa_del_punto_cero\">energ\u00eda del punto cero<\/a>\u00bb es usado ocasionalmente como sin\u00f3nimo para el vac\u00edo cu\u00e1ntico de un determinado campo cu\u00e1ntico.<\/p>\n<p style=\"text-align: justify;\">De acuerdo a lo que se entiende actualmente por vac\u00edo cu\u00e1ntico o \u00abestado de vac\u00edo\u00bb, este \u00abno es desde ning\u00fan punto de vista un simple espacio vac\u00edo\u00bb,<sup id=\"cite_ref-Lambrecht_1-0\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Vac%C3%ADo_cu%C3%A1ntico#cite_note-Lambrecht-1\">1<\/a><\/sup>\u200b y otra vez: \u00abes un error pensar en cualquier vac\u00edo f\u00edsico como un absoluto espacio vac\u00edo\u00bb.<sup id=\"cite_ref-Ray_2-0\"><a href=\"https:\/\/es.wikipedia.org\/wiki\/Vac%C3%ADo_cu%C3%A1ntico#cite_note-Ray-2\">2<\/a><\/sup>\u200b De acuerdo con la\u00a0<a title=\"Mec\u00e1nica cu\u00e1ntica\" href=\"https:\/\/es.wikipedia.org\/wiki\/Mec%C3%A1nica_cu%C3%A1ntica\">mec\u00e1nica cu\u00e1ntica<\/a>, el vac\u00edo cu\u00e1ntico no est\u00e1 realmente vac\u00edo, sino que contiene\u00a0<a title=\"Ondas electromagn\u00e9ticas\" href=\"https:\/\/es.wikipedia.org\/wiki\/Ondas_electromagn%C3%A9ticas\">ondas electromagn\u00e9ticas<\/a>\u00a0fluctuantes y part\u00edculas que saltan dentro y fuera de la existencia&#8221;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/2.bp.blogspot.com\/_W15T4a6NlZk\/TJkG_RglnpI\/AAAAAAAAAn0\/9M-IjUSOlis\/s1600\/AOSLUZ~1.JPG\" alt=\"Resultado de imagen de \u00e2sado u\u00e7y futuro&quot;\" width=\"563\" height=\"291\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0<strong>Claro que, el inexorable transcurrir del Tiempo lo cambia todo<\/strong><\/p>\n<p style=\"text-align: justify;\">Si nos ponemos en ese plan&#8230; \u00a1Qu\u00e9 podr\u00eda surgir en cualquier momento! Todos sabemos que la materia no siempre ocupa el mismo nivel. Unas veces est\u00e1 formando una roca, forma parte de una estrella, est\u00e1 en forma de un \u00e1rbol y, a veces, configura entes pensantes que tienen conciencia, y, si eso es as\u00ed (que lo es), y si la materia surge de esas fluctuaciones de vac\u00edo, \u00a1veremos en qu\u00e9 forma se nos presenta!<\/p>\n<p style=\"text-align: justify;\">Hemos llegado a tener un concepto cierto de un espacio-tiempo como un medio lleno de energ\u00eda virtual que, fue surgiendo de manera gradual a lo largo del siglo XX. Ya a principios del siglo se cre\u00eda que el espacio estaba permeado por un campo energ\u00e9tico e invisible que pod\u00eda producir rozamiento en los cuerpos que en \u00e9l se mov\u00edan y produc\u00eda en ellos una ralentizaci\u00f3n en sus movimientos que, se frenaban con esa interacci\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<div><a href=\"http:\/\/abenteuer-universum.de\/starend\/casi3.gif\"><img decoding=\"async\" src=\"http:\/\/abenteuer-universum.de\/starend\/casi3.gif\" alt=\"\" border=\"0\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcThkNXBY8BEQCn8GJxLnBd4tBWyXazryq2iIOcAvxNxZQ0tzFhS\" alt=\"Resultado de imagen de P\u00e2rt\u00edculas virtuales en imagen GOPs\" width=\"276\" height=\"226\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/st.depositphotos.com\/1025323\/3772\/i\/950\/depositphotos_37729629-stock-photo-virtual-particle-grid.jpg\" alt=\"Resultado de imagen de P\u00e2rt\u00edculas virtuales en imagen GOPs&quot;\" width=\"302\" height=\"226\" \/><\/a><\/div>\n<div><\/div>\n<p style=\"text-align: justify;\">\u00bfY las part\u00edculas virtuales? \u00bfDe d\u00f3nde salen? \u00bfQu\u00e9 energ\u00edas las apoyan? La causa de esto son las fluctuaciones del vac\u00edo. Tambi\u00e9n en el vac\u00edo perfecto se producen constantemente pares de part\u00edculas virtuales de materia y antimateria, que piden \u201cprestada\u201d la energ\u00eda al vac\u00edo, para su formaci\u00f3n y que la devuelven despu\u00e9s de un lapso muy breve, <strong>aniquil\u00e1ndose<\/strong> entre si. No se pueden observar part\u00edculas virtuales, cada observaci\u00f3n las transformar\u00eda inmediatamente en part\u00edculas reales. Pero si, dan una evidencia indirecta de su existencia, por ejemplo, empujando \u00e1tomos de Hidr\u00f3geno levemente de un lado a otro, lo que lleva a un desplazamiento m\u00ednimo medible\u00a0 de su nivel de energ\u00eda m\u00e1s bajo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQZrlpR1vlpJeTvJL0i43pk7Gz8PpolX19duBgztwaOBx7oZWES\" alt=\"Resultado de imagen de Energ\u00eda negativa en el Espacio Interestelar\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/images.ecestaticos.com\/oiByULf0Sg6Lc_R6EK_yPPAVZ_I=\/0x0:1160x652\/1338x752\/filters:fill(white):format(jpg)\/f.elconfidencial.com%2Foriginal%2F0d7%2Fd28%2Fde4%2F0d7d28de4e5ae609ea02e8044f7f2c90.jpg\" alt=\"Viajar de una punta a otra del universo en un instante es posible, dice un  estudio\" width=\"623\" height=\"350\" \/><\/p>\n<p style=\"text-align: justify;\">Dicen que para<strong> viajar por un <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a><\/strong>, se necesita materia ex\u00f3tica o negativa para que mantenga abierta la puerta&#8230; \u00bfC\u00f3mo se podr\u00eda obtener\u00bf<\/p>\n<p style=\"text-align: justify;\">Mediante energ\u00eda negativa se podr\u00eda construir una especie de burbuja en el espacio-tiempo, en cuya parte delantera se contrae el espacio-tiempo, con lo que se disminuye la distancia hacia la meta. Detr\u00e1s de la burbuja, en la cual se encuentra la nave espacial, se expande el espacio-tiempo, con lo cual aumenta la distancia del lugar de partida. Los viajeros no notar\u00edan ning\u00fan movimiento, ellos estar\u00edan relativamente inm\u00f3viles con relaci\u00f3n a su rededor. Mientras que un observador ver\u00eda una determinada velocidad de la burbuja. Seg\u00fan <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> sobrepasar la velocidad de un rayo de luz es imposible, sin embargo una tracci\u00f3n Warp ser\u00eda un atajo l\u00edcito en el espacio-tiempo, al igual que un <a href=\"#\" onclick=\"referencia('agujero de gusano',event); return false;\">agujero de gusano<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/slideplayer.es\/slide\/5575775\/2\/images\/4\/El+%C3%89ter+Lumin%C3%ADfero.jpg\" alt=\"Resultado de imagen de El antiguo \u00c9ter lumin\u00edfero&quot;\" width=\"643\" height=\"482\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/buenasiembra.net\/archivos\/image\/ecologia\/articulos\/nikola_tesla_inventos.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Mucho es lo que se viene hablando de todo esto pero&#8230;con resultados a medias y sin concretar nada que nos lleve al uso pr\u00e1ctico de tales conocimientos intuidos. Comenzamos con aquel \u00e9ter lumin\u00edfero que no pudieron detectar con el experimento Michelson-Morley (parec\u00eda que la velocidad de la luz permanec\u00eda constante aunque la luz se desplazara en la direcci\u00f3n de la rotaci\u00f3n de la Tierra o en la direcci\u00f3n opuesta), se rechaz\u00f3 el \u00e9ter del mundo de los f\u00edsicos. El vac\u00edo universal vino a ocupar su puesto, y, se pensaba que pod\u00eda estar totalmente vac\u00edo cuando no estaba ocupado por la materia.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/amautas.com\/wp-content\/uploads\/2023\/03\/FONDO-CURSO-COMPUTAC.-CUANTICA-scaled.jpg\" alt=\"Vac\u00edo cu\u00e1ntico, \u00bfQu\u00e9 hay donde no hay nada? - Amautas\" width=\"570\" height=\"285\" \/><\/p>\n<blockquote><p>La mec\u00e1nica cu\u00e1ntica revela que el vac\u00edo no est\u00e1 vac\u00edo, sino que\u00a0<b>contiene ondas que se comportan como part\u00edculas, conocidas como fluctuaciones del vac\u00edo.<\/b><\/p><\/blockquote>\n<p style=\"text-align: justify;\">Claro que se ha demostrado que el vac\u00edo cu\u00e1ntico estar lejos de ser \u00a1un espacio vac\u00edo! En las &#8220;Teor\u00edas de Gran Unificaci\u00f3n&#8221; (GUT) que fueron desarrolladas durante la segunda mitad del siglo XX, el concepto de vac\u00edo se transform\u00f3 a partir de un &#8220;campo vac\u00edo&#8221; que &#8220;transporta el campo de Punto Cero o ZPF&#8221;. (El nombre viene dado y deriva del hecho de que estas energ\u00edas de campo han demostrado estar presentes incluso cuando todas las formas cl\u00e1sicas de energ\u00eda desaparecen: en el cero absoluto de temperatura), En las teor\u00edas unificadas subsiguientes, las ra\u00edces de todos los campos y las fuerzas se adscriben a un oc\u00e9ano de energ\u00eda misterioso que llaman &#8220;vac\u00edo unificado&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p><strong><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imagenes.muyinteresante.com\/files\/article_social_75\/uploads\/2023\/12\/20\/65832860bbc90.jpeg\" alt=\"El vac\u00edo lleno de cu\u00e1ntica\" width=\"621\" height=\"326\" \/><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><strong>Un vac\u00edo que est\u00e1 lleno a rebosar<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Sabemos que en otros \u00e1mbitos y para cada cosa, existe un campo unificado pero, \u00bfexiste ese vac\u00edo unificado?<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.i-cpan.es\/fotos\/experimentos\/tubos.jpg\" alt=\"CPAN - Centro Nacional de F\u00edsica de Part\u00edculas, Astropart\u00edculas y Nuclear\" width=\"659\" height=\"408\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Durante las pasadas d\u00e9cadas y ahora con el LHC, se han ido y se van identificando cada vez m\u00e1s interacciones entre este campo fundamental y los observables procesos que ocurren en el mundo real. En los a\u00f1os 60, Paul Dirac demostr\u00f3 que las fluctuaciones en los campos <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermi\u00f3n<\/a>icos (campos de part\u00edculas materiales) produc\u00edan una polarizaci\u00f3n del vac\u00edo, mediante la cual el vac\u00edo afectaba a la masa de las part\u00edculas, a su carga, al <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> o al momento angular.<\/p>\n<p style=\"text-align: justify;\">Existen otros estudios y predicciones que nos dicen y aconsejan no perder de vista todos estos nuevos caminos y que, se seguirlos con la debida seriedad, nos podr\u00edan llevar hac\u00eda nuevos conocimientos que, de alguna manera, podr\u00edan ser muchas de las respuestas que buscamos.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/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%2F2024%2F08%2F05%2F%25c2%25a1el-vacio-%25c2%25bfque-es-eso%2F&amp;title=%C2%A1El+vac%C3%ADo%21+%C2%BFQu%C3%A9+es+eso%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; 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