{"id":6846,"date":"2025-12-26T05:38:49","date_gmt":"2025-12-26T04:38:49","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=6846"},"modified":"2025-12-26T05:38:39","modified_gmt":"2025-12-26T04:38:39","slug":"la-busqueda-interminable-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/12\/26\/la-busqueda-interminable-2\/","title":{"rendered":"La b\u00fasqueda interminable"},"content":{"rendered":"<p style=\"text-align: justify;\">Las fuerzas que podemos sentir en la vida cotidiana, es decir, la Gravedad y el electromagnetismo, aumentan con la cercan\u00eda: as\u00ed, cuando m\u00e1s cerca est\u00e1 un clavo de un im\u00e1n o una manzana del suelo, m\u00e1s se ver\u00e1n atra\u00eddos.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Juguetes y objetos con imanes, un alto riesgo para la salud del ni\u00f1o | Faros HSJBCN\" \/><img decoding=\"async\" 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\" alt=\"Fuerza de gravedad\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Por el contrario, la interacci\u00f3n fuerte disminuye cuanto m\u00e1s cerca y juntas est\u00e1n las part\u00edculas en el interior del n\u00facleo\u00a0 de los \u00e1tomos, aumentando cuando las part\u00edculas se alejan las unas de las otras. La <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> es la \u00fanica de las cuatro fuerzas que aumenta con la distancia.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/resizer.glanacion.com\/resizer\/v2\/JETSJWVEHFHYFLDWH7SPRO3SAA.jpg?auth=4f9493fbb67de8894a9bff424df43bb320b2f3c34cb493d33819b7166584525a&amp;width=768&amp;quality=70&amp;smart=false\" alt=\"El Nobel por explicar el universo subat\u00f3mico - LA NACION\" width=\"611\" height=\"1138\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El descubrimiento de esta extra\u00f1a propiedad, llamada <strong><a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a><\/strong>, supuso toda una revoluci\u00f3n te\u00f3rica en los a\u00f1os 70 (se public\u00f3 en 1.973), pero ya plenamente respaldada por los experimentos en los aceleradores de part\u00edculas, aconsej\u00f3, a la Academia, conceder 30 a\u00f1os m\u00e1s tarde, el Premio Nobel de F\u00edsica a sus autores.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/brandesautographs.com\/cdn\/shop\/files\/frank-wilczek-autograph-signed-photographs-39058870927509.jpg?v=1702906497&amp;width=1068\" alt=\"Frank Wilczek Autograph Autogramm | ID 8087588536469\" width=\"448\" height=\"306\" \/><\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 <strong>\u00a0Franck Wilczek, cuando recibi\u00f3 la noticia del Nobel, dijo:<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>&#8220;Ha sido un gran alivio.\u00a0 He estado pensando en ello durante mucho tiempo&#8221;<\/strong><\/p>\n<p style=\"text-align: justify;\"><strong>&#8220;No estaba claro que fuera un adelanto en aquel momento. La teor\u00eda que propusimos era descabellada en muchos aspectos y tuvimos que dar muchas explicaciones&#8221;, reconoci\u00f3 el investigador.&#8221;<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p><img decoding=\"async\" class=\"aligncenter\" 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\" alt=\"30 Part\u00edculas elementales - Din\u00e1mica - Cromodin\u00e1mica cu\u00e1ntica diagramas de Feynman fundamentales - YouTube\" \/><img decoding=\"async\" class=\"aligncenter\" 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alt=\"ESTO ES F\u00cdSICA!: Cromodin\u00e1mica Cu\u00e1ntica (QCD) y confinamiento\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Tanto Wilczek como Politzer eran aun aspirantes a doctores en 1.973, cuando publicaron su descubrimiento en <strong>Physical Review letters.<\/strong>\u00a0 Junto a su informe, la misma revista incluy\u00f3 el trabajo de David Gross, que unido al de los dos estudiantes ha dado lugar a la celebrada teor\u00eda de la<strong> Cromo din\u00e1mica Cu\u00e1ntica (QCD).<\/strong><\/p>\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;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" loading=\"lazy\" title=\"IMAGEN\" src=\"http:\/\/axxon.com.ar\/noticias\/imagenes\/2010\/0409-quarkstrange1.jpg\" alt=\"\" width=\"448\" height=\"301\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> vienen en seis diferentes &#8220;sabores&#8221; y poseen una carga de color<\/strong><\/p>\n<p style=\"text-align: justify;\">Siguiendo una arraigada costumbre de la F\u00edsica de part\u00edculas, los investigadores emplearon nombres comunes y desenfadados para se\u00f1alar sus nuevos descubrimientos y llamaron &#8220;colores&#8221; a las intrincadas propiedades de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>.<\/p>\n<p style=\"text-align: justify;\">Por ello, su teor\u00eda es conocida en la actualidad por el nombre de Cromo-din\u00e1mica (cromo significa &#8220;color&#8221; en griego), a pesar de que no tienen nada que ver con lo que entendemos y llamamos color en nuestra vida cotidiana, sino con el modo en que los componentes del n\u00facleo at\u00f3mico permanecen unidos.\u00a0 En este sentido, resulta mucho m\u00e1s intuitiva, aunque no menos divertida, la denominaci\u00f3n de las part\u00edculas que hacen posible la interacci\u00f3n fuerte, llamadas <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>, (Glue es &#8220;pegamento&#8221; en ingl\u00e9s).<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" src=\"https:\/\/i.imgur.com\/r1jnzlF.png\" \/><\/p><\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Al igual que en la teor\u00eda electromagn\u00e9tica, las part\u00edculas pueden tener carga positiva o negativa, los componentes m\u00e1s diminutos del n\u00facleo at\u00f3mico pueden ser rojos, verdes o azules.<\/p>\n<p style=\"text-align: justify;\">Adem\u00e1s, de manera an\u00e1loga a como las cargas opuestas se atraen en el mundo de la electricidad y el magnetismo, tambi\u00e9n los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> de distinto color se agrupan en tripletes para formar <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> del n\u00facleo at\u00f3mico.<\/p>\n<p style=\"text-align: justify;\">Pero estas no son las \u00fanicas similitudes, ni siquiera las m\u00e1s profundas, que existen entre las distintas fuerzas que rigen el Universo. De hecho, los cient\u00edficos esperan que, en \u00faltima instancia, todas las interacciones conocidas sean en realidad la manifestaci\u00f3n variada de una sola fuerza que rige y gobierna todo el cosmos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Nobel de F\u00edsica premia la explicaci\u00f3n del comportamiento de los quarks | Edici\u00f3n impresa | EL PA\u00cdS\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El Nobel de F\u00edsica premia la explicaci\u00f3n del comportamiento de los quarks | Edici\u00f3n impresa | EL PA\u00cdS\" width=\"126\" height=\"183\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan la Academia Sueca, el trabajo premiado a estos tres F\u00edsicos, &#8220;constituye un paso importante dentro del esfuerzo para alcanzar la descripci\u00f3n unificada de todas las fuerzas de la Naturaleza&#8221;.\u00a0 Lo que llamamos teor\u00eda del todo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/novaciencia.es\/wp-content\/uploads\/mit.jpg\" alt=\"Un almeriense estudiar\u00e1 en el MIT gracias a la Fundaci\u00f3n Eduarda Justo - Nova Ciencia\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Seg\u00fan<strong> Frank Wiczek<\/strong>, que ahora pertenece al <strong>Instituto Tecnol\u00f3gico de Massachussets (MIT)<\/strong>, su descubrimiento &#8220;reivindica la idea de que es posible comprender a la Naturaleza racionalmente&#8221;.\u00a0 El f\u00edsico tambi\u00e9n record\u00f3 que &#8220;fue una labor arraigada en el trabajo experimental, m\u00e1s que en la intuici\u00f3n&#8221;, y agradeci\u00f3 &#8220;a Estados Unidos por un sistema de ense\u00f1anza p\u00fablica que tantos beneficios me ha dado&#8221;.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/www.ecured.cu\/images\/thumb\/f\/fe\/Quarks.gif\/260px-Quarks.gif\" alt=\"Quark - EcuRed\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Quarks - Concepto, descubrimiento, modelo y caracter\u00edsticas\" width=\"352\" height=\"176\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sabemos que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> (hasta el momento) son las part\u00edculas m\u00e1s elementales del n\u00facleo at\u00f3mico donde forman <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.\u00a0 La interacci\u00f3n fuerte entre los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> que forman el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> es tan intensa que los mantiene permanentemente confinados en su interior, en una regi\u00f3n \u00ednfima. Y, all\u00ed, la fuerza crece con la distancia, si los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> tratan de separarse, la fuerza aumenta (confinamiento de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>), si los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> est\u00e1n juntos los unos a los otros, la fuerza decrece (<a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a> de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>).\u00a0 Nadie ha sido capaz de arrancar un quak libre fuera del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/p>\n<p style=\"text-align: justify;\">Con aceleradores de part\u00edculas a muy altas energ\u00edas, es posible investigar el comportamiento de los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> a distancias muchos m\u00e1s peque\u00f1as que el tama\u00f1o del <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a>.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Muelles \u00b7 LEROY MERLIN\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQjLIz_1vOwxUO6MNI0rJ8Yl_G9ZHob33ls2g&amp;usqp=CAU\" alt=\"Cane Creek Valt Lightweight amortiguador muelle de acero\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">As\u00ed, el trabajo acreedor al Nobel demostr\u00f3 que la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> act\u00faa como un muelle de acero, si lo estiramos (los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> se separan), la fuerza aumenta, si lo dejamos en reposo, en su estado natural, los anillos juntos (los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> unidos), la fuerza es peque\u00f1a.<\/p>\n<p style=\"text-align: justify;\">As\u00ed que la Cromo-din\u00e1mica Cu\u00e1ntica (QCD) describe rigurosamente la interacci\u00f3n fuerte entre los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y, en el desarrollo de esta teor\u00eda, como se ha dicho, jugaron un papel fundamental los tres ganadores del Nobel de F\u00edsica de 2004 cuyas fotos y nombres hemos puesto antes.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/-9VkzE5fvjuI\/T0ZhvDq-PZI\/AAAAAAAAAgs\/xNIWMOai6wI\/s1600\/LHC.jpg\" alt=\"\" width=\"572\" height=\"509\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Trabajos y estudios realizados en el acelerador LEP del CER durante la d\u00e9cada de los 90 han hecho posible medir con mucha precisi\u00f3n la intensidad de la interacci\u00f3n fuerte en las desintegraciones de las part\u00edculas z y t, es decir a energ\u00edas de 91 y 1,8 Gev, los resultados obtenidos est\u00e1n en perfecto acuerdo con las predicciones de ACD, proporcionando una verificaci\u00f3n muy significativa de <a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a>.<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/e00-elmundo.uecdn.es\/assets\/multimedia\/imagenes\/2015\/06\/03\/14333257924854.jpg\" alt=\"La 'm\u00e1quina del Big Bang' vuelve a explorar los enigmas de la materia a una energ\u00eda sin precedentes | Ciencia | EL MUNDO\" width=\"478\" height=\"245\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/noticiasyclasificadosdeginebra.files.wordpress.com\/2010\/11\/cms-iones.png\" alt=\"Cern Recrea un Mini Big-Bang Utilizando Iones en el LHC (fotos) \u2013 \u2026 y Suiza en espa\u00f1ol\" width=\"441\" height=\"248\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Mini <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> a 100 metros bajo tierra<\/strong><\/p>\n<p style=\"text-align: justify;\">Por aquel entonces os dec\u00eda:<\/p>\n<p style=\"text-align: justify;\">!Habiendo mencionado el CERN (Centro Europeo de Investigaci\u00f3n Nuclear.), me parece muy oportuno recordar aqu\u00ed que est\u00e1 a punto de finalizar la construcci\u00f3n del LHC (el Gran Colisionador de Hadrones, el acelerador de part\u00edculas m\u00e1s grande del mundo ).<\/p>\n<p>&nbsp;<\/p>\n<p><iframe loading=\"lazy\" title=\"Recrean un mini Big Bang\" width=\"500\" height=\"375\" src=\"https:\/\/www.youtube.com\/embed\/cXriLc4h4Co?feature=oembed\" frameborder=\"0\" allow=\"accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share\" referrerpolicy=\"strict-origin-when-cross-origin\" allowfullscreen><\/iframe><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Simular el nacimiento del Universo no resulta nada sencillo.\u00a0 Primero hay que excavar un t\u00fanel subterr\u00e1neo de 100 m. de profundidad, en cuyo interior se debe construir un anillo met\u00e1lico de 27 kil\u00f3metros enfriado por imanes superconductores cuya funci\u00f3n es mantener una temperatura bastante fresca, nada menos que 271 grados bajo cero.<\/p>\n<p style=\"text-align: justify;\">A continuaci\u00f3n, hay que a\u00f1adir a la ecuaci\u00f3n dos pu\u00f1ados de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, lanzados al vac\u00edo de este tubo subterr\u00e1neo en direcciones opuestas, y a una velocidad inimaginable que pr\u00e1cticamente debe rozar la velocidad de c. la velocidad de la luz en el vac\u00edo.\u00a0 Es solo entonces cuando los m\u00faltiples colisiones de part\u00edculas que se produzcan en el interior del anillo producir\u00e1n condiciones que exist\u00edan inmediatamente despu\u00e9s del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, ese descomunal estallido c\u00f3smico que dio el pistoletazo de salida para el surgimiento de nuestro mundo y de la vida inteligente a partir de esta materia inerte creada y evolucionada despu\u00e9s en las estrellas.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/liberactio.com\/wp-content\/uploads\/2024\/11\/LA-033036.jpg\" alt=\"Vida inteligente en el Universo\" width=\"428\" height=\"571\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<div class=\"WaaZC\">\n<div class=\"rPeykc\" style=\"text-align: justify;\" data-hveid=\"CBkQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQo_EKegQIGRAB\"><span data-huuid=\"8888647011862801460\">La vida inteligente en el universo sigue siendo un misterio que nos fascina, y, aunque no existen pruebas concluyentes de su existencia fuera de nuestro planeta (la Tierra), la Ciencia explora sus posibilidades a trav\u00e9s de proyectos como SETI y la b\u00fasqueda de exoplanetas que re\u00fanan las mismas condiciones que la Tierra. Las estimaciones var\u00edan enormemente y no pocos sugieren que podr\u00edamos ser \u00fanicos en este planeta, debido a la rareza de la evoluci\u00f3n de un Ser vivo hasta la Consciencia, mientras que otros nos hablan de la posibilidad cierta de la existencia de millones de Civilizaciones, una idea que populariz\u00f3\u00a0 (entre otros), el Libro\u00a0 &#8220;Vida Inteligente en el Universo&#8221; de Carl Sagan y I.S. <\/span><span data-huuid=\"8888647011862799873\">Shklovskii. <\/span><span data-huuid=\"8888647011862800795\"><span class=\"pjBG2e\" data-cid=\"c4d05992-d716-4e1e-a255-c3550cd1eed3\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/span><\/div>\n<div data-hveid=\"CBkQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQo_EKegQIGRAB\"><\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__50\" class=\"bsmXxe\" role=\"none\">\n<div class=\"rPeykc uP58nb\" data-hveid=\"CHkQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQo_EKegQIeRAB\"><strong><span role=\"heading\" aria-level=\"2\">\u00bfQu\u00e9 es la vida inteligente?<\/span><\/strong><\/div>\n<\/div>\n<div data-hveid=\"CHkQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQo_EKegQIeRAB\"><\/div>\n<\/div>\n<div class=\"niO4u\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/fotografias.lasexta.com\/clipping\/cmsimages02\/2021\/04\/12\/BD9CA878-C4D2-4366-B36B-113C94FE0947\/98.jpg?crop=5929,3336,x126,y0&amp;width=1900&amp;height=1069&amp;optimize=high&amp;format=webply\" alt=\"Observatorio del Roque de los Muchachos, probablemente el mejor lugar del  mundo para ver las estrellas\" width=\"715\" height=\"403\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/6\/65\/Great_Observatories.jpg\" alt=\"Grandes Observatorios - Wikipedia, la enciclopedia libre\" width=\"714\" height=\"467\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/ichef.bbci.co.uk\/ace\/ws\/640\/cpsprodpb\/1681E\/production\/_113109129_placa-456.jpg.webp\" alt=\"Qu\u00e9 dice el mensaje que el astr\u00f3nomo Carl Sagan les envi\u00f3 a los  extraterrestres (y por qu\u00e9 se arm\u00f3 un esc\u00e1ndalo por su dise\u00f1o) - BBC News  Mundo\" width=\"713\" height=\"490\" \/><\/div>\n<div><\/div>\n<div><\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__18\" class=\"bsmXxe\" role=\"none\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__20\" class=\"bsmXxe\" role=\"none\">\n<ul>\n<li><span data-huuid=\"8888647011862801052\">Se define a menudo como vida con capacidad de\u00a0<a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;sca_esv=62e345f31140e71e&amp;rlz=1C1FHFK_enES1150ES1150&amp;sxsrf=AE3TifNRArtn2OEtj9RwV0ER076BkoFisg%3A1766721755443&amp;q=observaci%C3%B3n+astron%C3%B3mica&amp;sa=X&amp;ved=2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQxccNegUItgEQAQ&amp;mstk=AUtExfDlxELybfTa-vBtF1y9F8uXMByDYaKiEFF4IJQqjeoMjnDuo54oTeJhWZCtUGeI1BT6flp4t-NwGdheUoBfZ8BgJ6o5MbsnPTWB6uOhpzquIG1qlX2tpALBijcEgS1eq1hCUgCiJaJUz7qqOvRFWnss8KOhGSoGhe4awof6_-ES7bVSOufyg2oDj_H5bDyDq77og8zp0PmPGfOw4zmV2yWRZAk-rzX--wFW79BpkLG0cEsTKTRDvtzjT17LuUcGm437tHt32CKIu_TQ1m0oSdaG&amp;csui=3\" data-hveid=\"CLYBEAE\">observaci\u00f3n astron\u00f3mica<\/a>\u00a0o de enviar se\u00f1ales fuera de su planeta (una\u00a0<span class=\"M5tQyf\"><a class=\"DTlJ6d\" href=\"https:\/\/www.google.com\/search?newwindow=1&amp;sca_esv=62e345f31140e71e&amp;rlz=1C1FHFK_enES1150ES1150&amp;sxsrf=AE3TifNRArtn2OEtj9RwV0ER076BkoFisg%3A1766721755443&amp;q=tecnofirma&amp;sa=X&amp;ved=2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQxccNegUItgEQAg&amp;mstk=AUtExfDlxELybfTa-vBtF1y9F8uXMByDYaKiEFF4IJQqjeoMjnDuo54oTeJhWZCtUGeI1BT6flp4t-NwGdheUoBfZ8BgJ6o5MbsnPTWB6uOhpzquIG1qlX2tpALBijcEgS1eq1hCUgCiJaJUz7qqOvRFWnss8KOhGSoGhe4awof6_-ES7bVSOufyg2oDj_H5bDyDq77og8zp0PmPGfOw4zmV2yWRZAk-rzX--wFW79BpkLG0cEsTKTRDvtzjT17LuUcGm437tHt32CKIu_TQ1m0oSdaG&amp;csui=3\" data-hveid=\"CLYBEAI\">tecnofirma<\/a>)<\/span>.<\/span><\/li>\n<\/ul>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__47\" class=\"bsmXxe\" role=\"none\">\n<div class=\"rPeykc uP58nb\" data-hveid=\"CHgQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQo_EKegQIeBAB\"><strong><span role=\"heading\" aria-level=\"2\">Argumentos a favor y en contra de su existencia:<\/span><\/strong><\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__25\" class=\"bsmXxe\" role=\"none\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__30\" class=\"bsmXxe\" role=\"none\">\n<ul>\n<li>\n<div class=\"zMgcWd dSKvsb\" data-il=\"\">\n<div data-crb-p=\"\">\n<div class=\"xFTqob\">\n<div class=\"Gur8Ad\"><span data-huuid=\"8888647011862801309\"><strong>Optimistas (Sagan):<\/strong><\/span><\/div>\n<div class=\"vM0jzc\" style=\"text-align: justify;\"><span data-huuid=\"8888647011862799722\">Dada la vastedad del cosmos y la cantidad de planetas, la probabilidad de que la vida, incluso inteligente, surja es alta, aunque la comunicaci\u00f3n es dif\u00edcil por las distancias.<span class=\"pjBG2e\" data-cid=\"010a13f7-64c1-41ae-a244-c8758ffd5826\"><span class=\"UV3uM\"> Adem\u00e1s, la falta de pruebas no es prueba de ausencia.<\/span><\/span><\/span><\/p>\n<div class=\"NPrrbc\" data-cid=\"010a13f7-64c1-41ae-a244-c8758ffd5826\" data-uuids=\"8888647011862801309,8888647011862799722\">\n<div class=\"BMebGe btku5b LwdV0e FR7ZSc OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CMsBEAE\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQ3fYKegUIywEQAQ\">\n<div class=\"niO4u\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<\/li>\n<\/ul>\n<\/div>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/4.bp.blogspot.com\/-r5e-Yof6AjI\/VHYSB-84PQI\/AAAAAAAAGYE\/8xEBuUm2tRo\/s1600\/1b2un-montn-de-casualidades-2-638.jpg\" alt=\"Principio Antr\u00f3pico : Blog de Emilio Silvera V.\" \/><\/p>\n<p>&nbsp;<\/p>\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__25\" class=\"bsmXxe\" role=\"none\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__33\" class=\"bsmXxe\" role=\"none\">\n<ul>\n<li>\n<div class=\"zMgcWd dSKvsb\" data-il=\"\">\n<div data-crb-p=\"\">\n<div class=\"xFTqob\">\n<div class=\"Gur8Ad\"><span data-huuid=\"8888647011862800644\"><strong>Pesimistas (y el Principio Antr\u00f3pico):<\/strong><\/span><\/div>\n<div class=\"vM0jzc\" style=\"text-align: justify;\"><span data-huuid=\"8888647011862799057\">La evoluci\u00f3n de la vida compleja e inteligente es una cadena de eventos muy improbable, sugiriendo que podr\u00edamos ser la \u00fanica civilizaci\u00f3n, o una entre muy pocas, en la galaxia.<\/span><\/p>\n<div class=\"NPrrbc\" data-cid=\"5ee641dc-eccc-41b3-bde1-6272189810bc\" data-uuids=\"8888647011862800644,8888647011862799057\">\n<div class=\"BMebGe btku5b LwdV0e FR7ZSc OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CMkBEAE\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQ3fYKegUIyQEQAQ\">\n<div class=\"niO4u\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/li>\n<\/ul>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__56\" class=\"bsmXxe\" role=\"none\">\n<div class=\"rPeykc uP58nb\" data-hveid=\"CHAQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQo_EKegQIcBAB\"><strong><span role=\"heading\" aria-level=\"2\">B\u00fasqueda de vida inteligente<\/span><\/strong><\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__39\" class=\"bsmXxe\" role=\"none\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__40\" class=\"bsmXxe\" role=\"none\">\n<ul>\n<li>\n<div class=\"zMgcWd dSKvsb\" data-il=\"\">\n<div data-crb-p=\"\">\n<div class=\"xFTqob\">\n<div class=\"Gur8Ad\"><strong>Exoplanetas:<\/strong><\/div>\n<div class=\"vM0jzc\" style=\"text-align: justify;\"><span data-huuid=\"8888647011862799571\">Se han descubierto miles, buscando aquellos en la zona habitable de sus estrellas.<\/span><\/p>\n<div class=\"NPrrbc\" data-cid=\"cb8b3254-6abb-4e41-ae06-d51294022f2a\" data-uuids=\"8888647011862801158,8888647011862799571\">\n<div class=\"BMebGe btku5b LwdV0e FR7ZSc OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CMYBEAE\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQ3fYKegUIxgEQAQ\">\n<div class=\"niO4u\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><img decoding=\"async\" src=\"https:\/\/joseantoniomartin.wordpress.com\/wp-content\/uploads\/2015\/10\/energia-oscura-6.jpg\" alt=\"Principio antr\u00f3pico, la energ\u00eda oscura y los multiversos. | Blog de Jose  Antonio Martin\" \/><\/div>\n<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<\/div>\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__43\" class=\"bsmXxe\" role=\"none\">\n<ul>\n<li>\n<div class=\"zMgcWd dSKvsb\" data-il=\"\">\n<div data-crb-p=\"\">\n<div class=\"xFTqob\">\n<div class=\"Gur8Ad\"><span data-huuid=\"8888647011862800493\"><strong>Se\u00f1ales (SETI):<\/strong><\/span><\/div>\n<div class=\"vM0jzc\" style=\"text-align: justify;\"><span data-huuid=\"8888647011862798906\">Se buscan &#8220;tecno-firmas&#8221; como el reflejo de luz de paneles solares en exoplanetas, aunque la detecci\u00f3n requiere tecnolog\u00edas muy avanzadas.<\/span><\/p>\n<div class=\"NPrrbc\" data-cid=\"fb1ad0ac-5af3-4c87-9117-c307cd2625c7\" data-uuids=\"8888647011862800493,8888647011862798906\">\n<div class=\"BMebGe btku5b LwdV0e FR7ZSc OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CMQBEAE\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQ3fYKegUIxAEQAQ\">\n<div class=\"niO4u\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/7\/70\/Setiathomeversion4point45.png\/1200px-Setiathomeversion4point45.png\" alt=\"SETI@home - Wikipedia, la enciclopedia libre\" width=\"704\" height=\"526\" \/><\/div>\n<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__53\" class=\"bsmXxe\" role=\"none\">\n<div class=\"rPeykc uP58nb\" data-hveid=\"CHUQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQo_EKegQIdRAB\"><strong><span role=\"heading\" aria-level=\"2\">Conclusi\u00f3n actual:<\/span><span class=\"pjBG2e\" data-cid=\"ff7240d3-cbec-4ed5-9048-e231afd80ae7\"><span class=\"UV3uM\">\u00a0<\/span><\/span><\/strong><\/p>\n<div class=\"NPrrbc\" data-cid=\"ff7240d3-cbec-4ed5-9048-e231afd80ae7\" data-uuids=\"8888647011862799828,8888647011862799163\">\n<div class=\"BMebGe btku5b LwdV0e FR7ZSc OJeuxf\" tabindex=\"0\" role=\"button\" aria-label=\"Ver enlaces relacionados\" data-hveid=\"CHQQAQ\" data-ved=\"2ahUKEwj2vpm1r9qRAxUOywIHHe7ZC2QQ3fYKegQIdBAB\">\n<div class=\"niO4u\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"WaaZC\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__26\" class=\"bsmXxe\" role=\"none\">\n<div id=\"2whOabblGo6Wi-gP7rOvoAY__36\" class=\"bsmXxe\" role=\"none\">\n<ul>\n<li style=\"text-align: justify;\"><span data-huuid=\"8888647011862799163\">A pesar de la ciencia ficci\u00f3n y los modelos, hoy no hay evidencia de vida inteligente extraterrestre, y la existencia de civilizaciones m\u00e1s all\u00e1 de la Tierra sigue siendo una de las mayores preguntas sin respuesta.<\/span><\/li>\n<\/ul>\n<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">\u00a0 Yo no apostar\u00eda por cu\u00e1ntas formas de vida inteligente pudieran estar presentes en el Universo- Solo en la V\u00eda L\u00e1ctea existen estrellas como el Sol en un n\u00famero cercano a los 30.000 millones. Cada cinco de esas estrellas tienen sus propios planetas orbit\u00e1ndolas, y, la probabilidad nos dice que al menos uno puede estar en la zona habitable&#8230;<strong> No es dif\u00edcil sacar las conclusiones.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Suiza alemana. Lo que hace al alem\u00e1n diferente en Suiza\" \/><img decoding=\"async\" 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\" alt=\"Besanz\u00f3n - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Un acelerador de part\u00edculas diez veces m\u00e1s potente que el LHC? El CERN ya lo ha presentado - INVDES\" width=\"341\" height=\"191\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En el coraz\u00f3n de la cordillera del Jura, justo en la frontera entre Francia y Suiza, el Centro Europeo de Investigaciones Nucleares (CERN), est\u00e1 ultimando la construcci\u00f3n de esta maravilla que, cuando se finalice de instalar todos los componentes de esta fara\u00f3nica obra cient\u00edfica (cuyo coste est\u00e1 ya en 40.000 millones de euros y se ha tardado 15 a\u00f1os en construirse), unos 10.000 investigadores de 500 instituciones acad\u00e9micas y empresas esperan descubrir nuevas claves sobre la naturaleza de la materia y los ladrillos fundamentales de las que se compone el Universo.<\/p>\n<p style=\"text-align: justify;\"><strong>Por aquel entrones se dec\u00eda:<\/strong><\/p>\n<p style=\"text-align: justify;\">&#8220;\u00bfPodremos encontrar por fin, en 2.008, cuando funcione este Gran Acelerador de Hadrones, esa esperada y so\u00f1ada part\u00edcula, a la que algunos han llegado a llamar La &#8220;Part\u00edcula Divina&#8221;, conocida por part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> y que se tiene por la part\u00edcula que proporciona las masas a todas las dem\u00e1s?&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"Bos\u00f3n de Higgs: \u00bfQu\u00e9 es la 'part\u00edcula de Dios'? | Ciencia | EL PA\u00cdS\" width=\"344\" height=\"180\" \/><img decoding=\"async\" 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\" alt=\"Descubren la 'part\u00edcula de Dios' que explica c\u00f3mo se forma la materia | Ciencia | elmundo.es\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Este acelerador tan largamente esperado, comenz\u00f3 a funcionar en 2.008 y, las part\u00edculas que se inyectaron en su interior colisionaron aproximadamente seiscientos millones de veces por segundo, desencadenando la mayor cantidad de energ\u00eda jam\u00e1s observada en las condiciones de un laboratorio, aunque aun estar\u00e1 muy alejada de la energ\u00eda necesaria para comprobar la existencia de las cuerdas vibrantes.\u00a0 Pero eso s\u00ed, nos dejar\u00e1 ver otras part\u00edculas nuevas hasta ahora esquivas, pertenecientes al grupo m\u00e1s elemental de los componentes de la materia.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-xWhsBcomEV4\/T1eFxojaaCI\/AAAAAAAAAm8\/YeTrmoKEge4\/s1600\/higgs-boson.grid-6x2.jpg\" alt=\"\" width=\"474\" height=\"323\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El LHC producir\u00e1 tantos datos que necesitar\u00e1n una pila de CD de 20 km. de altura para almacenar tanta informaci\u00f3n generada por los experimentos y, una legi\u00f3n de f\u00edsicos para estudiar resultados. Ser\u00e1 fascinante.<\/p>\n<p style=\"text-align: justify;\">El trabajo que se lleva a cabo en el CERN constituye una contribuci\u00f3n muy importante al conocimiento de la Humanidad para comprender el mundo que nos rodea.<\/p>\n<p style=\"text-align: justify;\">La pregunta clave: \u00bfDe qu\u00e9 se compone la materia de nuestro Universo? Y \u00bfC\u00f3mo lleg\u00f3 a convertirse en lo que es?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Part\u00edcula Higgs-boson y el origen del universo - National Geographic en Espa\u00f1ol\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR8sbG7AhN4QW43fRh2mAOhwhA5G2VNkqS10Q&amp;usqp=CAU\" alt=\"12 Curiosidades sobre el LHC del CERN | Fundaci\u00f3n Aquae\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es incre\u00edble el logro de conocimiento y tecnolog\u00eda que el hombre tiene conquistado a principios del siglo XXI, este mismo artilugio al que llaman acelerador LHC, es la mejor prueba de ello: Por ejemplo, los sistemas criog\u00e9nicos que deben mantener ese inimaginable fr\u00edo de 271 grados bajo cero o los campos electromagn\u00e9ticos que deben asegurar que la aceleraci\u00f3n de los haces de part\u00edculas las recorran los 27 km del anillo subterr\u00e1neo a un 99,99% de la velocidad de la luz.<\/p>\n<p style=\"text-align: justify;\">Si todo sale como est\u00e1 previsto y se cumplen todas las expectativas de los cient\u00edficos, se calcula que cada segundo, un <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> dar\u00e1 11.245 vueltas al anillo del LHC.\u00a0 Teniendo en cuenta que cada haz de estas part\u00edculas tendr\u00e1 una duraci\u00f3n de 10 horas, se estima que recorrer\u00e1 un total de 10.000 millones de kil\u00f3metros (suficiente para llegar a Neptuno y volver).<\/p>\n<p style=\"text-align: justify;\">La energ\u00eda requerida por el haz de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> al viajar por el acelerador es el equivalente a un coche viajando a 1 .600 km\/h por el carril r\u00e1pido de una autopista imposible, o la cantidad de energ\u00eda almacenada en los imanes superconductores que mantendr\u00e1n la temperatura a-271\u00b0 ser\u00eda suficiente para derretir 50 toneladas de cobre.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/3.bp.blogspot.com\/_rSC1PBd79RU\/S7HChSFKRGI\/AAAAAAAABH8\/93OZcOo3J6M\/s1600\/layout_lhc2.jpg\" alt=\"\" width=\"616\" height=\"498\" \/><\/p>\n<p style=\"text-align: justify;\">El LHC est\u00e1 dividido en 8 sectores de 3,3 km cada uno, y, de momento, s\u00f3lo se ha logrado el enfriamiento de uno de los sectores a la temperatura necesaria para llevar a cabo las colisiones que simular\u00e1n, en miniatura, las condiciones del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">El Bos\u00f3n de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, el tesoro m\u00e1s buscado, ser\u00e1 el premio.\u00a0 Una part\u00edcula que predice el modelo te\u00f3rico actual de la F\u00edsica, pero para el que hasta ahora no existe evidencia alguna.\u00a0 Se supone que este &#8220;ladrillo&#8221; fundamental del cosmos (cuyo nombre proviene del f\u00edsico escoc\u00e9s que propuso su existencia en 1.964, Peter <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>) es crucial para comprender c\u00f3mo la materia adquiere su masa.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El f\u00edsico del CERN John Ellis debate en el IFIC sobre el futuro de la f\u00edsica de part\u00edculas\" width=\"413\" height=\"290\" \/><\/p>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">John Ellis, uno de los investigadores del CERN, dec\u00eda: &#8220;si no encontramos la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a>, esto supondr\u00eda que todos los que nos dedicamos a la F\u00edsica te\u00f3rica llevamos 35 a\u00f1os diciendo tonter\u00edas&#8221;.<\/p>\n<p style=\"text-align: justify;\">Espero que no sea as\u00ed y que la dichosa part\u00edcula aparezca.\u00a0 Herman Tey Kate, otro f\u00edsico del CERN, se atreve a predecir que, la part\u00edcula de <a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a> aparecer\u00e1 antes de ocho meses a partir del comienzo de la b\u00fasqueda en los primeros meses de 2.010.<\/p>\n<p style=\"text-align: justify;\">Creo que me he extendido demasiado en el ejemplo, cuando me introduzco en temas de F\u00edsica se me va el santo al cielo, pero estamos tratando sobre nosotros y la manera en que evolucionamos para adquirir los conocimientos y sensaciones que tenemos.<\/p>\n<p style=\"text-align: justify;\"><strong>\u00a1La inmensidad del Universo nos se\u00f1ala nuestra propia peque\u00f1ez. Sin embargo, vista la importancia de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, de los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, de\u00a0 los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y de los <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> y de otras part\u00edculas subat\u00f3micas, tenemos que admitir que, el tama\u00f1o no es lo importante, lo importante es la funci\u00f3n que cada cosa o Ser vivo realice en este inconmensurable lugar que llamamos universo.<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong><em>Emilio Silvera V.<\/em><\/strong><\/p>\n<\/blockquote>\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%2F2025%2F12%2F26%2Fla-busqueda-interminable-2%2F&amp;title=La+b%C3%BAsqueda+interminable' 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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&nbsp; Por el contrario, la interacci\u00f3n fuerte disminuye cuanto m\u00e1s cerca y juntas est\u00e1n las [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6846"}],"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=6846"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/6846\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=6846"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=6846"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=6846"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}