{"id":8553,"date":"2020-02-01T07:18:48","date_gmt":"2020-02-01T06:18:48","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=8553"},"modified":"2020-02-01T07:19:39","modified_gmt":"2020-02-01T06:19:39","slug":"einstein-le-llamo-foton-%c2%a1el-cuanto-de-luz","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/02\/01\/einstein-le-llamo-foton-%c2%a1el-cuanto-de-luz\/","title":{"rendered":"Einstein le llam\u00f3 fot\u00f3n: \u00a1El cuanto de Luz!"},"content":{"rendered":"<div id=\"irc_rit\"><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.windows2universe.org%2Fsun%2FSolar_interior%2FNuclear_Reactions%2FNuclear_forces%2Fscale.sp.gif&amp;imgrefurl=http%3A%2F%2Fwww.windows2universe.org%2Fsun%2FSolar_interior%2FNuclear_Reactions%2FNuclear_forces%2Felementary_part.html%26lang%3Dsp&amp;docid=6n7NKcg_fXqTEM&amp;tbnid=NvaZ1yedMk678M%3A&amp;w=434&amp;h=301&amp;ei=L_xgUYPwDMaeO-7agaAD&amp;ved=0CAIQxiAwAA&amp;iact=rics\" data-target-tbnid=\"NvaZ1yedMk678M:\" data-ved=\"0CAIQxiAwAA\" data-item-id=\"NvaZ1yedMk678M:\"><img decoding=\"async\" src=\"http:\/\/t1.gstatic.com\/images?q=tbn:ANd9GcTTCbsIbJa5XoxqPV3E0eeE1MguKJO1yjPMUhDx5LzYmAxE-Vh7UQ\" alt=\"\" \/><\/a><\/div>\n<div><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fweb.educastur.princast.es%2Fproyectos%2Ffisquiweb%2FPNob%2F2008%2FPartElem.gif&amp;imgrefurl=http%3A%2F%2Fweb.educastur.princast.es%2Fproyectos%2Ffisquiweb%2FPNob%2FPNobF08.htm&amp;docid=6nKN6N_UCTWweM&amp;tbnid=I9OLbfdmsOnuMM&amp;w=437&amp;h=278&amp;ei=L_xgUYPwDMaeO-7agaAD&amp;ved=0CAYQxiAwBA&amp;iact=rics\" data-target-tbnid=\"NvaZ1yedMk678M:\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"I9OLbfdmsOnuMM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcS2xBIa1_WlK-P5USZr27meS7OB6_34-t_Pd38-2yM-AJsCasEs\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fsoko.com.ar%2Fimagenes%2FFisica%2Fcuantica%2FPartic_elem.gif&amp;imgrefurl=http%3A%2F%2Fsoko.com.ar%2FFisica%2Fcuantica%2FParticulas_elementales.htm&amp;docid=9S7K_-57_KcsDM&amp;tbnid=68VmJeCFwwqvbM&amp;w=477&amp;h=437&amp;ei=L_xgUYPwDMaeO-7agaAD&amp;ved=0CAcQxiAwBQ&amp;iact=rics\" data-target-tbnid=\"NvaZ1yedMk678M:\" data-ved=\"0CAcQxiAwBQ\" data-item-id=\"68VmJeCFwwqvbM\"><img decoding=\"async\" src=\"http:\/\/t3.gstatic.com\/images?q=tbn:ANd9GcQEJzlmXSUcHVX_nyVpD-2AzdXq0f4i8uRNT4GabB2hUji0u2eZ\" alt=\"\" \/><\/a>++<\/div>\n<p style=\"text-align: justify;\">\u00a1Esas part\u00edculas! Algunas son m\u00e1s elementales que otras:\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">fot\u00f3n<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">neutrino<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">mu\u00f3n<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">tau<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('kaon',event); return false;\">ka\u00f3n<\/a><\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('sigma',event); return false;\">sigma<\/a><\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('omega',event); return false;\">omega<\/a><\/a>, W y Z, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">glu\u00f3n<\/a>,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">fot\u00f3n<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>&#8230;, son muchas m\u00e1s pero estas se consideran las m\u00e1s importantes al formar la materia e intermediar en las interacciones con las cuatro fuerzas fundamentales del universo. Sus\u00a0 nombres son muy familiares y, cada una de ellas nos trae una imagen que est\u00e1 asociada a aquello de lo que creemos que forma parte.<\/p>\n<p style=\"text-align: justify;\">El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">fot\u00f3n<\/a> es el cuanto de luz, radiaci\u00f3n electromagn\u00e9tica de una longitud de onda comprendida entre 380 y 780 mm, que produce percepci\u00f3n visual. Se define como el producto de visibilidad por el poder radiante, siendo \u00e9ste \u00faltimo la intensidad de propagaci\u00f3n de la energ\u00eda luminosa.<\/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:\/\/es.sott.net\/image\/image\/s3\/64431\/full\/gal_52709.jpg\" alt=\"\" width=\"350\" height=\"280\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Un <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> gamma de m\u00e1s alta energ\u00eda tendr\u00eda una velocidad menor que otro de baja energ\u00eda seg\u00fan algunas ideas. Foto: NASA. <strong>Seg\u00fan los datos de <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>, los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> gamma de alta energ\u00eda tienen la misma velocidad aunque sus energ\u00edas sean diferentes. Esto apoya obviamente la Relatividad Especial y contradice algunos resultados te\u00f3ricos relacionados con teor\u00edas cu\u00e1nticas de gravedad que predec\u00edan lo contrario.<\/strong><\/p>\n<p style=\"text-align: justify;\">El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">fot\u00f3n<\/a>, como part\u00edcula, con masa nula en reposo que recorre el espacio vac\u00edo a 299.792.458 metros por segundo, puede ser considerado como una unidad de energ\u00eda igual a hf, donde h es la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a> y f es la frecuencia de la radiaci\u00f3n en hertzios. Son necesarios para explicar el fen\u00f3meno fotoel\u00e9ctrico y otros fen\u00f3menos que requieren que la luz tenga car\u00e1cter de part\u00edcula.<\/p>\n<p style=\"text-align: justify;\">De la luz, nos podr\u00edamos estar hablando horas y horas, de sus propiedades en fot\u00f3nica, fotoqu\u00edmica, fotosfera y otros muchos \u00e1mbitos del saber humano con la luz relacionados, como por ejemplo, la claridad luminosa que irradian los cuerpos en combusti\u00f3n, ignici\u00f3n o incandescencia.<\/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:\/\/4.bp.blogspot.com\/-RIGurLrhvGw\/T7H41JM8QtI\/AAAAAAAAC6Q\/egFklgM9SE0\/s1600\/haz+de+fotones.png\" alt=\"\" width=\"630\" height=\"354\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En estos tiempos se ha logrado el teletransporte de un haz de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> a larga distancia que, entre otras cosas, facilitar\u00e1 tanto transmitir informaci\u00f3n como protegerla de un eventual robo de datos. Un grupo de f\u00edsicos chinos hizo realidad la teletransportaci\u00f3n cu\u00e1ntica de <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> a una distancia de 97 kil\u00f3metros. Su haz recreado conservaba la capacidad de llevar informaci\u00f3n. Lejos queda ya aquel tiempo en el que, aquel genio&#8230;,\u00a0 llamado<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.http-peru.com\/pagesobj\/images\/dispersion_luz.gif\" alt=\"\" width=\"488\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> nos descubri\u00f3 que la luz del Sol o luz blanca, era el producto de la mezcla de todos los componentes coloreados, hizo pasar un rayo de luz por un prisma y, la habitaci\u00f3n donde hac\u00eda el experimento, sus paredes, se llenaron de luci\u00e9rnagas luminosas de muchos colores, el arco iris estaba all\u00ed, del rojo al violeta, descompuestos en mariposas luminosas.<\/p>\n<p style=\"text-align: justify;\">Aunque el tema de la luz me fascina, no quiero repetirme, y,\u00a0 en uno de mis \u00faltimos trabajos, trat\u00e9 ampliamente el tema. El estado natural (\u00faltimo) de la materia, no ser\u00e1 s\u00f3lido, l\u00edquido, gaseoso, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a><\/a>, el estado final de la materia, cuando pase por todas las fases y trascienda a un estado superior de conexi\u00f3n total con el Universo, ser\u00e1 la <strong>LUZ<\/strong>. Ah\u00ed, dentro de los rayos luminosos, estar\u00e1n gravados todos los recuerdos, toda la conciencia de la Humanidad que, para entonces, ser\u00e1 otra cosa y, sonreir\u00e1 al ver que un d\u00eda muy lejano, discut\u00edan de Tiempo, de Materia, de\u2026 Energ\u00edas&#8230; Cuando no sab\u00edan que todo, es la misma cosa en diferentes estadios de su trayectoria universal.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_IP-xhn2P2rQ\/TFCjtO3AMfI\/AAAAAAAAFKg\/FqrlKFabNHQ\/s1600\/3.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\n<blockquote>\n<p style=\"text-align: justify;\">Un equipo internacional de cient\u00edficos del experimento MINOS en el laboratorio del Acelerador Nacional <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a> (Fermilab) ha anunciado la medici\u00f3n m\u00e1s precisa del mundo hasta la fecha de los par\u00e1metros que rigen las oscilaciones antineutrino (de atr\u00e1s y hacia adelante), es decir las transformaciones de antineutrinos de un tipo a otro. Este resultado proporciona informaci\u00f3n crucial sobre la diferencia de masa entre diferentes tipos de antineutrinos. La medici\u00f3n mostr\u00f3 una diferencia inesperada en los valores para <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> y antineutrinos. En este par\u00e1metro de diferencia de masa, el valor de los <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrinos<\/a> es aproximadamente un 40 por ciento menor que el de los antineutrinos.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Si hablamos de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">neutrinos<\/a>, estamos hablando de Leptones y, a pesar de lo que digan esas mediciones&#8230; el <a href=\"#\" onclick=\"referencia('neutrinos',event); return false;\">neutrino<\/a> y su oponente antineutrino, deben tener exactamente la misma masa. De no ser as\u00ed, se romper\u00eda el equilibrio que debe existir y, de hecho existe.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.purdue.edu%2Funs%2Fimages%2Fkoltick.electron.jpeg&amp;imgrefurl=http%3A%2F%2Fwww.purdue.edu%2Funs%2Fhtml4ever%2F1997%2F970110.Koltick.electron.html&amp;docid=2PASczvOpEdUCM&amp;tbnid=OD8D3K_hnG8JbM&amp;w=1000&amp;h=750&amp;ei=ZgNhUdaOK8KLOZmDgYgG&amp;ved=0CAUQxiAwAw&amp;iact=rics\" data-target-tbnid=\"Q8g4e5FXS8WgIM:\" data-ved=\"0CAUQxiAwAw\" data-item-id=\"OD8D3K_hnG8JbM\"><img decoding=\"async\" src=\"http:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcTdVndmcHougpshuqhF3KeF4QL4pysM2w1rVgN_Exx0m7_-PRlU\" alt=\"\" \/><\/a><a href=\"http:\/\/www.google.es\/imgres?imgurl=http%3A%2F%2Fwww.ojocientifico.com%2Fwp-content%2Fzz41eea3f2.jpg&amp;imgrefurl=http%3A%2F%2Fwww.ojocientifico.com%2F2010%2F10%2F18%2F%25C2%25BFcomo-se-descubrio-el-electron&amp;docid=KEFjy8BghCoOwM&amp;tbnid=NvmMcKgIH-YMZM&amp;w=450&amp;h=235&amp;ei=ZgNhUdaOK8KLOZmDgYgG&amp;ved=0CAYQxiAwBA&amp;iact=rics\" data-target-tbnid=\"Q8g4e5FXS8WgIM:\" data-ved=\"0CAYQxiAwBA\" data-item-id=\"NvmMcKgIH-YMZM\"><img decoding=\"async\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRkYUnCNc02vf4voctEquqiRpS5n2GPZQRHlGmEhlC5BaldCW-U\" alt=\"\" \/><\/a><\/div>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Despu\u00e9s de tres meses de experimentos en un laboratorio de el Imperial College de Londres, los cient\u00edficos pueden confirmar &#8211;con m\u00e1s confianza que nunca&#8211; que el <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> es muy, muy redondo.En las mediciones m\u00e1s exquisitas hasta la fecha, los investigadores declararon que la part\u00edcula es una esfera perfecta dentro de una mil millon\u00e9sima de una mil millon\u00e9sima de una mil millon\u00e9sima de cent\u00edmetro. Si los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> se aumentaran a escala hasta tener el tama\u00f1o del sistema solar, cualquier desviaci\u00f3n de su redondez ser\u00eda menor que el ancho de un cabello humano, se\u00f1al\u00f3 el equipo.<\/p>\n<p style=\"text-align: justify;\">El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a> es la part\u00edcula principal de la familia lept\u00f3nica y est\u00e1 presente en todos los \u00e1tomos en agrupamientos llamados capas electr\u00f3nicas alrededor del n\u00facleo. Tiene una masa en reposo (m<sub>e<\/sub>) de numeraci\u00f3n 9,1093897(54) <strong>\u00d7<\/strong> 10<sup>-31<\/sup> Kg y una carga negativa de 1,602 17733(49)<strong> \u00d7<\/strong> 10<sup>-19<\/sup> culombios. La antipart\u00edcula es el positr\u00f3n que, en realidad, es copia exacta de todos sus par\u00e1metros, a excepci\u00f3n de la carga que es positiva.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/d\/dd\/Generaciones_delamateria.png\/519px-Generaciones_delamateria.png\" alt=\"File:Generaciones delamateria.png\" width=\"519\" height=\"599\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las dos familias: Quarks y Leptones, conforman la materia y, la familia de Bosones intermedian en las cuatro fuerzas fundamentales.<\/p>\n<p style=\"text-align: justify;\">Si el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a> se considerara como una carga puntual, su autoenerg\u00eda es infinita y surgen dificultades de la ecuaci\u00f3n de Lorentz-Dirac. Es posible dar al <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a> un tama\u00f1o no nulo con un radio r<sub>0<\/sub> llamado el radio cl\u00e1sico del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a>, dado por r<sub>0<\/sub> = e<sup>2<\/sup>\/(mc<sup>2<\/sup>) = 2\u201982\u00d710<sup>-13<\/sup> cm, en donde <em>e<\/em> y <em>m<\/em> son la carga y la masa del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a> y <em>c<\/em> la velocidad de la luz.<\/p>\n<p style=\"text-align: justify;\">El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a> es muy importante en nuestras vidas, es un componente insustituible de la materia y los \u00e1tomos que son posibles gracias a sus capas electr\u00f3nicas alrededor de los n\u00facleos positivos que se ven, de esta forma equilibrados por la energ\u00eda igual, negativa, de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electrones<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.blogs.es\/anexom\/wp-content\/uploads\/2018\/05\/Colisioinador-3.jpg\" alt=\"Resultado de imagen de Utilizando grandes aceleradores de part\u00edculas hemos conseguido conocer la materia Utilizando grandes aceleradores de part\u00edculas hemos conseguido conocer la materia&quot;\" \/><\/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%3AANd9GcSvKPGUKn9OCzpc11cMhU7XjcJOJ1ig24LusGkze7MVd-WRTC7T\" alt=\"Resultado de imagen de Utilizando grandes aceleradores de part\u00edculas hemos conseguido conocer la materia Utilizando grandes aceleradores de part\u00edculas hemos conseguido conocer la materia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRJZZPUoanIiw-36kahMFMvsgMqZJX1Sd3OG5HcclduhHmbXSYE\" alt=\"Resultado de imagen de Utilizando grandes aceleradores de part\u00edculas hemos conseguido conocer la materia Utilizando grandes aceleradores de part\u00edculas hemos conseguido conocer la materia\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0 Utilizando grandes aceleradores de part\u00edculas hemos conseguido conocer la materia<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">protones<\/a>, como los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">neutrones<\/a>, son de la familia de los Hadrones. El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> es una part\u00edcula (no elemental) que tiene carga positiva igual en magnitud a la del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a> y posee una masa de 1,672614 x 10<sup>-27<\/sup> kg, que es 1836,12 veces la del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electr\u00f3n<\/a>. El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> aparece en los n\u00facleos at\u00f3micos, por eso, junto al <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, tambi\u00e9n son conocidos como <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh6.ggpht.com\/-K2wJzQHBME0\/UDJQDRfuCpI\/AAAAAAAAINI\/NmtL91PvEkI\/quarks%25255B5%25255D.gif?imgmax=800\" alt=\"Resultado de imagen de La familia de los Hadrones&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Bariones y Mesones<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La familia de los Hadrones es la clase de part\u00edcula subat\u00f3mica que interaccionan fuertemente, e incluye <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">protones<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">neutrones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('pion',event); return false;\">piones<\/a><\/a>. Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a><\/a> son o bien <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">bariones<\/a>, que se desintegran en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">protones<\/a> y que se cree est\u00e1n formados por tres <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>, o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a><\/a>, que se desintegran en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> o en pares de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">protones<\/a> y que se cree que est\u00e1n formado por un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quark<\/a> y un antiquark.<\/p>\n<p style=\"text-align: justify;\">La materia bari\u00f3nica, es la que forman planetas, estrellas y Galaxias, y la podemos ver por todas partes. Nosotros mismos estamos hechos de Bariones. La otra materia, esa que no podemos ver y que, nuestra ignorancia nos ha llevado a llamar oscura, esa, de momento no sabemos ni lo que es, o, si realmente existe y, los fen\u00f3menos observados que ella se adjudican, tienen su fuente en otra parte.<\/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 Objetos del Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Objetos del Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Objetos del Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Objetos del Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Objetos del Universo\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Objetos del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRln83XWnL5-dw1OqZPG4F0JFI0cG89vrjiQgoraesCojpjLHMq\" alt=\"Resultado de imagen de Objetos del Universo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRr1eb4amQdZE6TUlzSebWOsaSC6tbnI2j4rT6RCu9rnVG3POBS\" alt=\"Resultado de imagen de Objetos del Universo\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Los seres vivos tambi\u00e9n est\u00e1n hechos de Quarks y Leptones.<\/p>\n<p style=\"text-align: justify;\">\u00a0 Todo lo que vemos en el universo est\u00e1 hecho de materia bari\u00f3nica, es decir: Quarks y Leptones<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/1\/1d\/Generaciones_de_la_materia.png\" alt=\"Resultado de imagen de Las part\u00edculas conocidas como bosones: fot\u00f3n, glu\u00f3n, gravit\u00f3n, part\u00edcula W+ W- y Z\u00ba&quot;\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Las part\u00edculas conocidas como bosones: fot\u00f3n, glu\u00f3n, gravit\u00f3n, part\u00edcula W+ W- y Z\u00ba\" \/><\/p>\n<p style=\"text-align: justify;\">En el gr\u00e1fico del Modelo Est\u00e1ndar, los Bosones aparecen representados de manera vertical y son las part\u00edculas mediadoras de las fuerzas: ERl Fot\u00f3n para todas las formas de radiaci\u00f3n y electromagn\u00e9ticas,\u00a0 el Glu\u00f3n en la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>, la Z\u00ba y la W<sup>+<\/sup>\u00a0y W<sup>&#8211; <\/sup>para la <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a>.<\/p>\n<p style=\"text-align: justify;\">El Gravit\u00f3n (No encontrado hasta la fecha, ser\u00eda la part\u00edcula mediadora de la Gravedad)<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Las part\u00edculas conocidas como <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a><\/a>: <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">fot\u00f3n<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">glu\u00f3n<\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravit\u00f3n<\/a><\/a>, part\u00edcula W<sup>+<\/sup> W<sup>&#8211; <\/sup>y Z<sup>\u00ba<\/sup> son las que median en el transporte de las fuerzas fundamentales de la naturaleza. Electromagnetismo, fuerza fuerte, la Gravedad, y la fuerza d\u00e9bil. El Fot\u00f3n transporta el electromagnetismo, la luz y todas las formas de radiaci\u00f3n electromagn\u00e9ticas. El Glu\u00f3n (el de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('asintotica libertad',event); return false;\">libertad asint\u00f3tica<\/a><\/a> de David Politzer, Frank Wilczek y David Gross), transporta la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> que se desarrolla en el n\u00facleo del \u00e1tomo. El Gravit\u00f3n (ese que a\u00fan no hemos localizado), es el mensajero de la Gravitaci\u00f3n Universal, haciendo posible que nuestros pies est\u00e9n bien asentados sobre la superficie del planeta y que el Sistema solar sea estable. Y, por \u00faltimo, las part\u00edculas W y Z, responsables de la radiaci\u00f3n natural y espont\u00e1nea de algunos elementos como el Uranio.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/2\/20\/Elementary-particle-interactions-es.svg\" alt=\"Resultado de imagen de Part\u00edculas mediadoras&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Este peque\u00f1o repaso a modo de recordatorio, es algo inevitable, si hablamos de materia, las part\u00edculas se nos cuelan y, como si tuvieran vida propia (que la tienen), nos obliga a hablar de ellas, lo que, por otra parte no esta mal.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/4\/47\/Combustion_methane.es.png\" alt=\"File:Combustion methane.es.png\" width=\"564\" height=\"344\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Cuando se enunci\u00f3 la ley de la conservaci\u00f3n de la materia no se conoc\u00eda el <a title=\"\u00c1tomo\" href=\"http:\/\/es.wikipedia.org\/wiki\/%C3%81tomo\">\u00e1tomo<\/a>, pero con los conocimientos actuales es obvio: puesto que en la reacci\u00f3n qu\u00edmica no aparecen ni destruyen \u00e1tomos, sino que s\u00f3lo se forman o rompen <a title=\"Enlace covalente\" href=\"http:\/\/es.wikipedia.org\/wiki\/Enlace_covalente\">enlaces<\/a> (hay un reordenamiento de \u00e1tomos), la masa no puede variar.<\/p>\n<p style=\"text-align: justify;\">Como la \u00fanica verdad del Universo es que todo es lo mismo, la materia ni se fabrica ni se destruye, sino que, en cada momento, cada cosa ocupa su lugar exacto por la evoluci\u00f3n, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('entropia',event); return false;\">entrop\u00eda<\/a><\/a> y el paso del tiempo, resulta que, al final, se hable de lo que se hable, aunque sea de la conciencia y del ser, venimos a parar al mismo sitio: El Universo, la materia, la luz, el tiempo\u2026 \u00a1Y nuestras mentes que son el producto de m\u00e1s alto nivel en la evoluci\u00f3n de la materia!<\/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:\/\/www.contrainfo.com\/wp-content\/uploads\/2012\/01\/velocidad_de_la_luz.jpg\" alt=\"\" width=\"713\" height=\"334\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Parece mentira como a veces, cuando estoy inmerso en mis m\u00e1s profundos pensamientos, y creo tener una conexi\u00f3n directa con algo que, estando dentro de m\u00ed,\u00a0 intuyo superior, lo veo todo m\u00e1s claro y, en ese momento especial,\u00a0 todo es m\u00e1s f\u00e1cil.El Universo est\u00e1 ante m\u00ed como un todo de di\u00e1fana claridad. Sin embargo, son ef\u00edmerosa momentos que se esfuman y me traen a la realidad de esa complejidad insondable que nos hace comprender, cuan ignorantes somos.<\/p>\n<p style=\"text-align: justify;\">Claro que, si seguimos evolucionando y la Naturaleza nos respeta&#8230; \u00a1Hasta donde podremos llegar! Muchas veces hemos dicho aqu\u00ed que somos conscientes y aplicamos nuestra raz\u00f3n natural para clasificar los conocimientos adquiridos mediante la experiencia y el estudio para aplicarlos a la realidad del mundo que nos rodea.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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o\/Tn5Jz1IL7qzBLmiORPOc0kWIvaNdgdJIV9wnjVPC0XscTIDn2ESAAbZjpt9LQqyhhiKbRGnd6nSOoNm73jwWc+LWE0yWmCBBFt5sLaRPqj7E9O4fgWIxb3VW1ILnioDYwXAy5pFxtI37s6Bad2ExlKn\/8A0Y4NaP8AtUwah00JkTtosl8D8bfRYXB3yty5Tfm4G5A5jXkncU4vUrPLqhcPK1tR015zZT1z5X\/qbipcnpeDHCi0sw7XS8kue8l1VzjoXHXQakwIhCurl2U1A8g2JdDR\/UBqLAoPh4qPa7MbRcudBm8yIsNoj6q9wWFdUAfVcRRaLBwGZ8CQAN9Dz8AqSHwfD21nZ75Z30MdTryUFfhTQSA28jkIm+58Nbo3G8dc21Gg4AWBcIkdBsNeXgmcH4wC7K9sOJPzESZF51gdLI+intVY3ggaIgNJEyd7jYXJ\/wAoVuKdSOVwkC2YA\/RbvEUmuHdNzfWQDzifuVQ46jch7Wlw6ZfpCWqwNSrAgG9\/TyTz9\/5\/uoqRAMCY8jpryj3RGUHSPu\/mpUiNcjbx\/wBIWq7NpPhspsQYvf76KGi0E2KnFab2X3dJFgpKkiA5cIlSAJwauhrw4g7JIUkSGruVB4G7JLskVlTgxACdkl2KMyJwpoALsV3sUZkTgxABdiu9ijezS7NAV1WhtzVfiMHJ6K\/dTUNakQLASo65lVz1jI48AHKPpKHw7Wj5gDyIF\/RFYygZJN1WYgkHWPr6LzX7ej8WJpuv2TtbFvPl3TY+GtrKZmHc1rGkGdrDW4kDc3NtelrVjOKOblMG35gBHKDqrarSxLu+GQ1xBbkLS5giSYII2hCVVxDBPaHVSTOgOp1l194IaLdOqvfhxx7Mkg6HWJImddth5aWXXcPdjGDsTJAlo2Oxa6\/3KJwGA7J7aNYVKdQie9Ba4xJyxb73uo6uxrxz7WrscA25gO18I8LfYjlluImpVqfu5Peve0AkDNG2onp6XuNw7M7aUVS5wlpYANDqZMEyRa6O4L8NYgHPVIaNYgEm57zo1sBuI6Jc+pp9z3ilwvAzSktGsC5IIA1EbHQenk6pw0kAAgCC1wNgBEEwBbwA2Wj4piH02hjRVc5xhpY1pDdxOaRGnqN4UVOji3n\/AOGlB1dD3FtpJEANMHw1V\/bNW8J4JVqDsy8FgF8uaba7jXpysAtLg+BGk2c7qh\/Dmu0bSJ0P3KOwNAsaGuqtd+ZjJ9ZLvdF1aDiLPJ8h+gQVqnPD7d+L82i3LWyoeI8EkzTFxuLG\/I7f60V3jXGmbuO\/zAub6zYeniqTinE4EEwde4ctucGfr5qaqOU2inTgv73IkTI8UK7HZhuNtYI8kF3diSP5fr3v0XTl28NIsNje\/ijDTuoTcE+s\/VOewgXMx18U7DOmx\/S3upH1IsevpdI1casgjX6x1QGFq5XX0lcfUisQNJuPoR7IjsYcRF7Hyj6pkKq3O3qf0SUb8OTpy8EkFqzDk8OVeKyeK69fk8+LAOTg5ACunCujyGDw5ODkCKye2sjyGDQU8IIVk8V09GC06EIK66K6NGCwkhhXSFdLRglcfSnU\/oP7qIVk7tkaMVPFcGGtJA\/VZb9lJdJ852C3dbDmoDew1cbNb49egkqvOHaw\/uxf\/uOHe\/pbozxud5Ggy75ac3GUxuCLbm24BsSNiGi8dTAK0PDeHZmA1MU4WszNlEaERm6j0neVA\/BBp7SpJEmBPeqO07p2E61L8m3lzTcJQFPPUqhpIBDhAyMDQD2LBsG5mTzqPYCbPc6cPVt8N03McJrNqNk5dA8crgCbRNvNabjGDp4miSSA9nepvicpi4J3aZg\/3WR\/69LKZc0MLx2gY1oMNiGkugXOaRa2U6wtLw\/GOqMAbadSeWlh4E\/5V8yIvV3Yqvgo5ahNcXZmaxo7wF5zAkC+WI6eK21XKbtflJ0tBI3sddf9rJs4DUp1XPFRxzmXTBExH0EK5wjq2WMgcRrfKehHOJieifjPoXu27QmO4cXGXYiqWh9uyZldF7EgW6npdBf9MoGo5zqFV5iJdvGkSYHiDFzor7E4eu46kW5x52QwDqd6rzAg\/MTB3BnUffRTeROxGCwzWtOSl2c\/xQfTWPHTqhOK4xrR3m66HMRP8puD5BR43i7WjKxwBIJaf\/jf56A330nbQ5+txYuJFVjgRYuYYcP5mus7wNuhU30qe0dXGB7oFR7JNuU8i5pn2TqVB5JY49o3k6KoHWHzl8wEyrw9r4LCDP8ADDSPFpIafIs8CrLDYWRB1byBBaRzBu37uVGL2KZ\/DC0iGM6ESzyhpA9k0YZhdkMtPW4jxaAT6HVaF1UWDgTm33B68\/P1ug+K4TOwOB7zNHDwv4FFEVbsGWS7bci7YtrGngYQPEMREdDfnBurI4juz8p05Qdj9Vk8VxDM4te3mMwgEeWjuexPNEgtT1KBNRrjuJ62XavEQyq1r7B0gHkQbeWqs+w7jXNIdAJneLRI236dVX8e4aKjGuGpt\/UP7oGi8U8g2aTbaElS4XiTmtyvEltr6pJ4QoVk4VkCHJwetmY4V08V1Xh6dnQFgK6eMQq0VF3tEBZjELoxCqxUXe1QFr+0rv7SqntV3tUBbftS6MUqntV3tUBcDFIyk4AB9SQD8rRZz\/8A1b19JVWyKIDqgl5+WmdB+Z\/9v8wLVxbnEucSSd0Euq3EC6NAB8rRZo8BzPPU7qWk8AZ36XAGhe7+EEXAEjMesDVU+EEyXEhrRLnDUDQAfmcbAeegJDm1+1ffusaLgXyUwdGzqZNubnXuZQFg0OLhUsajzlpDQNju5wBZobo3YEEj5EzH0MxZh2fLLcxFu7cjbk51QjY1HD8IhYDFZnPquAysbZuwEBoaOYu1v\/2AqPhVc5qtU3c1rnT+dxgE89ypw9d4uQ5znNAiQGDaGghseOYlFcIxj2kFx7oNhpJF\/YR6goEQYnYIwkDT8ME+Zn9Sp2xWN3Q4swNBJH3a3nCNbj6euYcwfKbe685ZXzUwAb5nf8pH6+qdXrua0X0A9jP6BX\/YjwafG\/EpGbk2fYifqqypjzVf3juWG53Ajy1nwWf4rX0YNxmcfFyDwfE5fM2Je49IcTPkE90ZjVs4fFxcH5mm+\/tHMIqlgmyAbjNHVo5fmbfTadt6jhPHA6oQYgNv\/NIke6tm4gEzOlxHh\/pRfSoGq4KGEg3DszXCd7SD5x5JvDuKEP7N+zjlOhaZmBGhvtEnUo7DVhkbazm3Hl8w5HS32M5xuhBcQb94td1B297bKFZrU4mm2o0x83T5p8LZgekHxhVlXEFrZ1mAeR8fsEWNrIHDY\/NTDgbgwR4a\/VMx3EgDLohwu52hm2V\/\/tt7ghg+L1AGOc35YMzfKeR5gibrIMbnqzOplXuLJOfs7ZT+8pv1aIgg7PYZF7bTBgmHA4YCoxzRAvI1ymCY66WKZaLr1sjqbZjUWsbwRfxUmLrhwynUOmR9SPEn\/KrsYO0qFt5aQQfBc4mxzafaaFroPgbFGBZ1+FMqHPBMjVsx7bpKppcUdlHh+qSMGg8y7mUQKcCtUJJXQUwFKUBJK7KildlASSuyow5LMgJgV1Qh6dnQEsolh7KCR37EA\/g3BP5uXLXXQem\/LDjE\/hB\/5EfQb66CDC6rNygJX1CTJMkp1EFxDWiSSAANyTAHmYQ2dGUn9mzN+OoCGflZdr3\/ANXeYPB\/QpBNjKwAFNhlrbucNKj9C7q0aN6SbZiuVXZGBn4nQ5\/p+7b6HMerhu1DYOJLnCWsGYj+I6NZ5nXoHHZcpl1R4HzOe71Lj+pKYWOJfko02fxkvPgJa31JfI\/I1Ow1XLRPN9R3pSpf3reyC4jiQ55LTLRZv8re60+YaD5rlerAptnRkn+txf8A8HMQSb9oiTudPBS9uS119SqwvlTUHWI6KbFSrbh1W19Jn1U1TEB4f0sqmlWib7eWibh6pFNx3coxeliqxJJHh7KKjQOUAakEHzUT6mWBrqfM2CNweJAcSfw2Hiij0Da00ngTqb+O5Wow+LJBd4R4Agfosti8RNSeWY+FlZUcVlpEcgG+NpPv9EBoqWNGVoky1p9o90Nj8QMrs2h+YxJaTADwPDUb+kVXCMT8xJ0\/2oOKYiDHMT4xsehBSArh4NMZHam8gyDpDgdwRBlV3HcRJLSdSPYm3sisPiJyMi+Ulh53P7s+ckdZ\/ikZ+s81Kl9iR6b+CeBc8JDjTzGzx3WHfLuwg62mJ2kXsAaymM5cy0N\/eMG2Yaj8ungY6EswzQGNOzb29veVLRMZ3jV3mOrY3B5cjCYV2EYRVBN5d6zcK0+IsGXUyANLkcx9hCYpgYGVGjul4BGuWdvCxg\/2K01RoqMB5tPqkTD4Ck4MiJG39klYVQ5phoskng8lHK7KjzJSrSkzJZlESuSmE2ZLMopSlBJMyWdRyuSgJcyfTO50G3M8vDmoJSzICZ9UkydUzOoyVzMgC8IA53eMNAzOI1DREx1JIaOrguYjFZ3FxgcgNGgCGtHQAAeSjqOy0w3d\/ePgJDB\/yP8A48lzCuglx0ZeNi78II5Tc9AUAXiX5QKe47z\/AOciwP8AKLeJencNqZS5+nZsc4Hk4\/u6Z8Q57T\/Sqw1CbkyTrzRLKkUHX+eoG+TGlx96lP0QRNJJDRqYA8SbfVEcRqg1XxoDlb\/KzuNPo0IXh9WH5\/4AX+Ys3\/8ARahe0QY1tRPFS2uv0Vf2qQrJGtmuklGtaMrR4k\/oqWhWm3Mqyo1gT4mPIJU4mw+DnvHYe6gOHyuKuwzKwDmhKrfmPT3UrV78NpOpRLKUyPA+MAQmOJ9dEU7u0yegCCC0zlYRN3mfJOxFPMQTygndQYUZi0nZWVZsyRsCgRT4wEG2zYUzKGZxfHek5uub8Xjz633RdWgDJPIKalRylvQf4SPCxNqQjdwHspIhkcyI\/VPdTloHIg\/Wy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alt=\"Resultado de imagen de La visi\u00f3n nocturna de los felinos\" \/><img decoding=\"async\" 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alt=\"Resultado de imagen de La visi\u00f3n nocturna de los felinos\" \/><img decoding=\"async\" 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tDATa9miwvYDXRdC+ZUNbWExNnFYxktRFUPJMnZgmgqs0eaJxdExr44fs9C0kXGq63VVf1T3P6\/rhDGaRoDgJJDNIPt2t7Ny30fMJbZQ5x7PaIXEOR9BLQsXRgqVwGadtY6OQySsd6Q4TXnYGhszQ2KWCQZGkB1mPYRmDSbHc5dJoaqSpEUDpG5qScteJJI42VHWRCJ7sujyLu7JvcX0KK2O9FI+ladwuPCsJEUMcROYsaG3G2nIKLxWorRE5jXVBkbLXl2XrAerMx9HsR93K5uW2w22WzHWV0M7LPn6pzw4NY+WTq4\/SsNaWvfu7QVR1v2XuG1wnxFyLd2Hs5LKOhaDdS2O4lUGsgfCyodBD1XWFgsx3pEpidmYXAy5WtvoDk9Y7p90rdIKKqMWbrBBNkLL58\/VuyZMuua9rW1ulQ+Ru\/ZjOu665vk6u3D1s17+S3GmXzyolr2xufepGaWsYCHzPcbVP2DDERaJvVtcWvbuBbZyoejcs4qZI5C+Vp65wmvO1otMAI5IJRlY8XOUxmzmtOlrEuqFdlE2l8FsjhAW1CmyqBCEJDBCEIAEIQgAQhCABCEIEC8uvVjI6wKANNBVtljZK2+V7Q4X0NnC4v3roukHRmpHoVNr\/CYPY0BdctSb76IegQwfKAsBUhKZJz+itDqh1tbfrvStFKI\/E45rGlq2SMa9jrtcLg8xzSP0w22PuIXB0VnIpILG\/YF2n5J2g4lhnCwdOAlRqe\/fhx8lzVVblF0Wg4jdmIsM3U65snWX0tlzZbeN11gqGbWfvocD\/7f\/dVZQ1gITJO5C8BXqQwQhCABCEIAEIQgAQhCABCFi91kAYSyWXFU1BsdVhVTpVU1nAAlLkhqLFOAV9UKWANhiLRG2zjKQSLbkZNFrnxifrBF6PEXFpfcTG1mkA37G\/aCw6P1D\/RYR2QBG3iL7LgkBfVtzGw6p\/fpnZwQ5WylHRtq8YmjbndEywtfLM4nU20BYPimrJXu4AAd35pH0jqYmwPY3Lc2FgB+IcuK7Jp76uJaOA4+xRJqrRcU7oaMlOrRYHy+aW9H3fu0NyRZg14fRc0tUHbtfYDe+UfVLsDqW9RELu9UX1uPYUk9Da2VwqP5wfH6oklNkjFS2xvlNuYF\/d9FiKxu17HuuEmCMoZP3vX\/wCH\/cuqOlqiD8lGCW1XcG4EXu6wJ9HUgWud9QfktLpEVtltRVV12gqYoakbJzT1QTTshqjvQsWOBFwskxAhCEACEIQAIQhAHjiuCqqVtr58oUliGL2Otx4JO0OKtjGoqB4pJiGLht9bb7JbUY1cEAHzCl8RqXaki54X1HsWNuzfikjuw3GwIImkgWY0A+W55rQ6uzztIJsI36m34m668EhoImCJskhv2RYeWwSyoqnySC2gymwHAXC0StszlNRirK7EcRj6t7A8vceDRpoQdXLVUdLAD2Y235lxefdokMGHPdveya02BaLKUsaVNmEvIbejN\/Sl9tWM8MuvxXNhWPsbGxpZs0XIcQfot1bhbWNLnaAC58lOYLD1hDOY0+irGoTi2hfmld2WFNXMf6rtfwv+TtltqJjs4ZD3i48iNUjlwKVmousYcSfH2JBnbyPD+k8FXBro0jnT7GbZ7zet\/C\/8+fFOKSoOmu\/Hhzt3KVmnb1mZhu0x8tW9r7y302JEaHUfl\/ZDs2i0z6JhlVfY6c+7xT2Ke1tdbbr55hOJb2PgqSlrC5t7739wTihSosKKu1smzHXF1EUM+trqqw2e4sta0YXs70IQpKBCEIAEIQgBRiwvcKRr6S50sfHRWGJeCSVJHFgtzvdKZUCXnpLC5NvAlTOLWsSCSdeH0VxXlltAApHE43drtXHJc\/yb9xIymzSBjeAACd4fhYEzAeLHH\/M36rPBKXUnvTyli\/eWf8p\/+tijyMzjaXp\/R5mSTO2lw8cAmkVEAs4WW2XUQvByZZNmcdkF09nytbEPvG58B+aRdFqbtNdxbYrt\/wCIEl6kN\/CxvvLilmCVuRy+j8ONYF\/pp8H2mOiY5l9NQonpRgrTfKNVUYZX3hYQd2rjru1dZeR5ahpdmFtM+UtLopv+mxHAi+xXTVxgZXNPZd7jyTnF8ODpjYfw7\/50niitIY3aA7f1cF0QmpJM6sU70duFzm45f3VZhlQcpHJx9ikqGK244\/3T+huTYcdfh9FdnSkVFK6zgVUYVKo6jn1twAtdUuFkgjXkqjImUSsC9WuE3AWxIAQhCABCEIAXYiy\/C6RzwnkR4G6o6tl0iqYyDyHfqhq0OLoR17bDY27vmp2pAudPj71WVUbT96x8dPekmIUdtdD3gX+C5pI6IMnaFgY5w5m4813Ubv3ln\/Kf\/qYtc0JvwvuNLE92q44pstQ0\/wD1u\/1NWU48r\/j+jg8jG0y0YtoOi4qSrBCYMAK8yfj30cidHyrp6P3p39LVORmxVt\/xFw89cyQbObbzBP1U3QYYXvazi4gL3vH1hin8I2TtH0nAWkU8Q\/lH1Xa6O66IYmtaAOAA9i1VUwAXkSwpycmznm7Fc1O3MXW7Vst+697e1RPSUZZMw4W9o1+YVhLU3\/XBQvSKW7997m3Inh7LL0PG7pG+GLStjSgObUbHX2j8lS0cVjYcfqozo9VDRpOulle0MQs11\/1dbvTo9CG0dWHQloPE31+Ke0IIsb3PwSylFje9hr8dUxpR42siL2OS0VWHuu1da4cL9Vdy0ZiCEISGCEIQBrmGiSVr7d\/inxCX18B4Ji+SUq7nv8EvlhJ2vpzCeVVKb6uA8ksnpANczj4WCxkjeDEVXEDp7xwKXSUfbDxqQ0ttte9jmHfoqGeV+wc63flPwSyUu\/CPaPhwKzcfQ5pSVM5YJi06bJtS4glQAcdey7nY6+LdvYtclLK3UAEcwfkuScHZxZPGkutnX0sd1lOSPWZ2vLikvQuElxmOzdG+J3PkuwzutZwNj8EQXDQyMWAGgAVLJOONwMVCS1Q+mru9LJ6wuNgvIsMldqdBzOi6ZWwwi7n3P625rCONtl4\/Gk9s4qy7W6C5P6spPGcN0Mj5RmJ1bY+5OcVxw3PVsJ3AJHvUfVPke45jqvU8bE4o6JxUY0j2kkyuBGq+lYFJ2ABwG\/fvb3r5u+nLLA77q76IT9gd1tPFa5V8jwOnRXsYSAPAk926YQNNx+uG65oNRYa3TGlj1HxWcTaT0PsNaba8l2rmom6LpWrMAQhCQwQhIZekRbBXzdWP3IzANzf4nVU7Jrk27N89uO10UKx8sJG3Cn8T6QyskfHHFCerp46l75ZnRMbG904fq2N\/q9SDtrmO1tWWA1k00DJZohC9+uQPL7N+6SS1pBIsbW0vrqnQWc1ZRngklRRm+7fDVWhC5KmhY7hYpPY06IWrhI3B8glbqdztS6QDvIA8rhWFXTltwc3t0SypoQRq7LfwuocTTkIXQAgaOd4lzhp3AarVLDJxbl8Q4Dx20TJ1PlHZe5vefrfVK54XOJA6x\/ebW8gpcS1Kuj0xWFwR5Am\/gRugPeNhbX8J09yIAWkB2n+YrqdVsbq8v7g745Rt56qOES+bOKojlO7\/ACFxfvWEGHE6uBHIu3P9I+aYU1a593BpDdgDoXHz4Lu6q9y7U8hb3lCSQ7snX0gsdPM8fAclKYnRuD81reS+g1NPytc+we3UpZV4fe2mnFx08SAqhJxdkzipRok5IA8Ak6p30Vjs619OXfzW+PDLuIa1MaTDw0ggWI7te9bSlyRjGPFlRSEADmdAE9pIElwuI7nl+V1T0EVrch8UoxoUmdsbbABZIQmSCEIQAJAOj9OZZXdbIevc8ywdb9lI50Yjka6Lj2Mtx4J+vn1d0ZqZKl0jWZXNqqiohkLwGh\/o1K2FzspJyOdG9hBB0vcbXpESGb+jdAGmM1D7uMXbNTeTJFfqog5x\/wAMOucvE6m6eYdLDE0xip6zLmcTJK17wOOYk3AHuUxhHRkkYc6eljzx9eZ7tjfkzNk6sF33hdwta\/kksHRur9HrYvR5Q+SKray8dE1jnSzFzA2ZjuuJII9ew3vsE+\/kV18H06SoY2+Z7W5QC65Ayhxs0uvsCQbX5I9JZZrs7bPIDTmFnE7Bp4k9y+eVXRepBqmOjfLG00Qp3MdC57ooZqh4DmT9l7o2ysaQ\/wBYNBzE3WMnR2vlhhjbDDH1DZpG5y2ICd87nQyBsGZola1gLrZReY5Xb2XFex8n6Po0kIduldZQcgD5ApnSyOcxjnNLHOa0uYbXa4gEtNiRcHTQkablbCFJRMS0ZP8ADBK0Cjcd2sAHEk6eQVW6EFaXUbUDsjJ8PudL+Ibr5DgFyuwnKdmgnXUZney9h5q8FELWufJa24Y0X7+PFFIdkgzDhoQ0kjie\/jf6LfHBa4sPZt3nl4KmOFN5n2rxuEs71Dgi1konRS8LEnfNp+guaegO3f4\/3VgKEDwWt+H8kcA\/ISsOH6kW14nh+a2U+HEuv+rKkGGarojowFokkQ5WcFFR7JwxthZDWAbLJDZIIQhIYIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAH\/\/2Q==\" alt=\"Resultado de imagen de La visi\u00f3n nocturna de los felinos\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de La visi\u00f3n microsc\u00f3pica del \u00c1guila\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Tambi\u00e9n hemos dicho que el mundo que nos rodea es el que nos facilita nuestra parte sensorial, la mente, y que este mundo, siendo el mismo, puede ser muy diferente para otros seres, cuya conformaci\u00f3n sensorial sea diferente a la nuestra. Parece que, realmente es as\u00ed, lo que es para nosotros, para otros no lo ser\u00e1 y, tenemos que tener en cuenta esta importante variable a la hora de plantearnos ciertos problemas que, de seguro, tendremos que afrontar en el futuro. Hay diferentes maneras de resolver el mismo problema, solo tenemos que tratar de entenderlos.<\/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:\/\/2.bp.blogspot.com\/-oCPQRvSnzt0\/T8TJGgh0ijI\/AAAAAAAAAlU\/aC_syluFT2Y\/s1600\/retiro-meditacion-transpersonal.jpg\" alt=\"\" width=\"540\" height=\"341\" \/><\/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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 No todos ven &#8220;el mundo&#8221; de la misma manera<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La Naturaleza de la mente es el misterio m\u00e1s profundo de la humanidad., se trata, adem\u00e1s de un enigma de proporciones gigantescas, que se remonta a milenios atr\u00e1s, y que se extiende desde el centro del cerebro hasta los confines del Universo. Es un secreto que provoc\u00f3 v\u00e9rtigo y depresi\u00f3n en alguna de las mentes m\u00e1s preclaras de algunos de los fil\u00f3sofos y pensadores m\u00e1s grandes que en el mundo han sido. Sin embargo, este amplio vac\u00edo de ignorancia est\u00e1, ahora, atravesado, por varios rayos de conocimiento que nos ayudar\u00e1 a comprender c\u00f3mo hemos podido llegar hasta aqu\u00ed y qu\u00e9 conexi\u00f3n existe realmente entre nuestras mentes y el universo inmenso.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/media1.picsearch.com\/is?nwDkO55n5Vw0rzmpX5UAViukkLdj1fVWKbbts744aDM\" alt=\"Haga clic para mostrar el resultado de &quot;Cerebro&quot; n\u00famero 3\" width=\"128\" height=\"118\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Las neuronas del cerebro\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Las neuronas del cerebro\" \/><img decoding=\"async\" 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2nxdmmftDvwCqXLID0RY4\/y0qMVyG8RXJOo3ExPcyyE\/nmuWy451SsmqPQvBPHnmcox\/b6HKN\/vAFJkikx8WpA2G55GMnIx6v4du4wufNIjeNGGSM7kKwwBjIYFcZ\/PFeF\/Z56b2OQ50RB5HPZVUj9SQvzYV6rwzUsEIWG4cqjn0Jp9blsjWwORpIGQp5VhtYeHk+ro6UvFeFcZPmLSi30tP081wz0deJ6fiyw25A5ySQAFAznlt77ZrmX18mZtcYdAcgnbVrQAqQew6\/PtmoknGUVwfNMUh3KSq0OO4zp0kg43K4xyPQbd1cSSkI5GfcgqW05jLkbFCSu\/wC7n51zWjOT4kmk7eU6XNVj5Xa4vg8Gp4LxMJxU+E3SlldeeefR81+7k5fE7KIoXnb9ldRNDKQRlCpQQyqp3YqUGR7g8iTXkvHvCdxbMcxmSLms0YLxOvQhxsPkdxU64vx5bNRI2mW8lUOXlGsQo2Sioh2LkDPYA7Cov\/2lcQByl06jthMflpwK6Rs9f6jqactSo23Hhvpx+MX6HB4Jwd7iTQMKACzu3wxoN2dz0AH5nAG5FSTinFbNIhbW5uBEN5G9C\/eHGcOy7kKM+lSTjtnJra4f9pc8mYr3RPBJgSK0aKcZ2ZSgU6gdx8unOtfiNrZrgTW7qGGpJreQsjryyI5QT8xrBBBBrqkfLk+5G7OxErMRnSAzHrgD3wMknAHuRXXj4TDAhMki+fy8sq7eWMc220s\/8JOF65OwlnB7VYYdfC3hndmUO1x5aSxsuXRI4HOnPpLagWzp2xpqPTcTnhZmItwdwwVbbJzsQdHqB35ggjuK0lZhtoh10oDELnHTOx\/LJx+dYq3eLTrJIXUsc\/vHUR7avxfPA+VaVc3k7LApSlQopSlAX0pShSyt2G2CgM5x2z02226nlt\/o3rEkfqLAnmB8jyx0OQRnkK0ZJC3P8u3T\/KgMl1clye2c4zWGlKEFKUoAKlFjZxiISSu4z8KBQC\/fDFjpUfvaT2Gd8RhGwQcZx0Nd7gDiadfPJKakDAHBYZA0g\/hAUHfoF26CtwdM56kbRIAywW6ypAkc05ZYn1OzrGoAZss2lWYsAGCjAyRzBq21K\/dp4kChX8rMjYXdG1FyTuF\/Cqjc5Y4Jzjl8T4gZVkJ5mTWo6KCukqOwASIAdlrl8PlJOJC2kdt\/yBIArrXRnG+qJFFwe1mRtdwAyDUZEicpjlhg2klicAYAJ6g8xTw94Qt7yZYIrmUO2SCbYaQAMksROSo98dRWXhvB7i8wlvDphBzqY6UyAcvJKcBmAzy5DOBuc5\/D3iMW11DBav6HljSWXSNUyswU890jAJIXmeZ7DMkue5uDdrjg1uK8disEa04ecnP7W6IGuVl2xEDny4xvjqck+9RGficrnU8jMe7MWP5k1fxuyeGaSJxho2ZGHupxWnCmpgO\/6dzXLGDtlckt8MeMHRhFdap7dtihOpk\/jiY7qw545H9a9PtRpXywwZo48o378RDNHIPbfSewx3rxDCxDmGYj\/HHIg7bHPv7VL\/CPiUMI45nAkhJMTsdIZGOXgZvw82Kk7DUw2GKy7yj6PgddRl8LUf7XzzhNY\/v69Dn\/AGioTJbyHOJIIjjsV1REf+2KiNTz7SDrjtnCkAG5XfmMy+aoP92Tny2PaoHRYR5vFR2a84ruwKmnCUSS18iYkKRNOrAZaMoqgEDIyraJAV66UPQVDFNd3hnEAXQH4QpRv5SGD498Mce+K6Ro8k74o3EtjbqdREkMg0lkOQfxDGQCrg4IVgDtuME1pXnHHJMchEyLkDWMnHTS\/wAaj2DY9jXPTiDoWAbY7Ecww9wdj9a03bJzVlPsSEK5Zkn0ZJXIHQHfHtnG\/wA6xUpXM6ilKUApSs1tBrOMgcufueXz5\/lQFlK3\/uC\/70f9P\/ypUspzncnckn571SlKpBSlKAUoKq2OlAUrLbXBQ5HYj6EYP6Ej61ipQHc4ZfqSAYkc\/wAbMo+uGUfrUkHEvuwDabZpHXKosMZWMHkzOyamY8wASMYJJ2FQS2l0sDjPsaltrcKESQAvcSsdLPp0qBtrC99WQGJwNDHA2Ndovdk8847cHchuJI4pZbpnaa4gnWNXJHlxMjIZNPJdblUUADYOeoqO+HOHMrSXmkMLYCRVbk0gI0DHUL\/aMOyY61lllEhLO5MShVL76pNOWIXPVmJbflnJ7HfmvYxdGEjRCsU8WhNyrNbkORn438wddzpA7CjQjLkw8N4onEnaG9R5LghvKnj0rKzD1eU4I0yAgELncHABANcWXhUB\/sp2DdBKgh\/J1dwD89I9612JtZ2IOGGoAgn8SkBlPybIPuK7PHXS4SOYAJJLGCSNlkkT0y5H4JCw1bbHWOR55SRtt9CKXluyMQ4Ibrnf656g9+tYQavdjyJ2HKrK5nUmXgm6Fyp4bPny52BjcDUYZgDpcDqpBIZexrDxvwmioZLSY3CoP2o8p4XT+Py23aM\/vDkdjXC4HxJraeOZecbBhnrjp9RtXrvAOJWs6eqV0iRnlimj2msjIxLxSgA6oCScPgrjZsVpU\/fv39DLtHirIRVoNe0+OfDZZYw8sMsMqEw3YjjhCSDfRLJGAuiRcjU22rB2wa8m4xweW2cpLGyHmM9R0Knkw9xRqgpWc+lKVk0KUpQClKqmOtAUq5JCM4JGatb2pQF+KpVaUKWUpShBSlKAUpSgFKUoBWTz2235DH07VYiknAGTW3HAFXU+x6DHzHIjBO2fy70sVZfZcQZHRm3CHUAeWR6gCOxOM+1as07MxYkkkk56kncnPzqlxNrbP+se\/esdW2SkZJpi2NRzgAfQDAH0AA+gro2vFyIfu77x6mcdSrEKAy9vhwe4J9iOVSpYoqx3qlKUKK2eH8QkgcSROyOvIqcH\/wDPatalAekeGPtECemYGLV8TRKpjfPPzbU+hu5KaGPepHd2ltcQgo0IiZj+zywty7fihlwWsZDtlGGgk\/i3NeKV0+B8cktX1IQQw0ujDUkinmjodmB962pdzDj2O34q8GPba2TUVTdkcBZEBIAJA9MiZI\/aISu++OVRGvV7Dj0N3BNlLgrFbsqxmZSsayPGhEbFC+nlnUThVNRPxd4WNsC6qy6W8uWNyGaJyNS+oAB0dd1YAdRzBqNdQn0IpSro4y2wGa21RYwCw9Xb\/lPUbds\/PtWTZpUq6RyxyeZq2gFKUoC+lKUKWVcmOtW0oQUpSgFKUoBVVUk4HOqxLlgO5A7VuuUjBCklsdR3HIgjbY8u43oCqIsWC3xY+fUe224x9T230ZHJOT\/r5DpVGYk5PM1SgFKUoBSlKAVcMY96tpQClKUApSlAdbwzxU28yvjUu6uh3DxttIjDqCpIxXrlxYieFlZtaZSydzuTDKFlsJiTzaN3CFuoLV4rw+LVIB8+XPl0HX5V7v4WthJYXadrKEg\/xJ94KHccxoU\/lW44OcnT9TxS6jFuzoRiRcgjY4IyCD7b8vYd8Dlk1IftBQDiN0QMBnEn\/qosh\/V6j1YOopSlCClKUBfSlKFLKUpQgpSlAMVJIfCMrQRzK8DiQZCLNH5g9jGSDn2GTW7YWHDDDBie6luZAuqGKIelzzQFgM77bE5revrKztvTLHcGUc4vMiGnsJGCHSx\/dGSOuDtW4KzE21\/0iN9weWI4kR0J5B1K5+WRvWg0ZHSvQLPxYIY2iitITG+MrO0lwNuylgqn3AFaTTWMpy8EsB\/4LiRfoknqHy1Vp6fyOa1V3IVVVXNTFuEWUm0d2yN0E8RRfq6M+PmRUi4F9nNxDm5dIZFWORohrWQSSaT5QC\/j9X4TzIArDjWTopN4R5xZ8LklYLGrOT0VSx\/IVJ08HInonuo4pvTmPRJJoLkBRNIgKxHcbHcZ3r0634lwySJdU15NJpXzEia5J1Y9QMSYVd+mABVknGIkhNva8DYxHmJ9EAb3bzNz8ya3tSz9vv8Agxucsff7fk8b434bmtnZJY2QqSMkHSfcNyIrjyREcxXtcU0gzi0vIF6iC4ivkA\/8sS+R8hXK4h4XiuRcyavKEAWRphBJCjq2dStC3wzAjOE2OeQOKjiqv\/RVJ3XPn+TyalTO\/wDBhYM1pILgL8aqrRyp7tA+Hxt8QGKik1mykgjlzHIj6Vnaze5dTXpVShHSqVk0KVVfeq6cnYUB0PDwjM8Ql\/s\/Mj1\/yahq\/TNe92sirw7ibKS07M8BAGFDMqxWyRAck0PHjr6jnevE\/DPApJpFAjdl1IHKKW0qSNR29smvT+McSaxt5BLEUIuJrglmjIkdcraxxqGLEAiJySNvLOa6YXvuc8vj3weW+PLgScQuipyA\/lg9\/KVYs\/8ARXBqrMSSSck7k9yeZqlczoxSlVX3oClKGlAX0pShSylKqq5OO9CFKEY\/xrcigCDVIOuw2O4I99+Z29vpWCectjPIch25f0oDqeEeFS3NykcMixyAM4dnMYXT11DcH5VKuHwG1nLG7tWlOpSCst1qLbNnTGQSfnneuTY+Golto7ia+t08wZEQJllx2KKNm9jy6mt+xkyfLsVKnSS9xIQrKv4myCVt0AO5BLHlk5xXSGGctT\/JHQufCkUkojgvIRIyF3jdZkEWAS416DpAAzhsFeR5ZqPzmzhbS08lwRtiFBGmf\/Fk3I\/uVg4rxaOJGt7UltW0sxGkyAb6EXmkWRnfdjjOAAKwcB4UpBuLglYEODj4pGxkRR+5G5PJRv2pvfci045aJdb3sENmbiOxjWR5VjiaYm4yFDGVwrAL6TpGQvNvatf7SfEczrZRmQgpBDMcEj9rKNeR2wpUDHLeuVcXct9INEeyKFSNB6IoxyHZV7see5NU+0uLRdmMEEJFapkbg6beLkeopJLPURbx0OXc+Lr6RdL3kxH85GfnjGa48kpbdmJPuSf8atpXM7GS3uHjOqN2QjqpKn8xUq4d4\/uMNFeE3UDqqMjsQyhWDAo45MGUHJz8IqI0oLPa+D8Stb54mumzG37OK6OILiCZQMRSypgHUuSr9cEdKkvE\/ATSn\/vENwvT7xGDIB2FxEVcn3Oa+fOGcWmtyxhfSHGHUgMrjnh0YFWHzFdm28Y3BYYhtCRy\/wBnhQ7dnUKwPyIrbm3kwoJYPQON\/ZiUUt93kAAJLQyJcKAOpSQRv+RY1EX8DkHLzRJGwDRyPrUSKVVtQXSSoAYZ1YwTit+b7RGMeJfvOWGCiXRKMD\/OHYD3yee1ZOE\/acA0ZdWgaNGhRolSVPJJBVHjfc6dI9QOT1ope\/dk2P37RxX8G4Ab73YlT+L7zHiurwbwhAfU1ys2Ocdr+1J9jJ8CD3YqPeuyftIt9zrgLH8Z4dufn\/tFa\/HvGcEyR\/eLpZoUOr7tBA0HmsOXnFmwi9xk5GeXOra7+n9fgbH2+rOs6xrEVEkcaRDUxhlPlWvYtLGQ1zdHmFyFG23Nj5N4o4mtzdTTICEd2ZQeYB6n3PP61d4g8RT3jDzWwi\/2cS+mOMdlQYA+eK5NYbs6JUKUpUApSlAKUpQF9KUoUtVckAcztW8gSMKTux\/dO+COhz78\/wD7qrukXw51HP0323B5bcuoO9aDMSck5NAVlkLEk8zVtKUIbfB4EkniSWQRRs6h5DyRc7t+VSLxpxW3BNrw8n7suNTZJM0g\/Gx\/Eo5AcuZA3FRKlASzwnwK3uIwXuikpkIMQi1kRqNTSlyyqFC6if5evKt\/xNfJJZxCNdEUU80cK9dGiMszn8TMxDE\/xYrXuEhs+Hwskwe5vFzIoIPlwg5CbbgswXOeekjoa0fEN1D92skil1tokklH7jyMvp+YVQPp71pNUYlF2bXhLiUkkDWGywO5nlkAOpURQXyQd1AA2I54HWsf2ikNdyOmdDrDJH\/I0SaPyG30rm8M4+YLW5t0iXVcGPVLn1BEIbywMciR36\/KuzPbtc8KW6JGq0k+6t3aNtLRn5q0hX5H2qJo04shtKGlQopSr4FBYA8s79KAtRSdh\/T9TW+zrFsPiwdxnmDtnflnp\/Te2WdUBWPOcbn32znBwf8AL61ok0KGOd+9KUoQUpSgFKUoC7Ixy3q2lKAUpSgFKVdoONWNs4z70BWlKUKWUpShBSlKAUoKqxoC2q0pQCrg5AIBODjIycHHLI64yfzq2lAKUopoBSqsc9KpQClKUApSlAKUBqrGgKUpSgFKUoBSgFbsMQRSz4z0HXofz3HyoCkNtpOp8YwDjPMHbcc6xT3JbYbDt\/X+lW3M+s9gOQznGef61ioC+lKUKUpSlCClKUApSlAKUpQClKUApSlAVqlKUApSlAKUpQClKUApSlAKUpQGaz+Nfr\/gaz8V+Jf5RVaVCmlVKUqkMlKUoD\/\/2Q==\" alt=\"Resultado de imagen de Las neuronas del cerebro\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Hablar de la \u201cMente\u201d y del \u201cCerebro\u201d es querer ir mucho m\u00e1s all\u00e1 de nuestros conocimientos. Una Galaxia como la V\u00eda L\u00e1ctea tiene m\u00e1s de 100 000 millones de estrellas, y, un cerebro humano, tiene a\u00fan m\u00e1s neuronas y conexiones. As\u00ed que, nos encontramos ante un complejo dilema: La verdad no puede ser experimentada de la misma forma que podemos experimentar con los objetos que est\u00e1n fuera, separados de nosotros y que podemos ver y observar, estudiar sus mecanismos y funciones pero, eso que llamamos \u201cLa Mente\u201d es algo m\u00e1s, mucho m\u00e1s que una simple galaxia que \u201cs\u00f3lo\u201d tiene Estrellas, Nebulosas y Mundos, una Mente, amigos m\u00edos, tiene dentro mucho m\u00e1s. T\u00e1nto es lo que tiene que no hemos podido llegar a comprenderla, siendo algo tan cercano a nosotros y que -creemos- est\u00e1 dentro de nosotros mismos, y, sin embargo, no sabemos lo que es, como funciona, y, hasta d\u00f3nde puede llegar.<\/p>\n<p style=\"text-align: justify;\">Es curioso constatar como el enorme flujo de informaci\u00f3n que llega a mi mente a velocidad de v\u00e9rtigo, a veces (como ahora me ha pasado), estoy hablando de una cosa y me transporto\u00a0 a otra distinta, sin querer, sin que me de cuenta al principio elijo caminos diferentes a los que deb\u00eda llevar para hacer coherente la conversaci\u00f3n iniciada en un campo de objetos materiales. Estaba comentando sobre el cometido de las part\u00edculas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Crookes_tube-in_use-lateral_view-standing_cross_prPNr%C2%B011.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/4\/4a\/Crookes_tube-in_use-lateral_view-standing_cross_prPNr%C2%B011.jpg\/220px-Crookes_tube-in_use-lateral_view-standing_cross_prPNr%C2%B011.jpg\" alt=\"Crookes tube-in use-lateral view-standing cross prPNr\u00b011.jpg\" width=\"220\" height=\"165\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSFLF8fkHZuzN-4eYtDOS68VOUPk3F2SWGGZdeDoRBQFSy8uVxb\" alt=\"Resultado de imagen de La naturaleza del electr\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTzFcbAaBuvjtgDh-f5Nj4zu7Gevmz6OH7RPhIxD_f49ygMtyfY\" alt=\"Resultado de imagen de La naturaleza del electr\u00f3n\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS9YG0vRn1mdj0W5aPwf-P-isSkPUjAJV_AKZnM2_c_4gf3p408\" alt=\"Resultado de imagen de La naturaleza del electr\u00f3n\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La naturaleza de <a title=\"Part\u00edcula subat\u00f3mica\" href=\"http:\/\/es.wikipedia.org\/wiki\/Part%C3%ADcula_subat%C3%B3mica\">part\u00edcula<\/a> del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> se demostr\u00f3 por primera vez con un <a title=\"Tubo de Crookes\" href=\"http:\/\/es.wikipedia.org\/wiki\/Tubo_de_Crookes\">tubo de Crookes<\/a>. En esta ilustraci\u00f3n, un haz de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> proyecta el perfil en forma de cruz del objetivo contra la cara del tubo.<\/p>\n<ul style=\"text-align: justify;\">\n<li>En 1.897, J.Thomson, descubri\u00f3 el electr\u00f3n<\/li>\n<li>En 1.911, Rutherford, descubri\u00f3 el n\u00facleo at\u00f3mico y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a><\/li>\n<li>En 1.932, Chadwick, descubri\u00f3 el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>.<\/li>\n<\/ul>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/_Tbke1O7a-kI\/Sf7daUnKx5I\/AAAAAAAAABo\/pqLq5Bhg3XQ\/S600\/Cabozote2MA.jpg\" alt=\"\" width=\"600\" height=\"250\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">As\u00ed qued\u00f3 sentado que, el modelo at\u00f3mico estaba completo basado en un n\u00facleo consistente en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">protones<\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">neutrones<\/a> rodeados en su \u00f3rbita, de un n\u00famero suficiente de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">electrones<\/a> que equilibraba la carga nuclear y lo hac\u00eda estable. Pero este modelo no era suficiente para explicar la gran estabilidad del n\u00facleo, que claramente no pod\u00eda mantenerse unido por una interacci\u00f3n electromagn\u00e9tica, pues el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> no tiene carga el\u00e9ctrica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.futura-sciences.com\/uploads\/RTEmagicC_BellePress11_3e.gif.gif\" alt=\"Resultado de imagen de Las part\u00edculas llamadas mesones&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En 1.935, Yukawa sugiri\u00f3 que la fuerza de intercambio que lo manten\u00eda junto estaba mediada por part\u00edculas de vida corta, llamadas <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a><\/a>, que saltaban de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> a un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> y hac\u00eda atr\u00e1s de nuevo. Este concepto dio lugar al descubrimiento de las interacciones fuertes y de las interacciones d\u00e9biles, dando un total de cuatro interacciones fundamentales.<\/p>\n<p style=\"text-align: justify;\">Tambi\u00e9n dio lugar al descubrimiento de unas 200 part\u00edculas fundamentales de vida corta. Como antes comentaba, en la clasificaci\u00f3n actual existen dos clases principales de part\u00edculas: Leptones, que interaccionan con el electromagnetismo y con la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a><\/a> y que no tienen estructura interna aparente, y los Hadrones (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('pion',event); return false;\">piones<\/a><\/a>, etc.), que interaccionan con la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a><\/a> y tienen estructura interna.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Murray_Gell-Mann.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/8\/87\/Murray_Gell-Mann.jpg\/250px-Murray_Gell-Mann.jpg\" alt=\"Murray Gell-Mann.jpg\" width=\"250\" height=\"291\" \/><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-1aJetFN7xfY\/UdcjVNNyzmI\/AAAAAAAAABI\/k53F-etumQY\/s1600\/quarkss.PNG\" alt=\"Resultado de imagen de La damilia Quarks&quot;\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0 Murray Gell-Mann en 2007<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fue el modelo de Murray Gell-Mann, introducido en1.964, el que fij\u00f3 la estructura interna de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a><\/a> que, estar\u00edan formado por min\u00fasculas part\u00edculas elementales a las que llam\u00f3 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>. Este modelo, divide a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('hadrones',event); return false;\">hadrones<\/a><\/a> en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">bariones<\/a> (que se desintegran en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">protones<\/a>) y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a><\/a> (que se desintegran en <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a>). lLos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">bariones<\/a> est\u00e1n formados por tres <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('mesones',event); return false;\">mesones<\/a><\/a> por dos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> (quark y antiquark) En la teor\u00eda <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quark<\/a>, por tanto, las \u00fanicas part\u00edculas realmente elementales son los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a> y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>.<\/p>\n<p style=\"text-align: justify;\">La familia <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> esta compuesta por seis miembros que se denominan up (u), down (d), charmed (c), strange (s), top (t) y, bottom (b). El <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> siendo un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">bari\u00f3n<\/a> est\u00e1 constituido por tres <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>, uud (dos <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> up y un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quark<\/a> dowm), y, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> por udd (un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quark<\/a> up y dos dowm).<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/astrojem.com\/imagenes_voltaire\/fuerzafuerte.gif\" alt=\"Fuerza fuerte\" width=\"193\" height=\"148\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSVZI5_SBSl9ZbTcrf-bcVmfdX_NLJETIcrwYOntwamryNUEg0T\" alt=\"Resultado de imagen de La damilia Quarks&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" title=\"Fuerza nuclear fuerte\" src=\"http:\/\/www.uco.es\/hbarra\/Blog\/Nuclear_Force.jpg\" alt=\"Fuerza nuclear fuerte\" width=\"250\" height=\"141\" align=\"right\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\"><strong>En un nuevo trabajo, los f\u00edsicos de altas energ\u00eda han observado dos estados cu\u00e1nticos muy buscados en una familia de part\u00edculas subat\u00f3micas: los bottomonium. El resultado ayudar\u00e1 a los investigadores a comprender mejor una de las cuatro fuerzas fundamentales del universo, la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a>, que ayuda a gobernar las interacciones de la materia.<\/strong><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Para que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> est\u00e9n confinados en el n\u00facleo dentro de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a><\/a>, es necesario que act\u00fae una fuerza, la nuclear fuerte que, entre los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> se puede entender por el intercambio de ocho part\u00edculas sin carga y sin masa en reposo, llamadas Gluones (porque mantienen como pegados a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> juntos). Aunque los Gluones, como los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> que realizan una funci\u00f3n similar entre los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a><\/a>, no tienen carga el\u00e9ctrica, si tienen una carga de color. Cada Glu\u00f3n transporta un color y un anticolor. En una interacci\u00f3n un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quark<\/a> puede cambiar su color, pero todos los cambios de color deben estar acompa\u00f1ados por la emisi\u00f3n de un Glu\u00f3n que, de inmediato, es absorbido por otro <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quark<\/a> que autom\u00e1ticamente cambia de color para compensar el cambio original.<\/p>\n<p style=\"text-align: justify;\">El universo de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> puede resultar muy complejo para los no especialistas y como no quiero resultar pesado, lo dejar\u00e9 aqu\u00ed y paso de explicar el mecanismo y el significado de los sabores y colores de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> que, por otra parte, es tema para los expertos.<\/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:\/\/t0.gstatic.com\/images?q=tbn:ANd9GcRbbyj_iKLxRRwd2LEA4l75qGBGRXAD7Liqyar5GWpRMZKXKP4\" alt=\"\" width=\"456\" height=\"258\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Dentro del n\u00facleo las fuerzas son&#8230; inauditas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Esta teor\u00eda de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> completamente elaborada est\u00e1 ahora bien establecida por evidencias experimentales, pero como ni los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> ni los Gluones han sido identificados nunca en experimentos, la teor\u00eda no se puede decir que haya sido directamente verificada. Los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> individuales pueden tener la curiosa propiedad de ser mucho m\u00e1s masivos que los Hadrones que usualmente forman (debido a la enorme energ\u00eda potencial que tendr\u00edan cuando se separan), y algunos te\u00f3ricos creen que es, en consecuencia, imposible desde un punto de vista fundamental que existan aislados. Sin embargo, algunos experimentales han anunciado resultados consistentes con la presencia de cargas fraccionarias, que tendr\u00edan los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> no ligados y en estado libre.<\/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%3AANd9GcRj7tkXo9FvQT3rqorSaoE2HOOM3UppBusrzvEOZYiO04OYpxTE\" alt=\"Resultado de imagen de El LHC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRpTAHAhYKRH_cNY6XXpEOl0XCZwM5MWpTi_Dbz5uIedErp_5Iy\" alt=\"Resultado de imagen de El LHC\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTMkPronqyyi_rFBR7MNvFVCakyC1wnY8ATl0cP63-ianeKwH17\" alt=\"Resultado de imagen de El LHC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT4wk41nrHUeGEsKDKUL1bHdzpTV81xBacqHVtY4Kyh3H9Wn0__\" alt=\"Resultado de imagen de El LHC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTydPdWUlb8P3NW7Wnda83MdATodO6aizO2OK0Zuua_CSabbOpN\" alt=\"Resultado de imagen de El LHC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRV6cNAP3yUvY-SgmbATEXxAoMCdM8lvI96dLkguhABcomsv1gc\" alt=\"Resultado de imagen de El LHC\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En ocasiones anteriores, ya hablamos del LHC, el acelerador de part\u00edculas que tantas esperanzas ha suscitado. Puede que \u00e9l tenga la respuesta sobre los Gluones y los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>, adem\u00e1s de otras muchas (encontr\u00f3 la part\u00edcula de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('higgs',event); return false;\">Higgs<\/a><\/a>) y est\u00e1 buscando el <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> oscuro (la part\u00edcula que forma la &#8220;<a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a>&#8221; que, no sabemos si en realidad existir\u00e1<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Mirad como es nuestra naturaleza. Resulta que a\u00fan no hemos podido identificar a los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>, y, sin embargo, hemos continuado el camino con teor\u00edas m\u00e1s avanzadas que van mucho m\u00e1s all\u00e1 de los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a>, ahora hemos puesto los ojos y la mente, sobre diminutas cuerdas vibrantes, filamentos cien mil veces m\u00e1s peque\u00f1os que los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\">quarks<\/a> y que ser\u00edan los componentes m\u00e1s elementales de la materia.<\/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:\/\/lh4.google.ca\/abramsv\/R_hI8vXRnTI\/AAAAAAAANmw\/pIACAD6Da4M\/suspension.jpg\" alt=\"\" width=\"484\" height=\"393\" \/><\/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 La materia que va creando espacios al expandirse<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Y, a todo esto, \u00bfqu\u00e9 ser\u00e1 de la teor\u00eda final, esa que llaman del Todo y que se conoce como teor\u00eda de cuerdas? Si finalmente resulta que dichos diminutos objetos est\u00e1n ah\u00ed, podr\u00eda resultar que tampoco sean los componentes finales de la materia, pero el avance ser\u00e1 muy significativo. La <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a><\/a>, ahora refundida por E. Witten, en la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2010\/03\/01\/el-cuanto-de-luz-que-einstein-llamo-foton\/comment-page-1\/#\"><a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda M<\/a><\/a>, si realmente se verifica, nos dar\u00e1 muchas respuestas.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<p>&nbsp;<\/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%2F2020%2F02%2F01%2Feinstein-le-llamo-foton-%25c2%25a1el-cuanto-de-luz%2F&amp;title=Einstein+le+llam%C3%B3+fot%C3%B3n%3A+%C2%A1El+cuanto+de+Luz%21' 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%2F02%2F01%2Feinstein-le-llamo-foton-%25c2%25a1el-cuanto-de-luz%2F&amp;title=Einstein+le+llam%C3%B3+fot%C3%B3n%3A+%C2%A1El+cuanto+de+Luz%21' 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; 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Algunas son m\u00e1s elementales que otras:\u00a0 quarks, fot\u00f3n, neutrino, electr\u00f3n, prot\u00f3n, neutr\u00f3n, mu\u00f3n, tau, ka\u00f3n, sigma, omega, W y Z, glu\u00f3n,\u00a0fot\u00f3n, gravit\u00f3n&#8230;, son muchas m\u00e1s pero estas se consideran las m\u00e1s importantes al formar la materia e intermediar en las interacciones con las cuatro fuerzas fundamentales del universo. Sus\u00a0 nombres son muy [&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":[7],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8553"}],"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=8553"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/8553\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=8553"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=8553"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=8553"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}