{"id":27190,"date":"2021-09-24T06:01:05","date_gmt":"2021-09-24T05:01:05","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27190"},"modified":"2021-09-24T06:01:05","modified_gmt":"2021-09-24T05:01:05","slug":"el-%e2%80%9cuniverso%e2%80%9d-de-lo-muy-pequeno-%c2%a1resulta-fascinante-2","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/24\/el-%e2%80%9cuniverso%e2%80%9d-de-lo-muy-pequeno-%c2%a1resulta-fascinante-2\/","title":{"rendered":"El \u201cuniverso\u201d de lo muy peque\u00f1o. \u00a1Resulta fascinante!"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00ab\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/en-las-fronteras-de-nuestro-conocimiento\/\" rel=\"prev\">En las fronteras de nuestro conocimiento<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/%c2%a1la-hiperdimensionalidad\/\" rel=\"next\">\u00a1La Hiper-dimensionalidad!<\/a>\u00a0\u00bb<\/div>\n<div style=\"text-align: justify;\">\n<h3><\/h3>\n<p><img decoding=\"async\" src=\"https:\/\/media.gettyimages.com\/photos\/postcards-produced-circa-1900-the-fictional-story-of-gullivers-a-picture-id79039826?k=20&amp;m=79039826&amp;s=612x612&amp;w=0&amp;h=jiXvIyU9jZkBSrJIdsXVoQ3Kafwub5sDhx_jeEwobtA=\" alt=\"Postcards, Produced Circa 1900, The fictional story of Gullivers travels, A colour illustration of Mr, Lemuel Gulliver laying down on a beach talking...\" \/><\/p>\n<p>Gulliver en Liliput el pa\u00eds de la gente peque\u00f1a<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>En la parte tercera de la historia de Jonathan Swift, Gulliver viaja a Laputa, Balnibarbi, Luggnagg, Jap\u00f3n y Glubbdubdrib.\u00a0y, en la parte cuarta de la historia el pa\u00eds que visita es el de los Houyhnhnms. Todas estas historias nos fascinaron de peque\u00f1o.<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<div>\n<p style=\"text-align: justify;\">Cuando hablo de lo muy peque\u00f1o, puedo llegar a entender muy bien lo que es,\u00a0<strong>lo que son, \u201clicencias literarias\u201d<\/strong>\u00a0el papel de nada se queja y el l\u00e1piz\u00a0<a id=\"_GPLITA_1\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>puede<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0escribir lo que quiera y piense el que lo sostiene, seg\u00fan le dicte su imaginaci\u00f3n. Claro que, cuando comparamos ese mundo de ilusiones e imaginaci\u00f3n\u00a0 con el mundo real, todo el edificio se viene abajo. \u00a1L\u00e1stima!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media.gettyimages.com\/illustrations\/scene-from-gullivers-travels-the-satirical-novel-by-jonathan-swift-illustration-id51243012?k=20&amp;m=51243012&amp;s=612x612&amp;w=0&amp;h=8dFgcQLhUjzLFp4KkvIX7Ol83GsAPJMamjslx9UWQsg=\" alt=\"Scene from Gulliver's Travels, the satirical novel by Jonathan Swift.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 Aqu\u00ed una escena del viaje a Brobdingnag, el pa\u00eds de los gigantes<\/p>\n<p style=\"text-align: justify;\">Todos los ni\u00f1os peque\u00f1os juegan con peque\u00f1os mu\u00f1ecos que son soldados, guerreros o seres de otras galaxias con poderes m\u00e1gicos y, ellos, en su inocente mundo sin maldad, los dirigen con sus manitas gordezuelas al desarrollo de luchas y aventuras sin fin. Jonathan Swift, nos deleit\u00f3 con aquellas aventuras de Gulliver, un aventurero que lleg\u00f3 a las tierras de Lilliput: All\u00ed, todo era muy peque\u00f1o, la naturaleza, las plantas, los habitantes del lugar y sus casas y palacios, embarcaciones y todos los animales.<\/p>\n<p style=\"text-align: justify;\">Gulliver era all\u00ed un gigante de proporciones inmensas: Incluso lleg\u00f3 a extinguir un fuego con una simple chorrada (es decir, hizo pip\u00ed) y acab\u00f3 de inmediato con el (<a id=\"_GPLITA_2\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0ellos) enorme fuego.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"\u6700\u5bcc\u6709\u76841%\u7684\u5bb6\u5ead\u64c1\u670943%\u7684\u8ca1\u5bcc\uff0c\u6700\u5bcc\u6709\u768410%\u64c1\u670981%\uff0c\u6700\u4e0d\u5bcc\u6709\u768450%\u50c5\u64c1\u67091%(The top 1% of households own  43% of global wealth, 10% owns 81%, while the bottom 50% have just 1%) -  \u4e2d\u6587\u99ac\u514b\u601d\u4e3b\u7fa9\u6587\u5eab(@\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTGC_Jg0L8USNCbcImjkSB_Ex_oUs4144E6gHreND25RELU0uBwAQB4Q5ePPrvDZPq1bco&amp;usqp=CAU\" alt=\"Los viajes de Gulliver (Cl\u00e1sicos Juveniles C\u00f3mics) : Swift, Jonathan,  Editorial Alfredo Ortells, S.L.: Amazon.es: Libros\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcR9SMs8dWLeKEkcSOhOxEt0GjKWFe_BD8kQhvi__FS6rjMGos5Dj3Dgjz9Py9ziNH_s9UU&amp;usqp=CAU\" alt=\"Los viajes de Gulliver - Wikiwand\" \/><\/p>\n<p style=\"text-align: justify;\">Su tama\u00f1o pod\u00eda, sin dificultad alguna, decidir el resultado de una guerra entre aquellos peque\u00f1\u00edsimos seres que, ante un gigante como \u00e9l, no ten\u00edan defensa alguna y, sus armas, resultaban rid\u00edculas\u00a0<a id=\"_GPLITA_3\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0poder causarle alg\u00fan da\u00f1o. Dormido lo tuvieron que coger para poder atarlo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSVPkdhqy5M-v1hmHI_OonMa4fHZX7FLXyi4g&amp;usqp=CAU\" alt=\"Los viajes de Gulliver: Resumen y argumento\" \/><\/p>\n<p style=\"text-align: justify;\">Durante otro viaje, las fuerzas ignotas del destino llevaron a Gulliver a un pa\u00eds llamado\u00a0 Brobdingnag, donde la gente y todos los seres animados e inanimados eran mucho m\u00e1s grandes que \u00e9l. All\u00ed era un enano, mimado por una ni\u00f1a peque\u00f1a llamada Glumdalclitch. Al final, Gulliver es recogido en una\u00a0<a id=\"_GPLITA_4\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>jaula<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0por un \u00e1guila que lo deja caer en el mar de donde lo rescataron unos marineros a los que, al contarles esas historias, pusieron incr\u00e9dulas caras de asombro.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Glumdalclitch Fotos e Im\u00e1genes de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Gulliver Im\u00e1genes de stock en blanco y negro - P\u00e1gina 2 - Alamy\" \/><\/p>\n<p style=\"text-align: justify;\">Claro que, cuando nos trasladamos al mundo real, las cosas no suelen ser de esa manera. Poco importa lo fascinantes que las historias de este\u00a0<a id=\"_GPLITA_5\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>tipo<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0nos puedan resultar. Las cosas no funcionan de esa manera. Todos sabemos, por ejemplo que la llama de una vela peque\u00f1a y la de una vela grande, son aproximadamente del mismo tama\u00f1o. \u00bfDe qu\u00e9 tama\u00f1o ser\u00edan las llamas de las velas de Lilliput? Y, desde luego, si pensamos un poco, m\u00e1s cuestiones nos surgen: \u00bfC\u00f3mo ser\u00edan las gotas de lluvia en Lilliput y en Brobdingnag?, \u00bferan las leyes f\u00edsicas para el agua diferentes all\u00ed que en nuestro propio mundo? Y, finalmente, los f\u00edsicos se preguntar\u00edan: \u00bfDe qu\u00e9 tama\u00f1o eran los \u00e1tomos en esos lugares?, \u00bfQu\u00e9 clase de reacciones qu\u00edmicas podr\u00edan tener lugar con los \u00e1tomos del cuerpo de Gulliver?<\/p>\n<p style=\"text-align: justify;\">Claro que, con esas preguntas esas historias fallan. La verdadera raz\u00f3n por la que los mundos de Los Viajes de Gulliver no pueden existir es que las leyes de la Naturaleza no permanecen exactamente iguales cuando se cambian las escalas. A veces, esto es evidente en las pel\u00edculas de desastres, donde quiz\u00e1 se ha constru\u00eddo una maqueta a escala\u00a0<a id=\"_GPLITA_6\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0simular una gran ola o un rascacielos en llamas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTfQOLBcjtPuPq9Jjltw9kH-sjMqsqTRcYKFPFVcLLIuf9XKne-OIEdMsMhgP3WrijhYNI&amp;usqp=CAU\" alt=\"Historias:Liberty Tree\/Tsunami en Liberty City | Grand Theft Encyclopedia |  Fandom\" \/><img decoding=\"async\" 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\" alt=\"Las Maquetas de Pel\u00edculas M\u00edticas de la Historia del Cine.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Maqueta de Tsunami en Nueva York y otras maquetas e pel\u00edculas m\u00edticas<\/p>\n<p style=\"text-align: justify;\">El ojo experto puede, sin problemas, distinguir entre la maqueta y la realidad. Los mejores resultados se obtienen cuando el factor de escala\u00a0<a id=\"_GPLITA_7\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0el tiempo se elige igual a la ra\u00edz cuadrada de la escala espacial. As\u00ed, si el rascacielos de turno se construye a escala 1:9, hay que rodar la pel\u00edcula a un 1\/3 de su velocidad real. Pero incluso as\u00ed, como antes se\u00f1alo, el ojo entrenado distingue la diferencia entre lo que sucede en la pel\u00edcula y lo que se observar\u00eda en el mundo real.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/_rP3lqGlsEqM\/S8Wt-WHjqyI\/AAAAAAAAAHE\/zCO19c2ErIE\/s400\/flama_osho_frases.jpg\" alt=\"\" width=\"320\" height=\"240\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRB3ODNtY3KdQ7cYln8__GBSDcyyXyaU7H7AA&amp;usqp=CAU\" alt=\"Gota, Agua, Iconos De Equipo imagen png - imagen transparente descarga  gratuita\" \/><\/p>\n<p style=\"text-align: justify;\">En resumen, las leyes que gobiernan el mundo f\u00edsico tienen dos caracter\u00edsticas importantes: muchas leyes de la naturaleza permanecen inalterables, no se alteran cuando cambia la escala, pero hay otros fen\u00f3menos, tales\u00a0<a id=\"_GPLITA_8\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>como<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0una vela encendida o las gotas de agua, que no cambian del mismo modo. La implicaci\u00f3n final es que el mundo de los objetos muy peque\u00f1os ser\u00e1 completamente diferente del mundo ordinario.<\/p>\n<p style=\"text-align: justify;\">Justamente en el mundo de los seres vivos la escala crea importantes diferencias. En muchos aspectos, la anatom\u00eda de un rat\u00f3n se podr\u00eda considerar (m\u00e1s o menos y, guardando las distancias) como una copia de la de un elefante, pero mientras que un rat\u00f3n puede trepar por una pared de piedra pr\u00e1cticamente vertical sin mucha dificultad (incluso se puede caer\u00a0<a id=\"_GPLITA_9\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>desde<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0una altura varias veces mayor que su tama\u00f1o sin hacerse gran da\u00f1o), un elefante ser\u00eda incapaz de realizar tal haza\u00f1a. As\u00ed llegamos a comprender que la Gravedad, se deja sentir en menor grado a medida que los objetos disminuyen de tama\u00f1o.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-l-5vXztl5LM\/TWBgSesyeaI\/AAAAAAAAAAc\/eM2bR4bZnwo\/s1600\/fototopos+wiki.jpg\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando llegamos a los seres unicelulares, se ve que para ellos no hay distinci\u00f3n entre arriba y abajo. Para ellos, la tensi\u00f3n superficial del agua es mucho m\u00e1s importante que la fuerza de gravedad. Basta observar que la tensi\u00f3n superficial es la fuerza que da\u00a0<a id=\"_GPLITA_10\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>forma<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0a una gota de agua y comparar el tama\u00f1o de esa gota con los seres unicelulares, much\u00edsimo menores, para que sea evidente que la tensi\u00f3n superficial es muy importante a esta escala.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/enpositivo.blogia.com\/upload\/20070423121309-uk6i7lpn.jpg\" alt=\"20070423121309-uk6i7lpn.jpg\" \/><\/p>\n<p style=\"text-align: justify;\">La tensi\u00f3n superficial es una consecuencia de que todas las mol\u00e9culas y los \u00e1tomos se atraen unos a otros con una fuerza que nosotros llamamos\u00a0<strong>fuerza de Van der Vaalls<\/strong>. esta fuerza tiene un alcance muy corto.\u00a0<a id=\"_GPLITA_11\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>para<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0ser m\u00e1s precisos, diremos que la intensidad de esta fuerza a una distancia r es aproximadamente proporcional a 1\/r<sup>7<\/sup>. Esto significa\u00a0 que si se reduce la distancia entre dos \u00e1tomos a la mitad, la fuerza de Van der Vaalls con la que se atraen uno a otro se hace 2 x 2 x 2 x 2 x 2 x 2 x 2 = 128 veces m\u00e1s intensa. Cuando los \u00e1tomos y las mol\u00e9culas se acercan mucho unos a otros quedan unidos muy fuertemente a trav\u00e9s de\u00a0<a id=\"_GPLITA_12\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>esta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0fuerza.<\/p>\n<p style=\"text-align: justify;\"><a id=\"_GPLITA_13\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>Ahora<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0tendr\u00edamos que hablar algo de la mec\u00e1nica cu\u00e1ntica y, en ese \u00e1mbito, las reglas de la mec\u00e1nica cu\u00e1ntica funcionan tan bien que resultar\u00eda realmente dif\u00edcil refutarlas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBUUEhgVFRYYGBgYGhoaGhgYHBgZGBgaGBgZGRgYGhgcIS4lHB4rIRgYJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHjQrJSw0NDQ0NjQ0NDQ0NDQ0NDQ0MTQ3MTQ0NDQ2NDQ1NDQxNDE0NDQ0NDQ0NDQ0NDQ0NDQ0NP\/AABEIALUBFgMBIgACEQEDEQH\/xAAbAAEAAgMBAQAAAAAAAAAAAAAAAQIDBAUGB\/\/EADkQAAIBAgQDBQYFBAEFAAAAAAABAgMRBBIhMQVBUSJhcYGRBhNSocHwMkKx0eEUYrLxciMzY4Ki\/8QAGQEBAQEBAQEAAAAAAAAAAAAAAAECAwQF\/8QAKREBAQACAgEEAQIHAQAAAAAAAAECEQMhEgQxUWFBodEFFCKBgpHBE\/\/aAAwDAQACEQMRAD8A+bZF0XoMi6L0LA6KrkXRegyLovRFgUVcF0XoS4LovQkEFci6L0GRdF6FiZO76d3+wKZF0XoMi6L0RZACvu10XoMi6L0LAuhXIui9EMq6L0LZS1hoY8i6L0Q92ui9DIokpDQoqa6L0Dorp8jajsWuZtejHhxs92k6a6L0IyLovQ26mxgcSztyzxmN0x5F0XoMi6L0MmUZTWmGPIui9BkXRehdoixNCuRdF6DIui9CwIK5F0XoMi6L0Lt\/76kAVyLovQnIui9CQBXIui9BkXRehYAVyLovQOC6L0RYAY5QXREkyAFhlJSLJGtCuUZTI4NJOzSeztvZ2dnzLU6EpKTjFtRV5W5La46TbDYixewsNKrEi5fKLDQoLFspKQ0K5SVEskTKFtwiqRNiUCiEhYnkLgZYPkWTMKkTmM13xzsi03cxJFn0IZY5ZXdLBRJZBWVbENGWMOvPYx2CqMF3EhxJoQ2QTYggAAACCQAAArIEsAZYxu0lu9EXqU3CTjJNSTs090ysJWaa3Tv6anV4nioe9zaOXXdWu3B26pNL\/wBTGWfjWXS4fwWpiMNCDShlcnGU7r813oldpqb84o7nCfYicG3\/AFEJZo2cckrWunq3LbRrzODwri07rtPTlytzPV8O4001d\/bPDycnJ3J7JXneK+wGJp5p08laG6UH20uXYla7t0bOJ\/TJ0FHJlqQlUvdWk8mWUoSW98srpf2s+04DFKS38zn+0vAI4qGenlhXhJThLZTaVslTqmna\/L5GcPV5dTL\/AGbfHMDhlUck5ZWo3XS+aMUn3amGFFuahs27a8ntqeopezbhUnmlaMlOORK7ipX0b6rTlyNlcGpuWe+aScW+1Z3VtWtN7d2p676jGX3NvG1abi7P+Gns0+aMroLRJ9qydnzur6Pmzv4rh1FxjHtJZnFNN5ot\/lcZXuudr9Tg42GWUVe9la66wlKN\/kdMOWZey7YaX4l4r9SE+T\/0ZVVTacl2lzXPpf8AcwnVRgrcjMUXbKtkORVsm1WzFsxiBFl0yXFylybl2i9yUzHcsmEZIPVCEVu9l8+4rF2ZMpciqmolfTS6Tt4oqo30WpllBu3Sy15dNw527MOejfN\/si67XXbDKDWj0ZVxM+Jfbl3O3pp9B7iWXNbT52va6W9r8xce7Iau9Rr5RlMhLg7Xs7PS\/K5NIxpE2JSvotWb1Ggodqcdlmyu6SXK\/Vt2SXfcuOG6sx3WhYZSxsTw2Wnmk7O6Sj4q+vR25d48bd6SS1ozQLzBkZMrSUmnbV35PLvbqaSrtyu+f3+x3eJTXuPd7ShCEl3545pr1cX6nmIy08H+p58r5Myu5gK7vp4ep6PBYh2\/XwPGUK9mn1\/U7GGxetuT+pyyx2PecM4k467q1v5PUYDiN1oz5ZQxr5M7GF4jKNpbffM8ufFtNNn2zoS\/qIThJxcrSlZtJ20nflpaL1+JmhPF5W5Pdxyq\/NaPM+i2XgZON8RzRi3rrLwS0PO8RqTha+8k3ffZ\/PSz8zrx4XKSEZsdjXGz5u8l3ye839EcqvXc2rpKytppu22\/VmTFYrOoaWcU7v4m7a\/L5mq2e7jwmM+1g2Em9lcpcyX0stufedGjDwzTUXzZm4hhXTqOHTQ7nBOERrxUqf44auL5rqu\/uPS8Q9nlKvOtNZacIxk31binlXp8z5fL\/EMMOXxvxevv8NTC2bj5tODjo1YqbvFsRnqSaVlfRLZLoaR9DDK5Yy2aZAAbAAADLQpOadt0r26pb2KQjd228djpYbAV6c4zUG0mndWkmul0+aLvXvp24eK5Xdm458It7Eyg1uj2MvZ+1KrWhFtTh2VtlbdnHxvyOE+D1IRbqWhH+56+SRww9Rx578b+dOnJ6a468e3KuZcOu2u7X01+hFdRTtFt970v4IpCdndfd9D0T3jzWeOWq9JhnBJ9iOVKLSyxzTcktXJpvqb9XA05LtxinJW7N7uz2WVXtp8jzWExbvaXguV0\/wAv7HcpYrMk76pNN88r5+K5rvZ3xsreN21q3s6r3hN25prXwT\/g7fCvZXNCMsSmtW1Si7JLaKk13cl11Nf2bws515Tm5ZKf4Vd2nOeqfRpLl4Hrq2KSWtjrx4463prGQo4eFGOWEIwXSMUvNmticXC1mk+uZJp+pqY\/iS2T\/c8\/i8TzzaGsspPYt0vxXAYZycoKMJpXSS7En3xWi8jy2NbUsr1y8\/ik9ZS++hs43Ftt2fgaNKp7x5W7NbN9OaPNllvqMW9ajFIGXGQUZNRbaWl315\/Mk52aYs02OJytVkuVoryUIo8\/OGWTj99Ud3iMk6jkne8YPT\/hG\/zNaWGU0ne0k9nzj18n+qPNZrGX6Zcuk7qx1MJhpNJvRBRhSfK65vV+S5ehSvj77J9U339y\/c522+w7VHJHbXT7u\/8AQ\/rk9L38Nvv7ueejiJS0u3zS5eht004O733S6c02ZmG7ob\/FptqDv2Wnp\/cpWlfv2NWtipTjCMrNQTUetnbRvnsjex1NOipxXZc86Xw549uHlOD9Ucpnp4pNT6J2hsq2RJkHRpkpQvd9PqdfAcOhKKlOainvu\/KyRy6D7Ml4P0f8melfLZ6Kzb7nyOeeOWeOsboe+9nZ4KlUioOc53STXZV39Dv+0GKpYihKKm4pSadle+X6Ox8u4Hio0s9S\/aSaj4tWv6NluGcalFzjJ9md\/wCPn9T4HN\/DcsuW8mNts17\/AJdJy6600OJ0oQnaEm+rej9DTO9LGUK7y1I5H8a59DVxfBpxvKDzw6rc+txc8xkx5Ny\/f5cZl8uWA0D1tABuYbh8prN+GPVnTDjyzupGsccsrqRqJdDucIrVqPbUssfhlz8FyZrPEUqX\/bWeXOT2NKeMm5Z3J33VuXgdsuPixxuOfd+Pw78eWPFd29\/T6y\/aN0sG5yjHNo8scqkouycnyzap6o8DxKUsROVRTc4u7ebScLLnHmu85tPHzlGcZzlLNFrtNy1umrX8Bhq1oNxdmmr620uj5Xp\/R4en8spO7fx8OvLzYa6nVYJUuzL+3Xybt+xrqRuP8M9U9Fs76ZlozRPXi8N92VG9h8ZayejX5r7+PQ50WXRuZaJdPb8Nx2SmrbtsrieJt9\/7nn8PilGnFJ3te\/dd3sZ4YhTXX75\/fqejz6067blbHZnysjnYvFJ7W28jXxcJLWOq+\/U5FWuzlllWbVsVV1sndGLC1GqkWuvzME5eplwMHKokuRz32jeYNirShGF7tvMlfls20l3aa94OnhU8WsmZ8LWyzTavHVSj1jLSS8bGrcsmc7JZqs6bfFckqjcZKacYdrq1CKfzRPD+HQqqa1zxjJ25OOVv5SUfKXcady0JtO6bT6p233MXj61E10mhPJJSilo09t7O9n3HQ41GOaE4PszppruSbik+9JJeRzLi5fCblhpnWJn7t079hyzW70rXMEmQ2VbNdRQAEVenO1+9WKpkAAAABs4THTp\/glZdORrGSjh5Tdorz5EvFOTrWyY+XTsLFUK9ozjkn8S2MNfgc0+w1KHxLkQsPTo6zeeXwrk+8pHjFSMuxaMfh5Gb6TLgm8cv8b+7V4vDu3v4XfuqL+OfyTNPE4uc3q7L4VsdRV6GISU1kn8XI08ZwicNY9uPWOpr+f3\/AEWeP18\/3LzWzxnUc9\/fkQGAyAAovCdk18St8ygBALxKFos1BmoJt5V+b\/d\/IwVakoS6P6GejVcHeO9muu5jn2vxa+O\/qa619rLJFqPEL6PT9P4+9i2Jw0Z9pOz5dH5mKfDuxmvZNX133sl4uz8hhqEs1lKy3fRJLVtDWXtYvfs506Mk7czoYSGSLt+KWjfRdEbdaytdJT\/x6X6Pu1K4Zaub2hr4v8q9f0Ex1lo13oxLtaPwrX\/k9ZfReQMEpPd7sC5Ss3JjAvoDAXJXUgAMwuAACAAAGXDU813yjq\/ogM1CnCKzTWZ8o3svGT+hr1LZnZW7uncbM4ZYZpc9r+PQ1YwcnZK7ZdW9QVL0qUpu0U2b8OHxhrWllXwrcrV4jZZKcVGPXmz0TgmPfLdfX5dZxSd5XX1+WSGDhT1qyu+UV+jMNbiMrZYLJHu3t3s0pSbd222QTL1Gp48c1P1Ly6msZqfqN9QCc2\/ecHJBuYLiVSl+GV18L1RpkpnPLDHKaym4lm3b9\/h66Smsk3+bkauN4POGse3HrH6o5pt4LiNSk+zLTo9Uef8A8s+PvjvXxf8AjOrPZqqOttvHQg7nv8PXVprJN\/m5NmrjeEThrHtx6x1070bx9RLfHKav3+6y\/LWweS7zwzJ6btNd67\/EpiqOSWjvF6xfd3rqRhn2kns3z0+fI26mHbeRrdXj9DpvWSueLgHRVkyblGEyjZq15Ttd6RVklolyJoV3C9rXatd8tb3Rr5hmL5Xe9r5Xe1myLlXIXJtCbBSTBNiwJaa89u\/l9GQABNiAADAAAADo4WSWHk\/\/ACK77sui9Wc43YVlGhbstud7PXTLu0WDfrUlOmrp54K8l\/bNNpbckjUePjGOWnFf8nuYnxCWSULRWZq8kknZK1tNzTOmPLcPZrHO4+y86jk7ybbKBImxyttu6zbvtAAAE30t4\/O37EAAASk7X5L5XAhgCwA3MFxGdJ9l3XwvVGnYGMsMcprKbiWbdzsYmyjDJP8AM15a28zNiasHVgqf4ezk5XUXlf8Ag35nGwGLdKoppXtutrrmjbwuNU6sE4QSzq1nPsqUtdM1ufQ5Ti8ZqeyaanEVH31TJ+HPK3hmZrWM2Lf\/AFJv++X+TMJ3ntGgWAKDIJACwDAFZASAFgAADAABMAAGiZP5K3j8iGAAOpDhUVTz1Z5JSV4wUXOXc56rIvmJNjlgAAAAAJZAAAAAAAAAAAACbkHR4VhKdTMqlR072UZKGeKf9+qaj3r6GcspjN0c6wNjH4OVGo4T3XNaxkuUovmma5ZZZuAACgAAAAaArICQAsAAAAAAAASiCGBvYPD6Z31tHvfN+Rnx14JOTeaV9H5c+e53akIQqUacUmlCmodJynFSlO3PWT9Dm+0+AlGtOcZZ4O0qbTbWScVNWey3N3HUHAABgAABNyAgAAAAAAAAAAAA3OHNOag3bM1qt+hpm5w7h9Sq26ejjs9VqrfmX4d1qc89eN2lb2Jw8prJu4puHet7LuZxWz6BxujCjWpQTU504wzSVnnaeWf\/ANRnH+TyXtHhI0cZXpwd4wqSS8HrbyvbyOXBnv8ApSOYAD0tAAAAE2ApICQAsAAAAAAAAMrei3e3nogAPTca4hCnipdiblCCppxnGKV4JSspQlZ6vW5p8d4rCpGnTopqnTgopyXaelt+i\/XU405Nu7bbfN6v1INXKmwBoGQAAAAAASiAAAAAC4AAADrezHFVhsTCpJXhtLS7Sf5o967jkgzljMpZR6iPEcNOvTUPfdirP3cpKDUlVqOVm7qSjeTa0bV+Zx\/aFJYzEJbe9qf5vU0YTcWpJ2aaafRrVMtiK0pzlOcnKUm3KT3be7M44eOW58JpjDYFjooAAAAAhoESAFgAAAAAAAAAAYAAAAAAAAAAAACWyAAAAAAAAAAAAAAAAAAAAArNkAAf\/9k=\" alt=\"El tiempo se diluye en el universo cu\u00e1ntico \u2022 Tendencias21\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQYUsPYzze-iLw2CgDH376D7fOIBoDts-wbuA&amp;usqp=CAU\" alt=\"Teor\u00eda cu\u00e1ntica de campos \u2014 Astronoo\" \/><\/p>\n<p style=\"text-align: justify;\">Acordaos de los trucos ingeniosos descubiertos por Werner Heisenberg, Paul Dirac, o, Schr\u00f6dinger que vinieron a mejorar y completar\u00a0 las reglas generales. Sin embargo, algunos de aquellos pioneros (<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0y el mismo Schr\u00f6dinger), sin embargo, presentaron serias objeciones a dicha interpretaci\u00f3n de la naturaleza de lo muy peque\u00f1o.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/picasion.com\/pic53\/3bff05f62e48d926d052ce5830f500f9.gif\" alt=\"\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">Podr\u00edamos formular una simple pregunta que pondr\u00eda en un brete a m\u00e1s de uno: \u00bfD\u00f3nde est\u00e1 realmente el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/06\/11\/el-universo-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/\">electr\u00f3n<\/a>, en el punto x o en el punto y? En pocas palabras, \u00bfD\u00f3nde est\u00e1 en realidad? Si prestamos ate4nci\u00f3n a Bohr, no\u00a0<a id=\"_GPLITA_14\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>tiene<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0ning\u00fan sentido buscar tal realidad. Las reglas de la mec\u00e1nica cu\u00e1ntica, por s\u00ed mismas, y las observaciones realizadas con detectores ser\u00edan las \u00fanicas realidades a las que deber\u00edamos prestar atenci\u00f3n y de las que podemos hablar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/--bzg0f6VxZg\/WyruN7DfZGI\/AAAAAAAEVus\/HNc-7lde518cIMMUjArPN8ZVISMWjLc0wCLcBGAs\/s1600\/quantumghosts.gif\" alt=\"Cindy&amp;#39;s Open House Blog: Las posibilidades de que un fantasma\" \/><\/p>\n<p style=\"text-align: justify;\">Entrelazamiento cu\u00e1ntico<\/p>\n<p style=\"text-align: justify;\">Muchas veces me sorprende o\u00edr a muchos \u201ccient\u00edficos\u201d que hablan con una seguridad de lo que dicen como si, de una verdad inamovible se tratara. Ellos (en realidad) creen que saben y, no llegan a darse\u00a0<a id=\"_GPLITA_15\" title=\"Click to Continue > by Savings Wave&#8221; href=&#8221;http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/11\/el-%E2%80%9Cuniverso%E2%80%9D-de-lo-muy-pequeno-%C2%A1resulta-fasciante\/#&#8221;>cuenta<img decoding=\"async\" src=\"http:\/\/savingswave-a.akamaihd.net\/items\/it\/img\/arrow-10x10.png\" alt=\"\" \/><\/a>\u00a0de que est\u00e1n hablando de un Modelo que ha sido construido matem\u00e1ticamente hablando, para poder explicar eso que, nosotros, los humanos, creemos que es la realidad del mundo. Sin embargo, m\u00e1s de una vez hemos tenido que cambiar esos modelos y rectificar esa \u201crealidad\u201d por otra que, result\u00f3 ser \u201cm\u00e1s real\u201d.<\/p>\n<p style=\"text-align: justify;\">\u00a1Sabemos tan poco!<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F24%2Fel-%25e2%2580%259cuniverso%25e2%2580%259d-de-lo-muy-pequeno-%25c2%25a1resulta-fascinante-2%2F&amp;title=El+%E2%80%9Cuniverso%E2%80%9D+de+lo+muy+peque%C3%B1o.+%C2%A1Resulta+fascinante%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%2F2021%2F09%2F24%2Fel-%25e2%2580%259cuniverso%25e2%2580%259d-de-lo-muy-pequeno-%25c2%25a1resulta-fascinante-2%2F&amp;title=El+%E2%80%9Cuniverso%E2%80%9D+de+lo+muy+peque%C3%B1o.+%C2%A1Resulta+fascinante%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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padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=El+%E2%80%9Cuniverso%E2%80%9D+de+lo+muy+peque%C3%B1o.+%C2%A1Resulta+fascinante%21&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F24%2Fel-%25e2%2580%259cuniverso%25e2%2580%259d-de-lo-muy-pequeno-%25c2%25a1resulta-fascinante-2%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/email.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span style='font-weight:bold; padding-left: 5px;'><a href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>\u00a0\u00ab\u00a0En las fronteras de nuestro conocimiento \u00a1La Hiper-dimensionalidad!\u00a0\u00bb Gulliver en Liliput el pa\u00eds de la gente peque\u00f1a &nbsp; En la parte tercera de la historia de Jonathan Swift, Gulliver viaja a Laputa, Balnibarbi, Luggnagg, Jap\u00f3n y Glubbdubdrib.\u00a0y, en la parte cuarta de la historia el pa\u00eds que visita es el de los Houyhnhnms. Todas estas [&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\/27190"}],"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=27190"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27190\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27190"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27190"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27190"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}