{"id":799,"date":"2020-08-16T10:02:14","date_gmt":"2020-08-16T09:02:14","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=799"},"modified":"2020-08-16T09:03:14","modified_gmt":"2020-08-16T08:03:14","slug":"finaliza-rumores-del-saber","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2020\/08\/16\/finaliza-rumores-del-saber\/","title":{"rendered":"M\u00e1s Rumores del Saber"},"content":{"rendered":"<p style=\"text-align: justify;\">En la serie de trabajos incluidos en el apartado de &#8220;Rumores del Saber&#8221;, hemos hablado de\u00a0Pit\u00e1goras, S\u00f3crates, Arist\u00f3teles, Plat\u00f3n, <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, Col\u00f3n, Galileo, Leonardo da Vinci o Miguel Angel Buonarroti, y, casi todos sabemos (m\u00e1s o menos) quienes son, o al menos nos suenan sus nombres.\u00a0 Sin embargo, \u00bfqu\u00e9 sabemos de: Dense Schmandt-Besserat, de Ras Shamra, cerca de Alejandreta, de la ciudad de Uruk al norte de Mesopotamia, de Lantancio que en el siglo IV se preguntaba el prop\u00f3sito del saber, o de Lovejoy, o del efecto de Plat\u00f3n en Calvino, o del hilo que une a Nietzsche con S\u00f3crates, o la relaci\u00f3n del Budismo con el pensamiento alem\u00e1n?<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/es.wikipedia.org\/wiki\/Archivo:Michelangelo_portrait.JPG\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/1\/1a\/Michelangelo_portrait.JPG\/250px-Michelangelo_portrait.JPG\" alt=\"Michelangelo portrait.JPG\" width=\"250\" height=\"318\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Retrato de Miguel \u00c1ngel de\u00a0 Marcelo Venusti, h.1535.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Bueno, de todo eso hemos hablado aqu\u00ed en Rumores, con el \u00fanico prop\u00f3sito de llevar una serie de conocimientos de los hechos pasados a todos aquellos amigos que nos visitaron. La \u00fanica libertad que tenemos es la del pensamiento,\u00a0 la otra, esa que entendemos como libertad, en realidad s\u00f3lo la podemos utilizar en un \u00e1mbito muy local y personal que no siempre es conveniente que sea expuesta ante los dem\u00e1s, ser libres para decir y hacer lo que realmente pensamos, nos puede acarrear consecuencias no deseadas. Viv\u00edmos en Sociedad y hay que guardar ciertas formas y cumplir Normas. No podemos transgredir lo &#8220;conveniente&#8221;.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Incluso en lo que se expone ante los dem\u00e1s, hay que tener cierta medida y, auto imponernos l\u00edneas que no deben ser cruzadas. Aqu\u00ed he tratado de exponer conocimientos sueltos de cuestiones diversas y, como el &#8220;saber no ocupa lugar&#8221;, pod\u00e9is aprender\u00a0 (algunos recordar) diversas cuestiones y pensar en ellas, ver la grandeza de personajes como Srinivasa Ramanujan, las tendencias de las religiones y la invenci\u00f3n de la moralidad por Zaratustra con sus tres tipos de Almas, lo que hizo y dijo Buda o Confucio, y tantas y tantas otras cosas y personajes que forman ya parte de nuestro recorrido por este mundo.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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\" alt=\"Ramanujan, el matem\u00e1tico indio tocado por los dioses\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\nSrinivasa Aiyangar Ramanujan<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">No siempre, a lo largo de la Historia, se ha dado el m\u00e9rito a quien lo mereci\u00f3.\u00a0 Por ejemplo, el matem\u00e1tico Aryabhata se adelant\u00f3 1.000 a\u00f1os a Cop\u00e9rnico y sus ideas fueron adjudicadas a \u00e9ste que, en realidad, las tom\u00f3 prestadas de aquel.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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\" alt=\"Aryabhata - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQctAA9pB46LBQEk_fYiQfsXiflv6AtmUGHz2EYSEysGsTiQo-7QXMrroZBhZDd55_-QAG6fN8hqiUViUafUOpG18zaPk2g-AyNaA&amp;usqp=CAU&amp;ec=45690275\" alt=\"How Aryabhata got the earth's circumference right\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Si has le\u00eddo este trabajo sobras algo sobre el lenguaje conocido como s\u00e1nscrito y quienes lo hablaban, o quien fue Panini o Kalidasa.\u00a0 Tambi\u00e9n aqu\u00ed habr\u00e1s aprendido algo sobre los or\u00edgenes de la escritura y los n\u00fameros y habr\u00e1s hecho un recorrido por personajes como Tales de Mileto, Anaximandro y su alumno Pit\u00e1goras, Euclides (S.III a.C.) o Riemann (S.XIX), como las genialidades de Euler.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">La enorme importancia de los avances de la Humanidad en ciencia y matem\u00e1ticas en el largo periodo que va desde el s. VI a.c. hasta el s. VI d.c.<\/p>\n<p><!--more--><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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\" alt=\"Menelao - EcuRed\" \/><img decoding=\"async\" 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\" alt=\"Her\u00f3n de Alejandr\u00eda | Dante Amerisi\" \/><img decoding=\"async\" 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alt=\"Breve biograf\u00eda de Diofanto de Alejandr\u00eda (matem\u00e1tico griego)\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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alt=\"Girolamo Savonarola - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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2M8q0W5Ba37lm6Rg4yPEzawa3kV7jLhmoANmez7pC\/qW8bcXYPIlJUyhwc+0af+p7MkKTQseDScI+GS3d4skLqp2jmtUzKhqpAwsz6oviw8i2INLRnkeoX5F7lz905nWMmGMg0Mso9HYuYPhcdYP5UUju3mvn2dKwqPSDhYSzDd7GXRxWkAethxCXWyXOyY3je+jpY8qyLRVc7Op4ju1\/7lFNAbX8XYnRbfAQ\/DrDpo1bTFkfE+Gzji3fFdUrPcucXOFaLW2O\/x0soJ2wuTPvYtUut4VcXWipK9j4JXZudiG4kyukccsXFSZsQvhLq+HyOsrjbPibnbVLiYtrau8qcd2S7jRz9dSHDI8Zc3dLkJulVbLqtIUjTwE4242LWHpJuhcsTLo4cnNb7XZzM2Pi\/6EdkJUI4AEKy9Len44eYfFy+XNn7ORVlSdkFF7Oun0dLcBfrapLl2W3o0\/ox8VLeTG4jGB7Lc5XfD2pRO7bNZNcfpGv3U4sknqqHPmxkp5W52JV3PddSybe8q98yZFgtA5PZaoAtpGlNuVpG\/wC2SFLo271lN0CZ+yNCbg3xFMi9RyaVIhMAh7OtTRWkOLcRJ9S+Xiv\/ALrJunM6HkgpKmExzcXaO\/dgkjEh5w4h7eVlmtzxbV8X+FDwe0hi+gN896Iv4V6tha7m2q+6XeXHcHjk4s60ZqcVJFcXezZZjtRMbPhUbTct\/OULStfN8PVW1F3ZOVaFLJ7O3YljPK6ikNn2bqWM2bat1oxdMv6PPMm+OxY+naDipMY7kut3T6FpRHhMXv3vertZE08BCXml4elYjN48l\/D7M5Ic4V8o4lCkljcDIX3hLC6jXVTtHLao19ByMTVUL4cM4Yhxddn91\/yWZPE4GQvzS+HVnRc\/FzgXmq1whiBpRkDcNvj8slhOpf8ASjIWtolnfH3VkrS0Sdn\/ABWcy9LC4n6jSN910+R2sL+MomK+L9KCLUskaHrHs18N+aeqqT5H5ysCeXnKvUNY0WC3QObNHRGdVF3n\/YSE3Qj\/AOah8\/8AY6VGi2kBl2cklZIyVOCwroZ0iFCImikcXYmexC7EJLqoq1qhgLnEP0o9U\/8AdcizrR0VX8TLd9w9Qx8Xp8iVz4+StdoZwZeLp9M1po2bELqpMDthy8VadUGOxC\/\/AJKrKeJsL83dScGOzSK8YO+T85K8Ttk6npzbAV+8JIqH8742LVu6JSojgvfPmrSjk\/t6qoC+6\/mqZ5NRDmrZpOilp+lzGVudqnh9axLLreLCeLi35zOPd5brl5YnAyB9ok4v2pvx52uL7Qj5EKfJdMSJ7GLvu4mxdl1qV+tTjl\/plql5b\/y6yWZarmz08rPzhAh7diLPtMWXRkK9o7fJvFVNlb0e9pPxV5NxZrHpo1HHO3iJXbUsmOW6\/moN7skqY9Yguo6rPCXWFAHmio2D4pOiRVSRiW0WtCF\/m6fvSfsJImaFf\/OU3fk9mSEwloA3s5pDIQzJgXHIskZKoQRk9nTXQyhZ0GiKzEAxu+Y7vYpaizPdt1YNNNgkYuqS6A2Y82w4SHEJLnZYcZX8M6GLJyjXyiKEwdiF+tiH3IPLL4soYxcTfFu7vkU0hZ2\/t7Flregqeh0b3a3x2pzHyKNntn8WT75j1lhkskhdxfLVEvXtVLTcFiGRueOt2q0xPcW8ZWJ6fjYDFtbVxD27VIS4zTZia5RaOYYVMxvgwrrOB\/BuKrYyktq3jwkN2HLb2ruKX\/D3Rt9aPGIgGLFq5535LcjfmmnlV1VnP4ni+BS042Me8vXdI8AKCKCWTim+jA5BINXpez+Bss159R6MiIxzMtbDyWFR5k07RaW0V3bJDDvL0z\/4XQNSRG4GRlExGZSOOdujysq9PwSobTEXG4ogeTCMjdHLkk3lS0NJ2ebYUTDcL9i7t+CVKQG7fKBPFhEcQvn0bP5VDSHBDDHK8ct+LHEQyx4CHK79KteRG1ejVaZzGhfr1L3pPZkhT6Hpn+W05M42YpPZkyE+pKhR9nKIQ6GTAIGTmdJdChBUIZCogrOtfR1RqYXfc9Sx2U9PJhPxS1XQ8kOSoNilxdm5O181CWeFTM+KK3OFlDyJFa0PMew5W6usp2a2buI+tRsdgIuqPw34rNKV3fN1ai5GJS4mzHNE75n3S3vxV4SjwWaTEXVw5rmBd+RiVuMzZ83\/AFLM8N9MwsjOm0BWTQz8TTnh+UyuWuOpfkbau7+d6qMxc2AhwtiECfb09nvXlFEcnHwsB4ZeNDAXIL32r0CTRtZqsU4EW8WK44vwS2dyi1TNQhGV2jW0zpk5qOaIAMZpQwxCNtbk6ehef0+iKiN7yRmGEmIiIcl1ElJWO4WaLCPP4zCohjrxcnf5OeIdYSmbVbPPNYjmlW6KeJXo6+eRmoIX61KxEQ2JybC3vWDHVXeoYcWHCAlq4n5Hv+Sni0i0tPFE2qYRMBj1suS3J4WTJAZ3xA\/MxeAdj9vlQZy5StGox4qmS0pMJ2fEOMsW7lt8PSua0zplj+UNjw4iO+tbnPl6ldr9Ls0cpaokIvh5vQuLrZ2cP1F2omLHzezMpUS6Ga9VBbryfsJCNBuDT0t9pYv2E6F1EhNnFoTrIwp4wNQyV0jMoQVOTUqhBUrJqVU0Q1aCou2F36RdWQZtnVWPTG7HkteM\/NSeWNPQ7jna2R1R2YWbnaxKozKSeTE\/ijqqK61FUjEnbHY0olflSNbl1lpaLaIqiIZAHiiLWVSaSbKW3RDSSkJiQ7w\/pWy\/COudxtjLD4r635LqIp6OHKMAEcOLdbas2p01Axk7u2rurnPOsj9ljHBxXuIYNO15thaLVzHkH1qAK+Zj4s2LX6qhreEceDCEdxxapYnBxLwP\/CyqaUznB25xhuk5crcr8qJHByTbjQN5HF6dnfUMNdFLCU8MvFFqjhFsY57XZvV4Vt6UlYHyxhxoPi+je1sTbfX2IkavDA\/HDKMZPqHG4na\/5vbZsVbShyzYyZiEyDihAr7Ltn4HvfyICSV6I5Ns5zTgYaOY+tbzdjNZcZLNiwjZdTp86gKQo5mw67f1M2zbNcc0n8edmnsEdWCk9mxotxaupR2MOO74uXiyQodEn\/8AYU73zc5fZmkTKjoEzmR2ofahCZMDm3vjpTX2oQp8kB9qRCFCAlQhQgquO73QhCkbiOQyEIQVDW2qaN3Z78qEKn0WjTpJjdxFzLC5ZtdXqwGYZBtqvE92SIST94X\/AFZkzgzUoZf8V\/U6m0N\/r0\/\/AOqL9zIQm37WKrs90kd8Zd5Y9Ybu5XfZsflQhIZOw6OK4bVEjQi2N3bG23WXElKWrm6EJ3D7Qci3oY3fSFNnyy\/sJCEJpdAmf\/\/Z\" alt=\"Marsilio Ficino (1433-1499) - Humanismo y Renacimiento\" \/><img decoding=\"async\" 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alt=\"Benjamin Franklin - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"Biografia de Eugen Goldstein\" \/><img decoding=\"async\" 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alt=\"Wilhelm Reich - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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alt=\"Henri Becquerel - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSCKxlwKhUKN_NK7t1-Wa_AwWRL_JfutJyaU0YsD0ZlZglkbG5WSK8Jga2BM5ffMJFzS7PBL-d-&amp;usqp=CAc\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"Ernest Rutherford | Rinc\u00f3n Educativo\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u25b7 Max Planck, el padre de la teor\u00eda cu\u00e1ntica \u2014 Astrobit\u00e1cora\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Lorentz, H. A. (Hendrik Antoon), 1853-1928\" \/><img decoding=\"async\" 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\" alt=\"Cre\u00eda Albert Einstein en Dios? Objetos subastados del f\u00edsico ...\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">El saber de hoy se debe a personajes de ayer como los ya nombrados y muchos otros como Menelao, Her\u00f3n de Alejandr\u00eda, Diofanto, Pappo, Prodo, tambi\u00e9n Fray Girolano Savonarola o Marsilio Ficino,y, mas tarde Benjam\u00edn Franklin, Eugen Goldstein, Wilhelm, R\u00f2ntgen, Hernri Becquerel, Thomson, Ernest Rutherford, Planck, Lorentz y <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, por decir algunos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">De todos ellos conocemos (y no siempre bien) a los m\u00e1s famosos, tal es el caso de los grandes del Renacimiento, la gente corriente, si acaso, conocen a Leonardo Da Vinci y a Miguel Angel Buonarroti, pero, \u00bfQu\u00e9 saben de Brunelleschi, de Battista, Vecchielta, Zenale, Mart\u00edn, Bramante, Giacondo, Aquilano, Mas\u00f3n, Liborio o Vesari? \u00bfQu\u00e9 hicieron estos hombres para pasar a la historia?<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\"><a href=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/b\/b5\/Roma-tempiettobramante01R.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b5\/Roma-tempiettobramante01R.jpg\/424px-Roma-tempiettobramante01R.jpg\" alt=\"Archivo:Roma-tempiettobramante01R.jpg\" width=\"424\" height=\"600\" \/><\/a><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">Bueno, por exponer una muestra, aqu\u00ed teneis el Templete de San Pietro in Montorio,\u00a0 obra de <strong>Bramante<\/strong>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">A lo largo de estos trabajos hemos hablado de todos ellos resumiendo lo que hicieron para vuestro conocimiento de los hechos.\u00a0 Ahora, os han llegado muchos de los &#8220;rumores&#8221; del saber del mundo, y sab\u00e9is algo m\u00e1s. Si, hab\u00e9is aprendido que Bagdad (que significa regalo de Dios) tambi\u00e9n conocida como ciudad redonda, fue construida en 4 a\u00f1os por 100 mil trabajadores por orden de AL-Mansur.\u00a0 La modernidad y la cultura, sus hospitales y grandes m\u00e9dicos hacen que, si la miramos hoy, nos entren ganas de llorar.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" src=\"https:\/\/okdiario.com\/img\/2017\/06\/15\/babilonia-3-655x368.jpg\" alt=\"Por qu\u00e9 Babilonia fue una ciudad tan importante y d\u00f3nde se encontraba?\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Lo que fue Babilonia<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" src=\"https:\/\/cadenaser.com\/ser\/imagenes\/2019\/04\/07\/de_buenas_a_primeras\/1554670391_070618_1554671897_miniatura_normal.jpg\" alt=\"\u00daltimas noticias sobre Bagdad | Cadena SER\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">Bagdad, la antigua capital de la Sabidur\u00eda, qued\u00f3 convertida en escombros por los misiles americanos<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">La Bagdad de hoy nada tiene que ver con las im\u00e1genes mentales que de ellas tenemos todos a trav\u00e9s de los cuentos y leyendas de las Mil y Una noches. Y, adem\u00e1s, lejos quedan aquellos tiempos en que, la Casa de la Sabur\u00eda era un emporio de Cultura que atra\u00eda a todos los sabios del mundo.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<blockquote>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\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\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\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\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a1Valiente condici\u00f3n Humana!<\/p>\n<\/blockquote>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">El conquistar el saber ha costado muchas vidas y muchas mentes y, tambi\u00e9n,\u00a0 mucho tiempo.\u00a0 Sin embargo, es tan f\u00e1cil perderlo, es tan fr\u00e1gil el equilibrio que, cualquier barbaridad de los humanos, nos podr\u00eda llevar de nuevo a la edad de piedra.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">En muchos de mis trabajos os he hablado de F\u00edsica: La Relatividad y la Mec\u00e1nica cu\u00e1ntica y otros muchos conceptos que la conforma y, para cerrar el trabajo no puedo resistir el impulso de comentaros algo tambi\u00e9n de F\u00edsica.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<div><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_Vz6lNSXTVUE\/RwAru3QO20I\/AAAAAAAAABE\/zFx3lR_SIN8\/s320\/Calabi+Yau+grid.gif\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"Los fermiones son part\u00edculas cu\u00e1nticas que se sincronizan como ...\" \/><\/div>\n<div>\u00bfSon los Bosones y Fermiones unos desconocidos?<\/div>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Las variadas teor\u00edas que llegaron a constituir la f\u00edsica cu\u00e1ntica a finales del primer cuarto de siglo, eran conocidas colectivamente como el modelo est\u00e1ndar.\u00a0 Considerado desde su punto de vista, el mundo esta compuesto de dos categor\u00edas generales de part\u00edculas: las de <a href=\"#\" onclick=\"referencia('espin',event); return false;\">esp\u00edn<\/a> fraccionario (\u00bd), llamadas <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a>, en homenaje a Enrico <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>, y las de espin entero (o,\u00a0 1 \u00f3 2), llamadas Bosones, en homenaje a Satyendra Nath Bose, quien, junto con <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, desarroll\u00f3 las leyes estad\u00edsticas que gobiernan su conducta.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">Hablo de que la desintegraci\u00f3n genera part\u00edculas de alta energ\u00eda, y luego digo que la electromagn\u00e9tica est\u00e1 formada por <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>. En realidad esto as\u00ed explicado no tiene mucho sentido ya que en ambos casos se est\u00e1 hablando de part\u00edculas, y da la impresi\u00f3n de que los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a> no lo ser\u00edan. Ambas lo son, pero en el caso de las part\u00edculas por desintegraci\u00f3n hablamos de <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a>, y en el caso del <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fot\u00f3n<\/a> hablamos de <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a>. Pero todo son part\u00edculas.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify;\">\n<p><img decoding=\"async\" title=\"!Haz click sobre esta imagen para ampliarla o doble-click para ampliarlas todas in-situ!\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/d\/dd\/Generaciones_delamateria.png\" alt=\"\" width=\"575\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> comprenden la materia.\u00a0 Obedecen a lo que se llama el <a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a> de Pauli, formulado por \u00e9ste en 1.925, y, seg\u00fan el cual, dos <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> no pueden ocupar al mismo tiempo un determinado estado cu\u00e1ntico.\u00a0\u00a0 Debido a esta caracter\u00edstica de los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a>, solo un n\u00famero limitado de <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> pueden ocupar cada capa de un\u00a0 \u00e1tomo, y hay un l\u00edmite superior para el n\u00famero de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> que pueden unirse para formar un n\u00facleo at\u00f3mico estable.\u00a0 Los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a>, nuetrones y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> son todos <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSCjFEkZBxmYB24XcuEQ_ZbWF7SJpdB8eQL7pQXdXoL5HTOkKgiswNpLOu5e8aDiZTvunMPtXR_2u0bZYS6n0Kr3TvAL9Etbpz5JA&amp;usqp=CAU&amp;ec=45690275\" alt=\"Las cuatro fuerzas fundamentales de la f\u00edsica | Enterarse\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Interacciones fundamentales : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Los Bosones transmiten fuerza, no obedecen al <a href=\"#\" onclick=\"referencia('exclusion principio de',event); return false;\">principio de exclusi\u00f3n<\/a> de Pauli, y por consiguiente varias fuerzas diferentes pueden actuar en el mismo lugar al mismo tiempo.\u00a0\u00a0 Los \u00e1tomos de \u00e9sta libreta, por ejemplo, est\u00e1n sujetos simult\u00e1neamente a la atracci\u00f3n electrica entre sus <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a>, y a la fuerza de gravedad de la Tierra.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Sab\u00e9is, lo he explicado muchas veces, que existen cuatro fuerzas fundamentales (o clases de interacciones, en la terminolog\u00eda cu\u00e1ntica): la gravitaci\u00f3n, el electromagnetismo y las fuerzas nucleares d\u00e9bil y fuerte.\u00a0 Cada una tiene un papel distinto.\u00a0 La gravitaci\u00f3n, la atracci\u00f3n universal de todas las part\u00edculas materiales\u00a0 entre s\u00ed, mantiene unidos a todos los planetas y sus sat\u00e9lites, todos ellos a su estrella, la estrella a su Galaxia, la Galaxia a las dem\u00e1s Galaxias.\u00a0 El electromagnetismo, la atracci\u00f3n entre las part\u00edculas con cargas el\u00e9ctricas o magn\u00e9ticas opuestas, produce luz y todas las formas de radiaci\u00f3n electromagn\u00e9tica, incluyendo la radiaci\u00f3n de onda larga llamada ondas de radio y la radiaci\u00f3n de onda corta llamada <a href=\"#\" onclick=\"referencia('rayos x',event); return false;\">rayos X<\/a> y <a href=\"#\" onclick=\"referencia('gamma rayos',event); return false;\">rayos gamma<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos35\/ionizacion-aire\/Image2915.gif\" alt=\"\" width=\"175\" height=\"170\" \/>\u00a0 <img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos35\/ionizacion-aire\/Image2916.gif\" alt=\"\" width=\"149\" height=\"149\" \/> <img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos35\/ionizacion-aire\/Image2917.gif\" alt=\"\" width=\"129\" height=\"185\" \/><br \/>\n<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos35\/ionizacion-aire\/Image2918.gif\" alt=\"\" width=\"169\" height=\"128\" \/> <img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.monografias.com\/trabajos35\/ionizacion-aire\/Image2919.gif\" alt=\"\" width=\"148\" height=\"94\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Algunas fuentes de radiaci\u00f3n eledctromagn\u00e9tica en nuestro mundo moderno<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">El electromagnetismo tambi\u00e9n une grupos de \u00e1tomos para formar mol\u00e9culas, y es la causa de la estructura de la materia tal como la conocemos. La fuerte nuclear fuerte une <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a> (llamados <a href=\"#\" onclick=\"referencia('nucleones',event); return false;\">nucleones<\/a>) en los n\u00facleos de los \u00e1tomos, y une las part\u00edculas fundamentales llamadas <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> para formar cada nucleon.\u00a0 Es la m\u00e1s potente de todas las fuerzas y al contrario de las dem\u00e1s, su potencia crece con la distancia.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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\" alt=\"Fuerza Nuclear D\u00e9bil | \u2022Ciencia\u2022 Amino\" \/><\/p>\n<p><center><\/center><center><\/center><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">La <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a> es la mediadora del proceso de desintegraci\u00f3n radiactiva, la fuente de la energ\u00eda emitida por los trozos de radio que estudiaron Rutherford y los Curie.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">La conducta diferente de las fuerzas se refleja en la naturaleza de los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> que transportan.\u00a0 La Gravitaci\u00f3n y el Magnetismo (electromagnetismo) tienen un alcance infinito, que es por lo cual nuestra galaxia &#8220;siente&#8221; la atracci\u00f3n gravitacional del C\u00famulo Virgo de Galaxias, y por lo que podemos ver luz estelar proveniente de miles de millones de a\u00f1os-luz de distancia, pues los <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> que transportan estas dos fuerzas, los <a href=\"#\" onclick=\"referencia('graviton',event); return false;\">gravitones<\/a> y los <a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a>, tienen masa cero.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">La <a href=\"#\" onclick=\"referencia('fuerza nuclear debil',event); return false;\">fuerza nuclear d\u00e9bil<\/a> tiene un alcance muy corto porque las part\u00edculas que la transportan, llamadas <a href=\"#\" onclick=\"referencia('bosones',event); return false;\">bosones<\/a> d\u00e9biles, son masivas (W<sup>+<\/sup>, W<sup>&#8211;<\/sup> y Z<sup>0<\/sup>).\u00a0\u00a0 La fuerza o interacci\u00f3n fuerte es llevada por part\u00edculas llamadas <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>; son masivas pero tienen la curiosa y bella propiedad de que, como se dijo antes, su fuerza aumenta con la distancia, no disminuye, cuando los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> entre los que son intercambiadas (los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>) se alejan.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" src=\"https:\/\/www.investigacionyciencia.es\/images\/13258\/articleImage-minimal.jpg\" alt=\"Cuarenta a\u00f1os de libertad asint\u00f3tica | Investigaci\u00f3n y Ciencia ...\" \/><img decoding=\"async\" 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\" alt=\"Lattice QCD, el estudio num\u00e9rico de la interacci\u00f3n fuerte ...\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p><center><\/center><center><\/center><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Un <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> que empieza a alejarse de sus dos compa\u00f1eros pronto se encuentra arrastrado por una red de <a href=\"#\" onclick=\"referencia('gluones',event); return false;\">gluones<\/a>.\u00a0 Por ello los <a href=\"#\" onclick=\"referencia('quark',event); return false;\">quark<\/a> en el Universo contempor\u00e1neo permanecen ligados dentro de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>; a\u00fan no ha sido posible observar <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> libres, aunque han sido buscados en todas partes, desde las colisiones en aceleradores de part\u00edculas hasta el polvo de la Luna.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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\" alt=\"LAS PART\u00cdCULAS ELEMENTALES \u2013 Ciencia Dom\u00e9stica\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Los <a href=\"#\" onclick=\"referencia('fermion',event); return false;\">fermiones<\/a> que constituyen la materia, aunque muy variados y numerosos, pueden ser clasificados como <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a>, que responden a la interacci\u00f3n fuerte, o <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> que no lo hacen. Ya sab\u00e9is que los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> son part\u00edculas ligeras; entre ellos se encuentran los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> que giran alrededor de los n\u00facleos at\u00f3micos.\u00a0 Los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> son los ladrillos que componen los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" src=\"https:\/\/lepton1x.files.wordpress.com\/2013\/07\/leptonesquarks.jpg?w=520\" alt=\"leptonesquarks\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Hay seis clases de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y seis clases de <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>.\u00a0 Ni los unos ni los otros muestran signo alguno de tener una estructura interna, aunque su anatom\u00eda ha sido sondeada hasta escalas de 10<sup>-8<\/sup> metros.\u00a0 Eso equivale a decir que si un \u00e1tomo fuese ampliado hasta las dimensiones de la Tierra, todo subcomponente de <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> tendr\u00eda que ser m\u00e1s peque\u00f1o que una manzana para escapar a su detenci\u00f3n.\u00a0 De modo que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a> son las part\u00edculas b\u00e1sicas de la materia, hasta donde llegan nuestros conocimientos experimentales.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/farm2.static.flickr.com\/1101\/631503428_add1554412.jpg\" alt=\"F\u00edsica \u2013 Page 2 \u2013 Pasa la Vida 3.0\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">La teor\u00eda sobre estos temas de los componentes fundamentales de la materia, llegan mucho m\u00e1s lejos.\u00a0 Sin embargo, al ser s\u00f3lo teor\u00eda, ah\u00ed queda, pendiente de que un d\u00eda en el futuro, se pueda comprobar la existencia de componentes de la materia a\u00fan m\u00e1s b\u00e1sicos que los <a href=\"#\" onclick=\"referencia('quarks',event); return false;\">quarks<\/a> y los <a href=\"#\" onclick=\"referencia('leptones',event); return false;\">leptones<\/a>.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center; tab-stops: 68.25pt;\" align=\"center\">\u00bfCuerdas vibrantes y Briznas luminosas?<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: center; tab-stops: 68.25pt;\" align=\"center\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: center; tab-stops: 68.25pt;\" align=\"center\">\n<p><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_l1IxjLoAkTA\/SDM-xr7To8I\/AAAAAAAAAHU\/PuzGKjQfoyw\/s1600\/wormhole.jpg\" alt=\"[wormhole.jpg]\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">Aqu\u00ed ha quedado <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>do el \u00faltimo rumor que nos viene a decir que todo en el Universo, en su origen, esta hecho de infinitesimales objetos que unidos son la materia que, siempre, est\u00e1 acompa\u00f1ada, para hacer posible su existencia, de peque\u00f1\u00edsimos objetos de energ\u00eda y de luz.\u00a0 As\u00ed estamos constituidos todos nosotros, y, el milagro est\u00e1 en el hecho de que estas insignificantes cositas han podido evolucionar y juntas, formar un ente complejo y pensante, hasta ser capaz de saber cosas como la que acabamos de <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>r con ese \u00faltimo rumor del saber.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">Hay que estar atento para captar los muchos millones de rumores que est\u00e1n por ah\u00ed, sin que la mayor\u00eda de las veces, le prestemos la debida atenci\u00f3n. Creo, que aparte de poder dejar aqu\u00ed\u00a0algo de nosotros mismos cuando nos marchemos, la otra cosa que merece la pena es estar atentos para coger cuanto m\u00e1s rumores del saber mejor.\u00a0 La otra cosa importante, en realidad la primera, es tener la suerte de poder amar y ser correspondido.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT7CPEbC_9en5axO6LcLwRE-8FDIBjA2eQdTFyazQyLElDjHvzNW0KNbcA5YAHhZwbmvUhTby_RVA3Yf04s7qArYTlEzngHwixRmw&amp;usqp=CAU&amp;ec=45690275\" alt=\"Lo \u00faltimo que dijo Stephen Hawking: qu\u00e9 pas\u00f3 antes del Big Bang\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\u00bfQue estado tendr\u00e1 la materia que conforma la Singularidad, y, que propiedades tendr\u00e1?<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">Si podemos cumplir eso, al menos podemos tener la satisfacci\u00f3n de haber pasado por esta ef\u00edmera vida con aprovechamiento pleno.\u00a0 Si adem\u00e1s, podemos contribuir en algo para dar a conocer la naturaleza de las cosas y del mundo-universo que nos rodea, mucho mejor.\u00a0 As\u00ed, una vez m\u00e1s, llegamos al final de uno de los trabajos que, este modesto autor, realiza con gusto para sus amigos de la F\u00edsica y&#8230;&#8230;&#8230;\u00a0 del saber en general.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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\" alt=\"Ciencias con las que se relaciona la f\u00edsica - Lifeder\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQY4lbekH0PgwHq69aBsU01YPSfzwDhQOjZNa5V3ZvUk-1IYkZEZNyQKlKLVSMq_N9PIcraLhZwgEK0ubpQfGLHqFWYpsuDOz6-ag&amp;usqp=CAU&amp;ec=45690275\" alt=\"Los mejores regalos para un aficionado a la astronom\u00eda - AstroAficion\" \/><img decoding=\"async\" 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\" alt=\"Rumores del saber del mundo : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTVGsNbDwVxkjGovSLkM86KRhP2ueQSy55Ln73ePzZGhSuYs9u3GfRqSmHFl-md50zKRRQnAL_5DocLuHoImJ616nrp2oWdTT-t4Q&amp;usqp=CAU&amp;ec=45690275\" alt=\"Dian\u00e9tica y la Mente Humana \u2013 Misi\u00f3n de Scientology de Madrid\" \/><img decoding=\"async\" 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\" alt=\"Rumores del saber del mundo. El conocimiento - Ciencia ... en Taringa!\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">Casi todos mis trabajos han tratado sobre F\u00edsica y Astronom\u00eda, es el objetivo principal de nuestra Asociaci\u00f3n de Amigos de la F\u00edsica 137 e\/hc.\u00a0 Sin embargo, los \u00faltimos trabajos, aunque tambi\u00e9n, en parte, traten de F\u00edsica, han procurado comentar otros asuntos interesantes que, dieron cabida a otras ramas del saber y del pensamiento.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\"><img decoding=\"async\" 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\" alt=\"Mi Hija Mar\u00eda! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcT0wyqpxJIriQOpiRwa47Z-1VxX6u8yXjanf6GE8Mt8RnwXh520YgHMYJbZavN6qpJ-sCDEQTZCKyuNNXNuWB_VP4JV582VlUOISQ&amp;usqp=CAU&amp;ec=45690275\" alt=\"Eres amante de los gatos? Te compartimos 15 datos curiosos ...\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Bella puesta de sol \u2600 | G\u00fcndo\u011fumlar\u0131, G\u00fcnbat\u0131mlar\u0131, G\u00fcndo\u011fumu\" \/><img decoding=\"async\" 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alt=\"La espectacular puesta de sol sobre Gij\u00f3n | El Comercio\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Bella Rosa. - PicMix\" \/><img decoding=\"async\" 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\" alt=\"M\u00fasica relax y paisajes nevados - YouTube\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Caminos Bifurcados En Bosque Verde Imagen de archivo - Imagen de ...\" \/><img decoding=\"async\" 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\" alt=\"Bella Cascada En El Bosque De Oto\u00f1o, La Provincia De Kanchanaburi ...\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\u00bfSer\u00e1 la Belleza un principio F\u00edsico? Claro que, \u00bfCu\u00e1ntas clases de Belleza existen? Y, \u00bfEs igual para todos? En cada uno de estos escenarios nos podemos quedar extasiados por la belleza que nos transmiten, y, si acudimos a lo que hay por ah\u00ed fuera&#8230; El asombro estar\u00e1 con nosotros.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Rumores del saber : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">Aqu\u00ed, en los que he denominado &#8220;rumores del saber&#8221;, se han incluido peque\u00f1os tramos\u00a0 de la Historia pasada, se cuentan hechos ocurridos en otras \u00e9pocas y\u00a0 realizados por otras Civilizaciones que, en definitiva, son, con sus personajes, a los que debemos lo que ahora somos y sabemos.<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: justify; tab-stops: 68.25pt;\">\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: center; tab-stops: 68.25pt;\" align=\"center\">Sirva el trabajo como peque\u00f1o homenaje<\/p>\n<p style=\"margin: 0cm 0cm 0pt; text-indent: 63pt; text-align: center; tab-stops: 68.25pt;\" 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href='http:\/\/wordpress.org\/extend\/plugins\/knxdt-bookmarks-wordpress-plugin\/' title='Plugin' rel='nofollow' target='_blank'>[?]<\/a><\/span><\/td><\/tr><\/table><br\/><br\/><\/div>","protected":false},"excerpt":{"rendered":"<p>En la serie de trabajos incluidos en el apartado de &#8220;Rumores del Saber&#8221;, hemos hablado de\u00a0Pit\u00e1goras, S\u00f3crates, Arist\u00f3teles, Plat\u00f3n, Newton, Einstein, Col\u00f3n, Galileo, Leonardo da Vinci o Miguel Angel Buonarroti, y, casi todos sabemos (m\u00e1s o menos) quienes son, o al menos nos suenan sus nombres.\u00a0 Sin embargo, \u00bfqu\u00e9 sabemos de: Dense Schmandt-Besserat, de Ras 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