{"id":27849,"date":"2022-04-17T05:59:46","date_gmt":"2022-04-17T04:59:46","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27849"},"modified":"2022-04-17T05:59:46","modified_gmt":"2022-04-17T04:59:46","slug":"el-mundo-los-pensamientos-y-nosotros-11","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/17\/el-mundo-los-pensamientos-y-nosotros-11\/","title":{"rendered":"El Mundo, los pensamientos y nosotros"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/05\/el-mundo-que-nos-rodea-2\/\" rel=\"prev\">El \u201cmundo\u201d que nos rodea<\/a><\/h2>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-lhc-y-el-big-bang\/\" rel=\"next\">El LHC y el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a><\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<div>\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<img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/tema14-origenyestructuradelatierra-130603125321-phpapp02\/85\/tema-14-origen-y-estructura-de-la-tierra-6-320.jpg?cb=1442947437\" alt=\"Tema 14 Origen y estructura de la tierra\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Escenario en el que pudo surgir la Vida en nuestro planeta<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:Terrestrial_planet_size_comparisons.jpg\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b9\/Terrestrial_planet_size_comparisons.jpg\/400px-Terrestrial_planet_size_comparisons.jpg\" alt=\"\" width=\"400\" height=\"174\" data-file-width=\"1500\" data-file-height=\"653\" \/><\/a><\/p>\n<blockquote>\n<div>Imagen a la misma escala de los cuatro planetas interiores mostrando su tama\u00f1o relativo. De izquierda a derecha: Mercurio, Venus, Tierra y Marte.<\/div>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/hipertextual.com\/wp-content\/uploads\/2018\/12\/tierra-primigenia.jpg?fit=900%2C640&amp;quality=50&amp;strip=all&amp;ssl=1\" alt=\"\" \/><\/p>\n<blockquote><p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong>&#8220;La Tierra<\/strong>\u00a0es el mayor de los planetas interiores y se cre\u00f3 como todos los planetas restantes del Sistema Solar, hace aproximadamente 4.6 miles de millones de a\u00f1os.\u00a0<strong>La Tierra primigenia<\/strong>\u00a0se form\u00f3 por la colisi\u00f3n y fusi\u00f3n de fragmentos de rocas m\u00e1s peque\u00f1os, de los denominados planetesimales.<\/p>\n<p style=\"text-align: justify;\">Muchos estudios recientes se basan en la determinaci\u00f3n de las circunstancias que convierten a un\u00a0<a href=\"https:\/\/hipertextual.com\/2018\/11\/descubren-luminoso-nuevo-ingrediente-vida\">planeta en apto para la vida<\/a>: una atm\u00f3sfera que proteja de la radiaci\u00f3n, temperaturas adecuadas, ni muy bajas ni muy elevadas, y, por supuesto, agua l\u00edquida suelen ser los factores principales que se tienen en cuenta. Sin embargo, no basta con que las\u00a0condiciones ambientales\u00a0sean buenas, tambi\u00e9n tienen que encontrarse disponibles los ingredientes necesarios para que se genere vida. Un horno caliente es perfecto para cocinar pan, pero si no se introduce la masa dentro, dif\u00edcilmente se puede conseguir nada.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Ilustraci\u00f3n de Ilustraci\u00f3n Vectorial De Adn Vs Arn Esquema Educativo De  Explicaci\u00f3n Gen\u00e9tica De \u00c1cidos y m\u00e1s Vectores Libres de Derechos de ADN -  iStock\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Diferencia entre ADN y ARN - Cuadro comparativo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>&#8220;El\u00a0<strong>ARN<\/strong>\u00a0o \u00e1cido ribonucleico es el otro tipo de \u00e1cido nucleico que posibilita la s\u00edntesis de prote\u00ednas. Si bien el\u00a0<strong>ADN<\/strong>\u00a0contiene la informaci\u00f3n gen\u00e9tica, el\u00a0<strong>ARN<\/strong>\u00a0es el que permite que esta sea comprendida por las c\u00e9lulas. Est\u00e1 compuesto por una cadena simple, al contrario del\u00a0<strong>ADN<\/strong>, que tiene una doble cadena.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Definici\u00f3n de nucle\u00f3tido - Diccionario de c\u00e1ncer del NCI - Instituto  Nacional del C\u00e1ncer\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTMhA-DLIOvaBAgsHrA0tAsUWK1T_1v2HfFjChb146oiaeffrZ2ZVORHABRaKamnR2Qr3U&amp;usqp=CAU\" alt=\"Qu\u00e9 es el ADN? | Ciencias Naturales\" \/><\/p>\n<p style=\"text-align: justify;\">Nucle\u00f3tido:\u00a0Elemento fundamental de los \u00e1cidos nucleicos (las mol\u00e9culas del interior de las c\u00e9lulas que transmiten informaci\u00f3n gen\u00e9tica). Los nucle\u00f3tidos est\u00e1n unidos por sus extremos para formar los \u00e1cidos nucleicos ADN y ARN.<\/p>\n<p>\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<img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\u00c1cido desoxirribonucleico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Estructura del ADN. La mayor parte del ADN se encuentra en el interior del n\u00facleo de una c\u00e9lula, donde forma los cromosomas. Los cromosomas contienen prote\u00ednas llamadas histonas que se unen al ADN. El ADN tiene dos cadenas que se enroscan y forman un espiral parecido a una escalera de caracol que se llama h\u00e9lice. Los cuatro componentes b\u00e1sicos del ADN son los nucle\u00f3tidos: adenina (A), timina (T), guanina (G) y citosina (C). Los nucle\u00f3tidos se unen entre s\u00ed (A con T y G con C) mediante enlaces qu\u00edmicos y forman pares de bases que conectan las dos cadenas de ADN. Los genes son peque\u00f1as piezas de ADN que tienen informaci\u00f3n gen\u00e9tica espec\u00edfica.&#8221;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"\u00c1cidos nucleicos\" \/><\/p>\n<p>\u00c1cido Nucleico<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"ARN: \u00c1cido ribonucleico - YouTube\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\u00c1cido ribonucleico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p>\u00c1cido Ribonucleico<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">&#8220;Por eso, durante a\u00f1os los cient\u00edficos han tratado de dilucidar cu\u00e1l es el\u00a0primer componente\u00a0que hace posible que se genere un organismo vivo. La mayor\u00eda de ellos apuntan al\u00a0\u00e1cido ribonucleico (ARN), una mol\u00e9cula similar al ADN, cuyas funciones principales en la c\u00e9lula consisten en\u00a0almacenar informaci\u00f3n gen\u00e9tica, transferirla y utilizarla para sintetizar prote\u00ednas. Esto lo convierte en un buen lugar por el que empezar a buscar, sin duda. El problema es que hasta ahora los investigadores que han trabajado en ello no hab\u00edan tenido \u00e9xito para conseguir sintetizarlo en unas condiciones que imitaran las de la\u00a0Tierra primigenia. Hay algo que no funciona, \u00bfpero qu\u00e9? La clave, seg\u00fan un estudio que se acaba de publicar en\u00a0<em>PNAS<\/em>\u00a0de la mano de investigadores de la\u00a0<a href=\"https:\/\/chemistry.harvard.edu\/news\/life-has-new-ingredient\">Universidad de Harvard<\/a>, podr\u00eda estar en un\u00a0<em>ladrillo<\/em>\u00a0mal colocado.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La receta del 'caldo primigenio' que alumbr\u00f3 la vida en la Tierra | P\u00fablico\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcTg-m7Q4jRHJn1Uw86MXwj7CEjzhWB7pQJ3kwSXcYEG2Os_a6IW\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 C\u00e9lulas replicantes que durante millones de a\u00f1os evolucionaron hacia el Ser Humano<\/p>\n<p style=\"text-align: justify;\">Habiendo sido un curioso de todo lo relacionado con la vida, siempre me llam\u00f3 la atenci\u00f3n los comienzos y la evoluci\u00f3n que en la misma se produce en los distintos seres vivos que hemos llegado a \u201cconocer\u201d, y, me ha picado la curiosidad que, en nosotros, los humanos, cuando llegamos a una cierta edad, nuestra mente rememora m\u00e1s los hechos del pasado que aquellos que se podr\u00edan producir en el futuro, y, tal hecho cierto, nos habla de una especie de decadencia en la que, el ser humano (no siempre consciente), ve como se acerca su final y, de forma intuitiva, regresa a su pasado para repasar su vida, ya que, de alguna manera sabe que lo que le queda por vivir no ser\u00e1 mucho y, el futuro, ser\u00e1 el futuro de otros y no el suyo, de ah\u00ed su falta de inter\u00e9s por \u00e9l. Se llega a ser consciente de que lo pasado es todo lo que tenemos y a eso, no podremos a\u00f1adir mucho m\u00e1s. Nuestro Tiempo est\u00e1 de paso.<\/p>\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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La nostalgia es tramposa (pero \u00fatil)\" \/><\/p>\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0La nostalgia de lo que fue<\/p>\n<p style=\"text-align: justify;\">Nuestra estrategia para explicar la base neuronal de la conciencia consiste en centrarse en las propiedades m\u00e1s generales de la experiencia consciente, es decir, aquella que todos los estados conscientes comparte. De estas propiedades, una de las m\u00e1s importantes es la integraci\u00f3n o unidad. La integraci\u00f3n se rfiere a que el sujeto de la experiencia no puede en ning\u00fan momento dividir un estado consciente en una serie de componentes independientes. Es una propiedad que est\u00e1 relacionada con nuestra incapacidad para hacer conscientemente dos cosas al mismo tiempo, como, por ejemplo relacionar en un papel todas las familias de part\u00edculas que conocemos mientras que, al mismo tiempo,\u00a0 se mantiene una discusi\u00f3n sobre los\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQVWKBg3EZZ8aYCq0vuQCUDZ48nSeusuFUj0k-d5bdEdRhoYSk8\" alt=\"Resultado de imagen de Agujeros negros\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn2.gstatic.com\/images?q=tbn:ANd9GcTwNlEVuq8PzTzVmvZOCzSgYH408FkhMdIEwxNFX_eRhvrJr1AL\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\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 \u00a0No fue nada f\u00e1cil llegar a estos conocimientos<\/p>\n<p style=\"text-align: justify;\">Aplicando la atenci\u00f3n hemos llegado a saber que, el\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\">electr\u00f3n<\/a>\u00a0tiene una masa en reposo (m<sub>e<\/sub>) de 9, 109 3897 (54) x 10<sup>-31<\/sup>\u00a0kg y una carga negativa de 1,602 177 33(49) x 10<sup>-19<\/sup>\u00a0culombios. Esa realidad, aunque vinieran los sabios f\u00edsicos de un planeta habitable situado en la estrella Resplandor de una Galaxia muy lejana, cuando hicieran los c\u00e1lculos matem\u00e1ticos y los experimentos necesarios, las cifras seguir\u00edan siendo las mismas, toda vez que, al tratarse de constantes fundamentales, ni la masa ni la carga pueden tener otra realidad distinta sea cual fuere el observador. Esto nos quiere decir que, hay realidades que nunca var\u00edan y, eso, nos puede traer alguna esperanza de que, alguna vez, podr\u00edamos conocer el Universo, tal como es.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_PERjjboDtQU\/S7SqrAYUr4I\/AAAAAAAAAA0\/7tsT0AXy__8\/s400\/electron.jpg\" alt=\"\" width=\"400\" height=\"323\" border=\"0\" \/><\/p>\n<blockquote><p>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Esta s\u00ed es una realidad, sin ella, el mundo no ser\u00eda tal como lo conocemos. Sin la presencia de la luz\u2026\u00bfQu\u00e9 universo ser\u00eda el nuestro?<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Sin embargo, no podemos negar nuestras limitaciones tanto de percepci\u00f3n como intelectuales para reconocer \u201cel mundo\u201d tal como es. Es \u201cnuestro mundo\u201d que, cuando sea visitado por \u201cotros\u201d, pudiera ser otro mundo distinto al que nosotros percibimos y, podr\u00edan \u201cver\u201d cosas que nosotros no vemos.<\/p>\n<p style=\"text-align: justify;\">Vivimos en nuestra propia realidad, la que forja nuestras mentes a trav\u00e9s de los sentidos y la experiencia. Incluso entre nosotros mismos, los seres de la misma especie, no percibimos de la misma manera las mismas cosas. S\u00ed, muchos podemos coincidir en la percepci\u00f3n de algo, sin embargo, otros muchos diferir\u00e1n de nuestra percepci\u00f3n y tendr\u00e1n la suya propia. Esa prueba se ha realizado y la diversidad estuvo presente. Y, si tenemos en cuenta que somos ya m\u00e1s de siete mil mentes\u2026la diversidad est\u00e1 servida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/cdn.20minutos.es\/img\/2009\/01\/27\/923025_tn.jpg\" alt=\"\" width=\"544\" height=\"120\" \/><\/p>\n<blockquote>\n<div style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Desde muy temprano me fascin\u00f3 el Universo y todas las maravillas que all\u00ed se producen, creaciones de la Naturaleza que nos dejan sin habla, las cosas asombrosas y las fuerzas que all\u00ed est\u00e1n presentes, las transiciones de fase, las fluctuaciones de vac\u00edo&#8230;.<\/div>\n<\/blockquote>\n<p style=\"text-align: justify;\">Mi enorme inter\u00e9s y afici\u00f3n por estos temas de la ciencia me llev\u00f3 a crear una Asociaci\u00f3n Cultural de F\u00edsica y Astronom\u00eda, estando empe\u00f1ado en celebrar reuniones peri\u00f3dicas en las que podamos hablar de todos estos temas. No se encuentra mucho apoyo oficial en este sentido. La divulgaci\u00f3n de la ciencia est\u00e1 desde\u00f1ada y parece que no interesa que la gente sepa. Pero sigamos con el trabajo que aqu\u00ed se presenta.<\/p>\n<p style=\"text-align: justify;\">No, no ser\u00e1 nada f\u00e1cil despejar las inc\u00f3gnitas presentes en esta inmensa complejidad que llamamos Mente. Creo de manera firme que, finalmente, todo se traduce a Qu\u00edmica y Luz. Energ\u00edas de velocidades alucinantes que recorren el enmara\u00f1ado entramado de neuronas y que hace posible todas y cada una de las maravillas que \u201crealmente se producen en nosotros y que no siempre sabemos traducir ni comprender.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" src=\"https:\/\/lisagawlas.files.wordpress.com\/2016\/06\/event-horizon.jpg?w=500&amp;h=360\" alt=\"Resultado de imagen de Einstein dec\u00c3\u00ada: &quot;La mente que se abre a una idea, jam\u00c3\u00a1s volver\u00c3\u00a1 al tama\u00c3\u00b1o original&quot;\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> dec\u00eda: &#8220;La mente que se abre a una idea, jam\u00e1s volver\u00e1 al tama\u00f1o original&#8221;<\/p>\n<p style=\"text-align: justify;\">Es tan grande el poder de nuestra mente que nada hay tan distante que no podamos, virtualmente hablando, traer ante nosotros. Somos capaces ya de escrutar el espacio y vislumbrar los confines del universo en edades muy cercanas a su nacimiento y, merced a los microscopios, nos acercamos al universo at\u00f3mico para explorar los componentes de la materia. Parece que nada podr\u00e1 (con el tiempo) escapar a nuestro control, con lo que todo nuevo \u201cmundo\u201d se revelar\u00e1 a nuestro entendimiento.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"CienciaLab - ASTRONOM\u00cdA | TELESCOPIO HUBBLE La NASA est\u00e1... | Facebook\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Hubble est\u00e1 en problemas: el m\u00edtico telescopio espacial entra en \u201cmodo  seguro\u201d\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQkyRI08U2ipQzMIFIv4GK3O_tKlBaJavW0yg&amp;usqp=CAU\" alt=\"LHC, el gran colisionador de hadrones \u2014 Astronoo\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRsM1nV2NmT98hwIrHSX5KL_H9srztO6LE9-A&amp;usqp=CAU\" alt=\"Cosas que no sab\u00edas del LHC - \u00bfQu\u00e9 es el LHC?\" \/><\/p>\n<p style=\"text-align: justify;\">Nunca estamos satisfechos de los logros alcanzados (menos mal) y siempre surgir\u00e1n seres especiales (Cop\u00e9rnico, Kepler, Galileo, Hooke,\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u2026) que nos guiar\u00e1n por el camino iluminado de su genio para mostrarnos la aut\u00e9ntica sabidur\u00eda mediante un pensamiento evolutivo que siempre dar\u00e1 un paso adelante, superando as\u00ed el pensamiento nuevo al anterior. Pero, eso s\u00ed, esos avances han sido posible gracias a que hombres y mujeres pensaron con la l\u00f3gica pero\u2026, nunca dejaron de lado la imaginaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">La prueba de ello la podemos encontrar en\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. \u00bfQui\u00e9n puede dudar de la grandeza de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>? La pregunta est\u00e1 contestada de antemano. Sin embargo, los ejemplos de la historia son muy elocuentes:\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0con su f\u00edsica, Leibniz con su metaf\u00edsica, con sus principios filos\u00f3ficos como el de la raz\u00f3n suficiente. Y la f\u00edsica gan\u00f3 a la metaf\u00edsica;\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0a Leibniz.<\/p>\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<img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/calculodiferencial5a.files.wordpress.com\/2012\/08\/newtonleibniz.jpg\" alt=\"\" width=\"282\" height=\"184\" \/><\/p>\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 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Dos colosos del intelecto<\/p>\n<p style=\"text-align: justify;\">Durante mucho tiempo, espacio y tiempo se entendieron como entes absolutos, hasta que lleg\u00f3\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0con sus dos teor\u00edas de la\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>, la especial y la general, y aunque los caminos que sigui\u00f3 para conseguirlos no fueron metaf\u00edsicos, no podemos negar la intervenci\u00f3n de un genio de inspiraci\u00f3n superior que a veces, nos puede llevar a pensar que, en alg\u00fan sentido, finalmente Leibniz hab\u00eda sido el m\u00e1s acertado, ya que las teor\u00edas einstenianas pueden ser clasificadas dentro de un orden del pensamiento superior.<\/p>\n<p style=\"text-align: justify;\">As\u00ed, la evoluci\u00f3n continu\u00f3 su camino imparable y el espacio y el tiempo absolutos de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, resultaron ser menos absolutos de lo que se pensaba; eran relativos y, adem\u00e1s, eran una misma cosa, que a partir de ah\u00ed pas\u00f3 a llamarse espacio-tiempo unidos y no separados. As\u00ed fue deducido por Minkouski al leer la teor\u00eda de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"M\u00e1s...\" src=\"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-includes\/js\/tinymce\/plugins\/wordpress\/img\/trans.gif\" alt=\"\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" loading=\"lazy\" id=\"rg_hi\" src=\"http:\/\/t2.gstatic.com\/images?q=tbn:ANd9GcRFZzT67XJn8t7Q4GRwDJx_Q7jx2w_sA-3_PfaspOp3pBKGvmwq3w\" alt=\"\" width=\"194\" height=\"259\" data-height=\"259\" data-width=\"194\" \/><\/p>\n<div id=\"rg_hx\" style=\"text-align: justify;\">\n<p id=\"rg_hn\"><strong id=\"rg_hn\">\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 \u00a0Laplace<\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\">Quiero mencionar en este punto a dos grandes newtonianos: Lagrange y Laplace. La obra de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, como todas las grandes obras, fue discutida y sometida a estudios rigurosos, analizada y removida. La ciencia del genio, claro, permaneci\u00f3 al margen de todas las cr\u00edticas para dejar de ser discutida y pasar a ser desarrollada. As\u00ed ha resultado ser la Historia.<\/p>\n<p style=\"text-align: justify;\">Recordemos en este sentido la cumbre de la f\u00edsica y de las matem\u00e1ticas del siglo XVIII que es la\u00a0<em>M\u00e9chanique<\/em><em>\u00a0analytique<\/em>\u00a0(Chez la Veuve Desaint, Par\u00eds 1788), de Joseph-Louis Lagrange (1736 \u2013 1813), un \u00edntimo amigo de d\u2019Alembert, en la que la mec\u00e1nica de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0alcanz\u00f3 un nuevo nivel de pureza al reducir el sistema a un conjunto de f\u00f3rmulas generales de las que se pod\u00edan deducir todas las expresiones necesarias para resolver un problema. O los cinco tomos del\u00a0<em>Trait\u00e9 de m\u00e9canique c\u00e9leste<\/em>\u00a0(Crapelet para J. B. M. Duprat, Par\u00eds 1799 \u2013 1827) de Pierre-Sim\u00f3n Laplace (1749 \u2013 1827), en los que se erradican numerosas anomal\u00edas de las explicaciones originales de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>\u00a0sobre los movimientos de los cuerpos celestes.<\/p>\n<p style=\"text-align: justify;\">El testo de Laplace, al igual que el de Lagrange, era de dif\u00edcil lectura para legos en las ciencias matem\u00e1ticas, y tal complejidad dio lugar a versiones posteriores m\u00e1s sencillas para el entendimiento general, que finalmente hizo posible divulgar los enormes conocimientos alcanzados a partir de\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, gracias a estos dos genios.<\/p>\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<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El amanecer m\u00c3\u00a1s esplendoroso\" \/><\/p>\n<p style=\"text-align: justify;\">S\u00ed, se vislumbra, a lo lejos, una esplendorosa luz que, sin embargo, tiene en todo su centro un signo de interrogaci\u00f3n que viene a significar lo que no sabemos. Es mucho lo que nos queda por descubrir y, hombres que,\u00a0 como\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, Lagrange y Laplace y despu\u00e9s Planck, Maxwell y\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/06\/06\/el-mundo-los-pensamientos-y-nosotros-3\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>\u00a0nos han dejado un camino que seguir, sin embargo, no estamos situados a\u00fan en esa zona luminosa del saber sino que\u2026<\/p>\n<p style=\"text-align: justify;\">Un respiro en el camino:<\/p>\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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQNYihw6iuWej_762iJQNAvQMOaInV3g72h-w&amp;usqp=CAU\" alt=\"Corrige al sabio y ser\u00e1 m\u00e1s sabio, corrige al ignorante y lo har\u00e1s tu  enemigo - La Mente es Maravillosa\" \/><\/p>\n<ul style=\"text-align: justify;\">\n<li>El ignorante, teme o adora lo que no comprende.<\/li>\n<li>Los ingratos acaban por disuadir a los virtuosos de poner en pr\u00e1cticas sus bondades.<\/li>\n<li>Amigo leal y franco, mirlo blanco.<\/li>\n<\/ul>\n<p style=\"text-align: justify;\">Esto me recuerda aquella aseveraci\u00f3n atribuida indistintamente a S\u00e9neca y Arist\u00f3teles:<\/p>\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<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSJJhAHIG6SMd4IyZcdL3iTL2J3xOvL7W8L5A&amp;usqp=CAU\" alt=\"C\u00f3mo detectar a un amigo que no lo es\" \/><\/p>\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 En el momento de la verdad&#8230; \u00a1Se quitan la careta!<\/p>\n<blockquote><p>\u201c\u00a1Oh, amigos m\u00edos, no hay ning\u00fan amigo!\u201d<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Hay otra que nos da a entender que los amigos ego\u00edstas y poco dispuestos a prestarnos su ayuda, en momentos necesarios son in\u00fatiles y no importa, pues, prescindir de ellos:<\/p>\n<blockquote><p>\u201cAmigo que no presta y cuchillo que no corta,<\/p>\n<p>que se pierdan poco importa.\u201d<\/p><\/blockquote>\n<p style=\"text-align: justify;\">\u00a1Esto de los amigos! Hay otra que dice:<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.desmotivaciones.es\/201107\/tesoro_2.jpg\" alt=\"Quien tiene un amigo | Desmotivaciones\" \/><\/p>\n<blockquote><p>&nbsp;<\/p><\/blockquote>\n<blockquote><p>\u201cSi un amigo se comporta como la sombra que,<\/p>\n<p>cuando luce el Sol nos abandona, no era un amigo.\u201d<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSsupH_krKlXpAPnLToLlYoj6dkZu_3orNqg52aH9bgrILuh-rEfg\" alt=\"Resultado de imagen de El que tiene un amigo tiene un tesoro\" \/><\/p>\n<p>Quiz\u00e1s esta sea la imagen de verdaderos amigos<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Pero volvamos al trabajo y continuemos repasando cosas interesantes y viajemos hasta el siglo XIX, que fue vital para la ciencia. Aunque la ciencia ya hab\u00eda mostrado para entonces su capacidad \u00fanica para estudiar qu\u00e9 sucede en la naturaleza y qu\u00e9 principio (o leyes) la gobiernan, y contaba por entonces con una larga lista de teor\u00edas, datos y h\u00e9roes cient\u00edficos, no se hab\u00eda convertido todav\u00eda en una gran empresa, en la \u201cprofesi\u00f3n\u201d que terminar\u00eda siendo.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"F\u00edsica | Investigaci\u00f3n y Ciencia\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEhUTExIVFhUXFxcXFRcXFRUYFhUXFxUWGBUXFRYYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGy0lICUtLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAKgBKwMBEQACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAADBAACBQEGBwj\/xAA+EAABAgIHBAcGBAYDAQAAAAABAAIDEQQFITFBUWEScYGREyKhscHR8AYyQlJi4RQVcoIjU5KywvEWM6JD\/8QAGwEAAgMBAQEAAAAAAAAAAAAAAAMBAgQFBgf\/xAA0EQACAgEDAwIFAgUEAwEAAAAAAQIDEQQSITFBURNhBRQiMnGR8EJSgaGxI8Hh8QYV0TP\/2gAMAwEAAhEDEQA\/APjYgepLTsM\/qFm0U5Hkp2Eeqi34T1YjYiPVLChHJGxFfXRcUA5euSnaiPmEW\/LjkjbEj5hE\/LTkjESPmUdFWnJSlEPmUT8uOSNsQ+ZRz8vOXYp2xZb5leQbquOSq6ollqF5BuoBGBUeiiyvTARKIVSVL7DI2Ji0knA07s81OACNozz8J5Kyqm1nBVziu5x1HePhKh1yXYNy8lCw5FV2snJxQScQBEARAEQBEARAEQBEARAEQBEARAEQBEARAEQBEARAEQB6\/wDAyAmeS1b\/AAcL18vgPCq+YuszKXK5LgXLUY7jLKtncOQ8UqWoS6ivmGNwqptlKZytJ5BZ56xJZF+vJvah+jezT3fDwx5Cayz+JJPg0Qpvn7GjB9kTIFxA0SZfEpPoOWhsay2MN9k2YuPYlvX2di60OOsgw9loWRVfnrfJb5BeWd\/4rDyPrgo+fs8h8gvc7\/xKHkef2Uf+ymv4i3\/r\/wAg3ex8PJ3Z5K6+Kz8kP4e\/LF4vsW3Ankmx+LS9ivyNi6NmZS\/Yh2EjzC1V\/GF3RX0dRDpyeSrr2YiQzMsMp5eS31aqm\/uPq1TX02LBmQ2bNgZxs8V0Ix29EaJTT6sKYbjiBxHgr\/VIU5wRb8OZf9g7UbH5K+t4Rz8O7NpRsZKvXcDEgfND5Kjh5QyNqfRi7qNDOBCU6q37DVORV1Wz91wKq9Mn9rJ9bygL6A8XtmNFSWmsj1RdWxl0YAw+G9KcC+TnRlRsYZKlpUNNEnFAEQBEARAEQBEARAEQBEARAEQBEARAH0ChQy+I1uszuFpmrWyUINnmmkkaNPMjYLJ\/6WOrlZZkgk2zXh0csgs6vWlN283T4SXNlb6lsueOiNtkNlawss2\/Z2ikUd0Utm57js5lgAHLaDlyddfnUKpPhLn8nS+HUbaHa1y3\/Y9HRaMWQGHY6zhN2dpJbPhJMwsnQhFqtPHIFrT0YcRaSd8ru+av0ZTD25LmFJjTK02nO+zsS3PMmi23EUw74OyBZaQJ5rErnNvPY0emo4LOkASBbInsWVSlOSTZ0o0xTSSEDSTsk4gEyunIXLd6ayka1RBPGDPh1m51s5aSWt6WMexpelguwCnV4YRAMzZOyUk6nQRtWVwXr0MLFnCD0GvekB6s5XzAx3Jd+hdT6ibvhta6ocbFgxgWuZoZ4TWVu6l5zk5ep+ERaPDe1Xsc1hMSB1m3uZ8TdZYi0W6r03wr4wpxULf6M8zqtLZp+nK\/wefgVcDaAOQ8l2rNQq3hnKnqWhn8BZb2hviAq\/NRYr1n1\/8ApyNRDpuLZDgQmRvTCNy7ijqICZFpYTjeCnxsyspjlbhZTyhCLBG1svFufcnLEupqhY8bosSjQAHFpEiD6KU4rOGbYT3R3IPBYQL5hbKYNLl8GeycW+OoKlQ2kdYefNK1EINYaHUyl1Mh8ETkD3LmOtZ4ZsUiCE7CR4o2y7BlFXCd7eU1V89USUbBnjLeqqvJOSfhXYSO4o9KXYNyBOYReCFRxa6kplVUkiAIgCIAiAIgCIAiAIgD6bQ4oa+ZuIlPKardByjweTxlYHorZd6yYyZcOEjXhxw9u0DvGRyK5brcJbWdlWKcdyNuraeHMDbiwSlpmFxdXppVW7u0jq6TUxsr290ehg1g17Z4iQIyPkrbZRNqtjNHemY8SOCcpyQfTLgswtcJYtkPJVcsP8kpKSDg7Q1CwygovHYenlZOdBMLM8weMmuFuVkSiUCRlJa4XNrJpV2eTNiVVIykt0dQ3HJoV+UJVhU85GRyWmjVNcDqtTgSbVMjYCCtL1LkuRz1Geo5AopbaQd48Vmm9wqU0zUhQdoCYlK43ELnSi6pbkznaimE+p5mv6vFHjCKyRaZdI0CwHEtGAOWC7\/w\/V\/NVumXbozw\/wAR0q01qnHp3Q7DgQYgmALRMEZHVVnGyt9S8YU2roI0+pdkbTbRu8Lju7UyrWSTxIzX6DC3R\/5MCkwJTBu7si1dvT3bjmcxljuY9OhWHNuOYK61Uk+Ua6Zc+zMultmWnTuP+k6UctHQof0tHYdy0xWELm8sRrIiVt+Cx6zHc26foZ8xksJpLMaJ3Hn9kJIC5eAZW8x5K2VnBBciGTKRBzElf\/TfUjlFuhLbjPh5IcMdGGclXRzjsnfZ3qrs8glkqYENwy3FVcK5InMkJxaG4XWhZ5VNdC6mhctleltYLnFAEQBEARAEQBEAfTI8Mbk1Hj4SY7R3zY36bD4dix2Q2zfuUubyN1dEAJb8128LJqa20peB+ktxmL7mjQY4bEymNme+Uu0LBqafUr\/HJu09yrtz54NqiUmRLTj3hYVVxwdWNvOGHFItV\/TZb1OQkOkSMs+9Q6yY2YYSHSzdNJnTzkZG7sHg1gZSmly06fIyN76BG1kcUt6RZyMjqmuDhp+YU\/LeGWWskupU04ZKFp5ot86yv4lny96l13LuXWvYRtJh5euKXOF2OpZa7Jd5abjL1rfwWeVk4vDQ75mMo4Miuauc9rjbLdfZgMl0NDe4tPocbW0uxM8XDp5obv4v\/USbcWm+zyXqnKGqryniS\/ucWqE654SyCPtZSI+10TRDhYEgF5ljMza264T3rHOiqHEuWdvS6S7U2Kutfl9kXq6hvimbi4zwmbll1GrdX2s9lH4RodPWouuLfdtZN0+xoiNNjgSJTB81jr\/8kvpl1yvDOPqvhmhn0gov24PI+0vsrHo\/WltQx8QvH6hldavYfCf\/ACDT61qD+mXjz+Dz1+hdGXF5R5yNEDG2r0dlka45ZghW5yMeM\/bM+QXJsm5yyzpRW1YONZjvVcE5DQ281KIYOG0kkqEnlsktDZaJqUuSGPtaAtaikigtGkbJLPPDLLJm0oMHu3rJYoroNjnuA2zmeaVuZbBwuJvQ231JIoA7s6hTgDhUAcQBEARAH0uiUgRWyPvi\/UZrROOx+x5G2t1vK6MtBiFjp3jEaJc4KawQ8SQ8cCDqCsnszPzFj0N4iN+oXjxCxSi65exuTVsfc0qDH2hsn3xcfml4rDdXse5dP8G\/T3b1tl1Rpwztj6sddQqKRsSz+S3RzvvVk0GCbE77CjgMM6W52HNU2+C35LgHfqFTCLLJC\/fyU7crIbsMq6Lv5BChkhzwUMcH15KdjRX1Eym2cDuw4TGPFW2IrvZdr33XfuHdelyrguS6nPoN0d+za55Ok5\/3TWO3MuII3aeMn1PnXtKw06lEgygssDbtqWJ1dKZ0kF2aJ\/L0rP3Mtp6YXWOX8KGTRbWwmizGV0sAs\/qcObPY\/Da41VOa\/oe6qCpw0BzhuGa81rdU5SwjHq9VzhGjWNaQ4QkSJ5ZKdJ8Nsu+qXQ5bU5\/b1PIU6vtt2yBMGf3XoqfhsIRT6YOffRZHqz5t7VVWGxNtoOy74fkOQ0PrBen0eolbHbN5a\/wc+EkntfDMTYW3AzJ1rPFSkBaIZXKXwB1rZBCWEQEgMxTK485IbLR4sgrWTxwCQhSYuyNSsk57UMismeSsreRpxQBEARAEQBEARAEQBEAe4BLHBwsIXSksrDPOcTWGa0OIIjZiwi8ZfZZGnF4ZhlF1vD6HaPG2DI+73ahKsr3crqS0podBkQ5p3HArJJZW2QpSlWx6FED7RY4XjxCxzg4cPobYSVnK6mjRqbcHmTsHXA78j2LFZS48w6eDdVqc8WdfJqNjg2OsOeB8klSN25PqEIO8esVdSDBza14EIDoc2tBwMlOCMgnn1tK6xgowMYTEx64lMhhPkVPLXAvFjtaJlw52czZyR1eBcpqMctiv5m66GBM3F1gPC88JIlRnl\/2FR1b\/AIEPQ6VtN2m\/uAzx3255g4pGzD2yNUbd0d0StOpJ6JxBwKXCCU8HRot\/02YNVQerPMlM1EvqwbNPxVGK7s2Kiou1EnJc7WX7IYPTXWelQorsj2FJpfRskL5SByzKwaHSqye99Dz7uw\/qPMQqpiRnFxNmJOC7l2up06x38Cp6i297aVhBolEoUH33hzhbJtpWH5\/V3f8A5xwvcdD4VZP67ZfrwZNeiixoZb0EQfVIgjUWLXo79ZVYnuRN3wnSxWXYk\/yfOaRVpaSG9YZykdJjBe402ohdHL4fg4Wpl6M8ZTXZruLuo8sFr2IWr4sA6DM7ktwy+BqsQVrExQ8hvReSZtwiMiccTKyTWWMT4M6me8sl3UbDoL7KVguSSgCSQBJIA4gCIA7JAHEARAHvw5sVu03iMQuoeYalVLEgDHOYZgyI9SOipKKlwxr2zWGakCM2KMnYjxCzSi4fgxThKp+xaFEczUYjyyKXOtT\/ACDxJDcN4da02jgR6zWWUHHhiXGUHwNQ6Xg8fuF\/ELNKjvE0Q1CfEhyjUhwHUcHD5bwOF4WSylP7lh\/v9TTXZOH2PK8DcOspXtc39JBHKxIeml2ZpjrF\/Emg7a2b8w4scO4KvpWLsMWsrff+xx9bMzbwa8qVVY+xD1lXkXiVvZMNO\/ZDRzdNNjp5PqxUtav4U\/0M2kVu52PLrEfuNg4LVHSeTLPUzl7f3MqPT7fet067v6jYFshp\/YVtk+f7sCI0zPo3HWcz64pjq4I2P+Y1alrSRmTMGw6gfMMCLjoZ4Lm6nTvquprqt9OWJd+v\/wBNmkyLXAG8GXgsGOUzpV2JPAjQrGSy8VS9ZkdT4ZLfYovseu9m6PJu0crO47l5\/WtuaXk72ttT4GKXEbIveeq1a98qoKuvqzj1VPUT2nh669pYkQ7Deqz4QLBLM6rpaX4ZCC3z5kMv+J16W1UadZa6v38ItQqOXMk5tmhlPjei1tT+g6Vl2n1HM8\/1QxSaZEbY5m03G4OG6V6VVRFvKfJg1rpcXtfP4ManUZjdiILp26tPveswutp75Rng4fpqdUlIbNRw3G8SON2Fly6T1k4o5ypWepn1l7NdG7ZvsBnKwzyzGoTaPiDaywsrnDjIhHqIi631kVsh8ShLqLzYhWJVTheDyK0rWwfRketJdhN9XFLd8Wxi1TQpHqvRZrbE3lD4asXdVhySvUQ1alA3VaVO6JZalAnUA5K3AxXoG6hnJThFlcgbqOVO0urEVMHRGwnejnRaI2E7znRKfTDeTZUbSdxuQYrmHaaZH1etxzJRjNYka8Cksi2e67I3H9J8FBhnVKr3RWLCLTO0FDRMZKS5GoNY4RB+4eIxWeVX8omen7w\/QZDJ2sdPdeOF4S34kJy4vEkEbSnD3htdhSXSn0IcIsIKSw4kHUeIS3VIr6clymGbTCLoo4kHvSnQn\/CWU7UQ08\/zGf8AlR8uvDLb7PAF9YfWf2tl2yCutN7Er1PwKxqTiRLV7u4LQqS0a2++fwIRabO6b\/8Ay0J\/o8ZRohTj2\/uxN9Yi4vlpDF37vurxiu5oWn7pfqCdHwc18sHh9o13Idb8DFBdU1+MGhR6daJkz3t60rnA56YrNZTkyzp8G7V9biWy64Y4t+2neuXdpWuURGbjwzRgRWXggjS\/kJrBZXLwdX4dfGN2cnpKtp7eic0HUTGyRnZPRct0N2rK\/wBzq6zUZTeTNralbbA0GTbzbMyF8ynqnbc2+pX4dqEouUf32MNkNpBcRiPXct2+Te0zX1V6eyN0eeeTcoNKY4BuKW69vJrXxevpAFTSBNJby+DXGyN0VuR56mxOrsa2aTv9arfVDncczVbYZhHyehhsk1p+kT5CfD1gUyFqf0s511LjyPUeMJbL2zbO4\/CcwcN6pZDvFi4Txw+gxSKk22zgvbOzqvss3gEHkFlru2TxPoaJ6ffHMGViVFDhtaHkOfKbtknZE7gJX2Yp\/rSbzHoLlp4RS3dRN9VM+XtKsrZCXTHwLvqiH8oVZWz8gqkucAIlSQ\/lHZ5JTvmu4z00+wCJUEM4S5K0dXNdyrpXgTjezbMCfXNPjrZFXT4Eo3s0cCE+Ou8lPTkujM+NULh8K0w1sfJG6xGfGqvMLVDUJgtQ11FYtX6JysTHR1Au6hlMTTGq5AjRtOxGEX9Q04sAi3DNbHExRmLuYqNDVIco9ZubY8bY1vHHzVRM9NGXMeBuG+E\/3XSOTrD5FBncLIdV+h10BzbRMaiztUNZIU1LhhG06IL5O\/UPEJTqiQ6a304L\/jxjD5O8wqup+Svy77SOGnM\/ln+oeSj05eQVEv5in4yfuwhxcT3AKfSfkt6K7yAR6Y4e89rNALfFynYkNhTF9E3+\/wBBCJSwT1QXH5neV\/arr2NUavL\/AEE41Lne7a0FjfJG5I0Rqx0WATo2fV\/SbfNVb88DFWl7gQ8C4k7z4XqvCLuOeoRlLlZcMiJt8wo3IpKrI7BrA2W+PIiTgocVIRKhfv8AeBtlZ6\/2nvkUp0IT6DXQ2Kt9pNmwmzORs8uax3fDsvdAY1KUcPr5NL80aZG9s5kTskb+CzXaV\/cupXQ3em5QkjXptFaYYMOQbiMsjr\/pcqmclNqfU362+NiWzoCodGDQetbKYtvVrrZN8Lgf8PorivVkk2IU6lBptdzV66m+x1dTqYShzwcoFGMV+Q\/xzmn2SVUTh1tWWZZ6iwCVh9XAZnsCy1NzZOqmn0LwoUpDG4i+zIrU3k5+3Bo0Xqyk4AZGfgs1kGzTW9vcLGhzc11rzKUgLOqLJi84ZK0ZPBeUU2n1KFmLrybGi3K+WKq7PHTyRs89Qpo0jI35BZ3qE1ldBqofQ46h+plU9ZMZ8syhoY9TS3ZjoStOwL6B6sRHUY6lXpmAdQdE2OoQmWna7C76Domq5CJVMUj0AG9oT42+GKlWZtIqNhuElpjqpIzypRl0moXC60evVy1167yKcJroZj6qdO7u81p+ciG+Xg83R6W5lxsyNy6sLJROpZTGfUch0uG6\/qnsTlZGXXgzSpnHpyENHnaJEaKXEpvxw+AD4Oio4jFM7DjPb7rnDjZyVcEOMJdUgwrKLm072jwRyU+Xr\/bO\/mT\/AJGcj5qOSPl4eWVNOiG4NG5o8ZqMMsqa1\/2Bjxn\/ABxCBlOXYENY6jIwj\/DETdSGj3RtHM2DleqOS7GhVyf3AYsQn3jIZfYKkn\/MxkYpdELvjSus7\/slOzshqj5AF6Vllzk0ZAsIhUqTRGCwjKd5G0I2kepq6sIcEHbGxA3pql3FuPZjdFpBBABlP3TkcjohpMROHGT0FW1y73SXSF7QbQLiW5jRY7NNFPMUjDfRnnOP34NujUqi7M5vmctptuRDbFzL6L3LiKH6S70\/pnNmXT6HtnqWNnbaSZcTNaKE4rEi+r1sJy219F\/dm9UdJMMBgBlibbfssur06l9RnqvlW8Poerg0NsQTa7ZO8AaTAtA1bLcubXdsliaOjsVkcphqPRnD4GE5tdPsDluc4vuKVcl2CugD4uAB8cEqU\/BOzyMwTISNg+UXnf8Ae1YrJd48+\/Y0QWFhjjYMrRJvaVhnepcPn\/Bvr0769P8AIFwa0mV6rulPCl0Ndel25cVz5Yv0jick\/Yl0NMKlBZlywEemtaZXnIHvTIUylyNhQ5rOMFW0yeHrkpdBZ6VeS7Y4P2SnU0Inoy5cCqYcTNZo+Ohx0AFWVjTMM9GLxKFP14J8bzFPTMViURPVqZmlU0LGjJu4TsPi5avZYNpUtUYAjSRcSNxQm10IaT6oO2nxBjPeAVdWyQp6atlxWJxY3tCt6z8FPll2bOGsPoHMqPV9iVpvcoac7BrRwJ7yq+q+xZUR7tg3R4jviPCzuVXKTLquC7AnMAtcZd6q0lyxiy+gF9IlcJam9LlZ4LqPkXc9Jcsl8FFUkiAIgCIAiAOhADMDE5NKfDyLkGgHquJwIlxB8lMPteSk19SwPwHWw3Z7IOtpb2gKHLgzTXEl+\/JpUYmbglykYp4wmOQ4pkOKU8ZM7isnRGcLfPz8FZVxlwWxxg9F7PV4QdkkkH6vArl6zQpPckMqvlU9rzg9fRaaS6RtuvHW4OxC5sobVlf8HThbufP\/ACabRO0c8eCyWXY4ZshDd0LiQuFueP2WWUpS69DbVT4\/Uq6MBfbopUG+UbKqnH7f1F48UynMNHDvKdCCbx1Zugk\/cx6XTGHN3OXat1VEl7GuFT\/AmKw2SZQ7\/q+y1fLblzIf6G5csHErp8rIYGs59kleOhhnmRMdJHPUA2tI1\/gE56SroNenrG4Fcn4h4HtWeehX8ImWl8GnRqya64yORWC3SSj1Rjs03lD7I4xWN1sxWaVPoELQdVVSaOdbpPBT8MPQV\/XZjelPgpYF9L2xZgy0VMFV2FtxUwCo9NhuRXoCo9NhuRPw6PTYbjhhAXlRtS6snLBPjsGqW7ILpyWUJMBEpTtGhLlbJ+xdQQs5\/wDspDkXwUmqknEARAEQBEARAEQARjZq0Y5IbwHwlicE5vjAsM5hOzDbaSZ73GwdneokuEiil1kzUgQwYrWgzbDH9ov4lVnhIxzk1W5d3\/uNwXTD3YTkDnK094Wec+UZprDSNCHR57Dc5T42nsWd3Yy2LUW3wFfRCZk3Ay3q1dyXQnY0+RFxc0+B8HLoxasjhk4UlhnrfZ+tQ8BpPWFwN8tFxNbpXW8roWqnKPEv6M9tQI8wvO6iGJHc0092EMRnSuS4LPU7VUU\/wZdMpWzY2\/HTzK3U1buZdDpVV7ll9DNLybXEk6rZtS+01qKS4LvAQlLJCyJxnCa0wqlgbFPAo8jJaFBjkDa6RsVnDKLtZDza4WhKxKL4F\/VHoDdBItaeHkrKSlxJFlJPhj1W1oZhr+BxCyanSLG6Ii7T8bom42MR6sXLdaaMMq1JYYwKUNeSQ6JdjM9Oz84tpDs17xWSXc8ztQRtKcmK2RVxRDS36I9WYbEcNLfmOSj1phsiVMR5xPBV3TZOIoG7U+JVHjuyy9ihiZBVc\/BOAZKq2ScUARAEQBEARAEQB0BAFmtVkiGwwsTeIi3yGgt+I+sgpS7spJ54Q9RhsNMU+8bG6TvPJDeOe5nse+SguncPRBsQi74opk3PYbeeJs4JEuWLsxKxLtH\/ACzYgUUAQ4WJlPe613IdyzTklmTMTk7JykjUoDNqLEIuY2\/UkAeKxXTxBLyNoox1Y\/Ho+zDbqNrnd2SSoWJyHyizGplG46Lo02tCJR7iMJ5YQQZW2HFpyOi6S22x2sXLn8nv\/ZytxEFtjh7w8QvM6\/ROttduxp0moxLa+v8Ak9TOYBXDScXtZ6nS3bkYVPaQ47\/9LrUNSij0FLTisAy2QV08sunyKvet1cEMUQThNPi8F08AXCSZjPQYgURimL8losHcpcUy\/UsATcUmSwV4QN8JwM1KmmsFlJYwegqqmiI3ZPvtHMZhcfVUOqW5dGc++pweV0Y1snAlIyhWUfA+jHzNXssLyeLyzhDB8SPpXcOShezUqu6BOGVdHyHO0qrt8InaUfFJx8FRzbJSSBqpJEARAEQBEARAEQBEAdAQBZoyVkvBDYYCVmKZ9vBTqWhtn4ISyVk8cDkOHMhot8\/Viu+BLlhZDRwXxGw25hjd5Np3eAS5MpD6IuT\/ACakJrTFaB7rRJoyhwxed8ubkmb2xyZJN7G3\/X8s0KI4mJEf8jZT+uIZT\/p2uSxWdEvJWqOIfk06AdijxHD3nvDRuY2ZP\/sLHat1yXhZ\/U0QajFtmpWRaA1pNohwxxDGgpcISy2TPU1xeMmbSIczLgnwk4krZauDOpUCU5DeF0KLs8iLK8A6FHdDcC03XagYbxhyW6yEbobWZJrPPdf2Z9H9na3bFbriPEerF5HX6J1yOtoNZ2fU0ayoe0JrJp7nB4Z67R6nsY7Ltk3tv3YFdB\/zLudN+UJRWSK6Fc04j4vKBpyZYqXJiROARar8MumV2Qo5ROSoYqtk5CgTCzSW1lOgLZLXBzTIi0K2VOO2RfKksM9BBrCGWgkyJvGRxXInp5xlhHPlTNPCPz0vTHjSIAiAIgCIAiAIgCIAiAIgCIAiAOgKQLNE1KWSAtyZ9pTqdY2fj5KEsg3gbh2DaPDzTVwsiHlvAzRxsMLz7xsHHyHaQl57ip\/VLb2QzU0GW3FPwjZb+pwMzwbtcwqS5eBepn0gu\/8At\/yPVOJ9JEOjW7rz3NWW55aRl1Msba1+WaFXN\/gFxvfEJ3hokO1xWax\/Xjwi74wjV6E9HBZntHi9wHcByWbKU5P98ERrlfjP2mjXsIdLEkLA4gbgZDsASKpvB0JUVt9BKn9V1mh5gFMreVyVlSl9oGksBTa5OLKS54kZsSBy7iupVajHbW1z3DVdS3Qn7QMrbcgddCnX0xvhhmbLi1KPVH0uoa1bGZLHEYgrx2t0kqpnofh+uU17krOrvibYRcfA6KNPqP4ZHq9LqVJYZkRGbWEnC8ZeYXQhJxeexvTx+BRzeeIWyE0NyAexaYT7DEzgKYDOlijcGSoYqthkLCYstsismdiQc0qNgKYo6BqVoVnsN3HxldA+fEQBEARAEQBEARAEQBEARAEQBYBSB0CaMZIC3JvESnU4O0qvJIzBh4cymRXYTKXcLLaeGi4egESeXgpnbHLGKe+3ZwaJcfiPPuVWLqXGfJoxmdHR2NxdNx3uu5AJXkyRl6l0pdlx+g5BbswAPpLjvd9pLJJ5mZ5vdc\/0\/Q04LJQoQ+mfO096z9Ztk3T2ps2ozAPw50Z3grnxm3KZ0tPHbXFD1ew\/4z9TPmEqp8Gl9THrEe4c2NHFs2n+1a4eCARbtQwRh1ToRd2S5FSntlgiUFNFIcnAjELRGXPsZJJx4YlEhEG66wjMevBdKm7KwYrq8Pjoxyq6c6E4Oad31N11Hq5TqtNG+GGZ4zlXLfE+l1JWbI7L7cRl9l4zVaaVMsHqdBrVZHK\/QFWdWTtBkRc7Lfm1W0+pa4Z6TTarKwzEjQ7dlw2Xi7I7sxoujCfGYvKOjGXGVyhV7LZGw9h3LXCzKGJgnMT4zLpnWhS5NgXkluTRXJ0QylzkmiNxdxWbBCQuWpuRmT4euyeDIgCIAiAIgCIAiAIgCIAiAOhSBYCaFyQFFiYuCvU4Tio92T7BITccSrRXcXJ9hmKdhssTadMh4pkntQqK3v2GasbstMQ4W8fhS15E3y3NQRWhwTEiNbmRPdioZNs1XByNCuYm1FIFwOyOFiTngy6WO2tN\/k1KWJQj+0LJH7jFXzb+ppOEmMH0tHYFnXVg\/quSZsUv\/qhHIN7B9lzq\/vkjtx+1GtXDZkOz8bQkVvDaGGNHh7UMDFpI7SfFbIvDIE6G4BxaTJrrJ4A\/CT2jcSmTWVlFosDSIZa7Ii8d4KZXLJE47lg7E6zdoXi\/yK1Qk08nPnHH0voJlstxNh+Uro1zTMFkGmaNV1g6E4OBkReMOP0nsWfWaSN0RdVsqZ7oH0qp6zZHZk7EYgrx+p08qpYZ6zRa2N0d0StOq8OEi2YyxGrThuVar3B9f37neo1PhmFSqE5g\/mMzA6zf1DHeunVfGb8P+zOnXapezEwMusO0LTl9+BxUMBV\/UkkGWXEJVdrZG4vOSVyyMFXNUp+QTFnA+inDUz4auweEIgCIAiAIgCIAiAIgDskAdUgdY2alLJDeAswFfiJTllRbaVC55ZbodYJlC5ZEnhGhRmgAuNzR24J8fLMs221FdxSZc628pDbbyaOIRNeONmE1uZmeViu+hz4PdY2H9nGziE5BLk+BeueK0ijxON+\/\/JKf2kp4q\/oa9NP8Jx+odyzR+4w1L\/UX4NVtob+lvcs3TJWzi1M1YPXgs3FvIrny+mxnaq5ia0E9JCbnLZO9tizSW2Y4yyZHQ9+C0x5QGdTYUiVpg+CAu30kOZ95kg7VtzXf4n9uarjbLHkuuUJNdsunhcdQtUJZQm2CksF48IcD6mFpqnteGc62Dx7i4BB1HaMlujLPBinHv2NGqqwdCcHNPr5T4FZNZo43RK03Tonvj\/2fSaorNkdmuIXkNRRKqW2R63R6yNsd0Qsej2zBkc8\/1DHekqTjx+\/6HZqvzwzIptWsJmRsONzhYDxuO42rbTqppcPKN9WofblGXHq6I3J3YVuhqa5deDXG6D9hZ7XNva4JycX0aGpxfRnA\/QqcBgNBgvfcDvN3NKnOEOrKSlGPU0W1ayVpM1jeql2M7vl2PzkvVnkSIAiAIgCIAiAIgC0s1OAOTQBdkNTGOSGwhMgmZwimMsGLSl9WX6BCMArvwimccsKBKwK3QXnLGY\/VhgZlMm8QwKh9VmStXwp25mQSYotfPsOVjEtlkpZnoj3H\/Z8ShxXnDy+6XMy676rIQQpAdOK0\/UqS+0fNYra9jbrBsoezl1jxu7Fkg\/qyc+l5nk0aGf4LXfSBy\/0kS+9orqV9aZqezZmXNOHW8D3LBruMSX4Ovp5ZNH2aj\/xHMP6h4+CXqIcKRoj1FqZBtIPDwU1y6Ei8cbbQcRMHsTk8MBBkQsdtDUEG5wN4Kc1uWATwFiQg4bUO1uI+Js\/mzGos3XKsZOLxIs1lcCzSW2LdXiSwzHdDugcSZ8FqqfZnNsWHyVY7GX6m56hak8maUccfoadV1i6E4Oadxz0OR1WDW6ONsSabp0T3R\/qj6NU9bNjtFtuI1Xkb6JUyxI9ZpNZC+OYjr4WkxiDdwWdxw8nUru8\/qIxKH8hl9LrR5jhYrq7H3r+psjd\/N+qFXtc29pG7rD7LRGUZdGaE4vowXTDTlLvTNjL7WdMYZjmo9MjYV6VuferbWW2s\/Ni9ceTIgCIAiAIgDqAOhSBwqALsarJEMJNXyVBudNUbyWRdtisuCHyFhixWiLlywkBoJtNgvVo4bKTbS4OUyJtOUWSyyao7UaVFkyGHWWTAGqhcIyWKU5tCkV0zeoyOjHBuwJNouzMTMnOtGJsHJKkznTUpajdj2EKBIxWTIltT5Ks\/tZpuTVb4NuPEa4PtFt1oWVJrBzoVyi1wxugR29AwbQsnO0ZlKlF+o2X1Fcn0Q5U9MayKJuEnAtvGNyz6qpzhwuhs025RXBoGkthRWvDm2G3rC0XFZ1CUobWmbVk1KY+G8AiIy20dYXLNCFkX0ZcyHR2g+82WImOy1alCWOjIFqVsG0ObzCbBS8MMGf04aZteARcQ4epJ2xtYaBDDaXDfi1r942Xbsjpd3IjGcOgOOSj3N+YcxYVsTb5RhupeegB7xeHNmNR6ktcJ5RhlVJcY4IyO28ES+JsxZqE5NMS6Z5w0\/Y06srXo3Ah40MxIjJ3mufrNHG2JNLupnuin7n0CqPaCFEaJxGg6uAIOR9Wry12knB4xk9RptT6kcvg0X0qCf\/ozTrt87FndNi\/heDdGzHRgXUqH\/Mhn97Qe+RVfQn2i\/wBDRC6PR8f4AOpMA\/HDnkS1W9O+PZmj1Md\/0ZXpIGcL+pvmrYv9y3qt\/wAR38RA+aHzYq+nf4ZHqP8AmP\/Z\" alt=\"10 investigaciones del 2016 que revolucionaron el mundo de la f\u00edsica \u2013  Tercera V\u00eda\" \/><\/p>\n<p style=\"text-align: justify;\">La \u201cprofesionalizaci\u00f3n\u201d e \u201cinstituci\u00f3n\u201d de la ciencia, entendiendo por tal que la pr\u00e1ctica de la investigaci\u00f3n cient\u00edfica se convirtiese en una profesi\u00f3n cada vez m\u00e1s abierta a personas sin medios econ\u00f3micos propios, que se ganaban la vida a trav\u00e9s de la ciencia y que llegasen a atraer la atenci\u00f3n de gobiernos e industrias, tuvo su explosi\u00f3n a lo largo de 1800, y muy especialmente gracias al desarrollo de dos disciplinas, la qu\u00edmica org\u00e1nica y el electromagnetismo. Estas disciplinas, junto a las matem\u00e1ticas, la biolog\u00eda y las ciencias naturales (sin las cuales ser\u00eda una necedad pretender que se entiende la naturaleza, pero con menos repercusiones socio-econ\u00f3micas), experimentaron un gran desarrollo entonces, tanto en nuevas ideas como en el n\u00famero de cient\u00edficos importantes: Faraday, Maxwell, Lyell, Darwin y Pasteur, son un ejemplo. Sin olvidar a otros como Mendel, Helmholtz, Koch, Virchow, Lister o Kelvin, o la matem\u00e1tica de Cauchy, de Gauss, Galois, Fourier, Lobachevski, Riemann, Klein, Cantor, Russell, Hilbert o Poincar\u00e9. Pero vamos a pararnos un momento en Faraday y Maxwell.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT6qtNXzm_aPN3WPlnIcnv0qUvHNSI_1tfHAg&amp;usqp=CAU\" alt=\"Qu\u00e9 significa la unidad Oersted? - Blog de Imanes - IMA\" \/><\/p>\n<p style=\"text-align: justify;\">El punto de partida para llegar a este resultado crucial fue el descubrimiento realizado en 1.820 por el dan\u00e9s Hans Christian Oersted (1777 \u2013 1851) de que la electricidad produce efectos magn\u00e9ticos: observ\u00f3 que una corriente el\u00e9ctrica desv\u00eda una aguja imanada. La noticia del hallazgo del profesor dan\u00e9s se difundi\u00f3 r\u00e1pidamente, y en Par\u00eds Andr\u00e9-Marie Amp\u00e8re (1775 \u2013 1836) demostr\u00f3 experimentalmente que dos hilos paralelos por los que circulan corrientes el\u00e9ctricas de igual sentido, se atraen, repeli\u00e9ndose en el caso de que los sentidos sean opuestos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"La turbulenta corriente hist\u00f3rica de Andr\u00e9-Marie Amp\u00e8re | Sector  Electricidad | Profesionales en Ingenier\u00eda El\u00e9ctrica\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 Andr\u00e9-Marie Amp\u00e8re<\/p>\n<p style=\"text-align: justify;\">En 1821, poco despu\u00e9s de saber de los trabajos de Oersted, Faraday, que tambi\u00e9n dej\u00f3 su impronta en la qu\u00edmica, demostr\u00f3 que un hilo por el que pasaba una corriente el\u00e9ctrica pod\u00eda girar de manera continua alrededor de un im\u00e1n, con lo que vio que era posible obtener efectos mec\u00e1nicos (movimiento) de una corriente que interacciona con un im\u00e1n. Sin pretenderlo, hab\u00eda sentado el principio del motor el\u00e9ctrico, cuyo primer prototipo ser\u00eda construido en 1.831 por el f\u00edsico estadounidense Joseph Henry (1797 \u2013 1878).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_9oP0lhGQJZs\/TOQ7yOIIAlI\/AAAAAAAAAAU\/NYKbsU26vnk\/s1600\/16381.jpg\" alt=\"\" width=\"320\" height=\"252\" \/><\/p>\n<p style=\"text-align: justify;\">Todo esto nos llev\u00f3 a ser conscientes del mundo que nos acoge<\/p>\n<p style=\"text-align: justify;\">No quiero seguir por este camino de personajes y sus obras ya que est\u00e1n enmarcados y recogidos en mi anterior libreta (primera parte de personajes), as\u00ed que desviar\u00e9 mis pensamientos hacia otras diversas cuestiones de mi inter\u00e9s, y espero que tambi\u00e9n del vuestro. Antes dejaba la rese\u00f1a de alg\u00fan refr\u00e1n o pensamiento sobre la amistad, y en realidad tambi\u00e9n podemos ver la cara amable de esta forma de sentimiento-aprecio-amor que llamamos amistad.<\/p>\n<p style=\"text-align: justify;\">Nosotros, los seres humanos, nunca vemos a nuestros semejantes como objetos o cuerpos neutros, sino que los miramos como personas con una riqueza interior que refleja su estado de \u00e1nimo o forma de ser, y de cada uno de ellos nos llegan vibraciones que, sin poderlo evitar, nos transmiten atracci\u00f3n o rechazo (nos caen bien o nos caen mal).<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_xyYFMwz4t6g\/TLHoGQ_oVGI\/AAAAAAAADsQ\/k4ull36XwLI\/s400\/OJOS.jpg\" alt=\"\" width=\"400\" height=\"330\" border=\"0\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfCu\u00e1nto nos dice una simple mirada? Cada uno de nosotros lleva dentro un ser \u201csuperior\u201d \u00bfSabr\u00e1s sacar el tuyo al exterior, y, que los dem\u00e1s lo vean? El ser humano es esencialmente un animal social y, partiendo de ese principio, no es bueno que est\u00e9 s\u00f3lo. El pintor necesita exhibir sus cuadros, el novelista que lo lo lean, el fil\u00f3sofo exponer sus ideas para que sean debatidas, el Astr\u00f3nomo nos cuenta cosas del Universo y, entre todos, conformamos el mundo de las ideas.<\/p>\n<p style=\"text-align: justify;\">Son muchos y diversos los signos sensoriales que, en silencio, nos llegan de los dem\u00e1s y son recogidos por nuestros sensores en una enorme gama de mensajes sensitivos que llamamos indistintamente simpat\u00eda, pasi\u00f3n, antipat\u00eda, odio, etc.<\/p>\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 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn3.gstatic.com\/images?q=tbn:ANd9GcSVQs2ZP1Re91Bfzx_gMxj1UHyMiiMV3P8_LYdyEDMW0-pBxZ_h\" alt=\"Imagen de miniatura de un resultado de Lens\" \/><\/p>\n<p style=\"text-align: justify;\">Las dos partes juntas&#8230; \u00a1Forman el Todo! Por separado, con la soledad por compa\u00f1\u00eda&#8230; \u00a1Se niega la esencia del mundo! Nadie debe estar s\u00f3lo, la compa\u00f1\u00eda de tu media mitad, te hace la vida m\u00e1s llevadera&#8230; \u00a1A pesar de las inevitables discrepancias!<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que cuando el sentimiento percibido es positivo, la satisfacci\u00f3n se produce por el mero hecho de estar junto a la persona que nos lo transmite, que con su sola presencia, nos est\u00e1 ofreciendo un regalo, y si apuramos mucho, a veces lo podr\u00edamos llamar incluso \u201calimento del alma\u201d. Estar junto a quien nos agrada es siempre muy reconfortante, y seg\u00fan el grado de afinidad, amistad o amor, el sentimiento alcanzar\u00e1 un nivel de distinto valor.<\/p>\n<p style=\"text-align: justify;\">Caigo en la cuenta de que, adem\u00e1s de la materia,\u00a0 el espacio-tiempo, y las fuerzas de la Naturaleza, aqu\u00ed existe algo m\u00e1s que, est\u00e1 dentro de nuestras mentes y que, de momento, no podemos comprender. Sin embargo, si podemos sentir los sentimientos o la satisfacci\u00f3n que nos produce el el querer y poder amar,\u00a0 aprender y descubrir.<\/p>\n<p style=\"text-align: justify;\">\u00a1La Humanidad! \u00bfQui\u00e9n la entiende?<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/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%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' 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%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' 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; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.google.com\/bookmarks\/mark?op=edit&amp;bkmk=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' title='Google' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/google.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/myweb2.search.yahoo.com\/myresults\/bookmarklet?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;t=El+Mundo%2C+los+pensamientos+y+nosotros' title='Yahoo' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/yahoo.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.technorati.com\/faves?add=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F' title='Technorati' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/technorati.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/meneame.net\/submit.php?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F' title='Meneame' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/meneame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/enchilame.com\/submit.php?url=http:\/\/www.emiliosilveravazquez.com\/blog\/2022\/04\/17\/el-mundo-los-pensamientos-y-nosotros-11\/' target='_blank' rel='nofollow'><img title='Enchilame' src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/enchilame.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.blinklist.com\/index.php?Action=Blink\/addblink.php&amp;Description=&amp;Url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' title='BlinkList' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/blinklist.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/reddit.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' title='Reddit' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/reddit.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.tecnologiadiaria.com\/2009\/07\/abrir-com-hotmail-correo.html' target='_blank' title='hotmail'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/linklove.png' alt='hotmail correo' class='book_img' border='none' style='margin:1px; padding: 0;' \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/bitacoras.com\/votar\/anotacion\/externo\/mini\/www.emiliosilveravazquez.com\/blog\/2022\/04\/17\/el-mundo-los-pensamientos-y-nosotros-11\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/bitacoras.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.wikio.es\/vote?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F' title='Wikio' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/wikio.png'   alt='' class='book_img' border='none' style='margin:1px; padding: 0;'   \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/friendfeed.com\/?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;title=El+Mundo%2C+los+pensamientos+y+nosotros' title='Friend Feed' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/friendfeed.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.facebook.com\/share.php?u=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F&amp;t=El+Mundo%2C+los+pensamientos+y+nosotros' title='Facebook' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/facebook.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/twitter.com\/home?status=El+Mundo%2C+los+pensamientos+y+nosotros: http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%2F' title='Twitter' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/twitter.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/www.feedburner.com\/fb\/a\/emailFlare?itemTitle=El+Mundo%2C+los+pensamientos+y+nosotros&amp;uri=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2022%2F04%2F17%2Fel-mundo-los-pensamientos-y-nosotros-11%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\u00a0El \u201cmundo\u201d que nos rodea El LHC y el Big Bang \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 Escenario en el que pudo surgir la Vida [&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\/27849"}],"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=27849"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27849\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27849"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27849"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27849"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}