{"id":16265,"date":"2024-10-04T14:26:24","date_gmt":"2024-10-04T13:26:24","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=16265"},"modified":"2024-10-04T14:27:34","modified_gmt":"2024-10-04T13:27:34","slug":"%c2%a1las-leyes-del-universo-%c2%bfson-las-mismas-en-todas-partes-4","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2024\/10\/04\/%c2%a1las-leyes-del-universo-%c2%bfson-las-mismas-en-todas-partes-4\/","title":{"rendered":"\u00a1Las leyes del Universo! \u00bfSer\u00e1n las mismas en todas partes?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%c2%bfla-mente-%c2%a1un-universo-en-si-misma-2\/\" rel=\"next\">\u00bfLa Mente? \u00a1Un Universo en s\u00ed misma!<\/a><\/h2>\n<\/div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/img.freepik.com\/fotos-premium\/fisica-astrofisica-ai-generar_250484-7865.jpg\" alt=\"F\u00edsica y astrof\u00edsica ai generar. | Imagen Premium generada con IA\" \/><\/p>\n<div>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/wc2Kmh5.png\" width=\"642\" height=\"131\" \/><\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/xb0KilM.jpeg\" width=\"645\" height=\"492\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/g8fkyj9.png\" width=\"649\" height=\"145\" \/><\/p>\n<p>Si las leyes del Universo no fuesen las mismas en todas partes&#8230; \u00a1Estar\u00edamos en un Universo chapuza!<\/p>\n<p>&nbsp;<\/p>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/_4jCJsRzxVo0\/SgHtR3UxtqI\/AAAAAAAACHI\/wlCPegY1Xro\/s400\/universo+femea.jpg\" alt=\"\" \/><\/h3>\n<p style=\"text-align: justify;\">S\u00ed, con frecuencia hemos hablado aqu\u00ed de la asombrada realidad de la existencia de esa &#8220;m\u00e1quina&#8221; compleja que es capaz de desarrollar tan maravillosas ideas que se transforman en lo tangible que nos rodea por todas partes, e, incluso, est\u00e1n pululando por el Espacio Exterior (como los ingenios que construimos para saber del Universo, de otros mundos, de las estrellas y galaxias).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Invent\u00f3 el lenguaje el Homo erectus hace 1,9 millones de a\u00f1os?\" width=\"388\" height=\"218\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Comunicaci\u00f3n Primitiva \u2013 Comunicar es existir\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRsUi_7cVXqAA8eOzJhDgDSG96rtzRsQVr0pA&amp;usqp=CAU\" alt=\"Conferencia\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<div>\u00a0Hemos recorrido un largo camino desde que deambulamos por las Selvas y Litorales del mundo lanzando gru\u00f1idos y sonidos guturales, hasta que fuimos construyendo un lenguaje para entendernos, comenzamos a dejar mensajes de nuestras vidas cotidianas por las paredes de piedra de las grutas, y, pasado el Tiempo, d\u00e1bamos conferencias en universidades y conformamos complejas estructuras para saber viajar hasta las entra\u00f1as de la materia.<\/div>\n<div><\/div>\n<div><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mi mente es un universo muy loco - Home | Facebook\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Untitled\" width=\"161\" height=\"227\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTcV6kD_yBgXMio-jYK_DAuchj62tktZmGzWQ&amp;usqp=CAU\" alt=\"La Mente Espiritual Del Poder Humano Abstracto Del Universo Conecta El Ejemplo Stock de ilustraci\u00f3n - Ilustraci\u00f3n de humano, mente: 113119466\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQqKeY9vIXScuKUqiXUCE7takbN29RuE9pcPw&amp;usqp=CAU\" alt=\"El poder de la mente sobre nuestro sistema inmune\" width=\"380\" height=\"228\" \/><\/div>\n<div><\/div>\n<div>Porque al final del camino que nos ha tra\u00eddo al Presente, hemos podido saber que estamos hechos del material elaborado en las estrellas, somos&#8230; \u00a1La materia evolucionada hasta el nivel de la consciencia! Y, esa asombrosa verdad, nos hace saber que pertenecemos a un todo mayor que ha desarrollado las condiciones precisas para que, Seres vivos inteligentes, sepan de la existencia del Universo, de sus leyes y de la din\u00e1mica de la que se vale la Naturaleza para que las cosas sean como las podemos observar.<\/div>\n<div><\/div>\n<div>Poco a poco hemos podido desentra\u00f1ar secretos profundamente guardados hasta llegar a unos niveles aceptables de saberes que, distribuidos en distintas disciplinas, seguimos estudiando por todos los medios a nuestro alcance para que, de ser posible, un lejano d\u00eda en el futuro, podamos salvar la especie viajando a las estrellas.<\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/buenavibra.es\/wp-content\/uploads\/2017\/09\/stonehenge-aerial_opt.jpg\" alt=\"Resultado de imagen de Stonehenge\" width=\"569\" height=\"296\" \/><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/yStbtMP.png\" width=\"630\" height=\"102\" \/><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/4.bp.blogspot.com\/-CuZzLKXqfoY\/VTng0uctTHI\/AAAAAAAAE-I\/krADhC5zvDo\/s1600\/heic1509a.jpg\" alt=\"El Universo siempre sorprendente : Blog de Emilio Silvera V.\" width=\"614\" height=\"460\" \/><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.imgur.com\/rRmtuuZ.png\" width=\"629\" height=\"111\" \/><\/div>\n<div><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/cdn0.geoenciclopedia.com\/es\/posts\/6\/9\/9\/cuales_son_las_cuatro_fuerzas_fundamentales_de_la_naturaleza_996_orig.jpg\" alt=\"Cu\u00e1les son las cuatro fuerzas fundamentales de la naturaleza? - Resumen\" width=\"603\" height=\"402\" \/><\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<div><strong>Ahora tenemos claro que las Leyes del Universo son las mismas en todas partes, y, lo que pasa &#8220;aqu\u00ed&#8221;, tambi\u00e9n pasa &#8220;all\u00ed&#8221;. Con esa l\u00f3gica, tendremos que aceptar la existencia de otras criaturas en otros mundos. \u00bfNo existen muchas galaxias, estrellas y mundos? Si es as\u00ed \u00bfQu\u00e9 motivo hay para que no existan muchas civilizaciones?<\/strong><\/div>\n<div><\/div>\n<\/div>\n<div><\/div>\n<div style=\"text-align: justify;\">\n<div><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/educahistoria.com\/wp-content\/uploads\/2023\/07\/damarkuswolf_ancient_egypt_culture_a4629a7a-1320-43d6-bb02-57d805f5f803-1080x675.png\" alt=\"El Antiguo Egipto - educahistoria\" width=\"629\" height=\"393\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcTM37d7SiwxOY224U9oFUjRvrTrzIIDXJbIGw&amp;s\" alt=\"Colonizaci\u00f3n fenicia - Arre caballo!\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.lavanguardia.com\/files\/og_thumbnail\/uploads\/2018\/08\/01\/5f15f0389fea5.jpeg\" alt=\"El m\u00edtico imperio de Babilonia, una potencia en el sur de Mesopotamia\" width=\"312\" height=\"175\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/media.istockphoto.com\/id\/137340137\/es\/foto\/templo-de-piedra-vittala-s-chariot-hampi-karnataka-india.jpg?s=612x612&amp;w=0&amp;k=20&amp;c=C6iDs9we2kYdi264Cc14hLGoFMGBwlryEmSMq57y45g=\" alt=\"20.900+ Civilizacion India Fotograf\u00edas de stock, fotos e im\u00e1genes libres de derechos - iStock\" width=\"588\" height=\"390\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/asiamitica.com\/wp-content\/uploads\/2024\/01\/culturachinaantigua1.jpg\" alt=\"Cultura China Antigua: Tradiciones milenarias y legado hist\u00f3rico - Asiamitica\" width=\"590\" height=\"331\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/educahistoria.com\/wp-content\/uploads\/2023\/07\/damarkuswolf_ancient_greece_viral_image_ecc5d5fd-d9cc-4a5c-b1b4-e6216009f44f-1080x675.png\" alt=\"La Antigua Grecia - educahistoria\" width=\"587\" height=\"367\" \/><\/div>\n<div>\n<h3>Repito:<\/h3>\n<h3>&#8220;Est\u00e1 claro que el tiempo pasa y cada generaci\u00f3n trata de saber lo que hicieron las que las precedieron. Los vestigios del pasado son muchos y, no siempre sabemos traducir sus mensajes pero, los estudiamos y procuramos llegar a explicaciones l\u00f3gicas de lo que aquello pudo ser, y, para ello, nos transportamos a aquellos contextos del pasado, a las mentalidades de los pobladores que dejaron monumentos que, con una mezcla de lo religioso-astron\u00f3mico, quer\u00eda simbolizar lo que ellos cre\u00edan.&#8221;<\/h3>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" title=\"via\" src=\"http:\/\/www3.gobiernodecanarias.org\/medusa\/ecoescuela\/elobservatorio\/files\/2011\/04\/via.jpg\" alt=\"V\u00eda Lactea\" width=\"585\" height=\"203\" \/><\/p>\n<p>Desde el Parque Nacional del Teide se puede conseguir una buena vista de nuestra V\u00eda L\u00e1ctea<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p>\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"En el coraz\u00f3n de nuestra galaxia, la V\u00eda... - ABC Del Inconmensurable Cosmos | Facebook\" width=\"397\" height=\"468\" \/><\/p><\/blockquote>\n<p>La \u201cinfinitud\u201d de la V\u00eda L\u00e1ctea, inconmensurable para nosotros, es s\u00f3lo una m\u00e1s, de decenas de miles de millones que pueblan nuestro Universo. As\u00ed, nuestra Galaxia para nosotros \u201cinfinita\u201d, es, sencillamente, un objeto m\u00e1s de los muchos que pueblan las regiones del Cosmos. Cientos de miles de millones de estrellas que brillan por todas partes, asombrosos enjambres de planetas repartidos por cientos de miles de sistemas planetarios, cu\u00e1sares y <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a>, estrellas enanas blancas, marrones y negras, gigantes rojas, Nebulosas de incre\u00edbles dimensiones en las que nacen nuevas estrellas y mundos, explosiones supernovas y aguejros negros gigantes que engullen todo el material que pueda capturar\u2026 \u00a1El Universo! nunca dejar\u00e1 de asombrarnos, ni por su inmensidad, ni por su diversidad.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/m1.paperblog.com\/i\/42\/420557\/hubble-espia-el-resplandor-galaxia-mas-distan-L-HzYI8b.jpeg\" alt=\"\" width=\"400\" height=\"320\" \/><\/p>\n<p>Utilizando una c\u00e1mara nueva y m\u00e1s poderosa, el Telescopio Espacial <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>, ha descubierto lo que parece ser el objeto m\u00e1s distante jam\u00e1s observado, una proto galaxia peque\u00f1a a 13.200 millones -luz de distancia, que se remonta a tan s\u00f3lo 480 millones de a\u00f1os despu\u00e9s del nacimiento del universo o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a><\/a>. Es decir, nos ha tra\u00eddo una galaxia en formaci\u00f3n a escaso tiempo del comienzo del tiempo.<\/p>\n<p>Immanuel Kant lleg\u00f3 a la conclusi\u00f3n de que las galaxias eran universos-islas\u00a0 pero, \u00e9l escribi\u00f3 primero que las nebulosas el\u00edpticas, ofrec\u00edan una visi\u00f3n que se pod\u00eda asimilar a un \u201csistema de muchas estrellas\u201d que se hallan a \u201cenormes distancias\u201d. Aqu\u00ed, por primera vez se hizo un retrato del universo formado por galaxias a la deriva en\u00a0 la vastedad del espacio cosmol\u00f3gico. El libro de Kant, titulado <em>Historia general de la naturaleza y teor\u00eda del cielo<\/em>, fue publicado -si esta es la palabra apropiada- en 1755, pero su editor quebr\u00f3, los libros le fueron confiscados para sus deudas y la obra de Kant, cay\u00f3 en el olvido.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-DWbbK7PwGsg\/Tez9w61wXBI\/AAAAAAAAAIk\/ddkCHkQztYI\/s1600\/3298.jpg\" alt=\"\" \/><\/p>\n<p>Los entusiasmos gal\u00e1cticos de Kant, a pesar de todo, contribuyeron a sensibilizar la mente humana a la riqueza potencial y la vastedad del universo. Pero el arrobamiento por s\u00ed solo por muy perspicaz que sea, es, un fundamento inadecuado para fundamentar una cosmolog\u00eda cient\u00edfica. Determinar si el universo est\u00e1 constituido realmente por galaxias requer\u00eda hacer un mapa del universo en tres dimensiones, mediante observaciones muy exactas, si no menos arrobadoras, que la contemplaci\u00f3n meditativa de Lambert y Kant.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"William Herschel y la astronom\u00eda de las estrellas\" \/><\/p>\n<p>Entr\u00f3 en escena William Herschel, el primer astr\u00f3nomo que llev\u00f3 a cabo observaciones agudas y sistem\u00e1ticas del universo m\u00e1s all\u00e1 del Sistema solar, donde est\u00e1 la mayor parte de lo que existe. De hecho, <strong>en la primera parte del siglo XIX, miles de galaxias fueron identificadas y catalogadas por William y Caroline Herschel, y John Herschel. 1900, se han descubierto en exploraciones fotogr\u00e1ficas gran cantidad de galaxias. \u00c9stas, a enormes distancias de la\u00a0<a href=\"http:\/\/www.todoelsistemasolar.com.ar\/tierra.htm\">Tierra<\/a>, aparecen tan diminutas en una fotograf\u00eda que resulta muy dif\u00edcil distinguirlas de las estrellas. La mayor galaxia conocida tiene aproximadamente trece veces m\u00e1s estrellas que la V\u00eda L\u00e1ctea.<\/strong><\/p>\n<p>El observatorio espacial Herschel ha facilitado a un grupo de astr\u00f3nomos observar cinco galaxias muy lejanas gracias al efecto lente gravitatoria. As\u00ed, de alguna manera, y en memoria de Herschel, el Telescopio que lleva su nombre fue fundamental.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"La Aventura de la Ciencia: Vesto Slipher (I): La expansi\u00f3n del universo\" width=\"131\" height=\"187\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El observatorio Lowell en Arizona\" width=\"244\" height=\"190\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Observatorio Lowell - Observatorio | RouteYou\" width=\"151\" height=\"189\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><strong>En 1912 el astr\u00f3nomo estadounidense Vesto M. Slipher, trabajando en el Observatorio Lowell de Arizona (EEUU), descubri\u00f3 que las l\u00edneas espectrales de todas las galaxias se hab\u00edan desplazado la regi\u00f3n espectral roja. Su compatriota Edwin <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a> interpret\u00f3 esto como una evidencia de que todas las galaxias se alejaban unas de otras y lleg\u00f3 a la conclusi\u00f3n de que el Universo se expand\u00eda. No se sabe si continuar\u00e1 expandi\u00e9ndose o si contiene materia suficiente para frenar la expansi\u00f3n de las galaxias, de forma que \u00e9stas, finalmente, se junten de , parece que \u00e9sto \u00faltimo no suceder\u00e1 nunca. La materia del Universo parece estar aproximadamente en la tasa del la Densidad Cr\u00edtica. Si es as\u00ed, el Universo se expandir\u00e1 para siempre y tendr\u00e1 una muerte t\u00e9rmica: El fr\u00edo desolador del Cero Absoluto (<sup>&#8211;<\/sup>273 \u00baC) donde ni los \u00e1tomos se mueven.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p><img decoding=\"async\" src=\"https:\/\/www.otraparte.org\/wp-content\/uploads\/galileo-kepler-1.jpg\" alt=\"Galileo Galilei (1564 - 1642) y Johannes Kepler (1571 - 1630)\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<p>Es curioso como Herschel, encontr\u00f3 su camino la plenitud siguiendo las huellas de Kepler y Galileo a trav\u00e9s del puente que lo llev\u00f3 de la M\u00fasica a la Astronom\u00eda<strong>. La habilidad de Herschel como observador era tambi\u00e9n muy refinada; sab\u00eda utilizar los telescopios. \u00c9l dec\u00eda: \u201cVer es un arte que es necesario aprender\u201d.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<div id=\"rightsidebar\"><img decoding=\"async\" loading=\"lazy\" id=\"mainimage\" class=\"\" title=\"Stargaze Photograph\" src=\"http:\/\/images.fineartamerica.com\/images-medium-large-5\/stargaze-andrei-verdeanu.jpg\" alt=\"Stargaze Photograph\" width=\"590\" height=\"391\" \/><\/div>\n<\/div>\n<p style=\"text-align: justify;\">\u201cLa luz de las estrellas<strong> fijas es de la misma naturaleza [que] la luz del Sol<\/strong>\u201d nos dec\u00eda <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>, mientras que E. <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('hubble',event); return false;\">Hubble<\/a><\/a>, comentaba que: \u201cLas observaciones siempre involucran una teor\u00eda\u201d. Ambos llevaban raz\u00f3n. Surgieron dos escuelas de pensamiento sobre la naturaleza de las \u201cnebulosas el\u00edpticas\u201d que predominaron en el siglo XIX. Una de ellas, la teor\u00eda del universo-isla de Kant y Lambert- la expresi\u00f3n es de Kant-, sosten\u00eda qwue nuestro Sol\u00a0 es una de las muchas estrellas de una Galaxia, la V\u00eda mL\u00e1ctea, y que hay otras muchas galaxias, que vemos a trav\u00e9s de grandes extensiones de espacio nebulosas espirales y el\u00edpticas. (como eran llamadas en aquel tiempo a las galaxias que, no se pod\u00edan ver con la nitidez que nos proporcionan nuestras modernos telescopios.)<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/c8.alamy.com\/comp\/F7PBW3\/world-map-in-tabulae-rudolphinae-quibus-astronomicae-by-johannes-kepler-F7PBW3.jpg\" alt=\"Tabulae rudolphinae hi-res stock photography and images - Alamy\" width=\"431\" height=\"303\" \/><\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i0.wp.com\/afanporsaber.com\/wp-content\/uploads\/2010\/02\/portada-Sidereus-Nuncius.jpg?resize=425%2C631\" alt=\"Johannes Kepler | Af\u00e1n por saber\" \/><\/p>\n<p style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> entra en escena. Naci\u00f3 en Ulm, donde Kepler anta\u00f1o hab\u00eda deambulado en busca de un impresor, con el manuscrito de las<strong> <em>Tablas Rudolfinas <\/em><\/strong>Bajo el brazo. <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> como sabemos, fue un ni\u00f1o aislado y encerrado en s\u00ed mismo. No habl\u00f3 los tres a\u00f1os. Daremos un salto hasta 1905, a\u00f1o en el que comenzaron a cristalizar sus pensamientos pudiendo escribir cuatro art\u00edculos memorables <strong>que lo situaron en ese lugar de privilegio de los verdaderos maestros.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong><img decoding=\"async\" src=\"http:\/\/universocuantico.files.wordpress.com\/2008\/12\/einstein-on-bike.jpg\" alt=\"\" border=\"0\" \/><\/strong><\/p>\n<p style=\"text-align: justify;\">N0, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> no lleg\u00f3 a la F\u00edsica y la Cosmolog\u00eda en bicicleta, \u00e9l cogi\u00f3 una autopista mayor, esa que est\u00e1 conformada por los pensamientos y que nos pueden llevar m\u00e1s lejos, de lo que cualquier veh\u00edculo nos podr\u00e1 llevar nunca. El primero de aquellos -ahora famosos- art\u00edculos, fue publicado tres d\u00edas despu\u00e9s de cumplir los veintiseis a\u00f1os, contribuir\u00eda a poner los fundamentos de la f\u00edsica cu\u00e1ntica. Otro modific\u00f3 el curso de la teor\u00eda at\u00f3mica y la mec\u00e1nica estad\u00edstica. Los otros dos enunciaron lo que se conoci\u00f3 como la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> especial.<\/p>\n<p style=\"text-align: justify;\">Cuando Planck, por aquel entonces director editorial de la Revista cient\u00edfica Annalen der Physik, levant\u00f3 la mirada despu\u00e9s de leer el art\u00edculo sobre la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> especial, sabiendo inmediatamente que el mundo hab\u00eda cambiado. La era <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a> hab\u00eda terminado y hab\u00eda surgido una nueva ciencia reemplazarla.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><strong><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/4.bp.blogspot.com\/-wmYKwhrR1C0\/TxY4ETTtWuI\/AAAAAAAABbw\/ZRRJqa__1fs\/s1600\/espacio-tiempo-universo-clasico-newton-einstein-esoterico.jpg\" alt=\"\" width=\"500\" height=\"375\" \/><\/strong><\/p>\n<p style=\"text-align: justify;\">La odisea que llev\u00f3 a <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> hasta la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> especial -y de ella a la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general, que expresar\u00eda la cosmolog\u00eda de los espacios curvos- empez\u00f3 cuando ten\u00eda cinco a\u00f1os y su padre le mostr\u00f3 una br\u00fajula de bolsillo para que estuviera entretenido pero, aquello, le fascin\u00f3 y, no pod\u00eda saber qu\u00e9 magia hacia que la aguja se\u00f1alara siempre hacia el mismo lugar sin tener en el movimiento. Al preguntar, le dijeron que la Tierra est\u00e1 envuelta dentro de un campo magn\u00e9tico que era el responsable de tal \u201cmilagro\u201d y, aquello, al joven <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, le maravill\u00f3 y despert\u00f3 su curiosidad que nunca le dej\u00f3 entonces. \u00c9l dec\u00eda que detr\u00e1s de las cosas debe haber algo profundamente oculto, que nos podr\u00eda explicar el por qu\u00e9 se comportan de ciertas maneras.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/image.slidesharecdn.com\/lx2tdsmnqga3niuyhe9d-signature-03e726935085dc547e99690ef0db62bb28512ca89e6f200d0262c3e237cec2a5-poli-161209004517\/95\/quimica-teoria-de-planck-6-638.jpg?cb=1481244379\" alt=\"QUIMICA TEORIA DE PLANCK\" width=\"588\" height=\"331\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como antes dec\u00eda, en el siglo XX hemos podido ser testigos de m\u00faltiples y maravillosos descubrimientos cient\u00edficos que han cambiado la concepci\u00f3n que del mundo pod\u00edamos tener: La teor\u00eda de Planck del cuanto que nos llev\u00f3 directamente a la Mec\u00e1nica Cu\u00e1ntica, el Relatividad de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> que nos lleva a un espacio-tiempo de cuatro dimensiones, nos dijo que la luz marcaba el l\u00edmite de transmitir la informaci\u00f3n y, tambi\u00e9n, que la masa y la energ\u00eda eran una misma cosa, as\u00ed como que, \u00a1el Tiempo!, era relativo y no absoluto. M\u00e1s tarde, en su ampliaci\u00f3n de la teor\u00eda en 1916, nos dijo que la presencia de grandes masas distorsionaba el espacio-tiempo.<\/p>\n<p>&nbsp;<\/p>\n<div id=\"attachment_21\" style=\"text-align: justify;\"><a href=\"http:\/\/mikipediageek.files.wordpress.com\/2010\/05\/malla-espacio-tiempo1.jpeg\"><img decoding=\"async\" title=\"malla espacio-tiempo\" src=\"http:\/\/mikipediageek.files.wordpress.com\/2010\/05\/malla-espacio-tiempo1.jpeg?w=500\" alt=\"\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Espacio-tiempo curvo y los secretos del Universo : Blog de Emilio Silvera V.\" width=\"407\" height=\"271\" \/><\/a><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div style=\"text-align: justify;\"><\/div>\n<div 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 <strong>\u00a0 \u00a0 \u00a0 Deformaci\u00f3n de la malla espacio-tiempo<\/strong><\/div>\n<p style=\"text-align: justify;\">Estos dos claros exponentes de aquella revoluci\u00f3n cient\u00edfica nos abrieron los ojos y la mente a un Universo distinto que , despu\u00e9s de dichas teor\u00edas, ten\u00eda m\u00e1s sentido. Otro de aquellos descubrimientos explosivos, fue la teor\u00eda cosmol\u00f3gica del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, que surgi\u00f3 como combinaci\u00f3n de ambas, y, justo es que se diga,\u00a0 quienes fueron sus protagonistas que, no por sabido, estar\u00e1 dem\u00e1s dejar aqu\u00ed un peque\u00f1o homenaje.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"1 - Curso de Relatividad General - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTk9xy1wriQbLKxn8tdFxzABCplQpGdaQ54EA&amp;usqp=CAU\" alt=\"Qu\u00e9 es la Relatividad General?\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0<strong>\u00a0Con \u00e9sta Teor\u00eda, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, nos dio a conocer la verdadera Cosmolog\u00eda<\/strong><\/p>\n<p style=\"text-align: justify;\">Cuando <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> public\u00f3 en 1916 la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> general era consciente de que \u00e9sta modificar\u00eda la universal de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a><\/a>: la soluci\u00f3n a sus ecuaciones no s\u00f3lo sustituyo el planteamiento din\u00e1mico de fuerza de atracci\u00f3n por otro geom\u00e9trico de deformaci\u00f3n del espacio-tiempo, sino que permit\u00eda explicar el universo en su conjunto.<\/p>\n<p style=\"text-align: justify;\">Fue \u00e9l el primer sorprendido al encontrar que dicha soluci\u00f3n global tra\u00eda como consecuencia un mundo cambiante, un universo que inicialmente estim\u00f3 en contracci\u00f3n. Como esto no le cab\u00eda en la cabeza introdujo un t\u00e9rmino en las ecuaciones que contrarrestara el efecto gravitatorio: una fuerza repulsiva, a la que llam\u00f3 constante cosmol\u00f3gica (\u039b) constante dotaba al espacio vac\u00edo de una presi\u00f3n que manten\u00eda separados a los astros, logrando as\u00ed un mundo acorde a sus pensamientos: est\u00e1tico, finito, homog\u00e9neo e is\u00f3tropo.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/i.ytimg.com\/vi\/l7rZjtn6MJs\/sddefault.jpg\" alt=\"Expansion Dynamics II: Lambda-CDM Model | Cosmological Constant and Dark Energy\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><b><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/b>\u00a0cre\u00eda que el universo era est\u00e1tico, de modo que introdujo en sus ecuaciones de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general un t\u00e9rmino de expansi\u00f3n, llamado\u00a0<b>constante cosmol\u00f3gica<\/b>, cuyo efecto era compensar la acci\u00f3n de la gravitaci\u00f3n debida a toda la masa del universo.<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">M\u00e1s tarde, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> comentar\u00eda que la introducci\u00f3n de constante, hab\u00eda sido el mayor error de su vida, porque (con una mejor estimaci\u00f3n de la densidad) pod\u00eda haber predicho la expansi\u00f3n del universo antes de que fuera observada experimentalmente. Claro que, su excusa era admisible, cuando el introdujo la constante cosmol\u00f3gica, nadie sab\u00eda que el universo estaba en expansi\u00f3n. Sin embargo, estudios posteriores han venido a confirmarla.<\/p>\n<p style=\"text-align: justify;\">La ecuaci\u00f3n de campo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> para la Relatividad General, puede darse como sigue:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/f91e1b0353db21c30fb9d81a62a86ec0fdd08f89\" alt=\"{\\displaystyle R_{\\mu \\nu }-{1 \\over 2}Rg_{\\mu \\nu }+\\Lambda g_{\\mu \\nu }={8\\pi {\\text{G}} \\over {\\text{c}}^{4}}T_{\\mu \\nu }}\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u00a0&#8220;Donde\u00a0<img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/cf70b3ee2dea90750949b21cc66fbd3171f5c6b2\" alt=\"{\\displaystyle g_{\\mu \\nu }\\,}\" \/>\u00a0es un\u00a0<a title=\"Tensor sim\u00e9trico\" href=\"https:\/\/es.wikipedia.org\/wiki\/Tensor_sim%C3%A9trico\">tensor sim\u00e9trico 4 x 4<\/a>, as\u00ed que tiene diez componentes independientes. Dada la libertad de elecci\u00f3n de las cuatro coordenadas del espacio-tiempo, las ecuaciones independientes se reducen en n\u00famero a seis. Estas ecuaciones son la base de la formulaci\u00f3n matem\u00e1tica de la\u00a0<a title=\"Relatividad general\" href=\"https:\/\/es.wikipedia.org\/wiki\/Relatividad_general\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general<\/a>. N\u00f3tese que considerando la contracci\u00f3n sobre los dos \u00edndices de la \u00faltima relaci\u00f3n se encuentra que el escalar de curvatura se relaciona con la traza del tensor energ\u00eda impulso y la constante cosmol\u00f3gica mediante:<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/793fd968ca27fce4ef20f25f9b2a885b56d942f7\" alt=\"{\\displaystyle R-2R+4\\Lambda ={8\\pi G \\over c^{4}}T\\,}\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">Esa relaci\u00f3n permite escribir equivalentemente las ecuaciones de campo como:<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/16bf9392bfd912735727b2eebcfad5f186bddba1\" alt=\"{\\displaystyle R_{\\mu \\nu }-g_{\\mu \\nu }\\Lambda ={8\\pi G \\over c^{4}}\\left(T_{\\mu \\nu }-{1 \\over 2}T\\,g_{\\mu \\nu }\\right)}\" \/><\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">El trabajo de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de la Relatividad General es una muestra sublime de hasta donde puede llegar la Mente Humana, es el mayor exponente del pensamiento humano que, junto a otros que dejaron sus huellas en el saber del mundo, han quedado en la historia como ejemplos del buen hacer.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBw0PDw8PDQ8PDw8PDw8PDQ8PDQ8NDQ8PFRUWFhURFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMtNygtLisBCgoKDQ0NDg0NDisZFRktLSsrNy0rLSsrKysrNystKystKysrKystKysrKysrKysrKysrKysrKysrKysrKystK\/\/AABEIANUA7AMBIgACEQEDEQH\/xAAcAAEBAAIDAQEAAAAAAAAAAAAAAQIHBAUGAwj\/xAA\/EAACAQMBBQQHBgMHBQAAAAAAAQIDBBEhBQYSMUEHE1FhIkJScYGRoRQjMmKxsnKC8TM0Y8HS4fAVQ1Oiwv\/EABUBAQEAAAAAAAAAAAAAAAAAAAAB\/8QAFREBAQAAAAAAAAAAAAAAAAAAAAH\/2gAMAwEAAhEDEQA\/ANKopCgQhWQAAAAAAAuABAUAQFAEBQBAUYAxBQBAAAAAAAAAAAAAGSKRFAhGUgAAAUAoELg5dls6tWlinFs9dYdn9SSTqS+CyB4Yqi3yTfuTNrWG4dCLTks8vmup2lfdaypU06qpwjH16klTXnmTaA0tGDeiTz7iqhPpGXyNn3O1d36En95CrLHKjSlVWj6PHD9TrK2+uy4ybo2daTfWXdU8\/JsDw0bSq9FTk\/5WZSsay1dOXyPZQ38tE8\/9Plro8V4f6Dkx382bJYqWleK\/J3VT9WgNfujNLLi0vczA2lb7a2FXXD3saTeqValKks\/xfh+pxtp7kUKsHUtpKSxmMqclOMvitGBrUHZ32xLmjnig8LyefDkdawMQUgEBSAAAAAAAAAZIpCgHjTHx1zl+JiUgAAICo7jd3ZLuqvD6uOZ1CNqdmmzPulUfOXyw9QPQbubu06UFwx18WtX5nd31S2s6LrXVWFKlHrLnJ+zFc5PyR128++Npsmlwtd9dzWaNBPRL26j9WOfi+nVrR+3duXd\/Vda7qupLXhjyp04v1YR5RX\/Hkivb7xdqNSXFT2bSVKPLv60VKq\/OMPwx+OfcjX9\/fV7ifHcValaevpVJubXks8l5I44KgAAAAAHJsL+vby47erOlLq4ScU\/Jrk\/icYAe42Rv4mlT2jRVSL07+lFRqLzlDk\/hj3Mz2lurSuYzubGrGrCXpLh116xa5xfk9TwpzdkbWuLSoqttPglpxR5wqL2Zx6oDj3FKUJyhJYlGTi\/ej5nrNoxobTi69qu7uoxzXt\/HxnF+tHPy6+fmLi3nTlw1IuMvBgfEFIBAUgAAAAABkikRQIQrIAAAFNo0d547M2bRxGMrurT+4p+ql\/5ZflXh1enjjVxlXrzm8zk5NJRWXnEUsKK8kgM7y6q16k61ecqlWpLiqTk8yk\/+dOh8CkArf6Y5JEAAAAAAAAAAAAD62txUpTjUpScKkHxQlHmn\/mvLqey2nKltO0dzSjGF1QS+001p\/PH8r+mqPEH1tridOTcJSWYuE1GTi5Qf4ot+YGAO02vs+MFCvRy6FZJ029WnrmMn7SaaaOrYEIVkAAAAAAMikRQIQpABV9foCgYsAACAAAAAAAAAAAAAAAFX9NOb\/wAupAAPQbuYuKdWxqPHEpV7Z+FWK9KK98Vn+XzOjnFptPmm0zK0uZUalOrD8VOcZx96ece477fS2pKtCtQ\/s7mnGtHppNJr9QPOkKGBiAAAAAyRSFAhCkAoYLNAYAAACgCAFAgAAAAACkAAAAAAB6t2s7rZNGpFycrSpUozXRxypx+k18jyhsDs1feWu0aDWUu5qJfxRnF\/tiB4Jokl558zkX1Phq1I4xiT0fvOOBAGAIAAMkUhQIQpAKhIISAgIUAAAAAAgBQIAUAAQACkAAAAbC7I1l36\/wAKj+6Zr02R2QUsw2jNrTFtBPxf3ra\/QDxm8f8Ae62Pbl+p1h2u88MXdZdOJ49x1QEAIAKABSkRQIAwAEgVAYAFAAAAAAICgAQFAAACAAAAABuXsrslT2VOpLncXFScf4IJQX1jM05Tpyk1GCcpSajFLVuTeEl8T9F1NnKxsLe1WM29vCE2tFKpjM5fGTkyUaO3vpqN7WSzq869DpTnbauHVuKsn7TS9yOCUQhSAACgUpCgQAAAiFATX1MT6RWdOvT3mDWNH00figAAAAACFAAAAAAAIAABSH1trepVnClSi51KkowpwisylOTwor4ge77F93ftm0VXqRzQsUq0srMXW\/7UfnmX8hsjtBu2qVZxeuHw4558jm7ubIp7G2dC1ynXl97dzTypVpJZSfspJRXks9TVvaFvT3jlb0mpL15c8eRB4CpNybk+bbb95iUxKBCkAFIUClIUCEKwl7tFnVpfrzfkBAABlxPk28Lks6H3dN1cuKzUSzJLnOK9Zea6rrz8TjH0pVJRkpRbjKLTi08NNdQPmD1NXZMNoU3cWSUbmP8AebVad5LGtSl5v2evTwfl5RabjJNNNqSaw01zTXRgQAAACAUEKAAQAAH0oUJ1Jxp0oTqVJvEIQi5zk\/BRWrYHyN\/9jvZ47OC2jf08XVSL+y0pr0renJfjkulSS+SeObeL2Ydk0LXur7asVO5Xp0bV8MqVu9HGc\/aqL5LzeGtmbQuoJYbwBqztRvp06NZwk03omnh6mipSbbb1b1bN19qFNu2qPmsczSYEIUgAhSACkKBUUhQIQpGBCgACogA7DY206lrWhVg36LXEs44o51Rte73f2dtmlGtnubmcU1cU0m28YxVjop9PB6czTSO93c3krWctHxQ9l8k\/EDLeXczaGz23WpOpR9W5op1KDX5mlmD8pY+J54\/S\/Z3teneuMoVqbxBynS4vvfDDj4Z6nXbwbs7t3\/eqVOFreRqVFUdvONGp3uU5cS\/DP3tdfMD88A2redjyeXabRpvwjXoyjj3zhn9p1lXsc24lmEbWqvyXOP3pAa9Ke3fZLvDnH2OL8\/tVvj9xzbXsW29P8UbWl51LlNf+ikBrsG6dldg0sp3u0IpetC2otvPlOb\/+TYO7fZrsXZ7jOnbKtWil99cvv55XrJP0YvzikBobczs32ntRxlCm7e1eM3VeLjBx\/wAOOjqfDTTmj9B7mbjbO2RTxbU1Ou1irdVEpV5+KT9SP5Vpp15nopVkjhXl8ormgOXXqLHM8PvDecEpPi9HOmpy9p7XeuuEas393ph3cqMHxTlo8Pl8SD47z72U3TqUmuNPMHHOj6Gs35ciyk3qyFGLAYAgAAFIAMikRQIQpAIUAAAAKv6lyYmUca5eNNNM5fh\/uB6LcXajtLyNdQr1O7pzlw0Jzhjl6cnH1V56Zaybe2nsWjf1FVt5q02jUpUpVvtNCpNOnGOeLhUkoS0jl6vp5mgaNacHxQlKEtVxRk4yw+ayjZW4\/aPOnNU7+tNUuKPDwxUuNNRh3b5YSxxcUn4gbK3e3cv6UYO+nGpxcLXcZcPwtycpNJwinpyy\/jhd1T27SXFFPPC1FRw0l5eJy9g7RoV6eaVxG49OcoTjUjOLw8YXDhNR1Xw8Tm1Nn21ThlUpU+PWeqXFxS8WufL6EHGp3zlwd04zcnhxUuXmz6yupv8Aso94k\/TcXxYl4f7mF7c2FnHvbirQt4LMIyqSpwWZa9evP6nlNt9q2xrVPuLhXVTh0jS4u6b85KOMgeudfhTq1s04R9V\/ik86YXyOpuNvtqWNNfR8kac2t2pV7icpST4ct04Z9GOenTocSp2gZWUteWNfoBuKe229OLVeZ0G294oUU5VJGorre65mpOM5RfTHJHV3227qvHhq1HJdU8FHqdvb5pwdO3k9W\/SS4c56vx9\/U8NObk228tmJAKQEAAACAAAAUCopEUCEKyAQpCgQFIBQAAAAHN2ZtW5tZqpa1qlGaWOKEsaeDXJryO3r79bZqR4Z39fGU8xcIS08JRSa+DPNjIHYbQ2zd3MYQua9StGDcoKpLiw3o3nm\/icKUs+Xu5GIyBRkgArZAQCggAAAAQpAAAAAFyBUUACEIAAAApAAKQAAUgAoIAKAAAAAAgAoIAKQAAAAAAAAAD\/\/2Q==\" alt=\"1919, un eclipse para la historia | P\u00fablico\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">El 29 de mayo de 1919 tuvo lugar un eclipse total de sol que tendr\u00eda una importancia trascendental en la historia de la ciencia. Cuatro a\u00f1os antes, en 1915, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> hab\u00eda enunciado su teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, una revolucionaria teor\u00eda de la gravitaci\u00f3n que ven\u00eda a sustituir a la de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>. Seg\u00fan las ideas de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, el espacio, el tiempo y la materia son tres ingredientes del universo \u00edntimamente conectados entre s\u00ed: la gravedad puede ser interpretada como una curvatura del espacio-tiempo, en cuyo seno la luz se mueve describiendo trayectorias curvas seg\u00fan es desviada por la presencia de cuerpos materiales.<\/p>\n<\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/_eMZ3DsM-Fk\/maxresdefault.jpg\" alt=\"EDDINGTON y el eclipse que confirm\u00f3 la RELATIVIDAD GENERAL de EINSTEIN\" width=\"572\" height=\"322\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Sir Arthur Eddington, por entonces director del Observatorio de Cambridge, era un f\u00edsico genial que abordaba temas muy variados. Entre muchos logros, hab\u00eda explicado que la energ\u00eda de las estrellas proced\u00eda de la fusi\u00f3n nuclear. En 1915, en plena guerra mundial, estaba intentando estudiar la corona solar aprovechando alg\u00fan eclipse.<\/p>\n<p>&nbsp;<\/p>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/blogs.ua.es\/fisicateleco\/files\/2015\/05\/Dyson_frank_Eddington_arthur_little.jpg\" alt=\"29 de mayo de 1919: El Sol se eclipsa en Isla del Pr\u00edncipe y se confirma la Teor\u00eda de la Relatividad General | F\u00edsica para tod@s\" width=\"328\" height=\"232\" \/><\/p>\n<h1 class=\"entry-title\" style=\"text-align: justify;\">29 de mayo de 1919: El Sol se eclipsa en Isla del Pr\u00edncipe y se confirma la Teor\u00eda de la Relatividad General<\/h1>\n<\/blockquote>\n<p style=\"text-align: justify;\">A pesar de las dificultades de comunicaci\u00f3n que impon\u00eda la guerra, Eddington hab\u00eda tenido conocimiento de la teor\u00eda de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> a trav\u00e9s de su correspondencia con el astr\u00f3nomo holand\u00e9s <strong>Willem de Sitter<\/strong> y empez\u00f3 a considerar la posibilidad de utilizar un eclipse solar para realizar el test de la teor\u00eda.<\/p>\n<\/blockquote>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/revistapesquisa.fapesp.br\/wp-content\/uploads\/2020\/01\/018-027_CAPA_Eclipse-Sobral_276-0-1140px-abre-1.jpg\" alt=\"Cuando la luz se curv\u00f3 : Revista Pesquisa Fapesp\" width=\"436\" height=\"211\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSXZl0XTVX5WEiBCriC8c48hRAyD05-Vu7-hQ&amp;s\" alt=\"29 de mayo de 1919: El Sol se eclipsa en Isla del Pr\u00edncipe y se confirma la Teor\u00eda de la Relatividad General | F\u00edsica para tod@s\" width=\"441\" height=\"189\" \/><\/p>\n<p style=\"text-align: justify;\">La teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> no lleg\u00f3 a tener verdadera importancia hasta que, en 1919, Arthur Eddintong confirm\u00f3 la predicci\u00f3n del f\u00edsico alem\u00e1n con respecto a la curvatura de la luz, aprovech\u00f3 el eclipse solar de Sol de ese a\u00f1o. De la noche a la ma\u00f1ana, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> se convirti\u00f3 en el f\u00edsico m\u00e1s popular del mundo al predecir con su ingenio y con su enorme intuici\u00f3n fen\u00f3menos que eran reales antes de que \u00e9stos fueran comprobados. As\u00ed, con car\u00e1cter desenfadado, expres\u00e1ndose en t\u00e9rminos sencillos y muy distintos ( estirados) que los de sus colegas, hab\u00eda dado respuesta a preguntas que hab\u00edan sido formuladas pero, que nadie hasta entonces, hab\u00eda sabido contestar.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/3.bp.blogspot.com\/_w1kycNNBkOE\/TCyhCvwOIpI\/AAAAAAAADq4\/Qj6-8mowWWs\/s320\/f-050503.jpg\" alt=\"\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El astr\u00f3nomo holand\u00e9s <strong>Willem de Sitter<\/strong>\u00a0 obtuvo en 1917 una soluci\u00f3n a las ecuaciones del sabio alem\u00e1n, sugiriendo la posibilidad de que el universo fuera infinito, aparentemente est\u00e1tico y de densidad pr\u00e1cticamente nula en el que tan solo hab\u00eda energ\u00eda. Por otro lado, el matem\u00e1tico ruso Alexander Friedmann consigui\u00f3 en 1922 varias soluciones a las ecuaciones proponiendo universos que se contra\u00edan o que se expand\u00edan, seg\u00fan los valores que tomara la constante cosmol\u00f3gica. Cuando su se public\u00f3 en Alemania, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> respondi\u00f3 con una nota en la misma revista presumiendo un error matem\u00e1tico. El error result\u00f3 finalmente inexistente, pero <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> tard\u00f3 en rectificar, por lo que la respuesta de Friedmann qued\u00f3 en un segundo plano.<\/p>\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" src=\"http:\/\/www.tecnologiahechapalabra.com\/img_noticias\/@old\/%7B771129DD-BF1E-479D-9FED-1CA8234CFDFD%7D_astrobiology-400.jpg\" alt=\"\" align=\"middle\" border=\"1\" hspace=\"2\" vspace=\"1\" \/><\/p>\n<p align=\"center\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/OQA0X381OSY\/maxresdefault.jpg\" alt=\"1 - Curso de Relatividad General\" width=\"531\" height=\"299\" \/><\/p>\n<p style=\"text-align: justify;\">Lo cierto es que <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>, ha dado en el \u201cblanco\u201d con muchas de sus Ideas y, si pudi\u00e9ramos coger una Gran Nave superlum\u00ednica y recorri\u00e9ramos el espacio interestelar paseando por las distintas regiones del Universo, ver\u00edamos que &#8211; el vaticin\u00f3-,\u00a0 todo es igual en todas partes: C\u00famulos y superc\u00famulos de Galaxias, Galaxias cuajadas de estrellas en c\u00famulos y sueltas con sus sistemas planetarios, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('pulsar',event); return false;\">p\u00falsares<\/a><\/a> de giros alucinantes, magn\u00e9teres creando inmensos capos electromagn\u00e9ticos, <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a> que se tragan todo lo que traspasa el Horizonte de suscesos, Hermosas y brillantes Nebulosas de las que surgen las nuevas estrellas, nuevos mundos y, muy probablemente\u2026 nuevas formas de vida.<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro que pensar siquiera en que en nuestro universo, dependiendo de la regi\u00f3n en la que nos encontremos, habr\u00e1 distintas leyes f\u00edsicas, ser\u00eda pensar en un universo chapuza. Lo sensato es pensar como <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> y creer que en cualquier parte del universo rigen las mismas leyes f\u00edsicas, hasta que no se encuentre pruebas reales a de lo contrario, los cient\u00edficos suponen con prudencia que, sea cual fueren las causas responsables de las pautas que llamamos \u201cLeyes de la Naturaleza\u201d, es mucho m\u00e1s inteligente adoptar la creencia de la igualdad f\u00edsica en cualquier parte de nuestro universo por muy remota que se encuentre; los elementos primordiales que lo formaron fueron siempre los mismos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/-v9CntA9HbVE\/UCVQGuNzGUI\/AAAAAAAA1SE\/RT6ISkKaLho\/s640\/CUANTICO.jpg\" alt=\"\" width=\"462\" height=\"640\" border=\"0\" \/><\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Arriba Sat\u00e9lite <em>Gravity Probe B<\/em>. Dedicado a medir la curvatura del campo gravitatorio terrestre debido a la teor\u00eda de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a> de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>. Abajo los cient\u00edficos chinos comandados por Juan Yin crearon <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> entrelazados mediante la estimulaci\u00f3n de un cristal con luz ultravioleta, que produjo \u00a0un par de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('foton',event); return false;\">fotones<\/a><\/a> con la misma longitud de onda, pero opuestos. Por separado, ambas teor\u00edas funcionan muy bien y se pueden medir y comprobar l\u00edmites excepcionales. Sin embargo, si las juntamos\u2026<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/ichef.bbci.co.uk\/ace\/ws\/640\/cpsprodpb\/170C6\/production\/_106560449_planck6.jpg.webp\" alt=\"Max Planck, el padre de la teor\u00eda cu\u00e1ntica que intent\u00f3 convencer a Hitler de que permitiera trabajar a los cient\u00edficos jud\u00edos - BBC News Mundo\" \/><\/p>\n<p><strong>Los autores de las dos teor\u00edas m\u00e1s importantes de la F\u00edsica (Han pasado m\u00e1s de 100 a\u00f1os)<\/strong><\/p>\n<p style=\"text-align: justify;\">Cuando los f\u00edsicos empezaron a apreciar el papel de las constantes en el dominio cu\u00e1ntico y explotar la nueva teor\u00eda de la gravedad de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/03\/04\/%C2%A1las-leyes-del-universo-%C2%BFson-las-mismas-en-todas-partes\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a> para describir el universo en conjunto, las circunstancias eran las adecuadas para que alguien tratara de casarlas. Y, entonces, en eso estamos pero, el casamiento, no se consuma.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Intrincada b\u00fasqueda: \u00a1La Gravedad cu\u00e1ntica! : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Intrincada b\u00fasqueda: \u00a1La Gravedad cu\u00e1ntica! : Blog de Emilio Silvera V.\" width=\"301\" height=\"202\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Hay aspectos de la f\u00edsica que me dejan totalmente sin habla y quedan fuera de nuestra realidad que, inmersa en lo cotidiano de un mundo macrosc\u00f3pico, nos aleja de ese otro mundo misterioso e invisible donde residen los cuantos que con su comportamiento, me obligan a pensar y me transportan este mundo material nuestro a ese otro fascinante, donde residen las maravillas del universo, sus cimientos infinitesimales en los que residen las \u201cladrillos\u201d de las estrellas y galaxias\u2026tambi\u00e9n de los mundos y de los seres vivos. La materia es tan compleja que a\u00fan no hemos podido llegar a comprenderla\u2026del todo.<\/p>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V\u00e1zquez<\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;title=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;title=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='Digg' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;title=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='Google' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;t=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='Yahoo' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F' title='Technorati' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F' title='Meneame' target='_blank' rel='nofollow'><img src='https:\/\/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=https:\/\/www.emiliosilveravazquez.com\/blog\/2024\/10\/04\/%c2%a1las-leyes-del-universo-%c2%bfson-las-mismas-en-todas-partes-4\/' target='_blank' rel='nofollow'><img title='Enchilame' src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;title=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='BlinkList' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;title=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='Reddit' target='_blank' rel='nofollow'><img src='https:\/\/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='https:\/\/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\/2024\/10\/04\/%c2%a1las-leyes-del-universo-%c2%bfson-las-mismas-en-todas-partes-4\/' title='Bitacoras.com' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F' title='Wikio' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;title=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='Friend Feed' target='_blank' rel='nofollow'><img src='https:\/\/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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F&amp;t=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F' title='Facebook' target='_blank' rel='nofollow'><img src='https:\/\/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=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F: https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F' title='Twitter' target='_blank' rel='nofollow'><img src='https:\/\/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=%C2%A1Las+leyes+del+Universo%21+%C2%BFSer%C3%A1n+las+mismas+en+todas+partes%3F&amp;uri=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2024%2F10%2F04%2F%25c2%25a1las-leyes-del-universo-%25c2%25bfson-las-mismas-en-todas-partes-4%2F' title='Enviar por Email' target='_blank' rel='nofollow'><img src='https:\/\/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 \u00bfLa Mente? \u00a1Un Universo en s\u00ed misma! &nbsp; &nbsp; &nbsp; Si las leyes del Universo no fuesen las mismas en todas partes&#8230; \u00a1Estar\u00edamos en un Universo chapuza! &nbsp; S\u00ed, con frecuencia hemos hablado aqu\u00ed de la asombrada realidad de la existencia de esa &#8220;m\u00e1quina&#8221; compleja que es capaz de desarrollar tan maravillosas ideas que [&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":[49],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16265"}],"collection":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=16265"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16265\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=16265"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=16265"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=16265"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}