{"id":12299,"date":"2020-02-22T11:54:52","date_gmt":"2020-02-22T10:54:52","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=12299"},"modified":"2020-02-22T11:55:17","modified_gmt":"2020-02-22T10:55:17","slug":"el-placer-de-descubrir-aventurarse-por-nuevos-caminos-8","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/02\/22\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-8\/","title":{"rendered":"El placer de Descubrir: Aventurarse por nuevos caminos."},"content":{"rendered":"<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/11\/maravillas-de-la-naturaleza-2\/\" rel=\"next\">Maravillas de la Naturaleza<\/a><\/div>\n<\/div>\n<h3><\/h3>\n<p><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/farm3.static.flickr.com\/2663\/3932524446_19d76f2d90.jpg\" alt=\"\" width=\"500\" height=\"375\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Es posible que lo que nosotros llamamos materia inerte, no lo sea tanto, y, puede que incluso tenga memoria que transmite por medios que no sabemos reconocer. Esta clase de materia, se al\u00eda con el tiempo y, en cada momento adopta una forma predeterminada y de esa manera sigue evolucionando hasta llegar a su m\u00e1ximo ciclo o nivel en el que, de \u201cmateria inerte\u201d llega a la categor\u00eda de \u201cmateria viva\u201d, y, por el camino, ocupar\u00e1 siempre el lugar que le corresponda. No olvidemos de aquel sabio que nos dijo: \u201ctodas las cosas son\u201d. El hombre, con aquellas sencillas palabras, elev\u00f3 a todas las cosas a la categor\u00eda de SER.<\/p>\n<p style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">\n<div style=\"text-align: justify;\">\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/06\/29\/%c2%a1ah-%c2%bfpero-sabemos-2\/\" rel=\"prev\">\u00a1Ah! \u00bfPero sabemos?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/biancaatwell.files.wordpress.com\/2010\/11\/biancamantis2.jpg\" alt=\"\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Neuronas sin din\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u00bfQu\u00e9 nos separa de otras especies? \u00bfSomos acaso unos privilegiados? Lo cierto es que, al no entender a esos otros seres, no podemos opinar sobre los que ellos puedan ser en realidad, ni en qu\u00e9 mundo viven.<\/p>\n<p>&nbsp;<\/p>\n<p>Neuronas sin fin (cien mil millones) que generan conexiones e impulsos el\u00e9ctricos que, como veh\u00edculos l\u00fam\u00ednicos transportan ideas y sentimientos<\/p>\n<p>La vida, tambi\u00e9n ha ocupado una buena de nuestro tiempo en este lugar y hemos hablado de ella, de la que est\u00e1 presente en nuestro planeta y, de la posible \u201cvida extraterrestre\u201d, posibilidad enorme en este universo nuestro, y, con esas y otras cuestiones de inter\u00e9s, hemos hecho camino juntos, en armon\u00eda y siempre tratando de conseguir ese saber que es el sustento de nuestra enorme curiosidad. Claro que, la F\u00edsica, esa disciplina que nos dice como funciona la Naturaleza, ocup\u00f3 una gran parte del recorrido.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/img22.xooimage.com\/files\/f\/6\/f\/vida-en-el-universo-10a91df.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>Hemos construido un Modelo del Universo que podr\u00eda, o no, ser el real<\/p>\n<p>&nbsp;<\/p>\n<p>Para s seguir avanzando es importante reconocer que, no sabemos tanto como creemos saber. Nuestras Teor\u00edas de hoy, ser\u00e1n ma\u00f1ana sustituidas por otras nuevas teor\u00edas que se implantar\u00e1n en nuestras vidas cotidianas a medida que vayamos descubriendo c\u00f3mo es la Naturaleza y desvelando sus secretos. Todav\u00eda, son muchas m\u00e1s las preguntas que las respuestas.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/07\/01\/las-moleculas-portadoras-de-informacion-5\/\" rel=\"next\">Las mol\u00e9culas portadoras de informaci\u00f3n<\/a><\/div>\n<div>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El ADN nos habla del pasado y del origen\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El ADN nos habla del pasado y del origen\" \/><\/p>\n<p><img decoding=\"async\" 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\" alt=\"Resultado de imagen de El ADN nos habla del pasado y del origen\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de El ADN nos habla del pasado y del origen\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>El ADN transporta la informaci\u00f3n que nos habla del pasado y del origen<\/p>\n<p>&nbsp;<\/p>\n<p>Mediante el estudio y la observaci\u00f3n se pudo comprobar que la cantidad de ADN era la misma para todas las c\u00e9lulas som\u00e1ticas de los individuos de una determinada especie, mientras que los gametos s\u00f3lo ten\u00edan la mitad. As\u00ed mismo, los estudios de Erwin Chargaff sobre las similitudes en las proporciones de bases nitrogenadas presentes en el ADN de los individuos de la misma especie parec\u00edan confirmar la relaci\u00f3n existente entre esta mol\u00e9cula y la informaci\u00f3n gen\u00e9tica.<\/p>\n<p>La prueba definitiva fue obtenida en 1952 por Alfred Hershey y Martha Chase, quienes demostraron de forma concluyente que el ADN, y no una prote\u00edna, era el material gen\u00e9tico del bacteri\u00f3fago T2. Al a\u00f1o siguiente, James Watson y Francis Crick elaboraron su famoso modelo de doble h\u00e9lice<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/image.slidesharecdn.com\/geneticamolecular1parteadnreplicacintranscripcinytraduccin-120330063336-phpapp02\/95\/genetica-molecular-1-parte-adn-replicacin-transcripcin-y-traduccin-2-728.jpg?cb=1333107373\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/24\/el-universo-la-ciencianosotros\/\" rel=\"prev\">El Universo, la Ciencia\u2026Nosotros.<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"http:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2011\/04\/vegetacion-dos-soles.jpg\" alt=\"\" \/><\/p>\n<p>&nbsp;<\/p>\n<p><em><strong>Cient\u00edficos que estudian c\u00f3mo podr\u00eda ser la vida vegetal en un planeta similar a la Tierra con dos o tres \u2018soles\u2019 han encontrado que podr\u00eda verse negra o gris, si el sistema est\u00e1 dominado por una <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/24\/el-universo-la-ciencianosotros\/#\"><a href=\"#\" onclick=\"referencia('enana roja',event); return false;\">enana roja<\/a><\/a>.<\/strong><\/em><\/p>\n<p>&nbsp;<\/p>\n<p>Las maravillas del universo son inagotables, y muy lentamente tenemos acceso a ellas. Hay lugares con tres soles de distintos colores: amarillo (como el nuestro), azul y verde, o blanco y rojo. Hay dos que casi se est\u00e1n tocando, s\u00f3lo los separa una ligera y brillante materia c\u00f3smica que parece pura luz. Hay un mundo que tiene miles de lunas, y no muy lejos de \u00e9l brilla un Sol que no es mayor que nuestro planeta Tierra. He podido ver un n\u00facleo at\u00f3mico de 3.000 m de di\u00e1metro que gira 160 veces por segundo. Hay soles que se desplazan por el universo a velocidades enormes y bacterias que escapan de las galaxias y vagan por el cosmos hasta encontrar un planeta donde instalarse. Las nubes de gas y polvo inundan los espacios entre las galaxias, y despu\u00e9s de girar durante miles de millones de a\u00f1os, se juntan y forman nuevas galaxias de estrellas y planetas.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/27\/ese-mundo-misterioso\/\" rel=\"next\">Ese mundo misterioso<\/a><\/div>\n<div><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/i.kinja-img.com\/gawker-media\/image\/upload\/s--CGJ0t2Fl--\/c_fit,fl_progressive,q_80,w_636\/vrkowqgojxkxn3umjvpm.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/div>\n<div>\n<p>Es ampliamente sabido que el planeta Tierra act\u00faa como un gran im\u00e1n cuyas l\u00edneas de campo geomagn\u00e9tico surgen de un polo (el polo sur magn\u00e9tico)<a name=\"12ae9e2e5b18c235_12ae447694fe3163_3935\"><\/a> y convergen en el otro polo (polo norte magn\u00e9tico). El eje longitudinal de este im\u00e1n tiene una desviaci\u00f3n de aproximadamente 11^o con respecto al eje de rotaci\u00f3n. Por ello, los polos del campo magn\u00e9tico generado no coinciden exactamente con los polos geogr\u00e1ficos.<\/p>\n<p>Este campo geomagn\u00e9tico es producido por la combinaci\u00f3n de varios campos generados por diversas fuentes, pero en un 90% es generado por la parte exterior del n\u00facleo de la Tierra (llamado Campo Principal o \u201cMain Field\u201d).<\/p>\n<p>Por otra parte, la interacci\u00f3n de la ionosfera<a name=\"12ae9e2e5b18c235_12ae447694fe3163_3940\"><\/a> con el viento solar y las corrientes que fluyen por la corteza terrestre componen la mayor parte del 10% restante. Sin embargo, durante las tormentas solares<a name=\"12ae9e2e5b18c235_12ae447694fe3163_3942\"><\/a> (eventos de actividad solar exacerbada) pueden introducirse importantes variaciones en el campo magn\u00e9tico terrestre.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div><strong>El Placer de Descubrir: Aventurarse en Nuevos Caminos<\/strong><\/div>\n<div>\n<blockquote><p><img decoding=\"async\" loading=\"lazy\" id=\"il_fi\" src=\"http:\/\/misiglo.files.wordpress.com\/2008\/07\/adriano-6-museo-britanico.jpg\" alt=\"\" width=\"333\" height=\"500\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u201cQuien ha visto las cosas presentes ha visto todo, todo lo ocurrido desde la eternidad y todo lo que ocurrir\u00e1 en el tiempo sin fin; pues todas las cosas son de la misma clase y la misma manera \u201d.<\/p>\n<p>Marco Aurelio<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Claro que \u00e9l, quer\u00eda significar que todo, desde el comienzo del mundo, ha sido igual, sigue unos patrones que se repiten una y otra vez a lo largo del transcurso de los tiempos: el d\u00eda y la noche, las estaciones, el fr\u00edo y el calor, el r\u00edo muerto por la sequ\u00eda o aquel que, cantarino y rumoroso ve correr sus aguas cristalinas hasta que desembocan en la Mar. La Bondad y la maldad\u2026 Y, tambi\u00e9n, el Hombre y la Mujer. As\u00ed ha sido desde que podemos recordar y, as\u00ed continuar\u00e1 siendo.<\/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<blockquote><p>Para fugarnos de la Tierra<\/p>\n<p>un libro es el mejor bajel;<\/p>\n<p>y se viaja mejor en el poema<\/p>\n<p>que en m\u00e1s brioso corcel.<\/p>\n<p>Whitman<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Leibniz\" \/><\/p>\n<p>&nbsp;<\/p>\n<p>\u201cTodo presente de una sustancia simple es naturalmente una consecuencia de su estado anterior, de modo que su presente est\u00e1 cargado de su futuro.\u201d<\/p>\n<p>Leibniz<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Niels Bohr, citando a Gohete preguntaba: <strong>\u00bfCu\u00e1l es el camino? No hay ning\u00fan camino. <\/strong>Est\u00e1 claro el mensaje que tal pregunta y tal respuesta nos quiere hacer llegar, el camino, tendremos que hacerlo nosotros mediante la exploraci\u00f3n hacia el futuro en el que est\u00e1 lo que deseamos encontrar. Hay que explorar y arriesgarse para tenemos que ir m\u00e1s all\u00e1 de las regiones habituales y conocidas que nos tienen estancados siempre en el mismo lugar. \u00a1Arrisgu\u00e9mosno!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><\/strong>Ulises de \u00cdtaca se arriesg\u00f3 a o\u00edr el canto de las sirenas amarrado al palo de la vela mayor de su embarcaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Ulises de Itaca\" \/><img decoding=\"async\" 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wlSCQqSJESJidRVnxnf9iyhJMFQJA6AkkfrWGW1x21ysqUoJWtXuidCokafCoiaGl4pxgW1ZUtB0EAhSSoTPgAdQaE+M+J1uW5Su3y59AVKKiJBOYTz0NHWD4Q0ppGUkKGxg\/MEa0F+1TC1JQleUAJX3ik91WcRMfdMgSPGqSyTLRmRNNTmmrQxFSpUqAFSpUqALHAMTVbXDT6dS2sKjqBuPUSPWvrXhzEGrlhLjagpDiQpPkevQiIPjNfHQrT\/YvxVcNXCbNILiHlaAaltW5V0ymNR60mrGj6OabgQBXYrhPjXZNC0BCxK0LmXKsoIMyP2oZ4kwpRWFOKKkcp0A02gab0RX+MMNGFrAUdABvNSXmA4BO29ZSSetlRbizNnuF2ipXZtgJ5GCZmKKRgpbYShlMkNkCTAkyR8zRGEpSI0FJREGT5VK4y3yOwC4JsH7QqQ77u80UYkskaV7XYBWBI1B+MTUJq7EGdkkTPiJFKuuGVd5BbELFS57pqrawcg7Vp6WUwQYEihXEobjMtKR2iE5t4zrCR+oFJwQlI9MGw5bZGdKYPx\/vVH7S8HcKSlpejiFQkwRmGungaO27tK1GIyNjvK5TGwoTxK8S8+tzMMjKNOgnvEnpAFVpAmYXh1u02tKrlIWka5RqDPWK2Gy40w60s81u2Mg1yNpKRm098kUEYZwpZvO53MQb7AZlqQgw6oGcqBPPr+le\/EeE26bN5VspfZhPuOHMREGQqAY86pZ+jl6itRxQb+8Jf7yFyneIzAgZekVQXXDD1u9kKsokltewUkHcePUcqqMJuMqpG41+FG5ul3a2SIKGwTPKVnX4QKp4EknkgWjF0lQBfcg+6QrQxqR8BRJxUsmxUhaplskTvKIUKpcZuw2ppKSCoKKiB0BIHxFPiTrqmu3Ke0htQKfwpOk5RuANzQNxM5NNTmmrQ5xUqVKgBUqVOBQB62rClrShAKlKUEpA3JOgFfVnCfDbWG2SW2gFuAytZAlTitDqBIA2A6Csg9h3Ca3rlN8VhLdu5EESVrKDoJ0EBQM6nat+CAFJ7hhSioxqATzPSd6meqHEdq3UFZiSoq0kGMo8udQeJblbTRyqVJgA9PGetXDb6VTBBjQx16UMccKWGwY7onbryrPkxHBcMyMwvsZZbcLzrhUoK0SlJUrSrLDfbKYIXbO5RolSQCdOomo\/BfCybq7zPJOSCYrVG+ErZCYQ2lPoPrUccMGvI1dMyC89pinFlXeA\/CUnb0ro8fNylQWpMcu9HrWn3HA1u4e+hs\/9NIJ9RFC2O+z6zbBISUjoDA\/ek41kIyTPK1x9V4pJYcQAAVOKKgMqcsGRz5xRDh7xQ1m3DqoTm\/ym9JPmSo0E4LhDLLgU0gzz1MFJ3B6gitC4gJARliMgjy8qpK8ie6KJWOvJKmwlTjSFZUqAkiR7quenWqnHLJ27AZaRlVnBJM6qTMDUmIOvwqY5jXZblISJUobT1J6nSpfBdytq1Nw+lZ7ZS1MpCdUtkkySTzn4CorI9aJ+GYLdsW2R1xpZEmBmiSOaiOtZJjuJPIt3bcyh11wocHhqpQ8QdNRyrUnOKg6nK0o\/wDbMgdSTpQliOGtXboBP9TUqIG8d2NddIrRZYkvSh9m+AKbcLz6UhIGhWU5f1+lWPH982ywtI17Xu6CAQokkx0gQKh3Lj1sO5bhJzlAWUlREc9RAJiqHi1Dr6AdSE666kmDJPxqvoMB070ZDFy1aNobA0SCrx1kjyoNjWiPBrUrQvOCEgSSZiBrWjIgeCcSLzskAToI5AeNEOEJuH2nG0ECAcqjp3thHMSJBPSqHBMKdWtISgws90x90HU\/6R1rTLe3as2yqFkAarKSMxjkDtSqi4vBjd3ZrbMLQpJ8R0qLWt4hgxftH3FpAJQtwbd0phaP1IrJTTTMZKhqVKlTJHFOmuacGgDXv+H66dL7zIX\/AEg2XMhAI7QlKAodNPpWxY+08UdxwIHPQTtr3p0+FfLHDHET1i8HmSJgpUlQlKkq3SY15AyNiKI3+Or27WlplJStaglIStayVKMAJ7RRCT41Mot6Ki6Povhy4bLDWRQKYIJH40KKVa9cwPwrvH7IPtFsGCSDO40NUPs84WdsrVDb7uZUlak6EJUuVKAVurvGZmi5Tg2EFX83qXHFMd07K\/AMHRbohO53JqZeZ\/uKArgWoBKie8fh8KrWbslRB2BPrUt0qKSvJNSy+Rq4P+0UM43gDizK3FK+Q+FGjOw8qh3t40Acyk6evpTlFVYRk0wNw\/B8piKvOJrdamE5EFRSNcsToPGvK8x5lAkJJM7VRYxxVmQQTE6BIOmvlvQqqh5bM+vWn31qhvuNkF2fAzl\/tR3iHEnZ26EHK\/cvdxtptICESMoSNeXOhy6dOUJHdBOZUSJKuZ6nYeleWBWL6nghowVBQzZcykoUDnIMd0nTUb0KOCmXmLY4xZWaGXDmWGzKm8sFesgEjUDaR0rLbHiZw3K3EJVCiSIJJAAjXp1+Namr2WNOqUl11xZQlASVHSOkbR4VXY3w6zh6XMoSP6SlbCY0\/vTpE6PCxuc7AU9BK5IidzqPXnUa+KMuXkd9uk17cHWfbo7V1YSgBISJ0iCBCToTpvTY8w2ErLZkZSUmCNh0I02is5emiRmDViHLpSEmBm0rTr3DLdnD3EhwkqbIMEe8ACNPPTxrLW7V1LpUJBB3561ZYtf3Ab7LLoSlSlAkmU8vCtbISoPeHV5ClSWXFf00IHupAA3gqIOpnlUvHbZ1wJUlvPlMlsKgaCBJjWCa44UK3mGygiTuJggjz+leeIXLjalZUuLAKvd+Y\/NUORSQL8U8VuJQ5au25QpSYIMiJ2MzqOemhrO6IeMce+1vJXkKAlAQM3vaEkzH6cqH61RzyHp5rkU81QhqanimpAdCjz2MKAxRk9ip3RcRHcMf8wzsEidfGgNNbP8A8OVgC7dPmO6hDY698lZ8tEAUAa\/jzjnZ\/wBOdd+seANVvCtpcJdUt1JSgpIAO+4IJq4VdJW6UT3UDMrzG1NiV+lLSlTynxAVsaySt9jT5RExnG0pQrLv93xggGKGMVxlFqgrcV\/UyzHidQPOg9\/ipNw\/3QpLLeqpO6UmfmYoO484mLysqT3jqsjlOoHnEUNdi8RRt2D8VdrYNuEy4qUnQ8ifpFUeJYmYUAYAOvnQlwRjaVYf2AcSFJX7pOVW36eNW\/2QqQCTnVyI1A8+tDWRKiM9cLWe6CY2+tclAzJ5nnHI1Ys22VJEGefSu20oaSXXCAAZlRgDxJirSG2qK7HX0MoSXFZZnT7yo5Abk0c+zNqWe2LeQuAQCZIQNgfHnQVgtinFsUC0gGztURmgw4sk6jqJJ9E1quI2ENLS13CU9mjLplnmOkfSm\/TM8cbx5tlSkIhTxEwfdT0Kv2rG\/aLioS05ndC3nu6AnYCe8Y5Aba9asMZfvC6q3byKjVxxYBXmjaREnbXxrM+ImXPtKkuKKlCP3gDpUJ+l9cBlZtldmw2lzKUtjOjkoiT8dTzq2kHKkyQN5M6AbSaqMC9wDwA21G3OrdA0nYcz137tZNWzRKiBfMoyggQSJ23nb6\/Gu7LDAsZVbeNeL9yVOJMA5TPh5UY2SC6EwImTJ1Go2HTypTdlrBHwnAQ1HZqMTMdPI1ZLsIBkiZnyJr1YSkHVwDw1J+FduvJIISM500AgUkxArh3DLS7pS1spVmEGQIOY6qI2mBvTYp7I7dS1KQ4WwdUgERHkrlR3h7D4BPZQOQHU6yaZWD3KzMAeatflNaRclsylTM8e9kFslGtw7mOyhlKQfEZfrQ1\/6V3H+ex8VftW1\/4VdAAQkgTsqZ9CKjfZn\/8AIP8A2j96vu\/CeqPl0mmpzSFaGQ1Gfsy4wOH3BKp7F2EuDpHurA8JPoTQaaU0AbG37TEpVcpzf8xJyKG0zt6g0OcfcVvLePZPFKcqUQk7gITII5686z+an4H2ZuGe1JDfaJCyI0SVAE69AZqVGi3Owswzhu6fYUuYQkZiEiNYOviap8Q4ZcbIKpgpKtfKa3+1sBa2\/wBnJClLIbSqIzDKSVkcoH+2s24\/xEPOOJthKGUdmVHQToNOpppjWUB\/Bdoh1woMEyIT96DpI6x0rXnE\/Z2WmEtgZQZgxMmST8qw7h66LF0y4dMriZnoTBPwJNbni7tq7cPPuJSpLCcqQea1khIEH8qjTk8BHZSYvjwQIBSkASSdBpVVY\/aMSC20w1bfeWqcykbn\/SDHnVZxq+gOM24HeWsOOkaiB7qBOyRr6ijd+4RaWLayO6QHFAfeV9xs\/l5nwojX0Tfge8EWLbFuUoSEI0iRBKQmAojx3rjifiNplsyZkHUddfpNYxw\/7Qbs3LjqySl1JbhPIggpIT4QRH5jUq\/42adWftJSEwpK24JmUlJAgyDOnrvUTd4RUY1lg5iHFqytWRwgEk5hoTrzrytz2i86u8pUeNDLraVukMhQSVHICZISTpJ56VqHCvB6QmXHOm5j4DkKlxS+lKbZ7Ydh5ABUTH4REn9qu2uHnnoIT2aTPvzz0lI3Pyohwy1S0QltIM7EazRQ00r3lgJHMq3A+lNq8D7GctcAOpMhaVDTWCCP1HWiG1wcohJzBKYnLz6b7DyrrFOMW0KLbGVREySNJH60JYxxU8o5+0Ig6gDl7vIxOtQ0vCrbDtnDbZOp8u9mn1Ea1Pt1tp91MDkAAJ8udAuC4g4sgnMSNPQ+FHWB2SzDixHRPTxqob0RJ0WiUeldhNdOOBIKlGANzyFDGJ8ZMJH9NQWeX4ZPzNW2ZBEop6iucg\/En41luOcSOLmVmeidAkHyoK\/xpz\/Oc+J\/aiylEzQ01OaaqMxUqVKgBV0k1zT0AbphXEP+J2KAh3sru2QA4CgqSpJSWyqB1BmeRoWvrTsGchIJgkmIKidTp0Ex6UA4ViDzDgcYWttwaAoMHXl4g9K3X\/AGG2UOPpW6+WkqccUr76khRhv3RBMaiom6ya8ecGPYfg7l6pXZ5E5ANFEjMCdxAINWVzeu27Crd1JUrtM6XEn8oTBBiYyjU8iauWLO6Lo7NDk8okb6Dwq2xnA8qUpfIKyCVEkAeMEwCRpU97L6UzK3r9SnA6oyoR8E1p19ibFzZsFaycs90CSSkQB4eM0D4vg8CW0ggGJEHMT0g6+lRcMddbKktrj8SSAQCOcHn4ir+E1TsLcCQ2w0CspAQSSTv1+goGxS57V5xwJyha1KyjlmJMfOp9wy4vVZJ9NPhXAsuv6UkxuNnfCly027\/VJSDELAkpM9PHrW4cOcKgIDj0qKgCkGdE796diQdhVL7IuAkoy3t0iVHvW6FCQE\/wCaodT92dhrzrW3rtKBKoA3JJHxqJ1diTklSI1plQnRAQkDUnQx1mNqzz2h8WodSq3aV3PvkH3vDyqLxlxK8+spaVDYOm\/6\/OgxTJBClaydZGu0aU07KUayeTl0QISoKMR0Og+dTsLSFrAJJnL3efSPHWvG7bbShKkpGaZk67zIJO3KqrhvEU\/bmwNEyYHLNlVHzqnG0PtRu2CIZt0ZnVAE67z\/AAVIxLjBtKD2RBMGNY9YrFeJeIlKd0JIT3QNY05gctaqWX3FqlSgnWRz0HzoSdENWH2J4y+\/mDjhUPwgkAenOhy8fObTl1\/mlK3ulJIAVmlJkhPhrMfqaqb6+g5QSqTJ039acYUOyQ7iBVoZ0+fOqn7Uv83zrhy6AUJ66jpUn7U341XULQJUopjT0GBzTxXQFHnCPs8W8A7c5mmtwmO+of8AiPnQ3Q0rA3C8MduF9my2pxXRI28SdgPOj\/BPZUtcG4cy\/lbgmemY6fAVqOC4K20kNMoDbfRI1PiTzNENtaJbIJPp0A1rJ8nhpGAL8PcA2dmtK0MhbqdQtwlRSQPEwD6VxxG4lwhOsT3gOcGfXYVYcT4mpZATmyQZiBOmnPyoWxW97MJSlAC1Alas0qEnpruSKlsuMaE7cltMokLKiANyIEz8xXfGA+0diEZSCnOc5JgqAEdKHbi9WltQAJUSU5jt1O\/KKj2S3lBDSnVJCtW9dAAZgDodY5VVWOid\/wDzrTYykKUszOpCduQTptQRxDgptVJUlSypWsxAHUEH0rTLXB3TqlalSZIWOahqPDT6VD4kwoLtnFqWApsHLOp8t9KLpidAFYXnaKS2tMLVoCIgmPlU7DMAcuLplrKQhTic86d1PeVoJI7oVQ7h9022cxKitJBTEEaeJO1bjwNboW4Xd5Z7v\/Uj4aUSk0xp2jQrVkJT3fdjwgAQAB6CgnjXFkNNlJ7xUdp5yaIMfxHsGDl1IGUdAY59Y0rDcSu1uOd5R1PMydIiayrsKJ29iDhVronoB+9c5VnMXAQkA6KEDXbXn9KcvhtSdZIHPrG4FRMQv1uBMwE6iJJPIknqOVbxWBtkN+4VCgPdjWfDyqgebUhQWN5kEdRrV8+kd\/w0Omh0qrxEAAAnlt510RSowm7JGItrQ6QD7wBkwT3h9KssLsgUicu465lfOIqDcboVqDkTM+Q2\/nOvRorkEBQTPhPhz0qBousUayp7ihJGuh0nlVIUwRzPTfw3rjGrlR++Y5AGSTzMgRArys3Fr1jugb+VAzlTKgoKGx\/nOvWPAfz0qVbtH3d\/785NSPsX5f8AbSsai2BihXTTZJAAkkwANyTyA51yrlR37JLRC7halJBUhAKCfukqgkeMUjNbCHgfgVLQS\/cpCnd0tnVKPMc1\/IVo1tb5jqP5086j2e01Zs+4T4gfHesJO2apUj3bfCJCdVcyNk+A8fGu1LUpKtNwBt13pWTQmI0rq5WUsvKGhShRSRyISSKGkhJsH8YeShCSElStyDyHLbYSKDMOuVLfW44kGdBOiQZkQOeg50T3zh1HKQPQgHegTGXSl4wYkwfKKX00RaY04hxSUhJKVHvKA1URAgcgNRXNpbAg5UEcpJkmDoJnTcUsOQFdklWoyKMHqVp1+Qq4uWgHGkx3crio5ZgEanrvWgHk9duhSSqCqIEE5vEyBBJiqLiC6C2CgFUkwQEzJ2mSJP8AeuuJVkJbIMHQ+ozR+gogxFpPYkwJmJ5\/zSgkxO7ZLazCYjQT+tbV7GLwuWhndCw0T8SPgFJ+FYxjfvz1mfjWzexhsDD0KAgm4WSepASB8gKfJ+Rf0T\/aJiJWoMp7qQdSTE8p+Og51nOIPMoVlSJVsowSfDfWOdFHtJu1pclKiDp+g\/c0B3qtCeZiaUEV8PJbMyZBMQmZ0rxSMui9TvHLryrwtFELIB06eYmve6HunyrZEyPC\/uinTNM6xy1jeq5hBcWMx33PQV3iKu96V42m\/wDOlaVgyewkUs5pCdNIMaRtuY6V7l0b94wNABzn51FYcICRJgxI86lXKAFEDTvcvIGsykV1yvOoghUDkpMeNXGHNqWIIASBzIGkbRrIqSwykgAgH\/8ACaiJ0JA\/mlJjRMFuPuwVTvrG2m4ivT7O7+D\/AG\/tUaycISVAmf7xtXl\/iLv4vkP2pF2z\/9k=\" alt=\"Resultado de imagen de Ulises de Itaca\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Personajes mitol\u00f3gicos que se mezclaban con la realidad al contar las epopeyas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, no cabe duda alguna de que, el acto de exploraci\u00f3n modifica la perspectiva del explorador; Ulises, Marco Polo y Col\u00f3n hab\u00edan cambiado cuando volvieron a sus lugares de partida . Lo mismo ha sucedido en la investigaci\u00f3n cient\u00edfica de los extremos en las escalas, desde la grandiosa extensi\u00f3n del espacio cosmol\u00f3gico hasta el mundo min\u00fasculo y enloquecido de las part\u00edculas subat\u00f3micas.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_-TVCxOfx--A\/SEYv21m5UzI\/AAAAAAAAC-8\/85n9-LMTWXk\/s320\/via-l%C3%A0ctia.JPG\" alt=\"\" width=\"320\" height=\"247\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong><\/strong>\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 Una bella galaxia espiral de cien mil a\u00f1os-luz de di\u00e1metro que podemos comparar con\u2026Un \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/1.bp.blogspot.com\/_gHbmh7BV23s\/ScjsG1r7G0I\/AAAAAAAAAXA\/RadTVcYqZDQ\/S768\/00015944.jpg\" alt=\"\" width=\"382\" height=\"400\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">En ambos \u201cuniversos\u201d existe una descomunal diferencia en los extremos de las escalas. Sin embargo, la inmensa galaxia de arriba no ser\u00eda posible sin la existencia de infinitesimal \u00e1tomo de abajo. <strong>\u00a1Todo lo grande est\u00e1 hecho de cosas peque\u00f1as!<\/strong><\/p>\n<p style=\"text-align: justify;\">As\u00ed que, cuando hacemos esos viajes, irremediablemente nos cambian, y, desde luego, desaf\u00edan muchas de las concepciones cient\u00edficas y filos\u00f3ficas que, hasta ese momento, m\u00e1s valor\u00e1bamos. Algunas tienen que ser desechadas, como el bagaje que se deja atr\u00e1s en una larga traves\u00eda por el desierto. Otras tienen que ser modificadas y reconstruidas hasta quedar casi irreconocibles, ya que, lo que hemos podido ver en esos viajes, lo que hemos descubierto, nos han cambiado por completo el concepto y la perspectiva que del mundo ten\u00edamos, conocemos y sabemos.<\/p>\n<p style=\"text-align: justify;\">La exploraci\u00f3n del \u00e1mbito de las galaxias extendi\u00f3 el alcance de la visi\u00f3n humana en un factor de 10<sup>26<\/sup> veces mayor que la escala humana, y produjo la revoluci\u00f3n que identificamos con la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a><\/a>, la cual revel\u00f3 que la concepci\u00f3n newtoniana del mundo s\u00f3lo era un parroquianismo en un universo m\u00e1s vasto donde el espacio es curvo y el tiempo se hace flexible.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/universitam.com\/academicos\/wp-content\/uploads\/2012\/04\/MAJORANA.jpg\" alt=\"\" width=\"520\" height=\"377\" \/><\/p>\n<p style=\"text-align: justify;\">La exploraci\u00f3n del dominio subat\u00f3mico nos llev\u00f3 lejos en el \u00e1mbito de lo muy peque\u00f1o, a 10<sup>-15<\/sup> de la escala humana, y tambi\u00e9n signific\u00f3 una revoluci\u00f3n. fue la F\u00edsica cu\u00e1ntica que, transform\u00f3 todo lo que abord\u00f3.<\/p>\n<p style=\"text-align: justify;\">La teor\u00eda cu\u00e1ntica naci\u00f3 en 1900, Max Planck comprendi\u00f3 que s\u00f3lo pod\u00eda explicar lo que llamaba la curva del cuerpo negro -el espectro de energ\u00eda que genera un objeto de radiaci\u00f3n perfecta- si abandonaba el supuesto cl\u00e1sico de que la emisi\u00f3n de energ\u00eda es continua, y lo reemplaz\u00f3 por la hip\u00f3tesis sin precedentes de que la energ\u00eda se emite en unidades discretas. Planck llam\u00f3 <em>cuantos<\/em> a estas unidades.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/4\/4e\/HornoCuerpoNegroGif.gif\" alt=\"\" width=\"300\" height=\"225\" data-file-width=\"300\" data-file-height=\"225\" \/><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/e\/e7\/Curvas_Ley_Planck_y_catastrofe.jpg\" alt=\"\" width=\"300\" height=\"240\" data-file-width=\"300\" data-file-height=\"240\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">1) Figura animada que representa un rayo de luz incidiendo sobre un cuerpo negro hasta su total absorci\u00f3n. 2) En la gr\u00e1fica se representa la intensidad de la radiaci\u00f3n emitida por el cuerpo negro en funci\u00f3n de la longitud de onda a diferentes temperaturas. El m\u00e1ximo de la curva aumenta al ir hacia menores longitudes de onda (Ley de Wien). Se compara con el modelo cl\u00e1sico de Rayleigh-Jeans a altas temperaturas (5000\u00a0K) comprob\u00e1ndose la llamada cat\u00e1strofe del ultravioleta<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">La <strong><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a><\/strong> es una constante f\u00edsica que desempe\u00f1a un papel central en la teor\u00eda de la mec\u00e1nica cu\u00e1ntica y recibe su nombre de su descubridor, Max Plancc, uno de los padres de dicha teor\u00eda. Denotada como <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/2\/5\/1\/2510c39011c5be704182423e3a695e91.png\" alt=\"h\" \/><\/em>, es la constante que frecuentemente se define como el <strong>cuanto<\/strong> elemental de <strong>acci\u00f3n.<\/strong> Planck la denominar\u00eda precisamente \u00abcuanto de acci\u00f3n\u00bb<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Fue inicialmente propuesta como la constante de proporcionalidad entre la energ\u00eda <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/3\/a\/3\/3a3ea00cfc35332cedf6e5e9a32e94da.png\" alt=\"E\" \/><\/em> de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\">fot\u00f3n<\/a> y la frecuencia <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/8\/f\/a\/8fa14cdd754f91cc6554c9e71929cce7.png\" alt=\"f\" \/><\/em> de su onda electromagn\u00e9tica asociada. Esta relaci\u00f3n entre la energ\u00eda y la frecuencia se denomina \u00abrelaci\u00f3n de Planck\u00bb:<\/p>\n<p style=\"text-align: justify;\">\n<dl>\n<dd><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/1\/b\/4\/1b41cb51c84996996dd552302fa90e05.png\" alt=\"E = h.f \\,.\" \/><\/dd>\n<dd><\/dd>\n<dd><\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">Dado que la <strong>frecuencia<\/strong> <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/8\/f\/a\/8fa14cdd754f91cc6554c9e71929cce7.png\" alt=\"f\" \/><\/em>, la <strong>longitud de onda<\/strong> <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/e\/0\/5\/e05a30d96800384dd38b22851322a6b5.png\" alt=\"\\<a href=\" \/><\/em>\u00a0y la <strong>velocidad de la luz <\/strong><em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/4\/a\/8\/4a8a08f09d37b73795649038408b5f33.png\" alt=\"c\" \/><\/em> cumplen <img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/c\/7\/8\/c78d6dab81ad0f0fc5c25eb431ae33ef.png\" alt=\"\\<a href=\" \/><a href=\"#\" onclick=\"referencia('lambda',event); return false;\">lambda<\/a>\u00a0 la relaci\u00f3n de Planck se puede expresar como:<\/p>\n<p style=\"text-align: justify;\">\n<dl>\n<dd><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/0\/b\/2\/0b2013e124afcfadbde9c10021f127f7.png\" alt=\"E = \\frac{hc}{\\<a href=\" \/><a href=\"#\" onclick=\"referencia('lambda',event); return false;\">lambda<\/a>}.<\/dd>\n<dd><\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">Otra ecuaci\u00f3n fundamental en la que interviene la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a> es la que relaciona el <strong>momento lineal<\/strong> <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/8\/3\/8\/83878c91171338902e0fe0fb97a8c47a.png\" alt=\"p\" \/><\/em> de una part\u00edcula con la longitud de onda de De Broglie \u03bb de la misma:<\/p>\n<p style=\"text-align: justify;\">\n<dl>\n<dd><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/0\/1\/8\/01852e4db8a5d65980d3736244e12cc4.png\" alt=\"\\<a href=\" \/><a href=\"#\" onclick=\"referencia('lambda',event); return false;\">lambda<\/a>\u00a0<\/dd>\n<dd><\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">En aplicaciones donde la frecuencia viene expresada en t\u00e9rminos de radianes por segundo o frecuencia angular, es \u00fatil incluir el factor 1\/2 dentro de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>. La constante resultante, \u00ab<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a> reducida\u00bb o \u00abconstante de Dirac\u00bb, se expresa como <em>\u0127<\/em> (\u201c<em>h barra<\/em>\u201c):<\/p>\n<dl>\n<dd><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/1\/9\/3\/193d2e97a5b0a6da8ec1ed1105a2d8e5.png\" alt=\"\\hbar = \\frac{h}{2 \\pi}.\" \/><\/dd>\n<dd><\/dd>\n<dd><\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">De esta forma la energ\u00eda de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\">fot\u00f3n<\/a> con frecuencia angular <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/4\/d\/1\/4d1b7b74aba3cfabd624e898d86b4602.png\" alt=\"\\<a href=\" \/><a href=\"#\" onclick=\"referencia('omega',event); return false;\">omega<\/a>&#8221; \/&gt;<\/em>, donde <em><img decoding=\"async\" src=\"http:\/\/upload.wikimedia.org\/math\/2\/9\/1\/291f73a90c6a7ebc629df956952aebe5.png\" alt=\"\\<a href=\" \/><a href=\"#\" onclick=\"referencia('omega',event); return false;\">omega<\/a> = 2 \\pi . f&#8221;\u00a0<\/em><\/p>\n<dl>\n<dd><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de Constante de P\u00f1anck reducida\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de Constante de P\u00f1anck reducida\" \/><\/dd>\n<dd><\/dd>\n<dd><\/dd>\n<\/dl>\n<p style=\"text-align: justify;\">Por otro lado, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a> reducida es el cuanto del momento angular en mec\u00e1nica cu\u00e1ntica.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<div><a href=\"http:\/\/commons.wikimedia.org\/wiki\/File:Ley_P.png\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/upload.wikimedia.org\/wikipedia\/commons\/a\/a3\/Ley_P.png\" alt=\"\" width=\"287\" height=\"223\" data-file-width=\"287\" data-file-height=\"223\" \/><\/a><\/div>\n<div style=\"text-align: justify;\">\n<div>\n<div>Ley de Planck a diferentes temperaturas en funci\u00f3n de la frecuencia para la radiaci\u00f3n del cuerpo negro<\/div>\n<\/div>\n<\/div>\n<p style=\"text-align: justify;\">Planck defini\u00f3 a \u201csus\u201d0 cuantos en t\u00e9rminos del \u201ccuanto de acci\u00f3n\u201d, simbolizado por la letra h que ahora, se ha convertido en el s\u00edmbolo de una constante,\u00a0 la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a>, h.\u00a0 Planck no era ning\u00fan revolucionario \u2013 a la edad de cuarenta y dos a\u00f1os era un viejo, juzgado por patrones de la ciencia matem\u00e1tica y, adem\u00e1s, un pilar de la elevada cultura alemana del siglo XIX-, pero se percat\u00f3 f\u00e1cilmente de que el principio cu\u00e1ntico echar\u00eda abajo buena de la f\u00edsica cl\u00e1sica a la que hab\u00eda dedicado la mayor parte de su carrera. \u201cCuanto mayores sean las dificultades -escribi\u00f3-\u2026tanto m\u00e1s importante ser\u00e1 finalmente para la ampliaci\u00f3n y profundizaci\u00f3n de nuestros conocimientos en la f\u00edsica.\u201d<\/p>\n<p style=\"text-align: justify;\">Sus palabras fueron prof\u00e9ticas: cambiando y desarroll\u00e1ndose constantemente, modificando su coloraci\u00f3n de manera tan impredecible como una reflexi\u00f3n en una burbuja de , la f\u00edsica cu\u00e1ntica pronto se expandi\u00f3 practicamente a todo el \u00e1mbito de la f\u00edsica, y el cuanto de acci\u00f3n de Planck, h lleg\u00f3 a ser considerado una constante de la Naturaleza tan fundamental como la velocidad de la luz, c, de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a><\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.portalciencia.net\/images\/planck2.jpg\" alt=\"\" width=\"320\" height=\"233\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Dos buenos amigos, dos genios<\/p>\n<p style=\"text-align: justify;\">Max Planck es uno de los cient\u00edficos a los que m\u00e1s veces se le han reconocido sus m\u00e9ritos y, su , est\u00e1 por todas partes: La Constante de Planc, las Unidades de Planck, El cuanto de Planck, la Radiaci\u00f3n de Planck, El Teimpo de Planck, la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck masa de',event); return false;\">masa de Planck<\/a><\/a>, la Energ\u00eda de Plancik, la Longitud de Planck\u2026 \u00a1Todo merecido!<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/img.chan4chan.com\/img\/2010-09-01\/1283354237-1283272552888.jpg\" alt=\"\" width=\"607\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Confinados en nuestro peque\u00f1o mundo, una mota de polvo en la inmensidad de una Galaxia grandiosa que, a su vez, forma parte de un universo \u201cinfinito\u201d, hemos podido darnos traza para poder saber, a pesar de las enormes distancias, sobre lo que existe en regiones remotas del Universo.\u00a0 Un Universo formado por Superc\u00famulos de galaxias que formadas en grupos conforman la materia visible, y, dentro de cada una de esas galaxias, como si de universos se tratara, se reproducen todos los objetos y fen\u00f3menos que en el Universo son.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\" align=\"center\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"https:\/\/hectorsaurio.files.wordpress.com\/2012\/02\/scale-of-the-universe-20101220-160216.jpg\" alt=\"\" width=\"640\" height=\"312\" \/><\/p>\n<h3 style=\"text-align: justify;\"><a href=\"http:\/\/htwins.net\/scale2\/\">The Scale of the Universe 2 \u2013 HTwins.net<\/a><\/h3>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Sigamos con la escala del Universo conocido y hagamos un peque\u00f1o esquema que lo refleje: El Universo Observable, la mayor escala que abarca m\u00e1s de 100 mil trillones de kil\u00f3metros (seg\u00fan nos cuenta Timothy Ferris:<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><strong>Radio en metros\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Objetos caracter\u00edsticos<\/strong><\/p>\n<p style=\"text-align: justify;\">10<sup>26<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Universo observable<\/p>\n<p style=\"text-align: justify;\">10<sup>24<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Superc\u00famulos de Galaxias<\/p>\n<p style=\"text-align: justify;\">10<sup>23<\/sup><strong><\/strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 C\u00famulos de Galaxias<\/p>\n<p style=\"text-align: justify;\">10<sup>22<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Grupo de Galaxias (por ejemplo el Grupo Local)<\/p>\n<p style=\"text-align: justify;\">10<sup>21<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Galaxia La V\u00eda L\u00e1ctea<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/apod.nasa.gov\/apod\/image\/1010\/Orion2010_andreo600h.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/apod.nasa.gov\/apod\/image\/1010\/Orion2010_andreo600h.jpg\" alt=\"\" width=\"664\" height=\"360\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Nube Molecular gigante muy masiva, de gas y polvo compuesta fundamentalmente de mol\u00e9culas con di\u00e1metro t\u00edpico de 100 a.l. Tienen masa de diez millones de masas solares (mol\u00e9culas de Hidr\u00f3geno (H<sub>2<\/sub>) el 73% en masa), \u00e1tomos de Helio (He, 25%), part\u00edculas de polvo (1%), Hidr\u00f3geno at\u00f3mico neutro (H I, del 1%) y, un rico coctel de mol\u00e9culas interestelares. En nuestra galaxia existen al menos unas 3000 Nubes Moleculares Gigantes, estando las m\u00e1s masivas situadas cerca de la radiofuente Sagitario B en el centro Gal\u00e1ctico.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">10<sup>18<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Nebulosas Gigantes, Nubes Moleculares<\/p>\n<p style=\"text-align: justify;\">10<sup>12\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\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 <\/sup>Sistema Solar<\/p>\n<p style=\"text-align: justify;\">10<sup>11<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Atm\u00f3sfera externa de las Gigantes rojas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.fotos.org\/galeria\/data\/900\/medium\/puesta-de-sol-Playa-del-Carmen-Mexico-fondos-de-pantalla.jpg\" alt=\"\" width=\"630\" height=\"473\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0 Aunque a una Unidad Astron\u00f3mica de distancia (150 millones de Kil\u00f3metros de la Tierra), el Sol caliente el planeta y nos da la vida<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">10<sup>9<\/sup>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 El Sol<\/p>\n<p style=\"text-align: justify;\">10<sup>8\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/sup>Planetas Gigantes J\u00fapiter<\/p>\n<p style=\"text-align: justify;\">10<sup>7\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/sup>Estrellas enanas,\u00a0 planetas similares a la Tierra<\/p>\n<p style=\"text-align: justify;\">10<sup>5<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Asteroides, n\u00facleos de cometas<\/p>\n<p style=\"text-align: justify;\">10<sup>4<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Estrellas de Neutrones<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><a href=\"http:\/\/2.bp.blogspot.com\/_H1VyVbELf1M\/TFK70AzpbsI\/AAAAAAAADVM\/r8cp8qd5buc\/s1600\/gENTE.jpg\" target=\"_blank\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/2.bp.blogspot.com\/_H1VyVbELf1M\/TFK70AzpbsI\/AAAAAAAADVM\/r8cp8qd5buc\/s1600\/gENTE.jpg\" alt=\"\" width=\"642\" height=\"574\" \/><\/a><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Los seres humanos son parte del Universo que queremos descubrir.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">1\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Seres Humanos<\/p>\n<p style=\"text-align: justify;\">10<sup>-2<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Mol\u00e9cula de ADN (eje largo)<\/p>\n<p style=\"text-align: justify;\">10<sup>-5<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 C\u00e9lulas vivas<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Resultado de imagen de C\u00e9lulass vivas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de C\u00e9lulass vivas\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Resultado de imagen de C\u00e9lulass vivas\" \/><img decoding=\"async\" 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\" alt=\"Resultado de imagen de C\u00e9lulass vivas\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 C\u00e9lulas vivas<\/p>\n<p style=\"text-align: justify;\">10<sup>-9 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<\/sup>Mol\u00e9cula de ADN (eje corto)<\/p>\n<p style=\"text-align: justify;\">10<sup>-10<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 \u00c1tomos<\/p>\n<p style=\"text-align: justify;\">10<sup>-14\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<\/sup>N\u00facleos de \u00e1tomos pesados<\/p>\n<p style=\"text-align: justify;\">10<sup>-15<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Protones y Neutrones<\/p>\n<p style=\"text-align: justify;\">10<sup>-35<\/sup>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Longitud de Planck: cuanto de espacio; radio de<\/p>\n<p style=\"text-align: justify;\">part\u00edculas sin dimensiones = la cuerda.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/wikimedia.org\/api\/rest_v1\/media\/math\/render\/svg\/543949f6ee81a934d7c17560821e69931bd54e20\" alt=\"{\\displaystyle \\ell _{P}={\\sqrt {\\frac {\\hbar G}{c^{3}}}}\\approx 1.616199(97)\\times 10^{-35}{\\mbox{ metros}}}\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Es la escala de longitud a la que la descripci\u00f3n cl\u00e1sica de la Gravedad cesa de ser v\u00e1lida y debe ser tenida en la mec\u00e1nica cu\u00e1ntica. Est\u00e1 dada por la ecuaci\u00f3n de arriba, donde G es la constante gravitacional, \u0127 es la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck constante de',event); return false;\">constante de Planck<\/a><\/a> racionalizada y c es la velocidad de la luz. El valor de la <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('planck longitud de',event); return false;\">longitud de Planck<\/a><\/a> es del orden de 10<sup>-35<\/sup> m (veinte \u00f3rdenes de magnitud menorque el tama\u00f1o del <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> 10<sup>-15 <\/sup>m).<\/p>\n<p style=\"text-align: justify;\">Me llama la atenci\u00f3n y me fascina la indeterminaci\u00f3n que est\u00e1 inmersa en el mundo cu\u00e1ntico. La indeterminaci\u00f3n cu\u00e1ntica no depende del aparato experimental empleado investigar el mundo subat\u00f3mico. Se trata, en la medida de nuestro conocimiento, de una limitaci\u00f3n absoluta, que los m\u00e1s destacados sabios de una civilizaci\u00f3n extraterrestre avanzada compartir\u00edan con los m\u00e1s humildes f\u00edsicos de la Tierra.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.extraterrestres.es\/fondos-de-extraterrestres\/01-1024.jpg\" alt=\"\" width=\"614\" height=\"461\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Por muy avanzados que pudieran estar, ellos tambi\u00e9n estar\u00edan supeditados al Principio de Incertidumbre o Indeterminaci\u00f3n cu\u00e1ntica, y, como nosotros, cuando trataran de encontrar (sea cual fuese las matem\u00e1ticas o sistemas que emplearan para hallarlo) el resultado de la constante de estructura fina, el resultado ser\u00eda el mismo: 137, puro y adimensional.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Todo esto nos ha llevado a la m\u00e1s firme convicci\u00f3n definir la visi\u00f3n del mundo de la f\u00edsica que nos revelaba que no s\u00f3lo la materia y la energ\u00eda sino que tambi\u00e9n el conocimiento est\u00e1n cuantizados. Cuando un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/24\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-2\/#\">fot\u00f3n<\/a> choca con un \u00e1tomo, haciendo saltar un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/24\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-2\/#\">electr\u00f3n<\/a> a una \u00f3rbita m\u00e1s elevada, el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/24\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-2\/#\">electr\u00f3n<\/a> se mueve de la \u00f3rbita inferior a la superior instant\u00e1neamente, sin tener que atravesar el espacio intermedio. Los mismos radios orbitales est\u00e1n cuantizados, y el <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/24\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-2\/#\">electr\u00f3n<\/a> simplemente deja de existir en un punto para aparecer simult\u00e1neamente en otro. Este es el famoso \u201c<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a><\/a>\u201d que tanto desconcierta, y no es un mero problema filos\u00f3fico, es una realidad que, de , no hemos llegado a comprender.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/www.elpais.com\/recorte\/20101212elpdmgrep_7\/XXLCO\/Ies\/Olga_Kotelko_practicando_salto_longitud.jpg\" alt=\"\" width=\"597\" height=\"400\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 No, esto no es un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a><\/a>. Simplemente le toc\u00f3 la Loter\u00eda<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Pero, \u00bfqui\u00e9n sabe? Quiz\u00e1s un d\u00eda lejano a\u00fan en el tiempo, cuando descubramos el secreto que <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('salto cuantico',event); return false;\">salto cu\u00e1ntico<\/a><\/a> nos esconde, podremos aprovechar la misma t\u00e9cnica que emplea la Naturaleza con los <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2012\/07\/24\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-2\/#\">electrones<\/a> hacer posible que se transporten de un lugar a otro sin tener que recorrer las distancias que separan ambos destinos.<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-vnnHxvvX0Mc\/UFncbBunohI\/AAAAAAAADVQ\/AR23u5CRbNs\/s1600\/salto+dimensional.jpg\" alt=\"\" width=\"524\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0 Estar\u00eda bien poder trasladarse las estrellas por ese medio<\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Bueno, pongamos los pies en el suelo, volvamos a la realidad. La revoluci\u00f3n cu\u00e1ntica ha sido penosa, pero podemos agradecerle que, nos haya librado de muchas ilusiones que afectaban a la visi\u00f3n cl\u00e1sica del mundo. Una de ellas era que el hombre es un ser aparte, separado de la naturaleza a la que en realidad, no es que est\u00e9 supeditado, sino que es, ella. \u00a1Somos Naturaleza!<\/p>\n<p style=\"text-align: justify;\">Est\u00e1 claro, como nos dec\u00eda Immanuel Kant que:<\/p>\n<p style=\"text-align: justify;\">\n<blockquote><p>\u201c<strong>La infinitud de la creaci\u00f3n es suficientemente grande como para que un mundo, o una V\u00eda L\u00e1ctea de mundos, parezca, en comparaci\u00f3n con ella, lo que una flor o un insecto en comparaci\u00f3n con la Tierra.\u201d<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/3.bp.blogspot.com\/_r2QHZbttwAc\/StcxN6cuUHI\/AAAAAAAAAFo\/hWyexVbavJM\/s320\/AMANECER.gif\" alt=\"\" width=\"229\" height=\"320\" \/><\/p>\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">\n<p style=\"text-align: justify;\">Alg\u00fan d\u00eda podr\u00edamos desaparecer en una especie de <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2014\/12\/10\/el-placer-de-descubrir-aventurarse-por-nuevos-caminos-5\/#\"><a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a><\/a> como ese de la imagen y salir al \u201cotro lado\u201d que bien (\u00a1Por qu\u00e9 no) podr\u00eda ser otra galaxias lejana. Creo que la imaginaci\u00f3n se nos ha dado para algo y, si todo lo que podemos imaginar se realizar, la conclusi\u00f3n l\u00f3gica es que s\u00f3lo necesitamos \u00a1Tiempo!<\/p>\n<blockquote><p>S\u00ed, amigos m\u00edos, la Naturaleza vive en constante movimiento, y, nosotros, que formamos de ella\u2026Tambi\u00e9n.<\/p>\n<p>&nbsp;<\/p>\n<p>En tiempos y lugares totalmente inciertos,<\/p>\n<p>Los \u00e1tomos dejaron su camino celeste,<\/p>\n<p>Y mediante abrazos fortu\u00edtos,<\/p>\n<p>Engendraron todo lo que existe.<\/p>\n<p>Maxwell<\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Doy las gracias a Timothy Ferris de cuyo libro, la Aventura del Universo, he podido obtener bellos pasajes que aqu\u00ed, quedan inclu\u00eddos<strong><\/strong>.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<\/div>\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=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2020%2F02%2F22%2Fel-placer-de-descubrir-aventurarse-por-nuevos-caminos-8%2F&amp;title=El+placer+de+Descubrir%3A+Aventurarse+por+nuevos+caminos.' 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; 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Esta clase de materia, se al\u00eda con el tiempo y, en cada momento adopta una forma predeterminada y de esa manera sigue evolucionando [&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":[197],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12299"}],"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=12299"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/12299\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=12299"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=12299"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=12299"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}