{"id":2864,"date":"2025-07-09T05:29:00","date_gmt":"2025-07-09T04:29:00","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2864"},"modified":"2025-07-09T05:29:55","modified_gmt":"2025-07-09T04:29:55","slug":"las-cosas-que-creemos-que-sabemos","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2025\/07\/09\/las-cosas-que-creemos-que-sabemos\/","title":{"rendered":"Las cosas que creemos que sabemos"},"content":{"rendered":"<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/i.gifer.com\/AcQs.gif\" alt=\"La teoria del big bang the big bang theory GIF - Encontrar en GIFER\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Me hace gracia ver y escuchar como \u201cdoctos\u201d licenciados dicen que ellos conocen lo que es el Universo, por ejemplo, o lo que pas\u00f3 en los primeros tres minutos a partir de lo que llamamos <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. En realidad, se est\u00e1n refiriendo a que tienen un modelo del Universo temprano, y que este mo0delo encaja con los resultados que hasta el momento hemos obtenido mediante experimentos y observaciones.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/media2.giphy.com\/media\/O6nT9DSoiUVYQ\/giphy.gif?cid=a267dfa316b28706c41a0c918ed4bbb50fc0208644da47b8&amp;rid=giphy.gif&amp;5ecbdd27d5636e0db6afffd8&amp;1643414400063\" alt=\"El \u00e1tomo by Joaqu\u00edn Valverde on Genially\" \/><\/p>\n<p style=\"text-align: justify;\">No siempre este modelo cient\u00edfico es una fiel imagen de la realidad. Los \u00e1tomos y las mol\u00e9culas que componen el aire que respiramos, por ejemplo,\u00a0 se pueden describir en t\u00e9rminos de un modelo en el que imaginamos cada part\u00edcula como si fuera una peque\u00f1a esfera perfectamente el\u00e1stica, con todas las peque\u00f1as esferas rebotando unas contra otras y contra las paredes del recipiente que las contiene.<\/p>\n<p style=\"text-align: justify;\">Esa es la imagen mental, pero es s\u00f3lo la mitad del modelo; lo que lo hace modelo cient\u00edfico es describir el modo como se mueven las esferas y rebotan unas contra otras mediante un grupo de leyes f\u00edsicas, escritas en t\u00e9rminos de ecuaciones matem\u00e1ticas. En este caso, \u00e9stas son esencialmente las leyes del movimiento descubiertas por <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> hace m\u00e1s de trescientos a\u00f1os. Utilizando estas leyes matem\u00e1ticas es posible predecir, por ejemplo, que le pasar\u00e1 a la presi\u00f3n ejercida por un gas si se aplasta hasta la mitad de su volumen inicial. Si hacemos el experimento, y, el resultado que se obtiene encaja con la predicci\u00f3n del modelo, este ser\u00e1 un buen modelo.<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/2\/23\/Thermally_Agitated_Molecule.gif\/266px-Thermally_Agitated_Molecule.gif\" alt=\"Vibraci\u00f3n molecular - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0Mol\u00e9culas que vibran<\/strong><\/p>\n<p style=\"text-align: justify;\">De hecho, todos los modelos cient\u00edficos tienen aplicabilidad limitada. Ninguno de ellos es \u201cla verdad \u201c. Cuando un cient\u00edfico afirma, por ejemplo, que el n\u00facleo de un \u00e1tomo est\u00e1 compuesto por part\u00edculas denominadas <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>, lo que en realidad deber\u00eda decir es que el n\u00facleo de un \u00e1tomo se comporta, bajo determinadas circunstancias, como si estuviera formado de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutrones<\/a>. Los mejores cient\u00edficos toman el \u201ccomo s\u00ed \u201c, pero entienden que sus modelos son, efectivamente, s\u00f3lo modelos; cient\u00edficos menores a menudo olvidan esta diferencia crucial.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Teor\u00eda de errores\" \/><img decoding=\"async\" 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\" alt=\"Teor\u00eda de Errores\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 Teor\u00eda de errores<\/strong><\/p>\n<p style=\"text-align: justify;\">Los cient\u00edficos menores, y muchos no-cient\u00edficos, tienen otra idea equivocada. A menudo piensan que el papel de los cient\u00edficos hoy en d\u00eda es llevar a cabo experimentos que probar\u00e1n la exactitud de sus modelos con una precisi\u00f3n cada vez mayor (hacia posiciones con m\u00e1s y m\u00e1s decimales). \u00a1En absoluto! La raz\u00f3n para llevar a cabo experimentos que demuestren predicciones previas no comprobadas es descubrir d\u00f3nde fallan los modelos. Encontrar defectos en sus modelos es la esperanza abrigada por los mejores cient\u00edficos, porque esos defectos destacar\u00e1n los lugares donde necesitamos una nueva comprensi\u00f3n, con modelos mejores, para progresar.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Cu\u00e1nto pesa la Luna\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSt8XiXHv_F3PSYXHLOFIiKHd6hv-zBoDH7YA&amp;usqp=CAU\" alt=\"La relatividad - Albert Einstein\" \/><\/p>\n<p style=\"text-align: justify;\">El arquet\u00edpico ejemplo de esto es la gravedad. La ley de la gravedad de Isaac <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> se consider\u00f3 la pieza clave de la f\u00edsica durante m\u00e1s de doscientos a\u00f1os, desde la d\u00e9cada de 1680 hasta comienzos del siglo XX. Pero hab\u00eda unas pocas, aparentemente insignificantes, cosas que el modelo newtoniano no pod\u00eda explicar o predecir, referente a la \u00f3rbita del planeta mercurio y al modo como la luz se curva cuando pasa cerca del Sol. El modelo de gravedad de Albert <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, basado en su teor\u00eda general explica lo mismo que el modelo de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> pero tambi\u00e9n explica esos detalles sutiles de \u00f3rbitas planetarias y curvatura de la luz. En ese sentido, es un modelo mejor que el anterior, y hace predicciones correctas (en particular, sobre el Universo en general) que el viejo modelo no hace. Pero el modelo de <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a> todav\u00eda es todo lo que se necesita si se est\u00e1 calculando el vuelo de una sonda espacial desde la Tierra a la Luna.<\/p>\n<p style=\"text-align: justify;\"><strong><span style=\"text-decoration: underline;\"> \u00bfSABEMOS COMO COMENZ\u00d3 EL UNIVERSO?<\/span><\/strong><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Big Bang - Wikipedia, la enciclopedia libre\" width=\"486\" height=\"273\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta ahora ampliamente aceptado que el Universo donde habitamos surgi\u00f3 a partir de una <a href=\"#\" onclick=\"referencia('singularidad',event); return false;\">singularidad<\/a> con densidad y energ\u00eda \u201cinfinita\u201c que dio lugar a una bola de fuego caliente y densa a la que llamamos <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>. En los a\u00f1os veinte y treinta, los astr\u00f3nomos descubrieron por primera vez que nuestra Galaxia es simplemente una isla de estrellas dispersa entre muchas galaxias similares, y que grupos de estas galaxias se est\u00e1n apartando las unas de las otras a medida que el espacio se expande. Esta idea del Universo en expansi\u00f3n fue realmente predicha por la teor\u00eda general de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, terminada en 1916 pero no se tom\u00f3 en serio hasta que los observadores hicieron sus descubrimientos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Big Bang Expansion\" \/><img decoding=\"async\" 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\" alt=\"Teor\u00eda del Big Bang: caracter\u00edsticas, etapas, evidencias, problemas\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando se tom\u00f3 en serio los matem\u00e1ticos descubrieron que las ecuaciones describ\u00edan exactamente el tipo de expansi\u00f3n que observamos, con la implicaci\u00f3n de que si las galaxias se van alejando con el tiempo entonces deber\u00edan haber estado m\u00e1s juntas en el pasado, y hace mucho tiempo toda la materia en el Universo deber\u00eda estar acumulada en una densa bola de fuego.<\/p>\n<p style=\"text-align: justify;\">Es la combinaci\u00f3n de la teor\u00eda y de la observaci\u00f3n la que hace que la idea del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> sea tan convincente; en los a\u00f1os sesenta lleg\u00f3 una clara evidencia, con el descubrimiento de un siseo d\u00e9bil de ruido de radio, la radiaci\u00f3n c\u00f3smica de fondo, que viene de todas las direcciones del espacio y se interpreta como la radiaci\u00f3n restante del mismo Big-Bang.<\/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=\"Radiaci\u00f3n de fondo de microondas | Astronomia | Wikisabio\" width=\"364\" height=\"204\" \/><img decoding=\"async\" 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\" alt=\"La inflaci\u00f3n y el fondo de microondas c\u00f3smico \u2014 Cuaderno de Cultura Cient\u00edfica\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Como la expansi\u00f3n del Universo, la existencia de esta radiaci\u00f3n de fondo fue predicha por la teor\u00eda antes de ser observada experimentalmente. A finales del siglo XX, la combinaci\u00f3n de teor\u00eda y observaciones hab\u00eda establecido que el tiempo que ha pasado desde el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> es de unos 14 mil millones de a\u00f1os, y que existen cientos de miles de millones de galaxias como la nuestra dispersas de un extremo al otro del Universo en expansi\u00f3n.<\/p>\n<p style=\"text-align: justify;\">La pregunta a la que se est\u00e1n enfrentando ahora los cosm\u00f3logos es \u00bfC\u00f3mo empez\u00f3 el mismo <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>?<\/p>\n<p style=\"text-align: justify;\">El punto de partida para enfrentarnos a esta pregunta es el modelo est\u00e1ndar propio de los cosm\u00f3logos, que combina todo lo que han aprendido de las observaciones del universo en expansi\u00f3n con el entendimiento te\u00f3rico del espacio y el tiempo incorporado a la teor\u00eda general de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>. El establecimiento de este modelo se ha visto favorecido por el hecho de que cuanto m\u00e1s lejos miramos del Universo, m\u00e1s tiempo atr\u00e1s vemos. Debido a que la luz viaja a una velocidad finita, cuando miramos galaxias alejadas millones de a\u00f1os luz, la vemos como si estuvieran presentes como eran millones de a\u00f1os antes, cuando sali\u00f3 la luz que llega ahora a nuestros telescopios.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static2.abc.es\/media\/201206\/30\/arco--644x400.jpg\" alt=\"El Hubble capta un extra\u00f1o arco de luz en el espacio\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Con telescopios potentes, los astr\u00f3nomos pueden ver qu\u00e9 aspecto ten\u00eda el Universo cuando era m\u00e1s joven (y la radiaci\u00f3n c\u00f3smica de fondo nos permite \u201cver-con radiotelescopios- la \u00faltima etapa de la bola de fuego que fue el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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gHBYczmJrguK\/D5Qk6sZER\/TnP0+4p8mCUabKwzxnqKPs34Z4yzZsqBclGIUMcLqI5b6R0k9a+b\/APkLw+4l92dVazcuFlZMafqdJ68j2rlr\/ibppAI1AjUJO67SNgd++TW4niutW16YYeVWIJ2ETExII9\/SoSjbo0Qapvz5Nf8ABn4d4e+0LcLmDI2xnJIwYmJHMDrXVcT4T4dbOlg4ggSr6s7ZzGYPSuG\/BviVzh+IZmUorqymFUQpAGpIwSCAe9PcJxTi4yPcwDqV4EPBkESRH1japW4youoqaT6XwbnFpwVvypbcuDHnbSCNpIjb5Vz9y4uhlKxJPOYOMRsFwO+N62eO4x7iH4h1iYUxLAyYXUATnkJIxWbx9tbagEaX5phoGD58+Vp5b+lal0mjK01aZk8RochSFRSV80MxSBBmPzTAOB0jpWJxCwfTn2zP610NzifKFYKyocIZyC0tkGRsBg7Gsa6V1K8EqCNSjyxknSDk\/lG8VyVvYkqrQDinuXGVLj4trpEnCrlo77nHtSL\/AD9fpTnE6DLICq6jC7gAkwNUycc4oKmGWYYAzB2OQYPY\/LNPSIttsXDw04Jzyxt9+9UfeaLfAZ2KgqpYkDfSCcD2wKa4dralhggiBrEncTkA6CckETsAcE11HCK+lFZIG28bkTsCccgeU\/5qzJGIBETIInIBAJzt033HpQqfs5\/XFLI5FFtMchWPoDUo9viWURAxP69jUpNlNCPDoWiBuY9zWt4l4Td4dlW6salU7gyCqsBjbBFY6sQYbykADbJ26bnnnp1pgOWliSfyiTPQxn2+80uqCj0L9KKLZEE8xj5x+oqmqvVP1oB0FLkgCTAmB054+teEZgCORz337CvNQHf9D8xW34Zwg4y47XLluzpQtJARTpTYACJwO+9UjFsSUqMBre8nb60C4o69PlvTNwS0LmTA7\/OlGmnSJtlR058qiZqrGvbbRmJplBCOTNKwuMkV1vgHEraR7AId+JCKSpPkBIx0LQZ9QBXCJczn5Z6Y2Ip3heJAIbUZHp2\/bnygVrxqOkybk\/B1tmy1tyrAyuCGEQdyDnqTXUeENLqGnSwAICgtE\/0k7+YDHSe9cX4R44yXPiMFuEiCriVMxPocbjNdZw3HNd4j46kJbtnVGFKopXAHPcCY3+VbJRdfYyOWzrD4e9tPKdSKMiRK482OW30q7Ivl3GMzjbkJ3+XOsLw3j0uOS7AAtLAmCQSZIIxIxjvWyvFLqZHkhSQrEzAkxqnJFY5RnF0+\/wDf3Gi1LaG7XFraJUsrAqCdzmNu381TxRBKvZYeUAkHbcacHeSfpWPxd+38TymcyA2JA3zNA\/5JuXcuqBjuBCgAbAewoLFvl+\/\/AAdypUzSvcAkXXa2VOhicyMnAX3HOK5Hx++qNba2za0thTrGxKkQO0NT\/jvFsj3ALmsE7jmJPl9JJwMVyXinE6lPU8\/80\/G4+pjwqMrich4nlyxO5kwPnHKfpVOA4iGAY475r3iuIIDJCwSDMAtidjuBn6DpWd2rzskUmbIT8naeG3S11JcBY0iczn1xMbjnHWmeO411JNt9JGMdA2x9xXL+HcUNOhoA6xn50\/cvrrlfymMdOozPPrWdwcpWzbHIlCkfR7PibWuCRlyzsSTyBjYTsdOlv\/yjrWAENxpAGpswNs9K1+P4W2eHNy26x8TXEgaWdUBUiYjSFOoSMGs3woNbYPGAZk7YzvWjDt0+if6i0tdlfEPCnTdTkdO01i8LwjXGI+E1zyvAWQZCkyDBnTho6Cu78Z8dt39IZdIIAJABMY2HXpXA8a+hibZYCTBOG5jMGruCa0ZIzf8AUZbkgf8AWfYmP1z9a8R1ABB8wOQVwR6g7zPTYZ5C7tJOMnbYAZ77jfnUQtbboVJjAJkSN+XPbmB0pWqRyewVy6\/lZip3j8oMcw2mDmd94oaMcekchOefv1ra8c8VtXkRVsIjoIZlJ88gZYH+qRMzWMy9OnSP9+tSjJtbVFJRSenZYgaZkySZEYjEZnJ3xHIbzizAEmBG+5H688fOohCxhXkHfV5TsNiM8+YznpXsbATJwf4M+9dI6IDVUr10kzI9yJ981KW0GmI2LTNqIA8okyQOYGJOTLDbl2mj2n8unuDtk8vlk0BATAxv+v0jApiyoyDM6THrPbtNACDXbDW2ZHBDLII6GqqMfp1PpXibjVMDeImOfac86sLjZM\/mme8n\/IooJVWopI5TtmcZ589vvFUZe4OBt6bZG429ue9WOe3y\/aqwjZKUqBiZwTuP1qptnckTOevv1p7iFtggJqIgSWAGY80Rynagi1P12ydsY6d60rHsg5g+Mua9JKKulQvlETHM9Wzk0uyVr+HeF3LzrbRctAyRE5yxOF5710XjP4Iu8PZFxhI7Z+daVi5PbVv57IyyJVZwyp3o9tKbeEJBtAal8slvL5gQwg5PlIhp3OJg074Rxtu3dQumpQy6hsInM4oY4qtjy7qwfD8Mdz0G85mur8GYPZdGuBFUSA0506jA5iWYn39K1vxd45w1xUHDppgZYALy\/LjeP3rkzxC8p\/WtWKXKF1RmywqVWaglIMETkE7EbSO2DmnLPibBoYkg8+ZrmrnF6cmhDxtdiP2ozaYMcGj6Kl7g7q2lLm24VtbH8sxsxON\/Sud4nxK2WIW4vaI68o3+dcweJZzpQF2cQFyd8YHWkEtvbco6lHQwQZwRyI5VnUOPuXs67ir4GSZEDasLxK5iR\/uhtxWoRM0jxF0GfSs+WTRaCRh8S\/mNCBo3EWG8pjDCV7jUV\/VSPahssGDuDWCTtmhKjf8ADvDDcRdKkkmAI71ocb+GuItuts22UuAQSMZ51uf+OLKX10gzcTYdusc4+lP\/AIv4i4CWdm1lQqFYMbb8oic96ZRjxu9lFbklWjC\/5aljaT8iBBqMyWQFdUdSCRFPjiSqeWA0ycYIxG\/eeQrn+AtR6jl1kyT9a6bwzw83LiWzI1MASBsMZjsJOelNh6bQ2WTdJiL3GZT\/AOv+mZA2gnPbGOWwPrlcRJkkROcCB7ffOu44pbXDBhq1t5gkKrIRMebUNxjbOOVcfx3FfEgFACB\/TgHPTlVq3ZnbVGfxNg22GVJhWBUhhkA55SOYPpQdZBYgwWBGMTJkjGIzFHe1PzA3A6x\/uknAFBoH0Jj+liPLmcZkiFjfBHTnyo9y4721UmUtiBAEDUZyQMmetCRGYNGwy3zgf\/19aJYvOFZAxCMQWUHBImJHPep0MmBRY5xg\/ocY67e9Ed1OyxCgSpIz\/cZmekY9qu0dMd6ovb\/XP2\/ipSoorAaOx+R\/xUq2gdR9alSsehLhlWRqmOcZ+h3+dGS2CrMSQQVgRIMzOeUQPX2oVuio8RORORMTTJC2VFE+GMQQcAmCflkDI7T61AjMpYAlUgEgYEkxqIG5M79I5VTIziDzxzx7Z+9qeKEbCqauomNt\/b50BuKYqFJwpJGBMmJzudhV0XUp2kZywGOync+nyrTFkJDL3mNtVwVUtp23MT36b1p+AeAvxLhV3JAz+3tWCrRWz4T4y9lw6ETIMHkRsRG2MUcrlXp7Dh4X6uhjxTw+7wN4I6wwhhzB54PMUz49+Mr\/ABNpbTFQMyFxzxPtWX4943d4u5ruuWIAA5AY2A5Vkumw29avDJLirW1+CM4xciq3DP3n171eDgmoiMsHYHG8T\/FEu3xBEA9JmR3BBHyIO5povVs5jLX9gJwAD7e9ePxkc8dqR4lynkIhhvt+1KM+c5pnnS6F\/htvZrXeK1c5HWg8XxTXCC51FQB6AT89zSCuO\/bp35+ldR+GOC4K5bunibxRlUlVAyT+5xt3HsVm5L2OcOOzn7fEsrKymCDII5Ve\/wAQWJZiSWJJJMkk7yedbH4j4ngmWyOGRlZVIcsRk6juOv8AmsB7nSpObWrHUU90EW8eU0vcc896Pfs6VQ6lOoEwDJWCRDDltPoaUuHFZ8sikIheA442bi3FCsVMwwBB9Qd698X49r957rBVLsWhVAAk8gKTblUf0rK5Nqi1Lse8F8Wu8NdFyy5VsjfBBxBre4\/8WXL2om1pmAADMGBggjOBXK22KkMNwQQekZFO2uOYXFuj84aT9\/tSNb30WjJpUmaXD+JNauQ6FSpgjaQTykY9xzr6X4B4pba2DbSWdCuRMAkAGJIJJxk8\/Y\/MfHfFLnF3Xu3B5nKjE+UDp8jXe+F8MqcKhRvJoiVJ8xOZx+ldHvRSLdVIX8QuK6lVwVO5MnngmdJMY5\/lHvkXVIwNoP5SSIEamg5WSJ5fKtbh+KcWzZKIA8GWUahpnZiOeRWbxAgsJKkSD8jjHM7feNuP1RtmbI6lSFHvEottVUxr\/pGqACZY8wAT6RWbdSdvafpTN0Drn6dvuKWEg7TPXFKlX0BJ8jwWcCa8kelXAJIHMxvt0G+w71Usdx\/mkk7OSorq5\/4\/SohyZWQ0jbng46Hl6E9at8QtJIBJyTz3k7Ve3xTLEAYOrbM8j1EdoqckUiLEsMaTjtXtV4i+WYs3mZiSSWyScmalSocTU7RG3r136H\/FXIx3oYMkkSeZJ398\/ePSiK\/0+81VLRCyxdgsBjpbcA4MbSOvP3qtuNQ1AlZkhTBjnEggGBvBq5tjyhTqkCd8HmMgbCPrV+J4VrRUOpBMEBgQCpAgyMkHt0p47FloDgnGJ2kkx6wP2qoryOtERoOP5xz7VSIjD37Fy3oZ0KTlSy4bPQiCO0c80HX5iepnAAG\/ICB7Vo+M+O3uJ0C42oW10rAgRO+25rP1Y37ac7bz0iZxO9O2k9CJNrZcwevv94oyeTS6iYOdSymqZC8wwiN+p9aDcOYERy9+RMCY22614zmIkxvG4naY61SM\/cVxro6vwHieFvArxICNkDQGAJhiHKDGDEgDkPSuS4hiGIkGZ+XIxy615Y4prbB1iQQRIB22xTvjXFW7zfERdDtGruT+bbbIJipv0u15LcuUUn2vyZty5KhSdiY996XdYGee3816Votq2SpGcZj2JGN\/91N2cnbFADTz2iLSv8Jgp1KXk6WfcRiBAK4\/SapwV90Yi2QC4KZ0xDDSZLYXfecUI3WKBSTpBJA5SYnHXArk0kEqjczmj\/D80EQZiDiPWdqEQJwcTiemfr\/mpPX\/AHmuvQK2WuEtqaNomIAyY5ftXjgKgE+ZskCMLEiT1ODHTvgDIr3iFOCRiIHoKlJ2ykeiqxGVwJyJMzsDnG3670exZVkfOVXWBPRgGA7wQfalIo\/DWiTEhZxqYwBzyfakl8DQe9lPgmeYjeREHoemcUw1rSskTq2mcdxnqPpVCJAAO8SP89a0zbnQrPClJyDABJ2A++dJJlIRuzK+JCx5pneccuUb75nnXX\/hbxq4QLTEBEtwoj+qRJ74nFZHiV22627aWlQosFwWljqJkyY2gVpeH8FFs3NaKqPpCAjWxj80bkUFvwOlT7NPinKhvNqJZs4iPTptS3CFmbYGcAHrBj6maWt3AxkzPIfuKJw3FaCYVWlWEsJgkESI5ifpWvG6I5Nspxmq27KwAZPLgjEHO25mRPes03pJG5ojkySTJMg896DdA3H+qVyYKQZ7EBTqU6hJiZXzEebGNpxO4oly1bFtCtzU7E6kgjTERk7zJ+VLAM20sAOU4A69K8DSIx+4\/j\/FDkzqQVQYJzuB13Bodxsk7+mP2orcLcW2LhU6GJUNyJEEj6g0KfT76\/fKg0FMDI71KvcGTBJHKcfScVKmMZxJO08h8hFFRCfkTiOQ9fvvtQ1bO4BEDUMARjVgT32n3q5TBJZcRA80md4xy5zHaaoiI34bcUXAWbQJ3jUAJGT1gCdjNMfiDjjcuFfitdS35EdiZKrhYByBArIIzRgsHBnymZgREyM9hROvVFdZP8\/eKmYwTB9tuvzNe6oHfA5RjfscxUtkSJEiZImJ655U8WI0SfvrXuqogovE8O9tocQSFblswBXbAkMDQlk8BjDyS+VLSgIXEAkE7ZzA5zyob1VZ\/f5f6qFqaMwSieKBOcCpdckBZJVZgHkCfpXtRQRPKRB\/X9RTOWgKOzU4Hw1LygWwdR8pLMp0lmXRiMAjVnr02rRH4W4i2z22tF1AJLqGAAH\/AGIgz\/bMzWF4fxb2bguISCOldhw\/4wLqF81t\/MQ4yS0YgncSJgwPnQTrsoql1pnF+JcKyXXVlCmfyidIByACckAYz70p8Ou18V8LuvrY+cppzADMWBJI6ruJOcVzlzhdIwTqk4iDAGTO3OMHkaDcXtAljkntGctuvSm\/b7xTIUnAmBJ7D\/G1R0AkbxO33tSv4AkJAwZGCK9e6CACNvr0\/ejvZOmYwTv6DI+teWrGQSpI3jr+8elSl7lY30hKNq3PDuH4e6pV7z23wQWRSnoDrGnEZI5Uk2lmB0BQNwp3zymaZ4BkBPxJIIgDv3PICZ9qlO+JXFSluqGbnhioA86hkDEe7evaq3G1rJGUjYGYkDPKBj5103hPhtv4LtcXSWUlDMCBqncZ2jHOh\/hzw\/h34tbd4nQ8gwY3mJO4G1ShK3s05MdL0nL\/AAHEnHlXUTK7GDjOTkYEn5VThuOK45zM89tvSu\/\/API3h9i0iLbtlYwpwAQB0jfv2FfNWaOo\/mtCpvRlnaHLXEGGIJzTvDXTEmMH\/P8AikOFurgMJHPMfXlRtcCPv7zVlpWR7Y07c5yIj\/fKlia9gZP0olm1qIA3wAI3ruwnlu8yg6WZdQIaDuDyPah6eVMccCLhVk0FSQV2IjcHmGwcH6UJgOREZ59PWDz94qijaJuVMLd4q4yjU0rLQpiASqgmORIjPUdaAO+M++e33vXmv3xVTtPtuJ+XTFJKFIZTtkuHSSCpn065H0Ne0H\/kEbVKlwkU5oVd4IhwwUAgrqABgExIBkH9K8An722GaKq2xbnzFyhMGAAdYAKwZPknBA67RQgZwBknkcZ5es85pkTaDaQYAyYyRJB5zkYgYP8A8Sac4izZFhGV2N0u4dCvlUQukgz5pk+kUrptfBB1Obus+WBo0R1mZntS7P1znnzrq+Q3roNM7kgZ0gZ5dzjYDn9K6b8JfhS5xusIyKEGZIkkjG2Ykegrk1P325\/fenuB8Qu29Xw7jKWRhKMRvvqj83PHftRUkgUD4ywbbsh3UkHIOQYMQcjvQVI\/Xbry+sUcNbDyyu2W1KCBG8ANB1cjMDY+tCAjP67+v31oOnsJ7dUZ0kkYzEcv9\/KqwYkgxtPcAYnsCMdxXgH397UV7Z0g6gQGIAnzYgzHIGd+x6Ut0NVlPh7Rn7\/xB96YPB3Na29Op206VUhp1QViDuZGKAi5BIME9Mcp\/UY71r+NcHYti2bN3XqQF8RpYzgZpk3WgcUZQQycHG+No3\/So6QB37jkSPbIotm3rJAKrCsfMYmATHcnYCvH4ZwquVIViQGIMEjcT7j50eYOAxwnilxGUi4wxpJ1N+U4g9gJ5YplvEUeVuK7SfzajIMGDB3gn37Ugin4bxcA8y+TzS\/5s7Rjuf6qY8J8NuX7irbQuSdhP1jau4OT0Msriv8AI7wPHcOLk3UZkAwNieRxEMIJ6cs0DiOGtHKPhjhTOsTsOm\/6d6S47hGtsbbqVdTBBwR2ilz60koOL7dj\/wAVNU0joeB4izbtuty1JQNAMglmGJmYA08oNYrujINKlWE6jqBDZxAjED1pdnMHMyeZzy3FES4uggrLEiGnYZnHOfpFIo1Y0p8kl1SKAnrvVrSywnaq0xwVh7jqltS7NgKuSfSmaETC3uNaNMmAIoVrjWDBgcjY96DxVkoxVsMPzAggqZMgzzFAJ2pVBDPJI1\/GfHLl8ILjltChVB6Dr3rIdwcjH394od1\/lmqos0ySQkpOT2EtrTiLigW0OANzyHOmkskfmMdudNGLYtqJdbTaQ+NOrTuN4mImasjRkSBP3HegXsZPt9+1XtkkZqmNbpi5HS0Wdpad8yZ3PWTVmQqT+U4kwQygED1yNQ7g+lX1gPqUaQREA\/8AUg5ImDJMd46GqXLDLGpSuoSJG4OxE+hrU1xM6fLaBISSAJYmAABnlgd5oTvIkmSfvNG1mI5eg7bnfkKBdMTn+e9QyFoFvjjki\/8A6z9TvUpXVXlRtj6Ao4xiCO0g7zIOJyBjED3qynvtsOu3aPnXnC2WuNCycEwAZ0gEsYAOABJqzSCygzkhiCCpgwII\/p984oI4iZgd+ZEZ29B3rQ4bgkuW3bUqMhUku4AKkkQqwWLTHtSA2AB3HYQZ2J5iBzjftmBcTI9OfPPTl15iuZ0a8heKQK7Kr61UkBgCA3eDnPfMRUUmNMLuZMCdv7omOwNS7fLADEKIXCzEk5IA1GScnNetbgA6lMk88iI3G4mfoaDGRVa2vE+K4Q8PaS1bdbwn4jEgg7fvWMjkdPfIqyXTIOD2aIzPI4iST60OQaIgxPIHr9mroupgBzncgcp3JgUFTgdf9fz86sxBAxBzJ3npjl\/PzVhRZWEHyzMAHPlM\/uARmomedDA9Z+5prgktksLlwoNLQQpYFgpKiNxLQJ5TTdA7JZicie0kaiTA\/X6UW5fuXAqs2vSpCAtGgAljvjacf9uuKT14iBvvz+fzr1BIOQI+vpXHWEttJAJgSATEwNpjEkZrc\/Dnjt3grutI1GFKuN1Od+XLnzrFteVdQeGnAGZENJ2xHf8AuxtV+N4x7r\/EuXGZyQCxz5QABHpH0qqk0hJRT7GPGvFrnEXWu3GlmMmNgDtt2is+40wcbd+WMzVCfv73olm6ullZZkCCIBUg7jGREgjG88hSSbexlXQNgVwRuAc9OUdjXqjOKo1N8JwwdX84DqJVf7gAS2SYEAbc9q6jrNG9+H76cOvEshFtmgH2\/Sh+EG7buo9knWPMumZxyj2oL+I3WtraLkorSqZInHL73NB4fimtnUjFWHMGCPSlmpLoeDjeyvi113uM7vqdssc7ncUgGpjibs5NKA5oRQs3sP8AGVVZSisWAhpaVyDyMcogg70TgrKMrl7qoVWVBDEuZAgQMHJ+Ve2Ftk6LkqGIAaJKzziQCMyaLc8PKqWZHLoxFwnGkyQozuxhj7UJS8PQYw89ixv+YRy6daI3EbROqTiBEYgzMzM4jpkzhN8fxTFlgmGUgkBgSOREqR2IIPeqIQKLTudVM2gdInqR8t6VS+cZhSflW54nwdmyFFu98UsA3lGFBUGG6PPLPrV8Ub2vuTm6WxI7xj771fiuNe6V1uTpUKsmYUbAdBmh8Myl11voWQC2nUVEiTH9Ubx2oPFcSXcsW1EnfrAiau5X2QUa6CcToDn4epkBxrGkkdwGMexpO82TiM7Zx2z+9Xe9nJwYBiBgRjHty3FDFtmJCjUQGJjMASST2iTNZ5exZe4vPapQviVKmMVtcRpBA5iDjcYMekqPuZ9tycCZIxnpk\/oalSpjs9VxOSYzt99av8YkLMQuBgcySZgS2TznptUqUQEVqstw+37d6lSuYyDlTp14IZmX0IgmPZh8zWn+GvBzx14Wg4QwSWIPtsM+9e1KEdyDLp\/QzbvDMrMmDpbTI5kzG\/oapxQKMVaAwJUgdVMHbHL6VKlA5kuppLKYkHcExVNQmMjrz9alSigMc422iImhyxdZdSsaTqYATPmwAfekwalSmtnNbOq\/B34bTjPi67ugW1JwCZwe22K5y7bI1EEFVbTOeeqMEdjUqU8ukBEtMNDAopJB8xLSPMkQJidx6MegoSYqVKn5D4PKuDUqU66J+T0n7+\/SqFhUqUrGBO4xIMcxO\/XrFDZxMrIzjrHKpUpQ+Rtrr37ku51HT5mJMQAAcZwANulaHjPH2fhBFdrl4uGuXCGBYgEQxJk5Jz771KlTluWy0Xxi6MqzwZuIXQyVDFl2IVQCWk4IzECTilQxnGPfltHyxXlSqEfCHfDtDMqu5RTgtp1x6LIoC8TGxJ9R8qlSmtiljxnrXgumJqVK5zYeKPWPeaq907jEzgbencetSpTigZqVKlIMf\/\/Z\" alt=\"C\u00f3mo fue el origen del universo que hoy conocemos?\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"El Universo se est\u00e1 volviendo cada vez m\u00e1s caliente\" width=\"329\" height=\"184\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Lo m\u00e1s atr\u00e1s que hemos visto, el origen de la radiaci\u00f3n de fondo corresponde a un tiempo unos pocos cientos de miles de a\u00f1os despu\u00e9s del momento del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>, cuando todo el Universo estaba lleno de gas caliente (conocido t\u00e9cnicamente como <a href=\"#\" onclick=\"referencia('plasma',event); return false;\">plasma<\/a>) a aproximadamente la misma temperatura que la que tiene la superficie del Sol hoy en d\u00eda, unos pocos miles de grados Celsius. En ese momento, lo que ahora es el Universo visible entero era solo una mil\u00e9sima parte de su tama\u00f1o actual y no hab\u00eda objetos individuales en la escala de las estrellas o galaxias en el remolino de material caliente.<\/p>\n<p style=\"text-align: justify;\">Movi\u00e9ndonos hacia delante en el tiempo, las irregularidades observadas en la radiaci\u00f3n de fondo son justamente del tama\u00f1o y estructura correctos para explicar el origen de las galaxias y de los grupos de galaxias \u2013 son las semillas donde creci\u00f3 la estructura que vemos en el Universo hoy- .<\/p>\n<p style=\"text-align: justify;\">Yendo hacia atr\u00e1s en el tiempo, la estructura de las irregularidades vista en la radiaci\u00f3n de fondo nos habla sobre el tipo de irregularidades que hab\u00eda en el Universo cuando era incluso m\u00e1s joven, justo hasta ese momento atr\u00e1s en que la teor\u00eda general por s\u00ed misma se rompe.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" 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\" alt=\"Buscando los ecos del Big Bang | Ruta de las Estrellas\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0La radiaci\u00f3n tampoco es homog\u00e9nea<\/strong><\/p>\n<p style=\"text-align: justify;\">Lo primero, y m\u00e1s importante, que hay que decir sobre estas irregularidades en la radiaci\u00f3n de fondo es que son diminutas. Son tan peque\u00f1as que al principio era imposible medirlas, y la radiaci\u00f3n parec\u00eda que viniera perfectamente uniforme desde todas las direcciones en el espacio (isotrop\u00eda). Si la radiaci\u00f3n fuera perfectamente uniforme, todo el modelo est\u00e1ndar del Universo se desbaratar\u00eda, ya que si no hubiera habido irregularidades en la bola de fuego del <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> no habr\u00eda habido semillas desde donde las galaxias pudieran crecer, y nosotros al no haberse formado las estrellas y fabricado en sus n\u00facleos los materiales complejos de los que estamos hechos, no estar\u00edamos aqu\u00ed. El hecho de que los cient\u00edficos est\u00e9n tratando de resolver estas preguntas han convencido a los astr\u00f3nomos de que deber\u00eda haber irregularidades en la radiaci\u00f3n de fondo, s\u00f3lo hab\u00eda que desarrollar instrumentos sensibles para medirlas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"COBE - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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\" alt=\"COBE | Science Mission Directorate\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En este sentido podr\u00edamos citar el sat\u00e9lite de la NASA COBE\u00a0 que fue capaz de hacer medidas suficientemente sensibles para demostrar que hab\u00eda efectivamente min\u00fasculas ondulaciones en la radiaci\u00f3n de fondo. Las dos preguntas clave derivadas del descubrimiento son: \u00bfpor qu\u00e9 la radiaci\u00f3n de fondo es casi lisa?, \u00bfQu\u00e9 crea las ondulaciones?<\/p>\n<p style=\"text-align: justify;\">La primera pregunta es m\u00e1s profunda de lo que se pueda pensar, porque incluso hoy, 14 mil millones de a\u00f1os despu\u00e9s, el Universo es todav\u00eda casi liso. Esto no es obvio si contrastamos la luminosidad de una galaxia como nuestra V\u00eda L\u00e1ctea con la oscuridad del espacio entre las galaxias pero enseguida se hace evidente a mayores escalas. El Universo no es exactamente uniforme, pero incluso en t\u00e9rminos de distribuci\u00f3n de las galaxias es uniforme en cierto sentido.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i0.wp.com\/hipertextual.com\/wp-content\/uploads\/2018\/04\/estrella-mas-lejana.png?fit=1200%2C800&amp;ssl=1\" alt=\"El Hubble capta la estrella m\u00e1s lejana observada hasta la fecha\" width=\"783\" height=\"522\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Si tomamos una fotograf\u00eda de las galaxias vistas en una peque\u00f1a zona del cielo se parecer\u00e1 mucho a otra fotograf\u00eda de una zona del mismo tama\u00f1o de otra parte del cielo. La radiaci\u00f3n de fondo es incluso m\u00e1s uniforme, y parece exactamente la misma desde todos los puntos del espacio dentro de una fracci\u00f3n del 1 por ciento. La profundidad de esta observaci\u00f3n descansa en el hecho de que no ha pasado el tiempo suficiente desde el <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a> para que todas las diferentes partes del Universo interact\u00faen unas con otras y deje de ser liso.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/64.media.tumblr.com\/538dbd0decf741e2104b3b2b41df1a0e\/tumblr_inline_ph1pg0Rkwu1t7xk4o_500.gifv\" alt=\"52ecuaciones - Ecuaci\u00f3n #38: La Teor\u00eda General de la Relatividad\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta homogeneidad est\u00e1 relacionada con otra caracter\u00edstica extra\u00f1a del Universo denominada sub-planitud. La teor\u00eda general de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> nos dice que el espacio (en sentido estricto, el espacio-tiempo) se puede curvar y deformar por la presencia de materia. Localmente, cerca de un objeto como el Sol o la Tierra, esta deformaci\u00f3n del espacio-tiempo produce el efecto que llamamos gravedad. C\u00f3smicamente, en el espacio entre las estrellas y las galaxias el efecto combinado de toda la materia en el universo puede producir una curva gradual en el espacio en uno de los dos sentidos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxMSEhUTEhIWFhUWFhcVGBUWFxcXGBgWFxgWFxgaFxYYHSggHRolGxcXIjEhJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGhAQGy8lICYtLy0tLy0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf\/AABEIAMIBAwMBIgACEQEDEQH\/xAAcAAABBAMBAAAAAAAAAAAAAAAAAwUGBwEECAL\/xABNEAACAQIDAwcFCwgIBwEAAAABAhEAAwQSIQUxQQYHEyJRYXEUMoGRshUjNDVjcnOSk6GxJDNCUnTB0dIXJUNTVGK08ESCg6Kz4fEW\/8QAGwEAAgMBAQEAAAAAAAAAAAAAAAMBAgQFBgf\/xAA7EQABAwIFAQUGAwcEAwAAAAABAAIRAyEEEjFBUWEFE3GBkSKhscHR8BQyUhUjQmJy4fE0krLCBjND\/9oADAMBAAIRAxEAPwCjaKKKEJfD4d3MIrMexQT+FZvYZ11ZGXWNQRrvjXjUx5troBxQkhmsgKq3EtMxDicr3NAYrPLG5+TKGkP5VdJVriXHAKJGZk0PiKwuxpGK7jLaQJnpOn2OuyaKcszKDRWYqweT9vB3sFYs3kVGbEspudJlMhJnU6AgZddNZ307Yfkzs\/pQly2o6TydRbGIDMjsbguQysSQABPopdTtSlTLmva6RPF4MSL+fQawpFAm4IVTxS64VyMwRsuuuUxpv1qxtmcnsBedWCiGsWbnQHEBcud7i3GLswJyhQcvf31umzhrdnyYXigNtmZxeBVU6dbZGWYkoxPgKq\/tVgcGtaZkAztPgSbeF9BN1P4c7lVLFKraYgsAYEAmNBO6TUq5dbLw9hrQsAIWFzMgui8MqvFt8wJgusmOECpDa2VhVwVq3mRUv3MH0l7pQSxJbpBkmUCzEwPO7qY\/tKk2kyrBhxt5GDoTfcATPvVRRMkcfSVV9LXLLL5ykSJ1BGh3HXhUm5ebMsYe8i4dMqFCfzq3CSCRm6rNlHZJ1ipcuxcJiijXSjkWbNs+\/Lb6NRbY54zDMc2kd1TU7QYyk2qQcpniRHnHvQKJLi3cKpYoipntfY1i3s2xeVVF5iucm8GY5pPVtqxgRAIIBBre5O7NwD4RXvW890BnaLpQx0y2wCAdNGnwFXdjqfd94ASM2TaZmOdJ3JQKRLsvSVX8ViKs+zyVwRS6YUxcxI6Q4hRk6O8yW0CZpaUAbNB31k8nNnO56JQchvILZxAXp2QLl6zN1Rqdx1y1nZ2vQe2Wtd6D33tM\/MwLq3cO+\/8ACrRrRABIMGYMGDG+DxikoqyVw2EuYXoLpRWttjmQi8GFoK9uASD150g8QprePJLAh7QCKy5nUxikl1CArc1cR1ieqIOlH7Xoj8wIu7j+Gd5AuBbqYki6O4cdCFVFYp25RYdLeJvW7eXIrkLkcusDdDnU00102uDmhw0In1SSIMIoooqVCKKKKEIooooQiiiihCKKKKEIooooQiiiihC2cLhs89dFj9YxPhWx7nfK2frim6sxVSHbFTZOPud8tZ+uKx7nfK2frim+KKiH8+5FuE4e53ytn64oGzvlrP1xTdRRD\/1ffqi3Ccfc75Wz9cVn3O+Ws\/XFNtFT7f6vv1RbhOPud8tZ+uKPc75Wz9cU3UVEP\/V9+qLcJx9z\/lbP1xR7nfK2frim6iiH8+5FuE5e53ytn64rHuf8ta+uKbqKn95+r79UW4Tj7nfK2frij3P+Vs\/XFN1FR7f6vv1RbhOPud8rZ+uKPc75Wz9cU3UVPt8+5FuE4+5\/ytr64pDE4bJHXRp\/VaY8a1aKADuUIoooqyhFFFFCEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFPnJDBJfxIt3FzL0OJeNRrbw164p07GUH0Ux1JOQHwwfs+M\/wBJiKEJkBQwCCukSNQT2kcKHwp3iGHaDO+trEbLdCgZkBe2lwAn9FxmWdI3V5t7PuZ1VWQliAIuJE8J109NCqHtIkGyb4op0NhySHtFiG1ZILdkSsite7hOwwdZV+qRHedCaFYEHRaVFKXLZG8EcdRG+hLZO6hCTopYWGO4T4V4ZCN4jxoRC8UVmKd8DsC9dsPiFy9GhIYloggKd3\/MKFBIAkpnorbbBPMABvmsG9UGkbtll0ZSPEEfjQpSVFZiiKELFFZivfRmhCTor0VrEUIWKKyBThtDZN2ySHA0AJymYDCRMbtKFEiYTdRWctEUKViisxWKEIor2ik7qytsndQhJ0V6ZSN9eaEIooooQiiiihCKkfID4YP2fGf6TEVHKknID4YP2fGf6TEUISXKvzsP+x4b\/wAYpimpFyitdJ0DIyEDC4dT100ZbYDAiZBBpqs4GWVTctrmIGYtIE8THCgrNhDkoMB4WkDWxaxjqZV2B8Z+40q+ERSZvKY4oGYHwkClLGGtkZiWKggZtEGvjJ9VErRIK8ptA7nto4IjVYIH+UrEHvFbGFtJcY9ErrP6JOZQPnwPwpNb9q3uti4ZOrE5YE7qTbalwlcx6q6BRoImY03+mohSLGQt2xs1AyhmIJiezhx9NPm1uTRtIGBDpHHQ+umQbQVmDEgazFbWM5RTBJLkbp3DwFSCC2IurlpzE5rJpxmACjMCR3Gpbyb+J8X8677FioXjMa1w61LOT2OtDZmJstcVbjNcKoTBIKWu35p9VQJSMT\/63R93UIJrYtYl1IIdhHf+6vYwonrXEHhLfgI++gLaG9mbwAX8ZqUxLYjaTXAodbZyrlByKpImdSsEnxpFrts\/2cHubT1Efvpe\/ibMqbdncsNmYmW7f\/VILjWBlQqkboAqFUARYQlPJkbzC\/8AzJ64Kk6VtjZkAZiCI4HUeim1sU51LH0GPwpTCYzJPGaCFdkzcqTbB5P274Yq5BB0B1MEbjTXtPZGRipiRxFecLto2wQpIzb40ns1rSxW0nbTcKs4g6BQ0ZfzGUvyc2at\/F2rDk5XbKSN8QTpW\/ytvqMRopDBLcsrRIyLwjSmbZmOexdW7bMOhkEidY7KfeUt1DezBreXo0ggBy3UAMweHfUFJcP3rT0d8WrQO0Uu5BeWQgKyqLmiSRJBUtv1JrXFuySJFxQeAGY+iYmti9tNAttbaN1FYEuRvY7wAN0Roa012pcHmnLpGgGg7BUJgECwhbPuUDGVm1Utrafd6Br4jSl35NuFkXE3BoMrv4a01tj7pibj6CB1joOwd1IPdJ3knxM1KmDynY7Eu2+sxtxH64mD2UpZwFvMgadY1nSJjhxpjBpzt7Q3E8IPqoBgyrXLSJhSXbnJkWkDKwZT+tvHh6KiGNw4QiONb+L247aySe08PAU1XbpYyTR4I0ETKSooooUIooooQipJyA+GD9nxn+kxFRutzZuPexc6S2YbK6zv0uI1tv8AtY0IWuqzoBrWymEiC7BAQSJ1JjhA131ZVjmpvrbX8qtqSFeRbJYFlBAzZu+kb\/NBdGrYpdePRN\/NSPxdDNl7xs6RIUkEXKrg3lA6qyYgltde1RuH30levM5liWPaTOlWQvNI5\/4xPs2\/mr3a5n7rbsUNPkm\/moOKoNmXtEckD4qBfRVhWKsw80r\/AOLX7Jv5q9LzROdBi1+yb+arGvSDc+YRzIj1VcwmJVZUVZzcz9\/XLirQgwRcV0PoAmRUD5QbJfCYi5h7hBa2cpK7joDpPjU061OoJpuB8CD8FctLTBTbRQKsHkRyCt43DG\/dvug6QoAihtw4zTEupUDBJnyVfUVcP9EeGifKcRH0a0DmnwhmMXfMaH3tdPGlDEUSYD2z4j0Su+dBPduga2Fveqeoq4jzS4Ub8ViPs1rK80WGO7E4j7Nanv6OXNnbHMiPVR+IdMd273fVU5RVxDmkwv8Air\/2a16\/ogw0T5Vf+zWq\/icOBJqNiY1GvCt3z9DTd6D6qmqKtblBzW2bGFv37eIus1lC+V1UAgcNKqoimNc17Q5pkHcaK7KmYlpBBGoOqxWZrZ2fhTdupaBALsFBO4FjGtWKeaN9fytTBjS03bGnWqtSrTpiXuA8SB8UzoqxoqzDzRv\/AItfsm\/mr1\/RDc1PlSwN\/vTfzVDq9JoBc4CdJIuozDlVhRVoJzQXDuxa7p\/NNu+tWG5obgicWond72dfDrUs43DAx3jf9zfqmd26JhVhRVoJzQXDuxa\/ZN\/NQ3NC4Kg4tBmMCbTan10fjcNMd43\/AHD6oFNx0BVX0U4bb2a2GxF3DuQWtXGtkjcSpiRTfWlURRRRQhFFFFCEUUUUIXVl5\/e7YG\/Jbnt\/NpSYxJIh9eNJl9FA427X\/jSthMNIJYxHAV5PFUMHRYXVnQ4uc6w9oEuOkJQdWq1CGDp0WoRFe3c9u+tyzaWOsRDagnQ0ji3mAIy7xHEUk9oUa9TK2npPtHZog25JOyh2FfTZLj5Rv46JBd1ZGo768W51k6kkiBwPm0orGIOp46V6eo3DUgWl4ygRHPVYQXE6XSmchSDxgiaoDnP+NMV88ewtXwSdAeFURzofGmK+ePYSsnZTfZe+3tGbWHS21hfqt1My6OAB8fmopV5c0I\/q7\/rv7NUbV3c1TkbM0IH5Q2pmN2u6usWvcCGa7TpPVUxRADSef+rlO8Nfl8qkmBlJG4EMZnvpud7hxbLlIRU1MCGk6E\/uos4y70hVLRyEwWiJJ468IpxN64pAAkGQSCNI3V4+r2PicNXIlhcQSBmvY5idLHgG\/Gi3s7RoFjoYYy5b3iRE21Wpij0Vt3zSAC3WO7+ApPYePOItW7qrGbWNT1eJ8K84rZ3SrcS8SyMQF7YEdnfWcPNodFZt9RVEEmB4A12mF\/aGAfBb3j3akBoDRExzA3AnXUysFSnTwmIANw0bXvFp89vRbWKiGG4AkDLwH+WtfDEqFTISAJzse\/jxmjBYYqzOxJzgEgmcp4gdgFKoIJ60jflPD\/1XRo0G4Wg6i0tdAnzi+gsAb3JmQsT3mq\/OZk\/VaHKcf1dj9Z\/J2g93Ya5wNdH8qZ9zscOHk7eua5wq7Hl7A4iJ42TsIIquj9Lfi9OfJf4Zh\/pk9oV0iF1J7GY\/9xrm7kx8Lw\/0qe0K6P7df0m9o0nEMzww6Gd42tfqbea0YgwAeqyyTJ7daEBggT216JA36mN3ZO6i2W3jcN5rhYg0TR\/dNgCIc4wDxreLQIseUum05wD6DX6JaxYYQdB3T+6vLPn4Aldx7vGvd11nURIDT2z3Ujfw5ecrwmmg0M8Na4Tqzi4Vqjb2gx7Igz1zE6X810qdMZsmfKBM3Jd1H3bhKWrcEgnUDOCKw6ZgmbeGH\/w0hYdpudID1SEUgRpHGgudNZ1FbKeGqY4mrNyRmMDi5bFoJgEROipUecG\/IDp+WDzcTPRc\/c4vxpjf2m77RqOVI+cb40xv7Td9o1HK9udVTRFFFFQhFFFFCEUUUUIXVlhRCneejtgDiPe01NLWrhDKg1U6k9tatmyWAg69FbHfraTWsbNsXEbo2cFYJ7xPfXz7tRw\/E1S45jcXtHERxtzutmGZmomDlgz\/AFffC9XzZvMQGll0gGIou2AqKF1A+6ov0y4fF3NTlE69pmpRsvGW7gzJqP0xO4nupLmOw5Y9suaIInTwXQx+GIoxmOUxFtEYYkSQJH3jwr3eUiW4nf6a22uBUOXd202q0ntJrdhmnGV31IDGzfWCNYN\/PquDU\/dMDCcx26HkfdlsYS1xBE\/gO2uf+dL41xcf3g9hKv8AGEbfIBPCufuc\/wCNcV88ewtdnsfI7EVntqZ9BMRufBWbmDA0ty\/OVFau7mnu5dluYmL76Df5oOlUiKvLmg+Lv+u34Cu8\/LkOYSOOeizYn+GDFz\/xcpJs3ayXrLupZfOUn9O2w3jsrW2Ntu1eY2lNxnCzmuQCR2zWNiXLTdMLdnKvSMCeDGYJrzsvYlrDX7t4ZoKyOOQcQKzVuzcFQfXq1GuafzNIdeABJEGddjroAlsxFV7W0QeIEA38YnnQ+Kfc5PD0cIFIWrmdNZEk+boQQeFIWdtI9q641VIWd7GN8DspbA3zdQOUKTrlbeOysFCK+CeyrTyta5rG7QfHUTMWFid02vSqYXEi\/tgSfjfqEbR2lbsWi1zQRvHGN3ppHBX1ug3UaUYDL4cfTNLXbKusOoZe+jBrbCDosuWSAFHVnjFOpsw2FwdQ4ZpDnOjZ15BDdwJyweOVne99V47wzA8LcrS5VH+rsd+zvXNprpDlSv8AV+PPbhmHqNc3mulTMsF51vEXGtvFThRFV39Lfi9OfJj4Xh\/pU9oV0gyCT4t7RrnDkz8Lw\/0ye0K6Kt3Q2aDMO6nSIIYz6KXiKeamXCPZg38bjpI32TsQfy\/eyUsQ24wNeHZW6YtiN5P+9a0nXdrHHspYaxmPp8K8v2ixhcwh80ybsEk2\/mAhx8D0V8M6Abe1sfvRegC3WndAIO4eE\/hWUtFpleqDIEbjwpEO0ECY3+mhLxjVjPDsrPVwL3F1OllIJgbloJBBjbWDawV24kyHEmfISYjWP87pS2oIIYnt\/wBg16EQMoJJgSR\/uK1yDx7Z9dKK0ESeO4U\/GUIBcx0ZnAhlyCAJJ63vx0VKNRo\/M2YEToROnuXPXOL8aY39pu+0ajlSTnG+NMb+03faNRuvYHVORRRRUIRRRRQhFFFFCF1NacjKQf7O3\/40pSxiBMkR3jTWkVbRR2pa1\/6aUri4DAKN3GvJYmiyti3U6rPzTBBuAN\/7apTar6bS5jog6bXOiQxWFS6AbkEzIga+k0rgrSW\/NGQTrxkd9Yw4MtOo\/R7Yr0HXUV0av\/j9AMdTdUuTbgW408eqqztTEBoAPsibH5\/JJlRJg6cKLN3LEDUGln7vV40jhLgMlSDBiSOIp+K7NLqIa1ucgXvlk6CT1WVlWHawnJHB6xgMNN81zpzoH+tcX9IPYWr5a6eHbOnGeNULzn\/GmK+ePYSsXYOCdhnVMxE20MxBK6RrCofZ+kqLCru5pbQbZwmeriWYQSNcvGOFUhVz82u0Uw+y89wwpxLCd+uWvSAv\/gEu2Gl\/FZcTo3xP\/FymWM2jasBnYhQp1gdvGONGzdom+nSZCFPmkwMw4SO+m\/D4JcS5vl+ktMMq2yOrlBgk9pmacNrYO5ktLYAyqVJSQDAIiJrndruweFa0mm11R5gl14jWedh5+aOzqBxFXIX5WjfQdPNK4XCW0zdHbFsuOtlGsnXTspSzhxYQZmlVkuzmTG8me2TSi3VE3BqoB48RvHrpPDYxb9rNl6uqwfvnurzVbFOqNGHwwyscQTBuXHQEk6t0HquhTpVPaxGJl2X2STttYcx0Wr5eL1rPYEsrZQrHgpP4jjW7g70LJtgTqV7D\/wDaSsYS3bEW1CzrA7fTS7XWICqATIBn9XjHfXQr034fAdy6nbMXG8ECdyDcj3XJ1WZzqVXFl1Jxa2AGz4aHp6pj5UZzg9osRCeTQkbjxmO3hXOxrpTlYB7m47KdOgfT8f3VzUa6vZdsI0aQSOup168pZqGpinuMfkpi2lswnzTpyY+F4f6VPaFdJMBO+Osx+81zZyY+F4f6VPaFdKogIJ45mEcD1jRj8V+HDXyRJjN+md+unBU1KRqQ0Cd45heDHhO8z+6lrtodGSvWy7vHv7q8m1lEsO2B\/GvNq6UKwJDNlOsR6K8xj6pczPTc6A4xLiQ43zEOge617JuDpk1MrmgkjQ2trGv90W87WkXc0gkp3d3YaUuBXEKAGHnDSda2MTeVOEngBpSdxATIhSDJgb65OHrEPDgct5nW\/Ubg7TofNb8SA5kEWvAEDUjc8BIorNM6RA\/+Ckkw6Z8oLW3JzGNx14jtr3cuEk66Z5XtjjMd9ZGZm6pk754itppPqMzWYInQgAiAbxudZ8BokMrCjUIku0FiLzpI0MD68RzzzifGmN\/abvtGo5Uj5xvjTG\/tN32jUcr6A7VZ0UUUVCEUUUUIRRRRQhdFLyrwDKhGMsj3u2ILwQQiggjxFe7nKzAtqcbYntz1QNvZt5lRhacq+bIQphskZ8vbEifGkPJ3ydJl6mbLm4ZomPVWSpgaNSoKjhcdUsUxBHK6E\/8A1WB\/xtifn1gcqsDOuMsfXrnWir08LTpgNbMcEz8VBosJkro7\/wDWbPmfLLP168HlPgOGNsAfP\/dXOlFPqDvG5XEwqjD0wujW5U4DhjbMD\/PFUpy\/x1u\/tDEXbTB0ZxlYbiAqiR6RUeBpbG4V7TlLilXESp3iQCPuIrPh8JSw85JvrJlOAhICrY5A27F\/ZvQXLlsFcSXKvcFsxlIBqpqzWxjyxwcEurTzgQYj6EfNdF8nstmytl8RYhZgi6u4kkT66ckxVifhFnd\/er\/Gub8Ns+64UpadsxYLCk5igBcDtgMs+IpEWGKG5l6oOUnhO+KTXpMrElwgmZi2uqV+HdM5vd\/ddBYXDqFu27mNs5GPVAuCQJnt0pzwDYeymRMTaYEyS11ZJ9e6uY6K57+yMI6ZBv8AzQJ5sBf5ro1cbi6oILwJM2bF\/VdQ+VWOt+UWSCer74vVHiN\/poXG2AQRfsjcT11rmSxZZ2VFEsxAUDeSdAKL9kozI4hlJVgd4YGCD4EVdnZeHaCBmuCD7XIg6hY3te4yS3ybGngVfvKnGouCx+bE2nD2nFtVcFgWM5dOFc+msVitlGiyjTFOnoFc5nVHVXkSQBYQIbMWk8px2BfW3ibLuYVbiMT2AMJNdAPytwG7yvDxJOra6kmfGucUUkgDUnQDvrav7Ou2wxe26hGCtKkZWIkA98GaVicJSxIAqiQNLkbRsrhxGhhdB4jlZgCdMbZgCB16WXlhs7KAcXZkbjnmD21zjiLDIQHEEqrj5rAMp9IIpCstTsfCvptpkGG6e0f8T1hDXFry8G51XSA5U7PiTjbRcTBL6R4GkbvKXZ5cOMdbUz1ouaMBwrnWtmxhXdXZVJVAC5\/VBMCah\/YuEcSSDed+fAAR0iybTr1KcZTtHNl0Pc5W4BjrjLAEGIbj2mizyr2eo+GWZ+k+4iudsRYZCAwiVVhPFWGZT6QZpPIYmDExMaT2T21Y9k4bu+7vlkH8x2+7pP8AFm3Tzy2xiXtoYq7bYMj37jKw3FSxgimKiiumTKEUUUVCEUUUUIRRRW3s62Gu21YSC6gjtBYA0IAlSvY3K6zawlu09l2vWRfW0ylchXEZM5cHXMuTSNDOtOV7l3g3ZS2z0KHS4oS2MyC3CgEag5whniARxqdXOavZ0tlS4Yn+0b+NaeF5utnFoe04ABJJusAPEzpSKOJZWpPq07hoBI3giRY9FzqnadGnUbTeCC4wDaJmNZUQxnOBZNq30eFRL62nVj0Ng2+meC1wAqSZMmCNJ40svL\/B9EFbBkv0HRk9HhgpYhwygZJW2xZSSDPUERT1jeTWwkBhmZgJi3cuXI7yV0j01qJsfYkEG1iiRqWi5l7BrNZWdpNeAW0ql\/5D9fhK6jmFrSTttv5KLcluUuFw1lbd7Dm4wvi4wC2mW6gywrtcBZcsEgLEltadX5wrK3i1vCobbXHuOHs4fMZWLYGhC5WAOnf21IsHyZ2Fc0zMhmIuXHQk8YLaffT8nNVssiRbcg7iLrx65pNftmhQIFRrgT\/L\/dLYcwJ4UB2Zy8wvRL5ThicRqWuWrOFAz9YC8oZfzmUqMvm9QaamtPlxyzw2NtZLWGKOXVs7LaEZQQWBQZiz6ZgTAyiKsw81GzP7q59q\/wDGqj5ydhWsFi+hsghejVoJLb54mm4HtXD4xxZTJBF4Np8LodLSBGs32Ec+OyiRoFYp\/wCSmzBiLlxejzlbTOFBjcQOHjXWo0jVeGDU2voqVaraTC92g\/wnPk5yps4bDqr2na\/aa81pgRki+ttXzg6yOjBEdtOrcu8I15XfAIyRke3ktjNbyMsAgaHMVM91aex+RxxQzJayKrZWLMZ9VTPYnNhhSpF5HLA6HOyg+qn9oYR2BpOqVXNOXUNMu9IHxWT9p4bvhRze0TG1vEzAUbxPOFhzbtlMGlu8tu6CBasG101xT74MykxmM5Tp4wI9WOXuDCpnwZZhZKP73hwrOSSVC5eqjyMzDXqiKklnkDstS4uss5uqBiP0T3Tw3Ujc5KbEtrmuFt0gK7mR2gjSuLS7Qp1KTqrWuIBAiJJngArZVeKdcUNSRMj8vqojyS5R4bCYK4LiZ7zYhWVAqTkCaMXYSArQRlO8CnV+cLBdVlwXXl82a3ZZYuOjOZIksVDanixrdvcntkZSUs3iRlaM58w8fO17fTS2A5J7LusCLLhZCMvSuWDHzTE+ae2rV8c2jd7HQN4EaTz5eIK0Yei6uBk1M2Njbp11HIUF5Y7fsYpcOtiz0XRIQwy21AkWwEU2wCyAozS0mbrVFoq+MRza7PVbh6N+qrEE3G1hfGqNvgBmA3SR99aGVmPcWN1AB8nTHwuFlw9Ztel3rZiS2\/IifivFm4VYMN4IOvcZqyLPODhku9IuFZukPSXVu9G69Jkt2wEBHmhVY66y1NvNlyVsY97y3iwyKrLlMakxrU6fmjwWYEXLuXcVkTPjWev2hRo1O6dObgDpPwV87RmzGABJJ049VEcNy5waXC3uepGazkBS31bYtpbvrug5ujUid0mvT84FkX8yYZeha90lwNYw5dkAUKq6QpBA3GpmnNDgZPXvQP8AMP4UmOabAicxvRwOcb\/VSmdrYWpIY6Yja99hyeQqVKwpR3gImdRxueBwSoByp5V4XE4forOGNtzcL5mFn9e43SFkUMbrhlVh5sIIFPGyeX+CtWrSHCuClsK4W3hyrwysUOZdUaCCx63W0qWf0R7PMw176w\/hTftDm12bYUPdu3UXtLrqewCJJ7hV6PaVGqSGzI5HSVWriadOJvOkX3j4qO4Xl1gVtuvkAVmNgyqWWBW1btqUOcaDMpII1OadDWMNzjqQyX7Mq2Ia6MlqwMlvIVtwhXK1xTBkjhSljktgLjHo0xBtgEyzqrwOOQjQeNSGzzYbPa0twPdht3W3\/dWs1AMtjcgC25VK2MZRBNQEACZi0D59FUe38al\/E3b1u2LaXLjMtsQMqk6DQAerSm2nnlTgEw+LvWbc5EcqJ1MaHWmamEQYWhjw9oe3QifVFFFFCsiiiihCK3tk\/n7X0qe0K0a3dkfn7X0ie0KgiQVI1XRO1eUDWXYIjO+sxOVe92jTwqJ4u3evn8obpDGboxAtMs6hVHHvM\/vqeYpQznQanWo9tfA9CcqGf7S2o1JGsqBxPjpqNKqW0WGm+Ie9okf0j0svOdiVmvc+jE5XEhxv+Y7TpOvuN0wPg1AASIOttu4b0JnX\/upHE4YFTpAgkTIGX9JdSs+riK33ElskkaXAQdAYBYM53b5gdtZs4R7s9CpeHDDIsjXzlzvpMTUuc1ozOMDqvRHqmV8DagwQV6oOsgrHVbV40Oh8K9bOx9\/CN0mGdlWZNqS1tgDDLlMjvldRUisck8U6nq5QJWGuDVDqB1QRINNOM2BiUmbLE6NKkOCRofNg7u6kd9h6+alIdGo1+\/kqGqxoBLgJ0kxKsjZW0RicOlxDBOpXsYb1\/wB8CKpPnodjtAFhB6G3p66mvIXHm3caySYIMfOWIHaOrpr+rUG54rubaE\/I2z7Vc3CdjnDYs12GWkHyk6cJbO0B3n4Nzbi4PIgfX3KB1PuZ9ZxlxZ34dx62TWoDVicyg\/LrhiYsN7duu06r3QL+PLoPek9o0+8wr29PHxt4KVbZOIwzNZ6RlEySkrM+bdBSD3EbtIpotYu4ZV7jtBHWLTlYbjB1yn7iasnlBsvymwN3SLJQ6a9qntU9nhVYgMrlAkEAiNx085D3jhWTCVzWae8ILwSHdSDGbnb5J1B9N7czGwIB0A1uPivF9WVwwIXWComA\/brIyt6jv0pZoddAF104ZH7CU3qe\/hXjEoFAYaiIWdSRxQ7usOHdSiSyywkETE+cvfIjMK2yU9JYe4RCnXUhZjqHjbYHeCPGNIrawGKNm6lxIEN+bMjN22zwzdjca1LVwhgqmdN+7Mo1n567+2a94uIknMdJjUsP0WG7rVR7GvaWOEg2MqQS0yLK1cLjbeItZgCQysYPfIZT3ggiuYccIuOOx2\/E1dHJXal20ShUkPoRDabwHWeB4+FUvj\/zj\/Pb2jWTC4MYao7K2GkAC8m089T8doWSg52d7XOzH802GttrTaDpoFYvMzZD+WKWdZtr1rbZWHW4MKl9\/DY\/DWzew+L6e2ss1rFDM2m8i5533+iopzF2s17ED5Nfaq4r2GUzOi9nbWPGV8LTrltQy4wdAYFhljWXagiIWWu7Fd64sAyCBBMTaS6dsosq8sc5F2AbuD4aG1c3nj1WAjt31u3+cYEALhLplQesyKATumJ076j23MItnEsixlzArpB63WUidNN3orWuQJfsBYdUwBPXG4itn7Ow0N9iI0GkfP3rYynSqDvG3Dhe5gjXmE93OWGMuBlRbdgAkG5+dZd0QGEa6aweNNi2Gue+X2a6wIzZzmKjiyRu8ABSdu7bWffF0MjWc9s6EGF4fwrfFuBIE9HG5THRnvfTStFOjTpyWNAkyepTWU2sADRoIHQeOqXS0NwaSOtbuEjrJOqs3m79P0jEHQ1I+TuOAuKhAKXJIDbw43wDJgwdTqSKjQBBIEl7QV1y9dspHm5vNEdYeqt7AWbhaLYMytwZdcpJnr3D64qmKpipRc02sb8GLXF0VMuUybeXzlVXzjmdp4v6U\/gKjFSbnGj3SxUf3n7hUZq9AAUmhukD4KWEloJ1hFFFFNVkUUUUIRW7soxetE6AXEMn5wrSrM0IXUF3bGFknyi19ov8aatr46w6hlxFokNBUXFBZG0IBntg+ANc6TRNIp0XU25WuPxtxdctnZVNlYVQbi\/n1jVdCYCzhlCm5iLDZSctvOmRATug+cR36btKkVvbeFkDymyIH66x6Na5ZmiaRicGcQPbdcAgGNjzz5+K0DB+3nc8m4JBNrccTvC6vO38Kf8AirP2i\/xrV91cIWk4m19ov8a5aomsGH7F7gODKpEiNAnYjD065BeJgz0XTmKxOBdhc6axnTzWzrmHpmTVLc6mIS5jQyMrDokEqQRILcRUMBoJrr4am6jTNMvLhMidR06+azswFNldtZuoBHQyZ8vJYqxOZjEpbxtxnZF95YAuwUTmXt41XdZmq4rDtxFF1JxgGy6DXZTK6iG0cNmP5Vb03ddQNfTUc27s7C4m4WOJtDdmi4mpG5l10Ybp41QE1maKVF7SXPfmMAXAtEcD7mdVzR2dSpuDqBLNdDOo6z92V8WNi4MKQ+NVpIICvbUKRxGYtv8AuoOzMBZYOt1bjZp619YB7YSKoaaJp1JuR0u9oXsdPdCtVwlR\/wD9nDwgfALo42tnFAT5LI3KzI0b\/wBYntPrpbYO08OAym5ZtgP1crIghd0AcK5romk1cMyph6lB2jtDu3oOnjKpS7P7uuysKjpHv1knxB8tl0HtfDYS\/c6VsUquiwCl5ADHW1E1QuL894\/Wb06mtaaJrdUr1KjWscbNEDpaLeOseivgsA3C5sriZ52uT81YfNNt6zhLl437oth0AkzrB7qsu9y72dMjGKY+d\/CucpomsFTCsqVBUPF4i\/jadLaq1bBtqlxc43jygbcXueqvjafKDZWJHvmKCsBAKGNJnVSCp17RUaOIwiuSmPsEFgwMvaO6DOVSPwqq5ommtphriQTGwmQPDdTSwrqbAxtQ28PorXtbYwwAHlSwGZdLpk2zw1G+fwFZTamEhAb9jSR75duXBHCRl1qp5opgtqmmnUOj48grywW2dmKF6XHLcIGWFBt2403qurDQbzTu3LXZirCYm2ANygED0ACudprINYvwU1W1HPcY1BNj5beUKlbDNrUzTeZvIO7fD+8qQcs8UmIxuIvW2DK1yQRxBAEj00yeTkAlurEaEGdak3NxjVsYxLzWGvoklkVcxAIK5svGCRUy2jtG3duYgnA38SXt9R71lLbKFDSMoAhVJBnfW7LAsLJzBlaGkzFr6lVDFEVb6XLOcs3J+40i0yqEhQVVwcsb1O+P8utMvKjZfT4YvY2d5MMO8XnJQFRAlSo1YAsCTwmKhXVdxRUuuclMPPw+zw\/DxrFO7h\/2Ql96zn3FRCiiikpiKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKzRRQhTLmy+Ev9GfaFTzaV5luLlYibOIBgkSIGhiiittP\/TlZXf6gLV91b46aL90Rh8MRFxtCTckjXjT\/tFz5DihJg28QxE6EympHE99ZorGVpXPtFFFCuv\/2Q==\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" 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\" alt=\"densidad cr\u00edtica del universo\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Aqu\u00ed tendr\u00edamos que continuar hablando de la <a href=\"#\" onclick=\"referencia('densidad critica',event); return false;\">densidad cr\u00edtica<\/a> y de la clase de universo que tendr\u00edamos en funci\u00f3n de la cantidad de materia que este contenga. Sin embargo, dejaremos ese punto del universo cerrado, abierto o plano, ya que, en uno de los comentarios muy recientes de esta colaboraci\u00f3n ya quedaron explicados de manera suficiente.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<img decoding=\"async\" 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\" alt=\"Divulgan mapa del Universo lejano\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Estudios cada vez m\u00e1s sofisticados de la radiaci\u00f3n de fondo, que culminaron con las observaciones hechas por el sat\u00e9lite WAP de la NASA a principios de \u00e9ste siglo XXI y del Planck Explorer de ESA un poco m\u00e1s tarde, mostraron que el Universo efectivamente est\u00e1 indistinguiblemente cerca de la plenitud, de modo que su densidad deber\u00eda estar indistinguiblemente cerca de la Densidad cr\u00edtica. Esto dio lugar al rompecabezas\u00a0 de donde estaba la masa \u201cdesaparecida\u201d (esa que llamamos <a href=\"#\" onclick=\"referencia('materia oscura',event); return false;\">materia oscura<\/a> que, nunca se ha visto, ni produce radiaci\u00f3n, ni sabemos como se hizo, de qu\u00e9 clase de part\u00edculas est\u00e1 conformada \u2013 si es que son part\u00edculas- y, un sin fin de interrogantes m\u00e1s que, ahora no sabemos contestar).<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La inflaci\u00f3n c\u00f3smica - La Ciencia de la Mula Francis\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Cient\u00edficos dudan de la &quot;inflaci\u00f3n c\u00f3smica&quot; y el origen del universo - BBC News Mundo\" width=\"389\" height=\"218\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En realidad, la teor\u00eda de la inflaci\u00f3n es todav\u00eda un trabajo en progreso, y, como en el caso de la GUT, existen diferentes variaciones o modelos sobre el tema. Lo que est\u00e1 claro de todo esto es que, no se puede negar, ni el esfuerzo realizado, ni el \u00e9xito alcanzado que, sin ser a\u00fan lo que se desea, s\u00ed es un paso importante en el conocimiento del Cosmos. Ahora sabemos de \u00e9l much\u00edsimo m\u00e1s que se sab\u00eda en los tiempos de Galileo, y, tanto la t\u00e9cnica, como las matem\u00e1ticas y la f\u00edsica, han desarrollado la Astronom\u00eda y la Astrof\u00edsica, hasta unos niveles encomiables, teniendo en cuenta que estamos estudiando una cosa muy, muy grande y cuyos objetos est\u00e1n muy, muy lejos.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, podemos obtener im\u00e1genes de galaxias lejanas y de nebulosas que se encuentran a miles o millones de a\u00f1os luz de la Tierra y, mediante t\u00e9cnicas del estudio del espectro, saber, de que materiales est\u00e1n formados.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica en el Aula\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS7q1pBPxmzl7wk8TdTKQqWX-tyOWwQbQDjy7p0cdYLgitnkZQeQF5v9RpocD1gaScZ4_I&amp;usqp=CAU\" alt=\"Estos son los 10 objetos m\u00e1s grandes de todo el universo\u2026 que conocemos\" \/><\/p>\n<p style=\"text-align: justify;\">Es a\u00fan muy grande el espacio oscuro que tenemos que alumbrar para conocer en plenitud nuestro vasto Universo, son muchas las zonas que est\u00e1n en la penumbra, y, debemos y tenemos la obligaci\u00f3n de continuar profundizando en el saber del Universo que nos acoge.<\/p>\n<p style=\"text-align: justify;\">Yo, que soy un simple aficionado, eso s\u00ed, muy enamorado del Universo y apasionado de todas las maravillas que encierra que, sin que lo pueda evitar me fascinan, a veces pienso en que, el Universo entero pod\u00eda haber surgido de una fluctuaci\u00f3n cu\u00e1ntica del vac\u00edo, gracias a la combinaci\u00f3n de inflaci\u00f3n y a una curiosa propiedad de la gravedad.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.pinimg.com\/originals\/1e\/24\/b9\/1e24b93ed0e200d8ac9e40e2662611d3.gif\" alt=\"hungariansoul: \u2665 | Fotografia de paisagem, Lindas paisagens, Lindas cachoeiras\" width=\"180\" height=\"360\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/c.tenor.com\/OmVUoCGSnnoAAAAC\/planet-earth-water-fall.gif\" alt=\"Falls Of Water GIF - Planet Earth Water Fall Victoria Falls - Descubre &amp; Comparte GIFs\" width=\"637\" height=\"359\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta curiosa propiedad de la gravedad es que guarda energ\u00eda negativa. Cuando algo (\u00a1cualquier cosa!) cae hacia abajo de un campo gravitacional (como el agua que se precipita desde la monta\u00f1a) la energ\u00eda es liberada. Pero eso, ser\u00e1 otra historia que ya contaremos. Ahora, para no cerrar en falso el comentario, dir\u00e9 que, no existe ning\u00fan l\u00edmite, en principio, en cuanta masa (en sentido estricto masa-energ\u00eda, teniendo en mente E=mc2) puede tener una fluctuaci\u00f3n cu\u00e1ntica, aunque cuanto m\u00e1s masiva sea una fluctuaci\u00f3n, menos probable es que suceda.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<img decoding=\"async\" src=\"https:\/\/cienciaes.com\/images\/3718.jpg\" alt=\"Cienciaes.com: Verdades y mentiras de la f\u00edsica cu\u00e1ntica. Hablamos con Carlos Sab\u00edn. | Podcasts de Ciencia\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El cosm\u00f3logo americano Ed Tyron se\u00f1al\u00f3 que en principio una fluctuaci\u00f3n cu\u00e1ntica que contiene la masa-energ\u00eda de todo el Universo visible podr\u00eda salir de la nada, y que aunque la masa-energ\u00eda de tal fluctuaci\u00f3n ser\u00eda enorme, en las circunstancias correctas la energ\u00eda gravitacional negativa del campo gravitacional asociado a toda esta masa equilibrar\u00eda perfectamente esto, de modo que la energ\u00eda total de la fluctuaci\u00f3n ser\u00eda cero.<\/p>\n<p style=\"text-align: justify;\">La implicaci\u00f3n, naturalmente, es que nuestro Universo naci\u00f3 (o brot\u00f3) de este modo desde el espacio-tiempo de otro universo, y que no hubo principio y no habr\u00e1 final. S\u00f3lo un mar infinito de universos burbujas interconectados (como el propuesto por Stephen Hawking).<\/p>\n<p style=\"text-align: justify;\">Particularmente a m\u00ed, no me desagrada \u00e9sta idea y la cambio, con los ojos cerrados, por el <a href=\"#\" onclick=\"referencia('big crunch',event); return false; return false;\">Big Crunch<\/a>.<\/p>\n<p><strong>Ser\u00e1 por especular<\/strong>.<\/p>\n<p><strong>Emilio Silvera V.<\/strong><\/p>\n<p style=\"text-align: right;\">\n<p>&nbsp;<\/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=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2025%2F07%2F09%2Flas-cosas-que-creemos-que-sabemos%2F&amp;title=Las+cosas+que+creemos+que+sabemos' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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En realidad, se est\u00e1n refiriendo a que tienen un modelo del Universo temprano, y que este mo0delo encaja [&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":[14],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2864"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=2864"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2864\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2864"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2864"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2864"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}