{"id":27133,"date":"2021-09-11T06:48:31","date_gmt":"2021-09-11T05:48:31","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27133"},"modified":"2021-09-11T06:48:31","modified_gmt":"2021-09-11T05:48:31","slug":"%c2%bfhasta-donde-podremos-llegar-3","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/09\/11\/%c2%bfhasta-donde-podremos-llegar-3\/","title":{"rendered":"\u00bfHasta donde podremos llegar?"},"content":{"rendered":"<p style=\"text-align: justify;\">La intuici\u00f3n natural y la habilidad experimental de Faraday hicieron avanzar enormemente el estudio de todos los fen\u00f3menos electromagn\u00e9ticos. De \u00e9l es, precisamente, el concepto de\u00a0<em>campo<\/em>\u00a0que tanto juego ha dado a la f\u00edsica.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Faraday y la teor\u00eda electromagn\u00e9tica de la luz | OpenMind\" \/><img decoding=\"async\" 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6vfDep2ptjy73K4ztZpHOfXHyqs03hN7yMHIW6Cc3GLNidoIk7FYdxmtX0HoHwwvxX3soxtkLI+czHFBq9PrmWGy2OJABkckx+lezdaCqQ2WJhSBuB3GMx6E1AlcHaZ49InkfPFS0tIJwJ+mCOTzz7ig\/F6tc3QQ8CfNsCgx3ySf0FSz1A7Z83m9AABHsc\/Oohsg5j6g5P+tfj2VkFdoI5yJPpQS11zQDDTJGQB\/Qp+\/MAQd3pPlxnnHb3IqLwDlVI9cge8SJNepUHiJP+U8fNjQSbeqgzvJGD+JM4zOBX22oPIfB91ge0hT\/Golk4gyM9yB\/AmvRYgyYAAH4xzP8AGglvqT64GCef\/Tx718C+ViDPEiCeaj3NXbQHe4wpJyWgD8x2gwPc0VUMEkexlpj7UHOPBuo\/vGpjdl3B9T5zwRwPnWlvJtVoPuCQAf071mvBRX4moLQAbj57glyR\/XyrS37gzBn39R3gGZoMhrzLlnaDMd8n1Gc9qyXV0l8kg\/Lt\/Gtv1EqRu3t3wRjHsTWL6w6h5gEHvwRmgrtNZlxmQOTJzXb\/ANmzKumcERLk\/PyoPnXF9NfQMDBx7enf+prqvgnVf2ZGfxkxJxhcT2\/50G01en80i18QMGIJIAVtoGZ7MBz2I96z2rvbrtkbg7IoRirTlWIY\/WKvrfVQBk\/rMfYfzrK9b14XW2pCJbNsgEN33FpKjgDMn3oNh1FosDHb\/wBJrEdUMFm5IzHyj+dbTq9ybCn\/ABR9ZU1gus6olnVFBJlS3IU7RgjueKDO+HVhnXPldx\/+LeZTHpBrrvhhY0yA+rfq7RXKujWv7YhowoA9TAJ5PvWx6Z1b4R2gkmcrIgjPr396DeUqJoNal1dynvBB5BHY1LoFKUoFVXXiPh5MCfWCccD1q1qD1RGNs7RJEGPWKDLW4GOeTjv7Ga9gRP4T7Dk5rwW\/g\/zkRnt9K+1fPr7f1mgjdY6ZZvwHd043Mj7A4WYRs5X3xxXxrtJbs2ba24QB1A2lPzeUr5sZ9TnHrFffxMkAfOZ\/07V5dTuv8GeCjKwxPfa0Bo\/KTz86D8011fjvIAlFaScysiI5Jx2Jifere0i7sqMcD0MZIiM1R6dHL70ZlgAMoAcshJJiO49pmTVppnDKrKY3CQDKsR3O05xQS0UcgdzJJ49f0r3UExAG2MEt9R5RNQC53FcxAIJBYR3BI74mO0176W9MAGDn8sSB2zzn+PFBLVMbTtE9zMfbivM28gKUiZkd4x2r7LgttJGRMFhOe8dvSvLcJJD+Ud5XaPUSeBz60HzZKksM\/ix37ZkHtP1qUy4gD7KOR6TUZgoK7ngnygFlEnnGfTtmjatEfaWG8Lugk8EwGmInB70EsqAS0gCJY+UR6yePXPtWf6yWu2lYytveu3EsQwI3GRC4PGfvipNt3uwfMlp08yFBJLNMSJORIPzxTxBauvpm+GjOwKtsC+dgDkCSRMe\/agwvWNLsG5nj4bou7aCQWeJE4g95BxU796tvhDvIPmIyo959TzFStUovopVS6MFDyq7QyZUnd39s5XNRX19wXV04lURS5CEq0qfMGC+RliGEDt7UEbwOg33IbG8jHAkmOciea11yyQGgrIHPA94I5+tZDwvorlh2DupDyUafxjMFT3PtWge5tB5zwOfuKCg6laALMScHkkxngDFY\/qzS\/wDD\/UVtOrXQJJAMmeOB\/GsT1R9zROD9\/kM0FclyGmSOfkfY1qfC\/VSl4ox2rcCwOwYTHHrxWTa2ZAg54PJ\/qamXtM7OioDvJUDHm3d\/tz9aDpdvXjeQGmPxEcZE\/erQur30TMNbIxiZbMT3yP0rI7XtOFYCYzjmeCPrWr0KJctJuQiMhlLBlbuUYZU\/I0Fx1PpLJbCi8y29wCqD+EfD2gA+u+W\/Ss62kCBgMdz8wAJg+vP1qwOnvlYXVXCAQVW4A4xPJI3H715Xug33AL6pBAJMWgCP+9+kUGe6UyjUMTnP8oGPnUEdVe5q3tWrb3CHIO2AAB6ngD51qtH4EQEu9668jMQkzzJGRPzrQaHpFqwgW0iKB3Ay3+YmST7mgm+F+nm1bYkg7yDgyBGO\/wDWKvagdMB2nECePpnsKn0ClKUClKUGW6l0worMCCAcCM+bFU9zBmT6iDwY4Nb9lBEGq3W9IR1IUBCe4H6x68\/egyqaokAD5\/fn0ge9HuK6FSPKwIOOxwe\/EV86np1yzLOCFOA0qQfb8WKjWtS4MMAc44yI\/Lk\/0O1BC0upay6q7qPNtRQIBXhYjDSPTgg1aapFZt6tsdeHCzuk+ZSPcfwFVeruo+yXMK2CRDCDnbM5BxjFe94hWVg\/mgqN\/DBskEAAzgQaCSukJVra3G2MpBZoZw7EkhcgADEc\/pXt+6uGt7XJ+HI80AncO+CH+sZzNVYvuocY3uSwZTwTxu3dhgSB3qWmveQGQxEtkE7gRG2GyvrI7j3oJ76cm6tzc+\/aU8qgAZJhlMzJ7+2Oc\/adPXY6bmAfdvwBu38wCPKTxiPvVeersqsfhsz52riGEwMjAaPX\/nXpc6qpaAr7YkkIRtOIBxnuZHH1oJjadPKh3nZldwJGCQDk88+sTX3pNKIlgsxmFBEgZEnJ9iaqrevcpvZGLj8I2tDDdjjiRGG478VM1HUXJti2CfNLhl2eWCBDMOQe1BbBmCEvIifMAQCMxMmIj+FR3dnPw2aRALwSAQSdqjJick54j1qqudOuuzfFuADawCzuKh4gEggeXkEVP0dtLfkUlmw3nMsQMAn2xEe1B+6fToHuW0jadrDbEAsYGOw3D\/8ApWa6j0XXtqUuWbRRlVkZiMGXZiQYPaIPqK0fUXgu4G1vgXgSOZCoVAPriR8qxWn6xqu73TIH5zz7ye9Bf9P8J6hEjfyASj296T8pkMPVYr9v9M1KjOnuY\/8ApOHB+S3RI+U1n7\/iV7agvqbqmSI3kwe8gTMfSg8WXWQlL+oY9mCXCJ94FB63uh6hwT+76oZ4Kp9jDiqu54V1LHGkvHON0IP0B\/jU5fEmrg7buox2+HdJyf8ALA+9fr+I9cQAt6\/P\/Zv9eFoIuj8F65mj4S2QPzGS8exUE\/YrWm6D4N\/djuKlnP5ypJAPZRwv8aqrfi3Ugea5fJHMWng\/df41K0HifUOv\/XuSOQ6lG9uwoJfi\/pLCz8YK39nO4wR5T3PbBz8iapfDfiIAhHY7TOc84kcT27VY3+r6h1dHusVZSpBIggjM\/rXPfDmmu3rgRDGZZokKOCSfU0HaE2ESs54zM\/f\/AFpYuNIDEK8ZAB7ztz9CJn7TUTpukCIqA8Rxk55J+tWCaYIQC3aACeY9SR+sigk2LkY\/iAD8ox\/Ov1rxztAyeCea+eGwP4NH2NWOl0paCePcQaCVobZVBJBnOOM+lSqUoFKUoFKUoFKUoPkgGqfV+HNO7Ftm0nnbifpwKuqUGb6h4UtOiqh+GV7hQd3+aIM+4PrVBe8G3x+YPzneQccYI\/nXQ6UHMrvRbxENauAA8KsRHeQOKjtpLiqw2uFIOShKksciY\/T3rqtKDk7Kx8khR7EAnmQJ+R7fevQW3gEtg4H5gOTMz9Zrp7WVOSoJ9wKfAT\/CPsKDnDI\/lIZSAROR8iRiD9akXLgELtySODwGxuP9dq3w0yf4F+wp8BP8K\/YUHN1v20BR2mGhgCCc5+ZAHM+hr3XVpuld7FTt8onmcZI7CeeI9q3f\/R1md3wrc+uxZ+8V+toLRz8NJ5naJkcGgxmquq6FCHG5ykqqyWzPfg5GfWqe74XtXJTfcVVIB2lVLYB27oOOK6W2gtEEG2kEyfKOTMn50Tp9oCBbQCZjaOYiftQc90XRNHYIi2gOWkjeRBAgsZMz7dqukvptBWCODBA+oETWl\/6Lseb+yTzGW8oyff1r7Xp9kcW0GZwo5oMx+9rA\/MJ+3MensK\/XvruJ2427vwgLkmTjuTmtSdHbPKKfmBXxc6fabm2v2j+FBlb91WXsmZ\/rHzwaj39FYePiW0YjuwnHNapuh2Dyp+W5o\/jX1Z6NYXhP+Ilv\/ETQc46h01Fct8QW7Z4AQuoJxGDie2K9OidCTTKi2yzAgu77ecDbukiD6D2roz9LsnlF+mP4V+p020BAQR75\/jQZPT6XYIUiZ3ZwDJmMZqyXpzsoIGcGD2+vetIqAcACvugqdP03O5oHtz9\/Q1aKIxX1SgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSgUpSg\/\/2Q==\" alt=\"2. Ley de Faraday-Henry-Lenz - F\u00edsica 2\u00ba Bach.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Charla de Faraday\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Ley de Faraday-Henry-Lenz<\/p>\n<p style=\"text-align: justify;\">Sin embargo, para desarrollar una teor\u00eda consistente del electromagnetismo se necesitaba un cient\u00edfico distinto: Faraday era h\u00e1bil experimentador con enorme intuici\u00f3n, pero no sab\u00eda expresar matem\u00e1ticamente lo que descubr\u00eda, y se limitaba a contarlo. No hubo que esperar mucho, ni salir de Gran Breta\u00f1a para que un cient\u00edfico adecuado, un escoc\u00e9s de nombre James Clerk Maxwell (1.831 &#8211; 1.879), hiciera acto de presencia.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 las leyes de Maxwell no se pueden aplicar en la empresa? -  elEconomista.es\" \/><\/p>\n<blockquote>\n<p align=\"justify\"><span style=\"color: #000000; font-family: verdana, sans-serif; font-size: x-small;\">&#8220;Maxwell ide\u00f3 las ecuaciones que llevan su nombre. \u00c9stas se definen como las relaciones fundamentales entre las perturbaciones el\u00e9ctricas y magn\u00e9ticas, que simult\u00e1neamente permiten describir la propagaci\u00f3n de las ondas electromagn\u00e9ticas, las cuales, de acuerdo con su teor\u00eda, tienen el mismo car\u00e1cter que las ondas lum\u00ednicas.<\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000; font-family: verdana, sans-serif; font-size: x-small;\">Las ecuaciones de Maxwell son un conjunto de varias ecuaciones que aparecieron de manera separada en el a\u00f1o 1861 en el ensayo Sobre las l\u00edneas de fuerza f\u00edsicas.<\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000; font-family: verdana, sans-serif; font-size: x-small;\">Aplicaci\u00f3n del modelo de v\u00f3rtices Cabe decir que originalmente Maxwell concibi\u00f3 diversas ecuaciones, pero no fue hasta el a\u00f1o 1884 cuando Oliver Heaviside, junto con Willard Gibbs, agrup\u00f3 esas ecuaciones (la mayor\u00eda de las cuales no eran originales sino recuperadas por Maxwell mediante el uso de su modelo de v\u00f3rtices de las l\u00edneas de fuerza de Faraday) y las reformul\u00f3 con la notaci\u00f3n vectorial actual.<\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000; font-family: verdana, sans-serif; font-size: x-small;\">As\u00ed, se pas\u00f3 de las ecuaciones de Maxwell a las que actualmente son conocidas como las \u00abecuaciones de Maxwell&#8221;<\/span><\/p>\n<p align=\"justify\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQuYel_77Rfg9X5W_vKI0uD44I_yBqHHSyuJQ&amp;usqp=CAU\" alt=\"Ecuaciones de Maxwell | Print, Movie posters\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Maxwell desarroll\u00f3 las matem\u00e1ticas para expresar una teor\u00eda del magnetismo-electricidad (o al rev\u00e9s) que sent\u00f3 las bases f\u00edsicas de aquel fen\u00f3meno y contestaba a todas las preguntas de los dos aspectos de aquella misma cosa, el electromagnetismo. En sus ecuaciones vectoriales estaban todos los experimentos de Faraday, que le escribi\u00f3 una carta pidi\u00e9ndole que le explicara, con palabras sencillas, aquellos n\u00fameros y letras que no pod\u00eda entender.<\/p>\n<p style=\"text-align: justify;\">Pero adem\u00e1s, Maxwell tambi\u00e9n contribuy\u00f3 a la f\u00edsica estad\u00edstica y fue el primer director del Laboratorio Cavendish, unido de manera indisoluble a la f\u00edsica de los siglos XIX y XX (y tambi\u00e9n al de biolog\u00eda molecular) con sede en Cambridge.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Campo electromagn\u00e9tico - EcuRed\" \/><img decoding=\"async\" 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\" alt=\"Ondas Electromagneticas Aprende Facil | AreaTecnologia.com\" \/><\/p>\n<p style=\"text-align: justify;\">Su conjunto de ecuaciones de, o en, derivadas parciales rigen el comportamiento de un medio (el campo electromagn\u00e9tico) que \u00e9l supuso &#8220;transportaba&#8221; las fuerzas el\u00e9ctricas y magn\u00e9ticas; ecuaciones que hoy se denominan &#8220;de Maxwell&#8221;. Con su teor\u00eda de campo electromagn\u00e9tico, o electrodin\u00e1mica, Maxwell logr\u00f3, adem\u00e1s, unir electricidad, magnetismo y \u00f3ptica. Las dos primeras, como manifestaciones de un mismo substrato f\u00edsico, electromagn\u00e9tico, que se comporta como una onda, y la luz, que es ella misma, una onda electromagn\u00e9tica, lo que, en su tiempo, result\u00f3 sorprendente.<\/p>\n<p style=\"text-align: justify;\">M\u00e1s de ciento treinta a\u00f1os despu\u00e9s, todav\u00eda se pod\u00eda o se puede apreciar la excitaci\u00f3n que sinti\u00f3 Maxwell cuando escribi\u00f3 en el art\u00edculo\u00a0<em>Sobre las l\u00edneas f\u00edsicas de la fuerza<\/em>, 1.861 &#8211; 62, en el que present\u00f3 esta idea: &#8220;Dif\u00edcilmente podemos evitar la inferencia de que la luz consiste de ondulaciones transversales del mismo medio que es la causa de los fen\u00f3menos el\u00e9ctricos y magn\u00e9ticos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La Royal Society: el club de los cient\u00edficos\" \/><img decoding=\"async\" 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\" alt=\"El ojo que todo lo ve: Royal Society\" \/><img decoding=\"async\" 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\" alt=\"Collections from the Royal Society - Servicio de Bibliotecas - UAB Barcelona\" \/><img decoding=\"async\" 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\" alt=\"La Royal Society: el club de los cient\u00edficos\" \/><\/p>\n<p style=\"text-align: justify;\">Todo aquello fue posible gracias a las bases sentadas por otros y a los trabajos de Faraday como experimentador infatigable, que publicaba sus resultados en art\u00edculos y los divulgaba en conferencias en la sede de la\u00a0<em>Royal<\/em><em>\u00a0Institution<\/em>\u00a0londinense. Todos estos art\u00edculos y conferencias fueron finalmente publicados en el libro que llamaron\u00a0<em>Philosophical transactions<\/em>\u00a0de la\u00a0<em>Royal<\/em><em>\u00a0Society<\/em>, y\u00a0<em>Experimental researches in chemistry and physics<\/em>\u00a0(Richard Taylor y William Francis, Londres, 1.859; dos grandes cient\u00edficos unidos por la historia de la ciencia que nos abrieron puertas cerradas que nos dejaron entrar al futuro).<\/p>\n<p style=\"text-align: justify;\">Repasando hechos pasados, no puedo dejar de pensar en nuestra presencia aqu\u00ed, y, me pregunto con frecuencia sobre la maravillosa secuencia de nuestra aparici\u00f3n en este planeta azul.<\/p>\n<p style=\"text-align: justify;\">Los \u00e1tomos y mol\u00e9culas de las que estamos formados, es probable que sean comunes a organismos de cualquier otro lugar del universo. Pero la manera espec\u00edfica en que estas mol\u00e9culas se juntan y las formas espec\u00edficas y fisiol\u00f3gicas de los organismos terrestres pueden ser sumamente diferentes de lo que es corriente en nuestro planeta, a consecuencia de sus diferentes historias evolutivas.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Una cuarta parte de las estrellas similares al Sol se comen sus propios  planetas, encuentra un nuevo estudio\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Y si una civilizaci\u00f3n alien\u00edgena estuviese estudiando nuestro planeta? |  Actualidad | Investigaci\u00f3n y Ciencia\" \/><\/p>\n<p style=\"text-align: justify;\">Cuando tratamos de considerar cu\u00e1les han de ser las estrellas a estudiar y examinar buscando posibles se\u00f1ales de radio dirigidas a nosotros desde planetas lejanos, generalmente se presta m\u00e1s atenci\u00f3n a estrellas semejantes a nuestro Sol, alegando, con raz\u00f3n, que la b\u00fasqueda e investigaci\u00f3n deben iniciarse con un tipo de estrella en la que sepamos con certeza que hay vida (la estrella que tiene un sistema planetario y que en uno de sus planetas ha surgido la vida, la \u00fanica conocida, es nuestro Sol). De esta manera, se buscan signos de vida inteligente en estrellas como (y parecidas a) la nuestra. El proyecto\u00a0<em>Ozma<\/em>\u00a0fue el primer intento para buscar se\u00f1ales de radio en las estrellas Tau Ceti y \u00c9<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>lon Eridani, ambas estrellas con masa, radio, edad y composici\u00f3n muy parecidas a las de nuestro Sol.<\/p>\n<p style=\"text-align: justify;\">Pero limitar la b\u00fasqueda a una exclusividad de este tipo de estrellas ser\u00eda un error. Hay estrellas con menos masa y luminosidad que la de nuestro Sol que tienen existencias m\u00e1s antiguas, y por tanto evolucionadas en un mayor grado. Estas estrellas diminutas o &#8220;enanas&#8221; K y M pueden tener miles de millones de a\u00f1os m\u00e1s que el Sol.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAoHCBYVFRgWFRUYGBgZGhgYGhoaHBwaHBoaHhoZGhoaGhwcJC4lHCErIRoaJjgmKy8xNTU1GiQ7QDs0Py40NTEBDAwMEA8QHhISHzQrISw0NDY0MTQxNDQ0NDQ\/NDQ0NDQ0NDY3NDQ0MTQ\/NDQ0MTQ0NDQ0NDQ\/NDQ0NDQ0NDQ0NP\/AABEIAKgBKwMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAAAwECBAUGB\/\/EADsQAAEDAQQGBwgBBAMBAQAAAAEAAhEhAxIxUQRBYXGBkQUiUpKh0fAGEzJCYrHB0rIUcuHxFYKiYyT\/xAAZAQEBAQEBAQAAAAAAAAAAAAAAAQIEAwX\/xAApEQACAgEDBAEEAgMAAAAAAAAAAQIRAxIhURMxQWEEInGBoRSRMlLB\/9oADAMBAAIRAxEAPwD5GgoQvQEx68VCmFCAEFAUuOQinM5oCEIQgBCFF4ZqAlCi8Mwi8M0BJQoLxmpVBLWyQKcaDiTgoCChATKAhWA8VUgQArERiMlICZZEEkED5nUGBukgbluii7pVITHWitZaO95cGC9daXmOyIkiYJxFMUdEFNUg1w81t0noe2s2uc9l1raEy36cK1+NoprKwQllJClxTG2fVLjm3xDp\/CrZ2ZcQ0CSSAN5KtEFoXStehLdhuuZW692Io1lXE1pQjnnRL0noi1s2ue9gDWmCbzTWYpB9SpQMSncoCa9oBI2rSQKsZOWVSBjvQGKzLQRiK\/7V7wzC0kQW5u+PUoATC1UIVoENGvJB4qx8FVADsvWtXbpBFBFM2tP3aqk0hClFM4Qgolc4CVEprLxoCeZ25bkPc4GC48yoarayhaRiqymG0d2ncyovntHmUJsVKCVcvd2jzQXu7R5lBSJsLcseHtiWmRNRO0HFdU+0+kQBeaIN4ENAIOyNsniuTfd2jzKi+7tHmVLFI6x9pLaADcMGR1YrdufKRg2Rxzqo0b2itmNa1pbDQ1okF1GgRQmNU0iq5d89o8yj3ju0eZSxSOno\/T9qz4bnxF2DsS8vib0xJNMidq5T3SSaVJNNu9WvntHmVZ1o4mSTXh4BLLpXIoFSFcWju0ealrz2jzKuoqiuSkoJTHPPaPMqC92Z5q6y6PZW9tHP1Cux5Jqfld\/EgeCi+7M81ewc4nE4O1x8rk1jR7Kl7QTdm6adaCYpO4zrC6rdL0On\/wCe0FIMWhr1YOvPrRwwXLLnZnmVLHO7To40TX6L0\/Z1\/wCr0WoNi8g49c1rIgFxiK6z8ZyBXK0ssLh7tpa26AZ1u+YjrOgHKVS+7M8yrttHdo806noqxe\/0TZTdO9v2etOhGza6bVjntgwGm6Q6RBnIVoqNtCWRPzN1x28StDNFe5l+9TeZUeeK7o9MfxJZG1HetzSdO0aHNNnbFsi6PeOhsYC7erWTqglJbp2jYe6tYJZPXLpaC28CA4VN2dhdsC5rnmcTzK0aHYm0ddvEcSjzJK2iQ+NKclFPdmJxFYwrG5aTaFjy6h+MQZiHBzCDBGpx1q+lMLHFt4mNcqLS0N41OJ17VVmTVpCXxnGTjJ7o6A9pLaQZYTQ1bhBka5x1E7capL+mrYiL0DGBStwsnaal0n5jKw3jmeasHHM81esuDPQ9\/oBVUInWm3jE3tkSZRfOZned8\/ha6\/ov8f3+hTRqmAqJ7xQO2xjVKK9YyUlaPGUXGVMFSFbfVVuqmBCChC5il2vINDxHJQ90mVVCFt1QFClQhARKFCjBKAoT7C7PXmNkY+SFFFELqWVtYN+SYGBmpwpJ2zGxJtNNbg1g8BO8AflShexiKJUvdJJz1DBVQ0SApCkf68vWShDRYjdrUICsFDREJ1g2v\/V38SlgJ1hr3OjunmhpIoupoPRxcC6KAVXKY6q9x7P2zPd9Zt6DLmTdvCKV1YLs+LGOlyatoTnog5JWzzFtZsvXCCCcCcCsOkWd0wu77S2tm8tFnYGzfPbLpFdRFMRyXL08glMtTxuTVNNfkYcjyRbl3XkzMd1Tvb9nq7LQgRJjKVVjuqaT1m04PWyzbZe7JM318+TS7o6sMHJupJbeXQaHZ2Za6+a6lka3rANzTtH0RzxIgNmJJgDaU7RdHaWlznQRqXm2lbu\/+HSscpqMdKVK77WvuZ9O0RzPiIrkl2jesd5VrR5caknfVWtj1nbz916RutzmyaHNuKpe9zZ0V0fZWs+80lljBiHNmasr8Q7R7uUkYAF6TQRavs2FmjaO8XA2TdvdQ1c6SIMg+OxcTT2OD3XmNYZEtZ8I6rfhihpBx1oecXuZi0qiuFBCGmFIHGfDD1qVSICAr2gwXRge7Rz54qlISCr1zUtGE+GP+1ZzmyYAiTE1MTSTrouk5TAghCFylBAU3d3MKbu7mELTKoU3d3MKS3dzCCmVUK13dzCLu7mFGKZAUou7uYRd3cwoy0wQpjdzCLu7mEFEIU3d3MKbm7mENBKGou7uYUhu7mEo0QrgoLN3MKLm7mEplILkyycSYkwA+NktdgEv3Z2cwnWVkZM06rtY7DlKYTFNK26NpzmYFZmWJ2cwrGy1yMcJ3V9ZLcJTg7ibTo12unzWK5rG55OdfFRbOmPhwApAFBGAVA0mn5CuTLOe0iuXguIgxm37PWuz0F9y+CIWRrZacPibrGT01to6Lt43cpHmvCUZeD1wzxpvWr22p+RthpL4uA0Ko+xcw9YEIsZaZBEjaE\/SLZzyL0HYIWdEk9lt5PVZIuH1Sepdl4ovpFqxzAGtgjEpduzrOjM\/fWk3d3MJ1o3rHeclpY2lSTJkzdR267eNhLmg4qwU3N3NVcPUhXRLgxqjyV1IcxWcwjGiGN9SE0S4GqPJVlFZhlOLaevX+1ZjIdLQDHyuqOOErswwcVb8nJmnbpdkVtmNEXCTSsgCDrAgmRtVLgVg6KFXur3SR4HGQEIXCUtLdvMeSmW5HmPJN0V7QethlJr1XAYZEg8Eq0NcZoK8FnzRqtrI6uR5jyUy3I8x5KiFaJZaW7eY8kS3I8x5KhQgsZLcjzHkpYWg1aTjr2RqCWpUKWgZHmPJTLcjzHkqEqCUsuwzq5Hn\/hTLdvMeSW1EpbGwwluR5jyQLuR5jyS5RKWy7DOrkeY8la+CAKwJjDXjWKpKkKamNh0tpjzHkmWD2g4HB2sdk7FmLuStZGvB\/wDFyapclpGj3jRnz\/wkueNvMeSoyJqYGuBPgrWdmXKpyeyLSfZBLcjzHkgRiL3MeSa\/RyPWGxUZZngUk5R7mtK4H2TRdND8TdYyfkFN1u3mPJWY3qn+5v2cq3V59SXJpQXBYERFYmcRiBA1bSpZAIImRUVwPJdnoToAW7C8vLawABNcyuXpNgWPLJmCRKxH5NycU913PR\/HpKTWzFAN28x5JtqRedQ4nWM9yVCe+z6x3lb60+SLFHgUI28x5Ic1u3n\/AITm6O503WudFTdaTAqZMYUB5FLjxy8sk60+R0o8FWtbt8EWk0bTqzEAazMzEnihXeJE5UP48uAXthyty0yfc88uJKNxQtr4xT7C0AM\/gHwNFmduVA6F23RynRtLIPG3NZ\/cP2KbC0har4WgecQhC4ChKChCAmDE6sFCEIAG3LxUIKbo72hwLhIyUBFnZOd8LSdwlaG6A\/XdG8z4Nlbf+RZEdbddEDcA6Aq\/8iwVBcCMOqP2W9MfLPJyn4Qux6KLnNZJvOMAQBJ2XiD4J2k9E+7fceHXhBIkmhw+Fh+6T\/yN0hzA4EGhBa0zwBStI6Sc8y4Xjm4ucfuB4Lyd6vGmvzZ6r\/He9V\/ihr7FrT8LaZOcfGVV1g0fI0DMlwHAl1VlOlv1GNwA8RVJLiampzNStOS8Iyoy8sZbhs9XDjE7JrG9LQrElxk8z62LDPRFZUwiFKhpBCmyx4P\/AIOUKbLH\/q\/+DkKyJXsfZfo5r2F1LxdcBPyiAZ2TPILxi7nQ3SxswWRea7Fu3CQujA0m7MyUnFqPc0+0ege5c0h7HzPwOnANo7LHwK5TmgGi1adbteZFBjGayOtJTNsqZvBGUYvUWbaANO9v2cpDs1RoF072\/Z62dFaKLS0axzroOtcUmoptnRBOTpBYaQ5g6j3NJxAoI3g+CtZ2LnHAk810+nejGWF244w6t07NfifFX6C6VZZXrzSZ1jFc7yXDXBX+jpWOpaZujlmyjUn2rDJmeOWpM0\/ShaPLw2ASd6i1BBrImSN0kfcFekW2k2ZaSex1NCbcYbmlhhtGtL23ZrhBNaiTB+y4uk6O1ji1rw8CIcBANAaTXZwXQ0fpG60NNnZPuzBcyTWcTr1cgsttaXnTdDZ1NEAU1DVmtWYS3MwZsUtstWo0PrxTy7dq1ZBS18CeW\/1VWGpySj3LKkm32MzrECm3ekOs4MiOQPgVrcUu6vs\/c+YIeS5xcQBMmAIAnIDAbEwAdoeKaLNXuBUHmkICFwAEJwY76O9Z\/kouu+jvWXmpf2KJQnXHfR3rLzRcd9HesvNNX2AlQn3Hf\/PvWXmpuu+jvWXmo\/wNhEKq0Frvo71l5qPdu+jvWXmoXYQAiFouO+jvWXmi476O9ZeagEQrgD1qwrt1hMuO+jvWXmi476O9ZeaUNhKkJ3u3Zs71l5o9276O9ZeaV9i2hR1V\/wAbNv8AlAGrXO9N9276O9ZeasLN\/wBG+9ZeaV7QtCKcN2zzVrHHg\/8Ai5M9276Odl5p1nYvGIZVroM2fZOFU\/KLaMcK7WJos3\/R3rPzTW2bj2O9Z+aV7RdSMzA5MAT3MfAEMpts676qH2b\/AKOdn5o4rlf2aU17IDYYc7zeUOhSx0EGY2jFDGPuu+DFvzWeT9qGNeadTvWfmpoXK\/svUXDLOti41JO9XY\/BU90\/6N02c5zuVnNdqud6z81OnHlFWf7jW2mpaLa0lziTJJMrE1j\/AKO9Z+a12jH3jF3E\/MxOkv8AZG1nXDGsPgpeCCQ4EEajQ8Us34A6neZjzUOvgXjdOcFjorFY9VCLCm6Ul\/Zf5EeGWDk1zZoI6szXdOOOoUWdtqRWRyCGvXVh+O4S1M8suZSVIHOqrsKqDs2qwd69b11nOWBV4S70YeMFF5AecQhQuAGnQtGvuujEkAVgfC9xmh7OSXb2d0xUUBrUg6xIVGPIw9R6KC8kydnhgs09V+ClUIUtBJoJKpCFI2+C0M0F5xbd\/uIHgap7Ojs38gT94SmRyiu7MAUtaJxA21\/2uozo9gxvHiB4AU5pjNHYKhg3wXD\/ANEhRoa14OOQmMsXnBjjuBK9h7PdAv0mbjmta3Egtif+qj2i6GfopBtHXmuwcAXfeFyv5WLqdK\/q4N6ZadVbHlRob+zGUwJ4OxVh0e\/GWjH5gftOa0f1rPqj+0fsn2Dr1YcBm5oDed6vAFeu5i2Ym6Ae23k79Vb+gzeOAP5hbJQ5sfdZbZLZlboYAPXNRB6u0HPMBQdAyeOIP4la5y5K00NJGpxpGNJmNazbNWzA7QnfLB2A14B0E7glWArwd\/ErY\/SmtwN47MBvOvhzWRj5cTrIfzumfzzWtzSKALVY2Msc4FoDbsgkAmTHVGvasoXb6I6L94xzzMAwBmYk8BIWo45TdIOSirZzMElxlbek7IsdXCeS5r0licQpKStGhr+qd7R4PCqRFVVjuqf7m\/Z6q95JqZ\/xRYopYvp6wUB9V1uh\/Z3SNJBNkyQ3EkgAbJJiVi07QX2Lyy0bdc0mhz9QsLJBycU1a8eRTqyGvha70udWKnFcx7\/sBygStDrQhx3n7quNg23ldj4NcDQ7vVeC09HWIDSbXR7V4LQWFt4ASHgGmIJLI3a8DjcwtMOBBGIII8CvOmtwKcwg3TqOOrfu1oa5NthLQ7Lqnd8p8I4BKAX2sOTXBMw1RdhTQ1IanNeF6guGq8KgepvIDzigqVC+eAW3R+j3OqeqNuJ3D\/QWRjoIOMVg4HeuxZ9IsOJIOuRPiMeS3FRb3MZHJL6UWstAY3UXf3Gm+B9iTxT7kUFBkKDiAlDTWH52\/wDr9VB0pnbb4+S9fpXY5Wssu9jIQUh2ls7Y5O\/VQdMZ2xwDvJYlJFjCfAy2Y4\/C+6P7ZPOftCyv0In4nk8J+5V3aezM8G+ZVD0i3UHHk3zXk6OiOpeD1\/sT0yzRGuY+S1xmYAg8zKZ7YdOs0kBjWy0VrP4heKf0jqDBvcSf4wlP09+oNHCf5SuB\/CxdbrVueyyT06fB0GgD4Q0bgJ54+Ku6dcjWSTAOVSuQdKefnMZAwOQol7fFdVGNPJ1n27AKubOQk\/xBHikO0xgwDjyb5\/hYDs9evwoU0oulGt2nO1Bo4T\/KfCEm0tHO+Ik5SSd8JYCmUo0iQrWOPB38SqJrHmg1APig1tM118VClV6X2e6TY1jrN5DTN5pOFQJFdo8V5oOgEQKxXWKzRUBXpiyODszKKkqZ3faLTHWj7z3hzs4A1k6tpK4loa764zTaq3irNamSersSMdKokfCf7m\/Z6gHBXYOq7+5n2eqtJFQYOYovI0e\/9jva2y0eydZWoMBxcHMGM0NDGxee9remRpVtfa263ATjAEVXFYyarRZNZDrwM3TdiPi1TsXJH42OGV5Ut2ejm3HT4Mjpx2DCBhTVuT3WZLjvKGMkTwW1jGh\/WmL1YxiaxtXRKVIwdTQ7TqNH9Y9hDYLLjnAAUAF2hoBjmMlj0j4zLy\/DrkEF1BqNdnBLfE0mKxOMSYnbEYKWAyIxkRvnwXk22gTauusw+Og3Agk8wBzyWMlX0i1vOoZAoNw18TJ4pTl9j48OnjS892ZbsteU3kolEY1w1VruXtqMjg9Wv7AsknVNKnYJifEDij3m7kFNRTnoQhcQGgM7T+639kQztP7jf3SkKV7A2Gdp\/cb+6IZ2n9xv7pQQSlewNus7T+4390AM7T+4390pCV7A51yT1ncGNjh1kQztP7rf3SVCmn2Wx8M7T+4390G52n91v7pMoTSLHdTtP7rf3V5Z2n6vlFTwdtOKzITSLHi5m\/uN\/dAudp\/db+6TCghNKFjupm\/ut\/ZT1O0\/ut\/dJQmhCx4LO0\/ut\/ZMsiyaF5o4fA3snDrLGVazdB4O\/iR91NCFjg5mb+639kSztP7rf3WcKVVBCzQAzN\/db+6mWZv7rf2SApJ5rXSiLNNm9gaSC+bzK3WyKPw6ypeZm\/ut\/ZKvC6RtaeADvMKoKdKIs3WVoyMX6vlb+yZeZm\/ut\/bcsTUPeQr0IC2bg9mb+639k+1ey8avxPyt\/Zctj5Wt77ziZnKTqGGOwKr48GLZqbaszf3W\/srut2gENvXiIkgCAcTQnVTisAV2OjET6oVuPxsaadDUywKkxXPPnP45IiNYNJpq2b1Qnb6r64rpshR9Et7oV3FKtMF5yYBh27I9ble4FnE18eFUXyomBCEIXMAQhCAGiaIKEIAKhCEBKhCEBJQhCAJUIQgJCEIQBKkFCEBEoJQhAWIqhCFpAkKEIWilgwkgAGcgDJ14blAQhEBgKq8oQtELMT7ONcxXDdTHbCELUQywVpUoWgQxwkTMa4qeCJUoVBQlLeUIWWBbm0VJCELDB\/\/Z\" alt=\"Las estrellas tipo K son la clave para encontrar vida extraterrestre\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas tipo K pueden ser la clave para hallar vida extraterrestre<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/axxon.com.ar\/not\/154\/c-1540086.jpg\" alt=\"Las estrellas enanas M y la vida en el universo - Axx\u00f3n\" \/><\/p>\n<p style=\"text-align: justify;\">Las estrellas enanas M son buenas candidatas para hallar vida en sus sistemas<\/p>\n<p style=\"text-align: justify;\">Si suponemos que cuanto m\u00e1s larga sea la vida de un planeta, m\u00e1s inteligentes ser\u00e1n (por evoluci\u00f3n) los organismos que en \u00e9l se han desarrollado, entonces debemos dirigir nuestra atenci\u00f3n a las estrellas no s\u00f3lo G, sino tambi\u00e9n a las K y M, evitando el impulso eg\u00f3latra de que la \u00fanica vida existente en el universo, por fuerza, ser\u00e1 como la nuestra. \u00a1Un error enorme!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Ciencia Masticada: CLASIFICACI\u00d3N ESPECTRAL CL\u00c1SICA\" \/><\/p>\n<p style=\"text-align: justify;\">Es verdad que este tipo de estrellas con planetas a su alrededor, podr\u00eda objetarse que son mundos m\u00e1s fr\u00edos que la Tierra, y que la vida en ellos es menos probable. Claro que este diagn\u00f3stico parte de un error muy com\u00fan en nosotros; pensamos en un tipo de vida similar o muy parecido al nuestro, y adem\u00e1s, al ser las estrellas m\u00e1s peque\u00f1as, generan una fuerza de gravedad menor y los planetas est\u00e1n mucho m\u00e1s cerca del Sol que los de nuestro sistemas solar, con lo cual, puede que la cercan\u00eda equilibrase la balanza y no los haga tan fr\u00edos como creemos. En realidad, en el cosmos existen muchas m\u00e1s estrellas K y M que estrellas G.<\/p>\n<p style=\"text-align: justify;\">Carl Sagan, enamorado de todos estos problemas del universo, nunca descartaba nada. Dec\u00eda que la mayor parte de la vida surge en los planetas y all\u00ed reside. Sin embargo, se preguntaba:<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Los 5 sistemas planetarios m\u00e1s cercanos a la Tierra - VIX\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Estos son los organismos de la Tierra que pondr\u00edan contaminar en Marte\" \/><\/p>\n<\/blockquote>\n<blockquote>\n<p style=\"text-align: justify;\">&#8220;\u00bfAcaso pudieran existir organismos que habitan en las profundidades del espacio interestelar, superficies o interiores de estrellas, o incluso otros objetos c\u00f3smicos incluso m\u00e1s ex\u00f3ticos?&#8221;<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Es tan dif\u00edcil responder a esa pregunta como a tantas otras que, con nuestra actual ignorancia, es imposible dar respuesta. Si evolucionamos hasta seres de pura energ\u00eda, podr\u00edamos estar en cualquier parte del universo.<\/p>\n<p style=\"text-align: justify;\">Los seres vivos tal y como los conocemos, necesitan de la materia para reproducirse y, por l\u00f3gica, se deben asentar en aquellos lugares que, estando presente la energ\u00eda, puedan reproducirse en un tiempo prudencial y adecuado a la especie de que se trate, y acorde con la complejidad del individuo que est\u00e1 surgiendo a la vida.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Diez \u00faltimas teor\u00edas cient\u00edficas sobre extraterrestres\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQjmguQnfahH4W0SE7I-oCRHk1C37TVaHbBjQ&amp;usqp=CAU\" alt=\"8 pel\u00edculas de extraterrestres que debes ver aunque no creas en ellos\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En tan inmenso Universo cualquier cosa que podamos imaginar podr\u00eda ser posible<\/p>\n<p style=\"text-align: justify;\">Claro que no podr\u00edamos negar y s\u00ed imaginar organismo desarroll\u00e1ndose en planetas con atm\u00f3sferas que lentamente vayan alej\u00e1ndose en el espacio, permitiendo que los organismos se adapten gradualmente a unas condiciones cada vez m\u00e1s duras, hasta llegar a la adaptaci\u00f3n total de un medio interestelar. Seres as\u00ed podr\u00edan vivir casi en cualquier parte del universo.<\/p>\n<p style=\"text-align: justify;\">Lo m\u00e1s probable, sin descartar nada, ser\u00e1 una especie diferente de organismo interestelar mucho m\u00e1s posible: seres inteligentes de planetas parecidos al nuestro, pero que han trasladado su campo de actividad al volumen mucho m\u00e1s vasto del espacio interestelar.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"6 nuevos conceptos tecnol\u00f3gicos que necesitas saber para comprender el  futuro - BBC News Mundo\" \/><img decoding=\"async\" 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\" alt=\"Imponderables tecnol\u00f3gicos: riesgo existencial y una humanidad en  transformaci\u00f3n | OpenMind\" \/><\/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 La convivencia entre seres humanos y artificiales ser\u00e1 inevitable<\/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 \u00a0Ellos jugar\u00e1n un gran papel en nuestro futuro Espacial<\/p>\n<p style=\"text-align: justify;\">Los seres, en nuestro lejano futuro tecnol\u00f3gico, deber\u00e1n poseer capacidades que hoy en d\u00eda ni siquiera podemos imaginar. Es verdad que el hombre moderno (nosotros), es casi id\u00e9ntico al hombre de hace 50.000 a\u00f1os. Sin embargo, cuando pasen algunos millones de a\u00f1os, todo ser\u00e1 distinto. Aparecer\u00e1n nuevas formas humanas evolucionadas por peque\u00f1as y paulatinas mutaciones encaminadas a sobrevivir en otros medios.<\/p>\n<p style=\"text-align: justify;\">No puedo dudar de que tales sociedades futuras deber\u00e1n dominar la materia y la energ\u00eda de las estrellas y de las galaxias, y tendr\u00e1n la sabidur\u00eda suficiente para explotar la radiaci\u00f3n y la energ\u00eda de los <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a> para ponerla a su servicio.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Descubren el \u00abantepasado perdido\u00bb del primer animal que camin\u00f3 sobre la  tierra\" \/><\/p>\n<p style=\"text-align: justify;\">Descubren el antepasado perdido del primer animal que camin\u00f3<\/p>\n<p style=\"text-align: justify;\">Pensemos en el largo viaje que unos organismos hicieron para evolucionar del mar a la tierra firme. Ahora esos organismos que tienen su origen en las profundidades marinas, s\u00f3lo se sientes &#8220;en casa&#8221; en la tierra, su nuevo medio conquistado a trav\u00e9s de mil peripecias y peligros. De la misma manera, en el futuro, dejaremos la tierra firme para habitar en enormes ciudades volantes por las profundidades del universo, e innumerables mundos ser\u00e1n poblados con sociedades nuevas que llenar\u00e1n de ruidos el ahora silencioso universo.<\/p>\n<p style=\"text-align: justify;\">\u00a1Qui\u00e9n sabe!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/cdn.computerhoy.com\/sites\/navi.axelspringer.es\/public\/styles\/480\/public\/media\/image\/2016\/04\/159929-planeta-tres-soles.jpg?itok=VAKTr0wG\" alt=\"Encuentran un planeta con tres soles | Life - ComputerHoy.com\" \/><\/p>\n<p style=\"text-align: justify;\">El tercero, escondido tras la monta\u00f1a trata de salir.\u00a0 ?C\u00f3mo ser\u00eda vivir aqu\u00ed?<\/p>\n<p style=\"text-align: justify;\">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 style=\"text-align: justify;\">Tambi\u00e9n, qui\u00e9n sabe, pueden existir lugares fuera de nuestro universo (algunos cient\u00edficos as\u00ed lo creen).<\/p>\n<p style=\"text-align: justify;\">Para nosotros, insignificantes criaturas de una grandeza enorme, el universo resulta pavoroso. Pero tambi\u00e9n fascinante y maravilloso. \u00a1Qu\u00e9 paradoja!<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/supercurioso.com\/wp-content\/uploads\/2017\/02\/Diseno-sin-titulo-28.jpg\" alt=\"13 Misterios del Universo | Los datos m\u00e1s asombrosos y perturbadores\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00bfC\u00f3mo puede algo dar miedo y placer o fascinaci\u00f3n al mismo tiempo?<\/p>\n<p style=\"text-align: justify;\">Pues as\u00ed es. Nos produce miedo su enormidad y nuestra ignorancia. Nos produce placer lo que vamos descubriendo y fascinaci\u00f3n los misterios que encierra y a los que nuestra curiosidad y osad\u00eda no resiste la necesidad de desvelar.<\/p>\n<p style=\"text-align: justify;\">No parece que nuestra evoluci\u00f3n sea debida a senderos evolutivos predeterminados que conduc\u00edan infaliblemente, desde formas simples, a lo que somos, al hombre; m\u00e1s bien, la evoluci\u00f3n procede de un modo convulsivo, sin un plan determinado, y la mayor parte de formas de vida conducen a callejones sin salida en la evoluci\u00f3n. As\u00ed se han extinguido tantas, y continuar\u00e1n extingui\u00e9ndose. Esperemos que no estemos en la lista.<\/p>\n<p style=\"text-align: justify;\">En realidad, somos el producto de una larga serie de accidentes biol\u00f3gicos. En la perspectiva c\u00f3smica no tememos razones de pero para pensar que seamos los primeros, que seremos los \u00faltimos o los mejores.<\/p>\n<p style=\"text-align: justify;\">Sin embargo, esa seria de accidentes biol\u00f3gicos, \u00bffueron fortuitos? Ya me gustar\u00eda poder responder a esta pregunta.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Sab\u00edas que tienes a tu disposici\u00f3n la misma inteligencia infinita que gui\u00f3  a muchos genios? | Revista Enfoque\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRU9pPbOS8nbNLs7Wyyhkk2Ucybpxbnx8ee37coqWIlvGkOGNw1OE3kqKLfm7i4ueORIC8&amp;usqp=CAU\" alt=\"Brisa de Paz SHANTI NARAYANAYA Sam'gacchadvam' sam'vomanasi' ja'nata'n:  INTELIGENCIA INFINITA\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 En realidad estamos conectados con el Universo del que formamos parte<\/p>\n<p style=\"text-align: justify;\">A lo que s\u00ed puedo responder es al hecho innegable de que, en lo m\u00e1s profundo de nuestro ser habita un ente superior, algo grande capaz de lo m\u00e1s sublime. \u00bfPuede algo as\u00ed surgir de la nada?<\/p>\n<p style=\"text-align: justify;\">Me gustar\u00eda estar en ese tiempo futuro en el que la ciencia es tan avanzada que tiene como reliquias antiguas teor\u00edas como la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a>, la mec\u00e1nica cu\u00e1ntica y la <a href=\"#\" onclick=\"referencia('supercuerdas teoria',event); return false;\">teor\u00eda de supercuerdas<\/a>. \u00bfQu\u00e9 maravillas no tendr\u00e1n entonces?<\/p>\n<p style=\"text-align: justify;\"><em>emilio silvera<\/em><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F09%2F11%2F%25c2%25bfhasta-donde-podremos-llegar-3%2F&amp;title=%C2%BFHasta+donde+podremos+llegar%3F' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  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De \u00e9l es, precisamente, el concepto de\u00a0campo\u00a0que tanto juego ha dado a la f\u00edsica. \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Charla de Faraday\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27133"}],"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=27133"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27133\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27133"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27133"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27133"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}