{"id":2226,"date":"2020-07-28T07:52:11","date_gmt":"2020-07-28T06:52:11","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2226"},"modified":"2020-07-28T06:53:21","modified_gmt":"2020-07-28T05:53:21","slug":"la-mente-y-el-universo-%c2%bfestaran-conexionados","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/07\/28\/la-mente-y-el-universo-%c2%bfestaran-conexionados\/","title":{"rendered":"La Mente y el Universo \u00bfEstar\u00e1n conexionados?"},"content":{"rendered":"<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"News Grupo de Cosmolog\u00eda Observacional e Instrumentaci\u00f3n\" \/><img decoding=\"async\" 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\" alt=\"Nuevos c\u00e1lculos aumentan dudas sobre el modelo est\u00e1ndar del Universo\" \/><img decoding=\"async\" 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h7XOyzlJDTmy2BDyWoHXP8AHPPdNj7\/AKquW9FaqsG5hR1MOQbyeouD5FKp+lBzU2VTlqEtSxSsQhhWCxAWKbFIS1JrVNlUlGjOuiWFQYUEOaQ0EgggESDBmCNx0UuLwzgS51MtBJPhLWiToBEAdFp0OM1aYilFP\/iACfM6lXuH9rsSx0uqFw3BMg9DK2k4Z3y\/HLuEbKOF6UzheE4mw\/CazDYqJGXu0qh2a9os0n+pum4K8+xuDfSqOp1Glr2Etc06gjUKeucEuqwUhi0TpeY13iNtEOVGwXUYpNQmUnFATCaU6X+0lN0LQoY02DpIG07eSzgVPTZNhEwTcgWAnc9NE5bBZK6rAYwU6Ls1IllTwOOZrTlIzAOjvRyBsVj5fxAgNmwJE+yp0sY8QMxIaZDSZaOcA2Cnq44vMuAJ9vpb5LTy2e2fjZfTVwVAEODqgYRcBws7yOx0tH0UYxY0yg9RYqlTqNOpidjdHlHOU79CfaUVNwIV3D40FuSoCQNCNR0jkqLiyLBwt\/UDfnEW8lGHxus7zjXntsYekCe573n2VviVF897K4uubtLr66Sb\/ksXDYwt221AAPvGqstrudeJjciPchT4tZ8nr2mwrXXHxHM\/tEkGddLCF1PAjDmUxUa1xBl2YNMGSWvJmxPsCuPGffK0HckfkZ\/7UIxL+ceWsKbxWnHzTl7HwLCNoUn3p96HOl28i4dYW2vso8TxnCgBzok2LnEEwND3bQdfVeS\/zjsuXMbqzhHs8JlzjzPdHUpeNP8AycO5rdpKPxw4FzmZgZEEgblrT0WZjceKlapWcO44kNbMOjnvAOsbmVzOJqhr7Q4iOcDolj8W97y6GtzR3W2aBpDRNgr44yse\/k2JKzxmcGmGm0C1iZynmLD2QNZ17o567aI8HlkZnDUZheTe4EDWJ6Krim0w10O8TjA3ABm\/I6cwt7PTnl9tbhuNcKf\/AIwO6ZIja8+kFb+M7Kvq5X04BiWtdcGfEAL+2+y5bsc9orj4ri2nlcXEXJAF7Tfb5r0\/tDiGtwrQwkg3aQ6COojnNxuuH5OupXofH43nHiXGsIaby0giDEHbYj0MhZ9LFOaIBMf8nD5Arf7TYio5zzVOZ+ac3MGTbYi8rmCtpa5LPb1LE\/w0oPn4GJg\/0uv8wsDiH8NsZTksa2oP7SJ9lrYXiD2jxWWxhOOPHhqHy\/Zb2I+nlWN4RWpGKlJ7fMFUSxe6jtESIq02vHofqq7+EcOxOtMMP9tvkl4xXlXiLWLXZwp0SII5r0PFfwzplwdQqixBhypYnsRVp3yvA\/t7w9EvGDycO\/hrvT1Kr1sKG\/f6LqcRw5rLOc8\/4lZeJoNGjHHqYASvNOVn8OxLqdRrmEt03911X8TcOyrSw2OZq9vwqh\/qLGyx56kZx\/iFyOIPr0Gnqd10nEXH\/SWF+r8Q3KP7W06kkdLhPmevaevuY4umxPMI2GCk9s3UlUL0zURCJqkxNUjKRN4MDX9SgoxN9Pay1W1y3OBnawtGdoMSbFsjcZoIVT\/ZM0omNlG8iBaIkee91CHJiVKGlGyUWGrKVtEl3dBJ2AEn2Rn8IqeI+xqjZVna3kovg9fRA4RZP2S2MVsLDokK\/wCW31VIOUiNPF9uLGXKWgm0G4gCZEaGZ1N7BSUdgRGa4JBjz001WZKN1d7okkwIEmYFzA5C5S8hlbtNtBrcz3hxEEsbIJnSHwR58o3WZ8YST1VVgc4gBpJMARudgnqMLZnUGIRbpzmxosx0Czb\/ANRufmg\/mZJJm9z67rO+MlTM7p7SxbOJ1F7\/AHZG6oHMtMj5z+6oOBiVcwTRkMg5iRBBtlghwjzi\/miUZBsGXK5xEzI\/dbGN4k4NyF4O8AyAbaFY+MxEuB2FlUxNSyXhL7XPksmLWKeKrHOLgC2LE9507tG8b+axHGOSlLt1DUN5iNFNJ3REeG\/y+qQubyFgirEAGdIifv8A6VmjWMTmv5j80eS8bABBGpHQ3jzm6JuJIgzF95mPUKrRxziIgOA9CPYXWjhZdciWjSecbBOfIPFtcJ4m8jMHNgbF0E+S7TheOc9sgiPXVcNhMXhwBmpgnqCz67+60cIwzlbUIab5Z566bpXrSx1uMo4Z7Zq5RNpFr+evuuT4t\/D6hWvRrAE7Ez802MwZpgFjjUb1dN4nTUHoqmGru2lus8vXqr56z9T1zP45vinYHEUjJbnaN23+QWF2kxDjkpQQ2mCAP7jGY\/ICei9YZxt1KATmBgg66o64wmKEVaTTP4hYrTy37T7jwYsSAXqvFv4ZsfLsNUH\/ABd+q4fi3ZbE4c\/+SmY5i4U+Mv0flP1hFqAhWcqjc1TeLBKhUjahQEqSnUgGwMiLgH1E6Hqph2ANWLKMuSqBRlTbTkTUqpBlaFJ7j3gY6gwVkypqdSE+aOo0Ga6qQ0p6lURiAk7EkbqvJMnt2PZrsqKzga9anRp7kkOd5Bo\/NdDx3hvDMO2GOdWI1LnAAnkA0T8l5d\/OOP4igdiCdysbz1f1rLzPxrY+s1x7ga0dP3KqtEaEfJUBVUlMEzF\/3MBXPSK0KRAvmIPQmyaq8GwPyv7qkDBvsb+iNlS8xKrU1L8DyPkp8PREbc7qtUqosPXGh1VTNK7i2WDQxK3+y2CpVc7XPLS1pcGgNJfY91uaxdeQN9rgTy1RxQMxRG+tv0R16okWK8AuF4kxzid1UfUTGuTJJkzvumxFMCCDMgHQiDuLi8FE+hUDnFRFxROUcrOqjaZRaB4pHOL+t9E9OqJF7BVXEuMt30G8fohDso11+xos2jdwmIAsDaOd\/daVLH73jr5fuSuSpvjUn7+qtUXmdduvyhGm6duIAl1iPl5HmiocVpgDIHtMmZMtERBBAmLiy59jx\/UQfr+6ek+LTPLl5qonXZ4TtRAOdpc3S0DWb+et1qYfjuGe0hzX6evvP3C86FSecefzErQw2ILGuMAk7biN+qenHoNPG0DTPdlrrCQTPkNR5ocJhGvvTJZ0c4EHpGvzXKcO464Q1xhhuSdifoFfq8Qpty1A4XdE2MmNbfeqJ1gsldXh8DXIBYWzu2SN9pH1VsYus0ZatLM3fRwXH\/6kBZhLTBJJ3jcFTYPtPVbAL8wjcB31Wk6rOyNTiPZPBYq4HwXnlp7Lh+0H8PcTQlzR8RnNt12eH4ux3jOU7Fon3bZbuD4llkMqseN2k5T\/APVyvzsTj57xFBzTDgQeqYtEAReTebRaBEWi9+vS\/wBDcR7OYPHNlzWtfzbAN9+q877R\/wAMa9GXUT8VnTxD0RPDr\/p7Z9vNzTUbgtDE4V7CWuaWkbFUnsU9cYuXUOa0bfqhlE5qArLDOHInOUUpyUEMO5IgVECnzJhIpqWmsT1URAIlACnmJ3Vwub1TB1\/3VYlMHJaMW61xaOf5KK41QNdF1dsR96qpNTesRmrbdQl6T3IR1hMDBWxw7HUBh61Ko17qjoNIgwxrhchw3Bt6hYLyj\/D9OicpUFR6hlO8ndRws+quNulVBd3hJkgkkwOojcW39Odh1SiWloaA4fjvta7R3bxy6rEoPdP9QnS8SR9fK6tU64YBAl0yZi3ks5Wli3iu6BsCLyQRccwPNUxWg+X3N013kFs6DNJ7ubbXyQ1A1gjNJOpGkTYQeo1SoiYYn0R0q1\/FCzRVRtqndLTx0DMS0NtJMb7n75qQYsb6BYLasKeg8Gx3T3Q2f5zMCCJPhG0XmfPolRqjK6m50TYg3AOxWEHmxE21Im17SpjxAmIgG02180wvYXFFm8a3Wjg+JkmJ1WCKxcZJHttyW1wt1AXJM8tvOQJVeSfHW9hsDWczOJETYan0VjA40wQbnSdxubeipntMaGVpbnZHi08hyKpYzjNOq7O0ZHb9fynqrnVTeZjqsLj8sFr3AzfcDrrJ\/ZdVguNvH4gSI0vLecfeq82OKENcDAdPoRYj87bEaLUp4ksImLiQRyPJaSys\/cd5j+HYPHs\/8rAHxdzbEdV5x2n\/AIY1qMvof+VmtvFHluum4fjxsb7QYP7LtOCY9tRsZu+NjA9bI8rz\/wAOTfp8zYrCuaSHAg8iqb2L6W7R9kcNjJFVnw6h8LxAk+livI+1f8OcThZc0fEp\/wBTRMeY2RZOvpXlZ9uCLUBVipTI1URas7LFJeG0WvqNa94psMlzyCYDQXGw1JiB1IUIKEBKEgMOshzJiUOZFqYtUgliGZSQZBGo5dELa9hJnp01\/VM4yr9YX6Avn72U890Gbz0+iqh11I1173vJ6\/d1EOxLnROcJtdQ5v8Ar6\/kgJVeSfFO58n8kGaU1OIMz8vT8072203sZv5EI0fQHMQlqJp53Vmi5saE+35hLNO3EuA\/F\/x\/JZ7tD5fmEkljfpuuVPB\/mqY1SSU0GH6qWpqfNJJAE3f72KlGo\/ySSTJNwT\/c9D9FUqeIpJJ\/g\/VkaKyzxDyH5pJJhs43\/Y\/xCyMLomSTn2npsYfwf5f\/AJC2G\/7NLzq\/+xSSVxnWxhvCPRb\/AAfxM++aSS2\/+Uz7dvjP9kebfqrdT\/bd\/wASmSWH8a9fr5k7Yf8AyH+ZXPlJJb\/L\/wCk8f8AmI3JJJLEwKJySSV+hBMUjdUkk+SoXeIoikkkZ6eqBOkkIOjp6O\/9UTPCkkq5TSKNmiSSr9K\/T\/\/Z\" alt=\"El Cor\u00e1n y El Origen del Universo | Papel de pared de galaxias ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSRhKmA2t-yBB8OZKVwTAFY_A426CZkYT5NAA&amp;usqp=CAU\" alt=\"Planetas 5k Retina Ultra Fondo de pantalla HD | Fondo de ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La cosmolog\u00eda observacional se ocupa de las propiedades f\u00edsicas del Universo, como su composici\u00f3n f\u00edsica referida a la qu\u00edmica, la velocidad de expansi\u00f3n y su densidad, adem\u00e1s de la distribuci\u00f3n de Galaxias y c\u00famulos de galaxias.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El Peladillo Cu\u00e1ntico: Breve Gu\u00eda de Cosmolog\u00eda F\u00edsica moderna (I ...\" \/><img decoding=\"async\" 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\" alt=\"Astrof\u00edsica y F\u00edsica: \u00bfQu\u00e9 es la Cosmolog\u00eda?\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cosmolog\u00eda y vida cotidiana\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRy10iBXY0K7TAXF-iDZjhr9Dwa5prsdUbH1w&amp;usqp=CAU\" alt=\"Planetas Y Galaxia Cosmos Cosmolog\u00eda F\u00edsica Fondo De Pantalla De ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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alt=\"Relatividad general I: conceptos \u2013 S\u00f3lo es Ciencia\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La cosmolog\u00eda f\u00edsica intenta comprender estas propiedades aplicando las leyes conocidas de la f\u00edsica y de la astrof\u00edsica.\u00a0 La cosmolog\u00eda te\u00f3rica construye modelos que dan una descripci\u00f3n matem\u00e1tica de las propiedades observadas del Universo basadas en esta comprensi\u00f3n f\u00edsica.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cosmolog\u00eda, la ciencia que estudia TODO el Universo\" \/><img decoding=\"async\" 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\" alt=\"Untitled\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La cosmolog\u00eda tambi\u00e9n tiene aspectos filos\u00f3ficos, o incluso teol\u00f3gicos, en el sentido de que trata de comprender por qu\u00e9 el Universo tiene las propiedades observadas.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La cosmolog\u00eda te\u00f3rica se basa en la teor\u00eda de la <a href=\"#\" onclick=\"referencia('relatividad',event); return false;\">relatividad<\/a> general, la teor\u00eda de <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a> de la gravitaci\u00f3n.\u00a0 De todas las fuerzas de la naturaleza, la gravedad es la que tiene efectos m\u00e1s intensos a grandes escalas y domina el comportamiento del Universo en su conjunto.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Cien a\u00f1os de Relatividad General: Fundamentos y Cosmolog\u00eda ...\" \/><img decoding=\"async\" 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\" alt=\"Comprender la teor\u00eda de la relatividad es m\u00e1s f\u00e1cil con estas ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">El espacio-tiempo, la materia contenida en el Universo con la fuerza gravitatoria que genera y, nuestras mentes que tienen conocimientos de que todo esto sucede.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">De manera que, nuestro consciente (sentimos, pensamos, queremos obrar con conocimiento de lo que hacemos), es el elemento racional de nuestra personalidad humana que controla y reprime los impulsos del inconsciente, para desarrollar la capacidad de adaptaci\u00f3n al mundo exterior.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Al ser conscientes, entendemos y aplicamos nuestra raz\u00f3n natural para clasificar los conocimientos que adquirimos mediante la experiencia y el estudio que aplicamos a la realidad del mundo que nos rodea.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El observador y la realidad | Psyciencia\" \/><img decoding=\"async\" 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\" alt=\"Realidad \u2013 LO ESENCIAL ES INVISIBLE\" \/><img decoding=\"async\" src=\"https:\/\/www.iberdrola.com\/wcorp\/gc\/prod\/es_ES\/comunicacion\/realidad_virtual_mult_1_res\/vr_746x419.jpg\" alt=\"Realidad Virtual, la tecnolog\u00eda del futuro - Iberdrola\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">No todos ante la misma imagen vemos la misma cosa, unas veces debido a nuestra perspectiva y otras, debido a los conocimientos que podamos poseer y que nos aconsejan y se\u00f1alan lo que estamos viendo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Claro que, no todos podemos percibir la realidad de la misma manera, las posibilidades existentes de que el conocimiento de esa realidad responda \u00a0exactamente a lo que \u00e9sta es en s\u00ed, no parece f\u00e1cil.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Sebastian Londo\u00f1o Proyecto de Joyer\u00eda: EXPERIENCIAS SENSORIALES\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQXwwFf3EUGSLQFuXD7_LCeuFYg0k2h2bsSQw&amp;usqp=CAU\" alt=\"Cinco sentidos ilustraci\u00f3n del vector. Ilustraci\u00f3n de audiencia ...\" \/><img decoding=\"async\" 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HSOT4H8EX4iwNssReywcBf1XORPZw6apswnivIzlyG99Af3oCltUQZsh7n6q9GdEADiutfFG1zDYumgjNxfwyStY76EoDjVfKyWBkQaTK57fF7oszNmNtbCxNuuyLccn8jH\/SaT+8RoXiA\/2mm9Zv7NB5roKmNjpW1HMLWl3LdHGGODRctBaMzSbaEk\/FQ4\/O99K2SOQsa51ObZQS4SSx2uTta\/xRjFP9zJ\/43\/slA6z\/AJdF5CjPwEkJJ+QKB7wqCVmbmTGUG1vA1mW17+7vfT5KjgVY+ejp5pCC+SJj3ECwuRc2HRGIXJc4Qf8AyfSjtE1pHZzRlcD5gghBYoq1\/wBskhJGRsEUgFtcz5JWm57WY1E+H6uWf7WzOGGKpdDG4MDsrBFA\/Vp0cbvdv5dkBwqoa\/E6kAgllPTtdbo7PM6x87OHzRrgc2kr\/wCnP\/u9Mg8+zmmqDTRvNUS3mTlzDDH4vy8ma7xqLm507ow6tqJJMQhic0PhZFyLtBAe+Ev8X6QLrKv7Of8AgWeUlSD5EVMoIVjBP+PxD1pP7AoCeAYmKmninAtzGBxad2u2ew+bXBwPoqOCYjLUGqkaWiNsroae7bi8IySSOtYuBlzC19maboFV4g6hNdAz3pC2oowR4TJWP5JjFt7VHjPYTBEcVLsPw+KGnIDg6npmyPFw0yyNjMzx+dq4ut1JQSVGF4gGOkbXh0obcRmmiFM5wF7ED8qAdr8zS\/VFsAxL7TTQ1AaW86NkmU7tzNBI+CC13DkUcT5airrH5Gl7nuqpYh4QSTkhLGAeQCs+z03wyiPeni\/YHVAwLS2VpyAbikIcCEuMc6I2PuphrprbqhJGHhBFzg4KoYS05go3RGN36qIQuBCCxR1IcFJUU4cPNDnwlpzNV+kqQ5B5ppy05XK8QHBQTwBwUMEpacrkCBjMpgqnBptrcehROppmVkVxo9qo8dU552cbWGqF4VXlhuD\/AJoBNdRFjiHi2X7lfwfFHU7gQb9x3TXW0kdXFmbbNb+AUl1NK5jixwsQg6GHR1sXnb5FI2PYe+FxaRpfQ91vDMUdA4EHTr5porJ2VkPhtfTfp3Qc+gxIxuzNNiPwTrgmL\/a4zn06evmkXFMEljdYjQm1wNydExYdBynNDdA3620CC5iuFGM3tp3Qatj0sF0SinjnbZ1uxBStxVhfJ1adDsfwKBpy6q4BoqRJJVwGwQCcapWSNDXi4DmPAuR4mODmnTsQEKNO1z2vI8TCcpudMwsdOundGq126FM3QSVEYc0tOzgQfQixUFPRRlnJLQY8vLynUFgFrG+p0ViTZZRnVAQwXCWQ3LXzOuALSTyyhoHRoe4gKpXcNwF7ntMsZeS57YZ5omOcdS4sY4C56kDW6L07lqqCCjheDwwuzxMDSWhhIJ1Ac5+tzq7M9xLjqb6lH8Ioo4+YWNsZXmV+pOZ5a1hdqdNGNFhpohlO5GaRBBBwvA2YzMM8Zc\/muZFUTxwvkvcudCx4YbnfSx63uUYp6KNskkrW2fLkzm5Obltyt0JsLDsvUTlKgpVuEQyywzSMDpIC4xOu4ZC8AO0Bs7Yb3sQDup8Qoo5o3RSsa+N4s5rhcEKdYgB0nCdOxwcTPLlILGT1NRPGwtN2lscry24IBBIJFtCi1DRshjbFGMrGANa25NgNhc6lTLYKDd1ohYVolAIxmDM023QOiqy05H7\/AHplq3hBq6iDxcb90GTuDhZDoyWO8l4hkcx2VyIhgIQW6d4cFFPAQczVRZmjP6qKwTBwQeqSpvod1PNCHBUpoLeJu6npam+h3QAceorjxC4KR6qhdEbdDsV1urpg9pB6pDqIrSOp5N2+4e46FAGocQfC8OGxtcdE212Gx1UYe2wePn6FKFVTlj8p6nQ+SKYRiRhdvdp3QBK+kLCWkWI7qrRVT4pAWk+fYhdFxfDWVMedlr2+fkudVQyPLHaEGx6IOk0ccVXCBYfiD3SPj8joJHRvFiOvQjoR5LzguPOhdcHTqOiccR5GIU5adyLA9WlBzWj4qyP8LhfbfdGK3G+fHYmxSji\/Db6Z5DgLdD0IVT7aW6HUfX5oO5l1irY2VIN1VvogG4kQBqhTJmg7\/wAWv9yJYnHca9Df+PqhP2fUa6Em+3VpH7l44lsSJ4w6MKuFaOU7rMko0Gm9v6ub46LxTTtve\/39dlp9P1zG979N7ZfuXijp9r3vp20IId94Czqxs8sm9Hj5Z6hsYgxmS5GV2bxdsttLW8\/opKmtZ+kNL\/1bZvlcKBmHhwtc7SA7f9T3ivNRhQ18brHNppYZgA7p5BM8eP4RXxpiM5mE0FdEdnjQX67BFKPFIRlvI3xbb665fv0QNuHA38ThfNtb87Lf9n6olR4G0ttnd8h\/3BJ0HcfJTVj9Qujxf1Jgo62OQuax4cW7gdNSPiLgjTsroKE4VhQicXBzneEtaDazGlxeQLDXU7nsi1l7Um0xyjdzYkUi3Cdm1teQVsrbDFtausQbWnLFl0APGswF29FTw2vDx59QjVa0EJaraEtOePft3QXcQpw4eaGUlSWuyuUtHXZtDurM1GHDzQXWMDgqb4zGbjZQ0lSWHK74FFxZwQap5g4LxPB1G6rSRGM3G3ZXqeYOCDKWovod0vceYYXME8fvx723Lf8AJME0HUbqCapGXK7roUCNR1LalmVxtINlWq2FhsRqq+OUTqScSMvkJuPLuEZnc2pizN98DZAMw\/iEwutclh3HbzXvG6NlS3mxvbnudNr+SVcTzDM22uo80BiZLns2RzeuhIsO6AwIHtcQfREsNqJIXB0ZNuo3B9EVGBy8hr4ntqDbXMMrvQOG\/wAkqT4++NxY+Egt0tdB091C2uhtYX+oK5dxJw\/LBKWuHhB0d0IU9Bx5LC67G2HUFHpOOoKiPLLGLnQknbXcIHxz9VbB0VPqrXRAOxBoKGMjF+vzRGvQ+IqTWJ+tRe0bRL3JELdfmvNPCCdb\/NSyHRRwHxKaK9L7LdjNLCO7uv5x6rVTCBbV2nmfP9690y9VJTRXo9lu0VPENNT33Pe6K0tG227xpbRxG6GwhGqFNFej2W7XqSnDdQXH1cT1v1VpRRhTAqxER8ZmZn60susKwqo0tgryFtBtaJ0WArEATFqks16KOlqGvareKU4e0hKrWvp3d2H6ICOIUNjnbut4fW5tDupIKsPCrzURBzt3QEpaMPCqwSOjOV23QqfDq0O0OhVyopw8IPTbOCpywlhu3bsq4quScrzp0VmXEW23CC1BMCFSxpgyEjcaoVJWEOJadFahqea0goAL5G1EZhfv0Pn0SvRVb6eRzHbt0t3HRGMVpnRSX27IdjTOa0Sj32aOHcd0EtdHFVX5ekjReyWjBkcQ4WK94fi5ilz26a9iExVdA2qjEsVs+9r\/AMdUFLh\/GnQn9XqEX4jwyCriMjLCS2jh18ik2Vha4tdcELIcVkj2Oh3CADW0D2EtI2VHl6o1iNc6Q3A+Q+9CanONw4eoIQd9OpVy+iquOqtdEAytcqMW6u1wVKEIJpBoo6c6qWXZQwjVAapnLKoLVLsvVSUGqdyN0WyCwBGaHRAVhKmIUMalBQYtELZC1dBpaBWELAg2VolYsKAZW1IG6rvibI3VesYpM7SBuhmGVLmHI\/fugrvpHQuuPdRWllDgpZ5GkapcqMXZA4m+iA1VUlvE3QhLlfx5DEeW4+Payo4xx5FkIYbnsFzTBGfaKzNJ1df67IOwuo31LBIb23CXZ3vbJkLibG1gujUbwImgdrfRLtTg1i6UakklBew+nvGPRDBOYpNdrqbC67KcpU2NUmZuYboJq6lbPHcbpKqYHRvIPT6hGMMxMxusdkWxWgbMzO3dByfH6TIc7R4Dv5FeuHMadC6zdWncdvQphq6W12OGmxCUsSw8w6jVhOh7eTuyDoFVRR1TM4Hi6W9OqV6vBsps7Tv3VTAeIHU5HUEi48tAfRNdfIyobnjILi24\/EIF\/DAIJGva0HWxuPqugyUtPXRAWabjpoQdVzConeCQRsbW+5WsIxt8LwQbXOoKDqQj1Vl7NF6ZEpZhYIAVcqsKuVypxIJpBooI\/eU71DENUBilapahmi80KuSx3CClC2yMUSHBlkRpEBKJTqCJylQegVhC1e68l9t0GwVo6IfX4kGBJeMe0CON2TxOd2AsPmUHQH1LR1VSXFGDquQ4\/wAbT5bssz6n6pKq+JKh58Urz8bfcg77ifEsLGkl7dPNc3x3jyNzrR3NuqXKCrbJGQb3slqsis4oOg0PE00osD80vcR1chJu4lBMOrnRu0KI4lMXjMgE08tjqrQnMUjZW9FReVPE\/MMpQdk4a4obNCPF4h0TXhlY2QFvVfN9HXPhddpt3CbuGeMHtlbmvYmxQdGxuhMbsw2VrCK4PGVyJxyNqIr9wk2rJhkt2KC5j+G5TnbsocDxcsdkcdEdw6sbOzK5K+N4bynXGxQMOM4Y2Vudm+6SqqG12uFwdCDsUycO4xY5HahXOIcHD28xmhQcuruHH6vp\/GP+2ffH83uFSwzFZKZ5DmubfdpBbr10KauY6N1xoQmigqYapmSaNr\/5zQUHOcTxWORtxYP0vbqhTZ9finXiTguJhL422B6AkfilZ2GsHT6lB\/\/Z\" alt=\"Inteligencia intuitiva - Equipo Humano\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSXyvLeHghGTh-bi94FioG5xhlncrW29HfvNQ&amp;usqp=CAU\" alt=\"Pensamiento Administrativo: La inteligencia intuitiva permite ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Descartes, Leibniz, Locke, Berkeley, Hume (que influy\u00f3 decisivamente en Kant), entre otros, construyeron una base que tom\u00f3 fuerza en Kant, para quien el conocimiento arranca o nace de nuestras experiencias sensoriales, es decir, de los datos que nos suministra nuestros cinco sentidos, pero no todo en \u00e9l procede de esos datos.\u00a0 Hay en nosotros dos fuentes o potencias distintas que nos capacitan para conocer, y son la sensibilidad (los sentidos) y el entendimiento (inteligencia).\u00a0 Esta no puede elaborar ninguna idea sin los sentidos, pero \u00e9stos son in\u00fatiles sin el entendimiento.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"C\u00f3mo estimular la curiosidad de tus alumnos para mejorar su ...\" \/><img decoding=\"async\" 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\" alt=\"La curiosidad en los ni\u00f1os: Caracter\u00edsticas y m\u00faltiples beneficios\" \/><img decoding=\"async\" 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\" alt=\"Ni\u00f1os curiosos. La curiosidad de los ni\u00f1os\" \/><img decoding=\"async\" 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\" alt=\"La curiosidad en los ni\u00f1os: Caracter\u00edsticas y m\u00faltiples beneficios\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">A todo esto, para m\u00ed, el conocimiento est\u00e1 inducido por el inter\u00e9s.\u00a0 La falta y ausencia de inter\u00e9s aleja el conocimiento.\u00a0 El inter\u00e9s puede ser de distinta \u00edndole: cient\u00edfico, social, art\u00edstico, filos\u00f3fico, etc.\u00a0 (La gama es tan amplia que existen conocimientos de todas las posibles vertientes o direcciones, hasta tal punto es as\u00ed que, nunca nadie lo podr\u00e1 saber todo sobre todo). Cada uno de nosotros puede elegir sobre los conocimientos que prefiere adquirir y la elecci\u00f3n est\u00e1 adecuada a la conformaci\u00f3n individual de la sensibilidad e inteligencia de cada cual.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Tambi\u00e9n se da el caso de personas que pr\u00e1cticamente, por cuestiones gen\u00e9ticas o de otra \u00edndole, carecen de cualquier inter\u00e9s por el conocimiento del mundo que les rodea, sus atributos sensoriales y de inteligencia funcionan a tan bajo rendimiento que, sus comportamientos son casi-animales (en el sentido de la falta de racionalidad), son guiados por la costumbre y las necesidades primarias: comer, dormir&#8230;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Isaac Newton - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" 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w02JGsbqxocabbMbsJZzsZ3329V5nH6YD+8A5xhvjc93Y3PzWmv0592jdluBvzD4\/eYAIbeDeO8TtY2BvK2XFOFte9tSnDD+mNG2HdiNNFQ8N4400rxmFhrm2Prr6KwwXGJGUmdbyeWYEz5o1KPPKfSXH6mZ4G4bBnmqkq4449ryCNRI8tlUuC3xmo5c7u7LVGqx4DRDs0849EmQmcPVyUSRvfXndY81606PxZ3ayvEcIP8AOua2MhufCb+pX0Ds\/WA7pHT5LG8Ow5L3Pd+pxnwGwWlwNnmD+QFhb6dcnVWuPw7JhrQ2eQVPiuy5qPkk31AVrVEkG8fXb6J\/CYgll9fqgtstxDs\/Ta9rS0HLfz681Li9AGmGi0K2fVzVL6nnzSnG+G525RIkd6ZFjaB1+ySo+dNwNTFVvhURmvro2N3E8l9O7O9jcPhAHv79SLvO3\/SNvdD4T2ddTa1tJhaLd86k8zzWoqcObAFR7jzi3std31GPTKdpe0QaS2j+qIM6N69T0WDxdZziS4yVvO2\/AMNTp\/Gw735gRma9wcCHWlpgGQddV89eVtx4xy82dt18L5jKmHwoxBXS2VqxOsdIXKZuhsMBcpP7yAYel3pl4SrxdIOBOs0SJCcomyApN0wHWS7wlsZioGUa7phDiWOL+4P0j5lILoCmzkqkJHKuBFFlFyNBNpTtB8hV1NyPSqQVlli6MMl3w6tDgfL1V5iqcsOXofQFZSnVVzw7HE90lc2UdeOW2g4VijUpFutlm2cJeDmvmnWeqtOz1bLWezY6K8FJptb82KndnppZMu6y9LhBee\/m5H3BR\/8A4hgMFpcB0JK22C4cHRoFZUuBgC7wecBLyt+lPHH4w2C4ZqcpaBvvb+XkV3AUn\/FyZzdxk\/7RfTzhbjF4JlMTmn0Wd4Tkl75Bc4x4Dl9VpxS5VjzZYzHehX00tUYn3JeoxdWnAUbyVUMbFP4Z1Dsp8irfJdUfF8Plqzs8A+Ysfp6rHmnW3T+Nlq2HcHWGl7z4WhXeAdfxCzHDSQSOq0OAHejwXM7vi5Y+AQeSnhnSCPw3XHibbgeoXQ3K0nzQgviCBcm+3iNlU8X7RSwAWi3WxzNt6ofHcadflzWbxJc6Tl\/shUaKp\/iFDA1wqEjQCA23v4qrr9v67iYaANr39lnKYLnE5bCxOw5pscMbmgnqY5HZayT0xyups9U4k+uwOfMybft8R+bJFzU3U5C30S5XTjPGajhzyuV3S7hdEa1SyojWqkhkIQMEJl7bJZzdEA7NkNwUgbBceEgE4I2GNkEqVJ0ICjx2Kiw19lWrzjN14KtElCk0QvMaiimqJ4D05fZQq0yPBTyqY0g3QCak1yJiKd5GnsgkKbFS6MNdCNSxBBlIhymHqLi1x5FrSxxD8035q5wvHiP1FZPOvB6zvFK2nNY+i4PtU0WzesqxPaeBOYeG6+VMzEgNkk6AXJVxW4X8FrXVXEk6hpgN6E7qf8bfoX8qT3Gq7QdrR8ItB7x0A26lZ9nFjTLazdCMrgPkqXiFNoIcwQ0+Jv4lQw1SQ6md9PHZdHHxzCac3Ly3k7fSuF8YbUgOsT6FWzmL5dwyuS2N2\/Rbjsjxn47TTf8Arb8wqsZynnNSHHMLmp5hcs7w8P3D0v5K6q00MtUZTc0vHLV2znB+9f8ANFocDZwtpr4Kq4JQDalWnsHGPA6fJajDYUBwIXBZ29TfST9TzGnhujASOmo5dQvfAE7iD8tkw2nE8jy9+iaWdx9DvSWiFScWrhrHHyAHNavijMokXbvG3VYfiuObUqBsw1upFxP1EJSdr30VwdTIwAEXufHeRui6e\/JCpjM7ukFou4gy037o6T91JxXRxY\/XH+Rn\/rEXGUFwRXILyuiOVHMiMQ4RGIAhCC9qYQnjVAeo6KTlCiplIAkrzVyVIOTDIqS4vKiHpiyO031ChSbbn\/VGpMCpFqLmz0HgvBnJMBkrraMflky7Ca2bHVK18PluNFYGn6LwEW2Ro9qdyirLEYUG7fEgJJ1JRYqUJdCYZgahuGFFweFdmBymx5fdGhtecPaKbcrQASLk3PmUev8AxGFp\/seiDTpQQQQpPbBWiNs7UqG7Hag\/OUGlqPFWXHKQkPHgfoVVzeVC56OF+R5PO6a4VxT4NdtQaTcdNwq97pAPL2QZTo0+yYPitGuBkcJ5GxUsfXZTbme4AfM9AN18mweMgiTBGhT1XiFStWZ8RxcGCBJ0G6WhtqMFxmmHVKwBcHOkdBoAfQq+p9oQAJpmToARcrBYVsYcCDqyf\/0VaYivJp6fuPkc23j7Kf4cP0v\/ACM51tu8Nx2lb4gc0\/0nbpdW9GrTeJY8O9\/RfNTjCKtuXT\/aN+gTGHxYl79CDYix5\/8At8lOXBjfS8fycvqx7bcZFFuVhIe6wiIHMkb+CwmHqOd+ls+i0PGMB8cCpnlzWTlO\/OOR+ynwjhQEOsdwVzZ4+HVdnHyTPuKDh2Kc2uaIgftM6dZ81ZVbOIQHUGitWru0LjlBFyOfnCC7GSZjW665NYx5+V3nTDihVCg1MSdgl3VnFIHWlSzAKuAdzXHDmUBZ\/wCZbzUHYhvNVtuamx45IBsYkBRdi+iEavRRc9x0HyQHXV3HQKOd3NRyPOxUm4RxQFCvLy8qIzhZujUyNyvLycIf4oFzMLtPEDUTBC8vKkuurDUDX16qZqbAXPNdXkEixwDra+6njcCDT+O3YgPbymYcOYMG3TqvLyBQMLjssa2\/PurylXDotquryIK7VpxCkQuLyolXxOlLHDz9FQtuuryiqxTpiQQhBeXklOhP4UXe7k0+sW915eThVdggNpMj90+OQW+YTjh39P0ho5akfb5ry8qQmxkvJ209ypin\/Dg\/ucf+RA+i4vICeJOQudP6AAD0AzGypj2qPw8gb5z4keWll5eUZSX20wys3qka+KfVPeP7SYH50T9J4AIjReXkZeinsKpVdsEvlcV5eULTp4Vx3RDgeq8vJASngBumWYRo2C8vIAvwAvFoXl5AcDQuleXkB\/\/Z\" alt=\"C\u00f3mo Albert Einstein organizaba su tiempo (y por qu\u00e9 a veces se ...\" \/><img decoding=\"async\" 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alt=\"Riemann, Bernhard\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxIQEhAQExAQEhMVEBAQEBAPEA8PDw8PFREWFhURFRUYHSggGBolGxUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKBQUFDgUFDisZExkrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrKysrK\/\/AABEIAR4AsAMBIgACEQEDEQH\/xAAcAAACAwEBAQEAAAAAAAAAAAAEBQIDBgcAAQj\/xAA2EAABAwMDAgQFAwIGAwAAAAABAAIDBBEhBRIxBkETUWFxBxQigZEyQlJToRUjQ2KxwTNy4f\/EABQBAQAAAAAAAAAAAAAAAAAAAAD\/xAAUEQEAAAAAAAAAAAAAAAAAAAAA\/9oADAMBAAIRAxEAPwDuK8vLyDy8vLyDy8vLyDyErNRjiF3OA9Et6q1oU0ZsfrOAuP1+vyyOO5xOT3QdH1Xr6OMlrBc+ZWO1rrqpePpdt9vJZCpq9xvm6HfJflAXPrk8pu55ug\/8Rkab7yqpT5BejjxcoNLp3V9VG2wkwFptK+I01wHgOC5q4Cy9FK5o5QfoPSOq4ZwLnafVPY5A7IIPsV+cKTU3g4Jx5J3ovWM0UjbvJF8glB3deQek1wniZIO4z7oxB5eXl5B5eXl5AL8\/F\/UZ+Qvvz8X9Rn5C4f8AMPz9bvyURHM4i+8\/koO0fPRf1G\/kL62tjP8AqN\/IXG3VZIA3m\/uiGSubnefyg64a2Mfvb+Qh6zV4Y2lxkbgGwuPJchqNQc0n6j+Upra9zv3H8oC+qdadPI5264BICQb+\/cquaS5QjneqC2Z+c2VDnFQl4XmAnCC8SYsouk4yo7CFEiwugsJ3clVGQ\/Ze3KLnAhARTTZXzxTuQcb7K2\/dB2b4Xa6CwwvcBbi66AKyP+bfyF+b9Dqi0khxGVsaSpcRfefyg7AauP8Am38heFXGf3t\/IXJp61wH6j+VVS1T7\/qd+UHXHV0Y\/wBRv5C+fPxf1GfkLjNe9+6+535KHNQ+99zvyUEIx3Vz3gBDF9lO6CLZAvOqzxdUEc2UY\/XlBKXda\/KTVriMJ0+cbbJHqkgJwgDjuTyptYO6rjJupEl2LZQfXWX2J4siIdBqHi7WGyuj6Yqv4H8FAIHoeQ34TtnS1Uf2FMaPoSdxuRYfdBjHlQD10R\/Qlv1L7H0UxBzxhVrnCy1PUPSnhN3M4Hosi7\/4gKpnFtj6raaXLdgWEY4rYdPvuzKBrP8ApKlp9yVEkEWCsoRZyCrU7tygoiTymWrgf2QdJxwgDevGQ8BWCO5Xx7MoK9thnlQYQiZWAjnKXNG0kXQQmnyQltQ25umxYLgkYS2ukaSQMIBjO0C3dOejKMTS5FwkMsHe61Xw+e0PPmg6zpdCxrQA0f2TMUjT+0fgILT5LgJrEUFPybfIfgKzwABwiAouKBPqEISV7QE+rmcrOyvF+UFWqRh0bhb9pXFtSi2SvHqV22XLSuT9YUZZKXWwUCJq1HTch2lZhruFqemB+oIGReeUZpbiScoaqisFZpBsfugOroDdToqIBqLmF7H0UY5wcBAihI5VdVblQY0hfJzcIK5rqpsYPHK+yyYChBJnPCD5LdosUhruSU5qpbmyV1DcHCBU+U+ZWu+H0ZdISFj5W5K3nwy4lcBcgYHqg6zposBdNGygLnupz1UUZkM0MZ\/a2Q2CxNX8Q6yJ1hJTyfV+29ig74JwfJRmmAC5J018QJKg7JGBruxBwfQLc6hUvMV+LtuSg+6rrcTQd8jW+5AWB1brqmjO2MOldxcA2v7rFdVvkkmcCS7NmjNgrtV6OqaaniqA7c11tzY27jHfhBpKDqmrlP00xLf72RdfSfORuLo3RvGNrh\/2sXptNVRMbM2aRri4BsJu4ubf9Vl0bRZppWgys2m1r+fqR2QcsnoHskLM3BWp6epyEz1ShAqWktw45wm8lGyI4tkXQI62a2FPSHAlBai83Kt0UkuQPql5wFSPpyravt7IJ0h4QCVQHAQb7lH1MdyhTCgDnbiyhCf2ot9P5qpkViUERT5QlXHzhHfMWVTnXzZBmKqMtN1vvhc0Bsh8wsnqUII9VtfhhAW3Dggaab0vJPUvqqpwez6mRQ8tjacXt5pK\/wCFpjnMglaY9+9rSLY7BddpKcW4RXyjT2Qc+6b6CijlMzjuceQBZgzfhbTVaAGFzQOGkBMYoQ3gL7KLgj0KDhuqaO7cXhoJ9R6orT\/H\/QQ\/b5AktIWj1RoZI5rjgk2V9BTtsC1AHDQk58MD1IF0VTxlv5TcgAWsl87vJAPWUrSQ+wJHHukUrXlzi77eyb6jqHhWNrpLJUF53f2QJtTObKekGx4X3UGXcvaefrsgeTjF\/RAsZdNpGXYgJI7BB8nYBlBSO8lZUu\/shXuuMYQQnuQq47cFfJXEKkNN0FjogSoysDBlXeKB2QVU\/cgDlnHl3XT+i3RmNhFr2yFyaQco\/pzVXwTM+o7b8XQfoSmciXTAC5STTakSMa4HkIxzdxaDwgPil3C+R7qbuD7IPUaFkzNri5vkWPLHf2Wf1KjqYI\/8qcyNF7GUEvHpuHKADqTYX9vVZ2l1F0ZIuSAbcdkPq+kVEjw6WV+2\/DbgeYyETBRNjbtBJ8yTdA8gr9wUXPylNC+1wjfFxdAr6jqALBLKZ1+6V6xq4fOW9hhE0spthBOrku6yGpZLPUKokOuvtPlwKDWRS3Z9kG6a4IRFP+j7IIMNygIqYrJbUtvwmuon1SZ8mUFTncBTDwq3uQrbudygsqHX4SuR53ZTV8SBfT5QDSuFuEtndbITWcgCyV1MfKDrXw617xIgwnIwt18wACT5dl+dOm9VfTSgi9iRhdz0qp8aNrz5DCCH+OV5LvDoSRuIa9z7At9kLqOpagAN1LJn9QjDXg\/krZUzrtt5dkl1TqExEtEMjiP4XsUGCr4tRmLnOJgYP0tdZoaPRZKWau3OY2Vzh\/IgH8LZ65rFVUkgUz4x5uN8JbDSvYMtN+90BGjPe5rd5yBnHdF6lUeHG4+eAh6Y+Hdxt9yhY3OrJAOGNKDFanCWu3G93ZR2j6jYgFE9WRgzbRw3CSeEW8INFVSXXqIG4SenqyMHKaUdaLjsg2VKRt+yBkfkiysp5gWjKHjmAfZB9qZAbpXIMoqoba6AnlQeJv2Q2yxurnyAD1Q7rkIJNeTdDSSEFFU9yLAIqLR5H5IsECZ0JfgXVctJtGVq\/lmxN2tFz3KU1ke7tlAhp4LvZ6uH\/K7109R7Yox\/tC4xplGX1MTf9w\/5X6ApKfbG0DsAgnEdmHcdiFJ1XEASduPa6jv3C3dJNS0xj7g7gDzY2QKtd6siD9jS3j0WL1HWXSuIjF\/stHL0zTMNw0uN+XG5RNB00HG7WWHsgzFPpsk20G62NJo7aSBzyM7T27rUaXorIgLjKz\/xAr9rBGOSg5Pq8n1Oee5KWZOUy1XJsgY4jZBAttyoM5ury0nlVPFsBAdDWOGAVdFUkOuUsiNlcHEoNjXs5SKZmU81GTlIp5LoK5WorTtNfIQLGy9pUJlka23ddDkpWQxtAAvjPdADpugRRDcbE2zdTrcizRYeaMdTXGHduFXJTkixCDPT0\/lz5pZVU+0XWvdSABZjXvpByg+dA0Xi1W63B5XbI47Cy5z8K6HBkI5XSHGwugQa1URwuB3hpJ4JRsMHiNB5uOVxv4j6o+Wrs0mzHdius9FVni0sZPIABQGR6Qy9yEfHEG4AVi8goq5gxrnHsLrkOsVxqZnv\/a0kBbrrvUvDiLG\/qOMcrCeAGQ55dkoMzWtu+6mYhbhRBO77pvQ0m\/sgR\/LE9ihZaR3YFb5mntAtZfYtPbzYFBiaDSHuOQUXXaaWAWWuBaLiwWb1qsAdtCC3UScpK8lPq9wSuIAuAHmg0XRenm\/iEJ7rFQfEY31ROhQ7IhjsqK9jXyszm6Avi32U5H4V4jC+vhCBPWPICxvUVRchvclbjUXgBYCcePUtAzYjj3Qda6CptlMw+YTLqPUGwQvcTY2NlLSGiKnZfADQuf8AWesCdxaT9AwLd0GHa7xJJJXdyeV1D4X1m6N7LYBwVgOm+nHVctm3DBz7Ls+iaPHSsDGD3PmgZqqpmDGlxPAVqyHWWutY0xg5OEGU1muM87nXu0HCS1uoFxLfsjtoawuOC5IpcnA78oJ0kO5y1VDEGhLtOpBYFOmCyCqd6g2WylI4Kuoma1hPGECnXasRNuDkrKMDpCXEFMZWOqpP9oKPlibEywGUAlZKcqOlMLpW+6+zRozpynJmCDodC36APRKoI71B9Ezjdt\/CX6VGTNI5A5iuo1EivDbIWuFmoMt1HXFrXH0KzvR8ZfMHn+XP3RHWFRZobfJuq9NmNNAJByUG0606kDGNp4z9RABt2CycsrXR7TyB+Sk8UrpnmRxuSiiLNd6mwQdI+GVNaJz7cmwW4Wd6EpvDpWeuU6rKoRgkoA9b1JsLDnNlyarqDUz3vgFMuq9cMji0HvZL9MiEbC48lBDWJCbNHbCqoKQkAkK+KPcbprSRWCCdHDYIh6+RKx0d0AEgzlZ\/W6rdaNpx3R+v6iGDaOSk9BDf6jyUB+nRCNl\/RVwRCdxHYKuukLWkK\/QxtjL+5QBtcHJ501TWfuSOKK5sFtNEoixmeSgY13\/jJ72VHTcZs5x80TUs\/wAsj0U9Dj2x\/dAyISjWJrBNnPwsj1RVgNeb9kGB6nqvElAB4NkTqcpFOweyT0w8SXz+r\/taDqCLbHGPZAv051spjG3dtHm8JXfaBZH6bMDJGD\/IIO3aW8RU8d8WYFkde18vLmg44VHUfUWxjY2nNgMLOZ8MvPe6AIRmSXzzdMqlv7V7Q6W4Lz3RLaYlx90EaWGwCYxiwUGQZVzoig9E7CF1bUhCw+ZV1dUthjJ9FiqmrdO4k8XQfGxOleXu4vhM2N22Q0ZIFkfFkfZAo1WUkhqYxO2RtHCWVbbyD3RFU5ziB6BA90HT9z7kYWwa3gBCUNKI22RkGMoPV7g1nqiqBg2BZOv1AyTiMea2FM2zGj0CD5UWDSVzTrKsAuPNdA1mba0rkXU1V4kthkBBHRIwX3smvVJs1n2Q+hxXIx5Irq6M7WIEJcMJpp0LYh4r+ewKro6EBviP47BUVkhlPkBgDsgm6tMsgJ803nn8Qsib6XSCkaGG5+y13S2nXJkcPZA28ERxtA8l8gsrK+S+FVTMvZATyVGsnbG255VkjgxpcTayw+raqZX2BuPdB91CrdM6x\/TdRlg22sgnSu7Ao6njkfZBJrLWur4JyLhWHS3HkoyCia0eaDNSVFpQSnjGNezcBlZ\/VG3kNvNOaJ5ZGAg6CFdbCiJWL0smEGap6LdWXAwtvayz+iR3lc71T6sftaT6IMx1NWAB2eAuXCEvkJ5BctR1ZWk7gDzhKtDgJOUDvTaYMaHEIip2S2Lv0typP\/SiZtMLoAByUGV1Ku8V+xos0YVvggAY7L3+FuhOfsvSSWGUC98O+RrAO\/ZdGo2CKNot2Wf6Y07cTIR7LT1LeyBZIble+ZDOeArHttdZbXtQzsaUHtf1oyHY04S\/TaUE8Ienh78ppSFzcgIHEdG0C9hwvgka3yQbZpDe5wqg0XyUDA1JdxlWSSkN4VdINowjJiLIMhWNBkuEXLUWFrKckY8U2Ui0FwQb0RW4VWp1O1tlfBdxSjXZPra31CDQaBDZgPc5UOoKnawhH6eNsbf\/AFWQ6ur+RfgIMPrNXuk2+qL0yXbYBIydzyfVO9LiyDZA88Q3aFXWV0xdZhwFBjSST5BWUTj9Q23J4KCMbnuN3ZQ81J4jwAMki6bPg8JhcbXKI6ZptxLyEDrT6MRRhtuyql9UfO+wWW1zVBGLA5QCa5qgaC0HKzLYS83J5UJH+I8knuj6Ng3BATS01hwi4G3JC+SOs3CGpJiCgJMX1ZVhpwrSy4uVRWTWagg+qDbAKMtcULD9S+zx2wgFE15CUVRRb5McJdIQwm\/dOdDmDWlxQbcStZ3WbqJxLUsHOVJ295Iuo6TpxFQL5QbeVwbH7Bcu6srA4uznhb\/XptkZHouSazJuktfugs0eh3lbCjoWxt+yQaNdlk7qJ3bfdBbSU24OPmUS+RkLfVBfMlrQ1LNQnJHKD1ZWSVMgYOLrcaRTeFG0eizXSdEXHeQtNqFYI2kk2QL9c1MRA57LBVtSZXbrq7WtQ8Z5scIFkaCbYLm4Tahjsgm4CvgqLeqA2oNkMx4BBUKqpB7oDx8oHktdfAQr6m\/KBknsMIGSsPCB4ydrUPLUbj\/wlvjGyi6o7IIVbi51kV82WtDR91Q2zj6o7TaPJc4Y7INbT1YveyM0GTfO43QNTQADBRHR8JBkN7oCOrKzBHoubwx+JIT6rY9Tkkuystp7LO+6B1p0FimYjJcB2VVE1WtedzvZBDVWADHZJWNLnNZySVomQBwJKH0Ska6ck9kGk0+IQxi+MXKxnVOr+ISxpwCnvVlWWN2Dj3WJkjFt3e6CqJn3VjWHmxRNMwYRL32O2wQLS5xxwvly1queL3KnNHdoQCCMuF7qT2bQiHxbbEKMzroF0z+LoVzs4RFUeUK8WF0EnzYsvrTcKuEbuVaRZwCBrolHe7nI+off6RiyWsrS0bQFJlafJB\/\/2Q==\" alt=\"Biograf\u00eda de Srinivasa Ramanujan . Qui\u00e9n es, vida, historia, bio ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Mentes brillantes que, de alguna manera, cambiaron el saber del Mundo<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">El polo opuesto lo encontramos en m\u00faltiples ejemplos de la historia de la ciencia, donde personajes como <a href=\"#\" onclick=\"referencia('newton',event); return false;\">Newton<\/a>, <a href=\"#\" onclick=\"referencia('einstein',event); return false;\">Einstein<\/a>, Riemann, Ramanujan y tantos otros (cada uno en su \u00e1mbito del conocimiento), dejaron la muestra al mundo de su genio superior.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/img.unocero.com\/2014\/07\/universo.jpg\" alt=\"El Universo es una burbuja?\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Pero toda la realidad est\u00e1 encerrada en una enorme burbuja a la que llamamos Universo y que encierra todos los misterios y secretos que nosotros, seres racionales y conscientes, persiguen.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Todo el mundo sabe lo que es la conciencia; es lo que nos abandona cada noche cuando nos dormimos y reaparece a la ma\u00f1ana siguiente cuando nos despertamos.\u00a0 Esta enga\u00f1osa simplicidad me recuerda lo que William James escribi\u00f3 a finales del siglo XIX sobre la atenci\u00f3n:<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La atenci\u00f3n como proceso activo del aprendizaje\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0Su atenci\u00f3n ha preferido las matem\u00e1ticas<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;Todo el mundo sabe lo que es la atenci\u00f3n; es la toma de posesi\u00f3n por la mente, de una forma clara e intensa, de un hilo de pensamiento de entre varios simult\u00e1neamente posibles&#8221;.<\/p>\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">M\u00e1s de cien a\u00f1os m\u00e1s tarde somos muchos los que creemos que seguimos sin tener una comprensi\u00f3n de fondo ni de la atenci\u00f3n, ni de la conciencia que, desde luego, no creo que se marche cuando dormimos, ella no nos deja nunca.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La falta de comprensi\u00f3n ciertamente no se debe a una falta de atenci\u00f3n en los c\u00edrculos filos\u00f3ficos o cient\u00edficos.\u00a0 Desde que Ren\u00e9 Descartes se ocupara del problema, pocos han sido los temas que hayan preocupado a los fil\u00f3sofos tan persistentemente como el enigma de la conciencia.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La conciencia.\" \/><img decoding=\"async\" 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\" alt=\"Luces de la conciencia imagen de archivo. Imagen de matem\u00e1ticas ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Para Descartes, como para James m\u00e1s de dos siglos despu\u00e9s, ser consciente era sin\u00f3nimo de &#8220;pensar&#8221;: el hilo de pensamiento de James no era otra cosa que una corriente de pensamiento. El cogito ergo sum, &#8220;pienso, luego existo&#8221;, que formul\u00f3 Descartes como fundamento de su filosof\u00eda en Meditaciones de prima philosoph\u00eda, era un reconocimiento expl\u00edcito del papel central que representaba la conciencia con respecto a la ontolog\u00eda (qu\u00e9 es) y la epistemolog\u00eda (qu\u00e9 conocemos y c\u00f3mo le conocemos).<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Nuestras Mentes!\u2026\u00a1 \u00bfC\u00f3mo pudieron surgir? : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcROi7C3cOFwdgaKx8Ymw-U_03iyOj4uEdgQAA&amp;usqp=CAU\" alt=\"S\u00ed, somos parte del Universo : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Claro que tomado a pie juntillas, &#8220;soy consciente, luego existo&#8221;, nos conduce a la creencia de que nada existe m\u00e1s all\u00e1 o fuera de la propia conciencia y, por mi parte, no estoy de acuerdo.\u00a0\u00a0 Existen much\u00edsimas cosas y hechos que no est\u00e1n al alcance de mi conciencia.\u00a0 Unas veces por imposibilidad f\u00edsica y otras por imposibilidad intelectual, lo cierto es que son muchas las cuestiones y las cosas que est\u00e1n ah\u00ed y, sin embargo, se escapan a mi limitada conciencia.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La red de cien mil millones de NEURONAS\" \/><img decoding=\"async\" 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\" alt=\"Neuronas: \u00bfCu\u00e1ntas mueren al d\u00eda?\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0El gran misterio por descubrir<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Qu\u00e9 tan grande es el universo? - YouTube\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQUd5nq7nqf9BaUkBu_iiVsMT9kl4JbExAx6w&amp;usqp=CAU\" alt=\"22.- La Via Lactea - El Universo | V\u00eda lactea, Universo, Ciencias ...\" \/><\/p>\n<p style=\"text-indent: 24pt; 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 \u00a0Inmensidad que podemos entender y explicar<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Todo el entramado existente alrededor de la conciencia es de una complejidad enorme, de hecho, conocemos mejor el funcionamiento del Universo que el de nuestros propios cerebros.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00bfC\u00f3mo surge la conciencia como resultado de procesos neuronales particulares y de las interacciones entre el cerebro, el cuerpo y el mundo?<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"El surgir de la Mente, la conciencia : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El misterio de la conciencia\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00bfC\u00f3mo pueden explicar estos procesos neuronales las propiedades esenciales de la experiencia consciente?<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Cada uno de los estados conscientes es unitario e indivisible, pero al mismo tiempo cada persona puede elegir entre un n\u00famero ingente de estados conscientes distintos.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Muchos han sido los que han querido explicar lo que es la conciencia.\u00a0 En 1.940, el gran neurofisi\u00f3logo charles Sherrington lo intento y puso un ejemplo de lo que \u00e9l pensaba sobre el problema de la conciencia.\u00a0 Unos pocos a\u00f1os m\u00e1s tarde tambi\u00e9n lo intentaron otros y, antes, el mismo Bertrand Russell hizo lo propio, y, en todos los casos, con m\u00e1s o menos acierto, el resultado no fue satisfactorio, por una sencilla raz\u00f3n: nadie sabe a ciencia cierta lo que en verdad es la conciencia y cuales son sus verdaderos mecanismos; de hecho, Russell expres\u00f3 su escepticismo sobre la capacidad de los fil\u00f3sofos para alcanzar una respuesta:<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.gafas.es\/hs-fs\/hubfs\/Blog%20Photos\/ES%20Blog%20Photos\/spettro-luce-visibile-dannosa-occhio-ES.jpg?width=800&amp;name=spettro-luce-visibile-dannosa-occhio-ES.jpg\" alt=\"C\u00f3mo funciona el ojo humano: el camino de la im\u00e1genes al cerebro\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTkWelkc0xfeXONrGqp4j75WxGMW1yfx8L2Wg&amp;usqp=CAU\" alt=\"El Ojo Humano\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRMu4DK9EudpjpolGkKrMOK4itE88IevHaDPA&amp;usqp=CAU\" alt=\"Escler\u00f3tica o blanco de los ojos: principales enfermedades\" \/><\/p>\n<blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">&#8220;Suponemos que un proceso f\u00edsico da comienzo en un objeto visible, viaja hasta el ojo, donde se convierte en otro proceso f\u00edsico en el nervio \u00f3ptico y, finalmente, produce alg\u00fan efecto en el cerebro al mismo tiempo que vemos el objeto donde se inici\u00f3 el proceso; pero este proceso de ver es algo &#8220;mental&#8221;, de naturaleza totalmente distinta a la de los procesos f\u00edsicos que lo preceden y acompa\u00f1an. \u00a0Esta concepci\u00f3n es tan extra\u00f1a que los metaf\u00edsicos han inventado toda suerte de teor\u00edas con el fin de sustituirla con algo menos incre\u00edble&#8221;.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTsfm9zu7AULNRZJ06RzrD8NJrc001oW020Kg&amp;usqp=CAU\" alt=\"9 cosas misteriosas sobre la mente humana que a todos intrigan - VIX\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0 No sabemos porque pero, est\u00e1 con nosotros<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<\/blockquote>\n<p style=\"text-indent: 24pt; text-align: justify;\">Est\u00e1 claro que en lo m\u00e1s profundo de \u00e9sta consciencia que no conocemos, se encuentran todas las respuestas planteadas o requeridas mediante preguntas que nadie ha contestado.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Al comienzo mencionaba el cosmos y la gravedad junto con la consciencia y, en realidad, con m\u00e1s o menos acierto, de lo que estaba tratando era de hacer ver que todo ello, es la misma cosa.\u00a0 Universo-Galaxia-Mente.\u00a0 Nada es independiente en un sentido global, sino que son partes de un todo y est\u00e1n estrechamente relacionados.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lh3.googleusercontent.com\/proxy\/c1Yw_UFb2YjmTn1wAkT7ml0l9V1xUzX-JU62WcRPwMfs0KmFNJjvmEdixciTufHy8LoRW3l8r0LFoe1Cz4YaOK-4PXnRqF05bwDm5pxXj8PsfFR-9-Do6nfO-vHdIVDCw6Ar5Q\" alt=\"La NASA descubre una galaxia que avanza en contra de la teor\u00eda de ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Una Galaxia es simplemente una parte peque\u00f1a del Universo, nuestro planeta es, una m\u00ednima fracci\u00f3n infinitesimal de esa Galaxia, y, nosotros mismos, podr\u00edamos ser comparados (en relaci\u00f3n a la inmensidad del cosmos) con una colonia de bacterias pensantes e inteligentes.\u00a0 Sin embargo, todo forma parte de lo mismo y, aunque pueda dar la sensaci\u00f3n enga\u00f1osa de una cierta autonom\u00eda, en realidad todo est\u00e1 interconectado y el funcionamiento de una cosa incide directamente en las otras.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Universo y la Mente : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQo5gQ-fu8PNcAtKKkeScP3uSMsKTMoK_N1yg&amp;usqp=CAU\" alt=\"D\u00f3nde estar\u00e1n las respuestas? : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Desde que llegamos al mundo y hasta que nos vamos, somos parte de algo mucho mayor que se llama;<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\u00a0\u00a1Universo!<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Pocas dudas pueden caber a estas alturas de que, el hecho de que podamos estar hablando de estas cuestiones, es un &#8220;milagro&#8221; en s\u00ed mismo. \u00bfSeremos una de las partes pensantes del Universo?<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Historia de la vida - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSW0UrnRCLPqYk0yb8P2Hs6IYtMd1g1DN9_vA&amp;usqp=CAU\" alt=\"La conciencia humanista como un imperativo de supervivencia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS8wVcntHz1kyyQHfmovMkr99KHVGYG851-6w&amp;usqp=CAU\" alt=\"El siglo del gen. Biolog\u00eda molecular y gen\u00e9tica | OpenMind\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Primero infinitesimales &#8220;seres&#8221; rudimentarios que evolucionaron a seres de diversa condici\u00f3n y, m\u00e1s adelante, apareci\u00f3 el primer cromosoma, el ADN que nos trajo de la mano de evoluci\u00f3n hace ahora unos 3.850 millones de a\u00f1os de todo eso.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Despu\u00e9s de millones y millones de a\u00f1os de evoluci\u00f3n, se formaron las conciencias primarias que surgieron en los animales con ciertas estructuras cerebrales de alta complejidad que, pod\u00edan ser capaces de construir una escena mental, pero con capacidad sem\u00e1ntica o simb\u00f3lica muy limitada y careciendo de un verdadero lenguaje.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Hombre Primitivo: anatom\u00eda, sociedad y caracter\u00edsticas\" \/><img decoding=\"async\" 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\" alt=\"Origen y evoluci\u00f3n del ser humano - Revista \u00bfC\u00f3mo ves? - Direcci\u00f3n ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">La conciencia de orden superior (que floreci\u00f3 en los humanos y presupone la coexistencia de una conciencia primaria) viene acompa\u00f1ada de un sentido de la propia identidad y de la capacidad expl\u00edcita de construir en los estados de vigilia escenas pasadas y futuras.\u00a0 Como m\u00ednimo, requiere una capacidad sem\u00e1ntica y, en su forma m\u00e1s desarrollada, una capacidad ling\u00fc\u00edstica.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">Los procesos neuronales que subyacen en nuestro cerebro son en realidad desconocidos y, aunque son muchos los estudios y experimentos que se est\u00e1n realizando, su complejidad es tal que, de momento, los avances son muy limitados.\u00a0 Estamos tratando de conocer la m\u00e1quina m\u00e1s compleja y perfecta que existe en el Universo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" 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qceOLtI36LTSm9zfB123dsps+mbO0wrDS4rJq1SoOIBPBFOg95x9MvjT3s6ueowuf2RxFbaFVjkux8zO9CMkuziZM25gm9rHGXZscATke0ctxHHPa+Bmx2xVpNvIxRuTISGXyPETHkxppquzp4dU+FLlG1Q2stc\/rFNXY\/3qYp1fXA3W9RnxnNlppxfof28Hd0+ohJHQWNtTFIig4Z6nZIbCOqHiME4JPDQnTPfM+WcocSX+TXsjN21SRudH7R0YqVOHUqyOCAw8c+IB9JTvTMuohGrT6NuwegFYrTcEKWCbw7RAzjexp7SvdfRjywnatitnfEpUqKAhLKBrnGueMoyck5Y0mos5LpkAHpKBhSr1VA4AVGGg8AVYek3fw7ltlOV8MKxX9VbxdPuadyfSPO6p1Ixr6lK2jMpGTWpStompClSnFRYmLOkVE0yhliolZWyxUOwCIqHYJEVBZGIqGRiKgIxFQEYgBGIhkQA9iIAwJbRAkCFAEBJCJAjAILChBBY6CwgsdCsILGAQWMQYWFCbLFWSIlqrGRbL6aR0QbHKNOMqbNK2pyaRRNmrQTEmZnyfMam23p12amTjfYjyycTPLVOM3R3I6VSxqz7\/wDk1q\/8DRxoWernHIGsx9tZy83qzcl+PiAnfdpvWV5uEbdNyzP2pTU0zwIxOJN+o7OE+adObVt22qhScUSjNg\/K5C5PkTOppMi2HP12FvJKjlMnM6McnJzHjaG7dzg4znhOlgy1FtFE4W1ZfbUGdsDJJkZZa5bLsWnlN0kfS+j2zxYWjXtUqlRlKWu+QCWIw1QDid0HA8T4TkZZvUz23wjspRxLYl\/U4W7zUctvLqeO+s9BpNLGETia3V75efwVlKa6MWY96DCjyzx+ybbjHs59zl0F+i5NU\/gT\/VC4Aviey\/L\/AEC6qmdd5x+4P9UhKEGXQnkXhfn9hq0tST2GVvXdPscGVPCn5NmLVbHymv8AfodXsSgmMvVGfoU+2x\/D7ZzNRh54R3tNrZOPCOj2RtPcfs5VQRxPLnmc2eFexqyS3x5HNhOd9ScneYAjjnhM+yivUSTTKNoVRbUDSGHqPUIJBBFEcgcfORy5a85Q1bIwvJLd4\/v+xzfTGvmrSTmluufDeZiB7EH1m7+Fw9LfuzLndWPWNPFqv7Tk\/wAIx\/7Ttz7S9keY1s\/XRnXlKQZkUjIr0pFotUhGrTiouTFKiSNE0xd0iommUssVErKysKHYBWRodg7sVBYOIqHZBEVARiKh2RiKhkYioCIAWgS2iIQWMQQWAEhYxBhYxBBYxEhY6AICNIQQEYrLAIyJYqx0Ky5Fjog2M0kjorbHaNOOiqTNS1pyaM82JdLtqC3tiqnFSqCi94X5m\/D1kck9sbLNJh+Jkvwj5nQt2qNgcScCc+GN5JHelkUEfcuhm2haUv8A81yKZCruA6iorDeOp+YEnSW6nTJNS9jFg1G6\/qPXd0FbJmDNC4nX0vZi7Rdny6nq6YHaqVG6un5nv9JyHjbdJWduOWGNepmTdbUsaoFGuxZMZSrbOCMcO1Tbn4aGQnhzY\/lHilGXqVc+\/wCoiejdjU\/sr2l9WslSkR64I+2KOszQ4aJz08JcuH4pjVl0UoIcm7syB\/3XbT6qrmbsP8Vyx+WJkyaLE\/5X+EaAfZdoN8Zuao1CorUqOfHe7R8gBLt2fUdqhJLF5pfl\/ocf0k6Q1buoWqHTGFUdlVUcFUcgJv0ulWLmXZg1Wrjt2Y+jMo7o0ZsHica4\/rwnewyhFU2cOe6XKRq0rBDglzhlDZ3M6EZ7\/GatqaujFLPJWkuV9f2HKWyrc\/3jE+KhR98Til3H\/speqzL+Vfn9i6tsLHwsmP2nCkfxYiuD9yWLX32n+P0FDYMOBVvqsrfjBwXhnSxaleVX2NXY1vVBJCscDJwDw75izwpcnY0uohLhM6uhSDqHAIfmMHDDkfP+u+cnKqOlGdcGrbuEpPRzu1KqMoqgkGkxGmvLJ0PhmcvNOuSUo7mpeF49zmOtFC2arWBwxUUqfA1HByPIDGSZSk8uTZD7\/Qty5KOft3qXVfebtPUbXHsAB3cB6T0WlwqEUl0jkanKkdxVpBVVBwRQuRzPM++Zbdu\/c8lnzb8jZlXVOBGMjKr04i6MjPrU4qL4sRqpFRYmLOsVE0yhlionZUVhQ7AZYqHYBEVDBIkaHYJEVDIIiGCRItAREMjEQy8CWkAgIxBARiCAjEEBGAQEdCJAjoVhARisILHQixVjoiy5FkqItl9NJKitsbpJHRW2PUKcKKZMfNVaSGo53VQZY+EZVTk6Xk+X7e2o11XNQ6LwRfoqOAnPy5N8qXR3tPhWKFG30QtF3uuYdmnr6zoaPHxuMWsm\/lQO3dqs1c1FbDA6EcoaiS6HpsdICl0xvVTc60Njg1RVdseZE5k8cX4OlGTRm7S2tcXB\/T1ncDgpOFH7o0kNkV0iTySYlqJBwsI5GughcOOBMplgizTHWZF5JN7U+kfcyKwxXgm9bkfkBrlzxdv4jLkqM08rl2V+eskiqxu3fPmNDz0nRwTcqT8FE1R0eyahZNxjjcBIJ4EccTtYJenazlamKjLcvJe9yRouB5YGkulXRGONPllFV2xxPpK5GmCRQtZhzlVs1RSGaO0KiEFXdSOBViCPIiVyVqmaIJexrWXS67pn\/mKjjmtRjUXHk2ZlyafHJNOKNKS7XDPN0\/us46u2O6Tr1TAnzwwAPkBPP5dBjk3y\/wA\/sdOORKJm7R2zWvHDVSDujCKg3UQHjge3tNWk0kMSqKM+bOdl0T2Z1adcw7TDCeA5t+E6UuFt\/J5v+I6v+SPbNiqsicVMQuEjLYsy7inEXxZnV0gXRYhWSIuTE6ixFiF3ERNMpYREgGECSKyJEYJEQwTIjAIiGQZEYMiNEQGMgS4qCAgAQEYggJKhWEBHQrJAjFYQWOhBgSVCDCx0RbLUWOiLZciySRBsZprJEGxuikCqTH6CwZVI43prtzfb83pnsIe2R87\/AMhMepy16UdPQ6alvfZyStrMEZcnTaO42X2LHe+mZ6DBxhRxM3OY5u6fJMw5XbOhiVIpRZTVljZaEj2WRsnq4fDCwWSQlAdlZSUyVErJFEyFBuBZMCSSBOw6B7uM04XT4IzXuatjdbpGdQ2hA4gidbDmqjFmxbuvBsrR3hvLhh3rxHmOU3KSZi37XtfAlckiVTZqx0xCpcHvmWeWjXCJV18peU0RR5rmUZM3FF0QEeZUrZZLIdV0P2X19UE\/AvaY+E2wWyNnM1ep2RbPpWOQGABgAcABwEgeZlNybb8lbiMEJ11jLEzNuEgXxZm3CRF0WZ9ZYF8WI1ViLUxWoIixFLCIkVESJJAGIkAREMExDBIkWMEiIATEM9EA0BLisICMAgJKhWEBHRFsICOhBASVCsICNIVhhY6EWKslRFssURpEWXIIyDGqSxkGxyisCpscVCQQNCQQD3HERXfJ8nvbR1dlfCsrEMHYKc+vGcrPBpttnosWSLiqFXQjiMfj5TI4yRcmmdvT\/wCnUvEEn3no8T\/8Ef6HEn\/75HNVhrMU1ydCB6nEhsvUS1IgwisbiFhJQzIOHAt1Dlts0tylEoMrllSGK2zt0cJH4ZGOWzFuafaA7ziLbzRpi+LFQCpxwMSuLLOGhq3Ouv8ARmvDKnbKZrg0qd6V+E45Hx7p0VmVGWWFPsWu9oVCTk51Mx5dVK6LseCC6M56xPGYpZpM1xikV9bIbyxEq8juskN2almAHfNGGNsoyzpH2Loxs4ULZRjt1AHby5D8fWacj5peDzWrzb50axkDGAwjJC1VYE0Z9dYy2LM24WI0RZnV1gXRYhWWBcmKVBIlqKGERIqYRMkVkSJJAERDBIiGAREMExDBMQyIgHAJcVhASSEEBGRCAkhBgRiCAjQggJIiGBGIsUSRFliiMiMUxGRYzSECtsdorEVMfoLEyqTK9pdHba71rU+0BgVEO649efrKsmOM\/mRLFq8uH5WcBt3Yn5vVNuXL00IZCdDusM+8j8BUl4Orh1PxFvrljVW4BtlQfJoB4Tba2UihL137mDVWYJR5OhBhUqUlHGDkNpTE0xgkVNsPq4pKhWauzbEtylVlGTJR1Nns3A4SJgnl5KNp2WnCFE8WTk4fbFqQeHOZsypHVwzszN4k9rU954yhTd8l9LwXhSeEv3EOBylaOeUuuVFTmkWPs5uYlM7BZUZd3bFZnlwaITsQYyFl6DQyaFJnV9Ctn9dcIDw3gT5c50dOtsXL2OXrcu2J9fP\/AMHcIjzzduyICBMYymqIEkIVxGXIzrhYF0WZtdYF8WIVliLkJ1BEWoXcRE0UsIiRWwkSSAIiJAGIYBiAExDBMQwYgHgJciskCMTCEkRDEaAIRiCEaIhiSEGskJliiMgWoJIiy+mIEGN0hGVscoiIrkP0BIspkaVESDKWfNOmtWp+duWGBvYX6o0EMrcUjs6KMdioyLeplSI8crRolHkB14wonFhUxqPKSiuRsYpUiSZL3IORq7P2eWA0lcn6TPPJR1my9n4A0lZgy5bN2nRAEDI2KXlvkRlkJHLbW2ZvcpRlVnQw5aMJ9ja8JmcTWs43abI8JZBFc85uWuytOE1IySzDT7LGOEg0VrNyc7tnZWhwJnnE3Ycxxt5alTM7R08c7KKS6ycFyOTPpv5NLbV6n0U08ycfiZ1XxjS9zga+fg7yVHLPQAExjKqkBoSrCMuiZ1wIF0TNriMviZ9YRFyE6giLELOIixFLCRZIraIkisxMkAZEYBgMEyIwDEMiADwlxUEIxBARiCAjEEIxBASQgxGINZJCZYsZAtSSIsYpxkGN0oipjlGIrY\/QiZVI0aMgylmZ0qt7XqDUuQdNFKY3y3hmSi21Xgu00p7qifPaVO0Y7tOpVUngKlNcZ5ag8PSEHjbpHXl8VK2ilrY5I55kmqJxmqG7XZ5J4SS4ZGWTg27HZB7uMg2ZZ5jorHZoXlKzHky2aiKFkShuwXuQIAoi73IPOFk1EVqKGlTLFwUG1EhRPeXUbYCSSIuY\/RpCWIpky80hAhZl7TtAQdJXJGjFM4HbtngnSZpROxgnZzqrgx41yapPg+r\/AJO0xbue9kH2MZ0snyx+557Wv1HVyownoACYwKqkCSE60ZajOuIy6Jm14UXxM+tAuQnUkSxC7wLEUNIk0VNENFZiJAGRGAYhgmIYJiGDEMeEvKghAiGJIAhGIIQEGJIiEIwDEkRYaxkS1JIixinAgxunArY7RiKZD9CRZVI0KMiymRh9PqAa0znG44x45H+0I8po1aKVZD5fbrh5niqkd6TuJ0dkMkZmy2YZcHS7Pt1g2Y8kmb1vREqbMspMa4CRICF5XIEC2EUc9fbQcRN0bMeJMQTabkylyZd8KJqWl2xisonBI1KT5jKGhqmJJFbGqcmitlywIC14ukTLIdnD9JKY1meZ1dMzi3+L1kYdnS8H1X8nZ\/VX\/wARf\/EzoZOo\/f8Awef1vznUyswnoACYAVVIyaEq0ZZEzrgyRdEzq8C+IhWgXISqyJZEXeIsRQ0RIqaIkisxMkAZFjAMQwTEMEyIyIAf\/9k=\" alt=\"C\u00f3mo ve el cerebro? | Actualidad | Investigaci\u00f3n y Ciencia\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Si eso es as\u00ed, resultar\u00e1 que despu\u00e9s de todo, no somos tan insignificantes como en un principio podr\u00eda parecer, y solo se trata de tiempo. En su momento y evolucionadas, nuestras mentes tendr\u00e1n un nivel de conciencia que estar\u00e1 m\u00e1s all\u00e1 de las percepciones f\u00edsicas tan limitadas.\u00a0 Para entonces, s\u00ed estaremos totalmente integrados y formando parte, como un todo, del Universo que ahora presentimos.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.ceupe.com\/images\/easyblog_articles\/620\/b2ap3_large_1531731944-2.png\" alt=\"Qu\u00e9 son las neuronas espejo?\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">El car\u00e1cter especial de la conciencia me hace adoptar una posici\u00f3n que me lleva a decidir que no es un objeto, sino un proceso y que, desde este punto de vista, puede considerarse un ente digno del estudio cient\u00edfico perfectamente leg\u00edtimo.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">La conciencia plantea un problema especial que no se encuentra en otros dominios de la ciencia.\u00a0 En la F\u00edsica y en la Qu\u00edmica se suele explicar unas entidades determinadas en funci\u00f3n de otras entidades y leyes.\u00a0 Podemos describir el agua con el lenguaje ordinario, pero podemos igualmente describir el agua, al menos en principio, en t\u00e9rminos de \u00e1tomos y de leyes de la mec\u00e1nica cu\u00e1ntica.\u00a0 Lo que hacemos es conectar dos niveles de descripci\u00f3n de la misma entidad externa (uno com\u00fan y otro cient\u00edfico de extraordinario poder explicativo y predictivo.\u00a0 Ambos niveles de descripci\u00f3n) el agua l\u00edquida, o una disposici\u00f3n particular de \u00e1tomos que se comportan de acuerdo con las leyes de la mec\u00e1nica cu\u00e1ntica (se refiere a una entidad que est\u00e1 fuera de nosotros y que supuestamente existe independientemente de la existencia de un observador consciente.)<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/image.slidesharecdn.com\/operacionescognitivas-130830202610-phpapp02\/95\/operaciones-cognitivas-1-638.jpg?cb=1377894452\" alt=\"Operaciones cognitivas\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">En el caso de la conciencia, sin embargo, nos encontramos con una simetr\u00eda.\u00a0 Lo que intentamos no es simplemente comprender de qu\u00e9 manera se puede explicar las conductas o las operaciones cognitivas de otro ser humano en t\u00e9rminos del funcionamiento de su cerebro, por dif\u00edcil que esto parezca.\u00a0 No queremos simplemente conectar una descripci\u00f3n de algo externo a nosotros con una descripci\u00f3n cient\u00edfica m\u00e1s sofisticada.\u00a0 Lo que realmente queremos hacer es conectar una descripci\u00f3n de algo externo a nosotros (el cerebro), con algo de nuestro interior: una experiencia, nuestra propia experiencia individual, que nos acontece en tanto que observadores conscientes.\u00a0 Intentamos meternos en el interior o, en la atinada ocurrencia del fil\u00f3sofo Tomas Negel, saber qu\u00e9 se siente al ser un murci\u00e9lago.\u00a0 Ya sabemos qu\u00e9 se siente al ser nosotros mismos, qu\u00e9 significa ser nosotros mismos, pero queremos explicar por qu\u00e9 somos conscientes, saber qu\u00e9 es ese &#8220;algo&#8221; que nos hace ser como somos, explicar, en fin, c\u00f3mo se generan las cualidades subjetivas experienciales.\u00a0 En suma, deseamos explicar ese &#8220;Pienso, luego existo&#8221; que Descartes postul\u00f3 como evidencia primera e indiscutible sobre la cual edificar toda la filosof\u00eda.<\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.boredpanda.es\/blog\/wp-content\/uploads\/2018\/01\/tritanopia-fb__700-png.jpg\" alt=\"As\u00ed es como ve el mundo una persona dalt\u00f3nica con tritanopia ...\" \/><\/p>\n<p style=\"text-indent: 24pt; text-align: justify;\">\n<p style=\"text-indent: 24pt; text-align: justify;\">Ninguna descripci\u00f3n, por prolija que sea, lograr\u00e1 nunca explicar cabalmente la experiencia subjetiva.\u00a0 Muchos fil\u00f3sofos han utilizado el ejemplo del color para explicar este punto.\u00a0 Ninguna explicaci\u00f3n cient\u00edfica de los mecanismos neuronales de la discriminaci\u00f3n del color, aunque sea enteramente satisfactorio, bastar\u00eda para comprender c\u00f3mo se siente el proceso de percepci\u00f3n de un color.\u00a0 Ninguna descripci\u00f3n, ninguna teor\u00eda, cient\u00edfica o de otro tipo, bastar\u00e1 nunca para que una persona dalt\u00f3nica consiga experimentar un color.<\/p>\n<p style=\"text-indent: 24pt; 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La cosmolog\u00eda f\u00edsica intenta comprender estas propiedades aplicando las leyes conocidas de la f\u00edsica y de la astrof\u00edsica.\u00a0 La [&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":[9],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2226"}],"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=2226"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/2226\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=2226"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=2226"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=2226"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}