{"id":16912,"date":"2026-02-16T07:58:03","date_gmt":"2026-02-16T06:58:03","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=16912"},"modified":"2026-02-16T07:58:53","modified_gmt":"2026-02-16T06:58:53","slug":"%c2%bfcerebro-y-mente-%c2%bfinteligencia-y-sabiduria-8","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/02\/16\/%c2%bfcerebro-y-mente-%c2%bfinteligencia-y-sabiduria-8\/","title":{"rendered":"\u00bfCerebro y Mente? \u00bfInteligencia y Sabidur\u00eda?"},"content":{"rendered":"<div>\n<h2 style=\"text-align: justify;\">\u00a0 <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/17\/%c2%a1el-universo-y-nosotros-%c2%bfseremos-su-parte-que-piensa-2\/\" rel=\"prev\">\u00a1El Universo! Y nosotros\u2026 \u00bfSeremos su parte que piensa?<\/a><\/h2>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/alexpantarei.files.wordpress.com\/2008\/03\/tiempo3.jpg\" alt=\"http:\/\/alexpantarei.files.wordpress.com\/2008\/03\/tiempo3.jpg\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong>\u00a0 \u00a0 \u00a0El mito del eterno retorno: la Regeneraci\u00f3n del Tiempo<\/strong><\/p>\n<p style=\"text-align: justify;\">Tomado literalmente, el tiempo c\u00edclico hasta sugiere una especie de inmortalidad. Eudemo de Rodas, disc\u00edpulo de Arist\u00f3teles, dec\u00eda a sus propios disc\u00edpulos: \u201cSi cre\u00e9is a los pitag\u00f3ricos, todo retornar\u00e1 con el tiempo en el mismo orden num\u00e9rico, y yo conversar\u00e9 con vosotros con el bast\u00f3n en la mano y vosotros os sentar\u00e9is como est\u00e1is sentados ahora, y lo mismo suceder\u00e1 con toda otra cosa\u201d. Por estas o por otras razones, el tiempo c\u00edclico a\u00fan es popular hoy, y muchos cosm\u00f3logos defienden modelos del \u201cuniverso oscilante\u201d en los que se supone que la expansi\u00f3n del universo en alg\u00fan momento se detendr\u00e1 y ser\u00e1 seguida por un colapso c\u00f3smico en los fuegos purificadores del siguiente <a href=\"#\" onclick=\"referencia('big bang',event); return false;\">Big Bang<\/a>.<\/p>\n<p style=\"text-align: justify;\">\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/18\/nuevos-planetas-con-posible-presencia-de-vida\/\" rel=\"next\">Nuevos planetas con posible presencia de Vida<\/a><\/div>\n<\/div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"http:\/\/www.abc.es\/media\/ciencia\/2015\/12\/17\/New-Website-News-Image-600-296-wolf-1061_0--620x349.jpg\" alt=\"La estrella Wolf 1061 y sus tres planetas. El \u00abc\u00bb es el potencialmente habitable\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0La estrella Wolf 1061 y sus tres planetas. El \u00abc\u00bb es el potencialmente habitable \u2013 UNSW<\/p>\n<p style=\"text-align: justify;\">Un equipo de astr\u00f3nomos australianos ha descubierto <strong>el planeta potencialmente habitable m\u00e1s cercano a la Tierra fuera del Sistema Solar<\/strong>, a \u00absolo\u00bb 14 a\u00f1os luz, una distancia que puede parecer muy larga, pero que es mucho m\u00e1s corta que la que nos separa de la mayor\u00eda de <a href=\"http:\/\/www.abc.es\/ciencia\/20141124\/abci-planetas-aptos-para-vida-201411240959_1.html\">candidatos a albergar vida<\/a> y una nader\u00eda en la inmensidad del Universo. Este nuevo mundo, que tiene m\u00e1s de cuatro veces la masa del nuestro, es uno de los tres que el equipo detect\u00f3 alrededor de una estrella <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/18\/nuevos-planetas-con-posible-presencia-de-vida\/#\"><a href=\"#\" onclick=\"referencia('enana roja',event); return false;\">enana roja<\/a><\/a> llamada Wolf 1061.<\/p>\n<div>\n<div style=\"text-align: justify;\">\n<h2>\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/la-fisica-cuantica-nos-dice-como-es-la-naturaleza\/\" rel=\"prev\">La f\u00edsica cu\u00e1ntica nos dice como es la Naturaleza<\/a><\/h2>\n<p>&nbsp;<\/p>\n<div><img decoding=\"async\" src=\"http:\/\/4.bp.blogspot.com\/-A3b3Udww-wQ\/TdQmRmxTU9I\/AAAAAAAAFd4\/IroAwMovWqM\/s1600\/delta-goodrem-novia-nick-jonas-1.jpg\" alt=\"\" \/><\/div>\n<p>En el Universo existen muchas clases de resonancias\u2026inesperadas<\/p>\n<p>&nbsp;<\/p>\n<p>Las resonancias parecen ser solamente una especie de versi\u00f3n excitada de los Hadrones estable. Son r\u00e9plicas que rotan m\u00e1s r\u00e1pidamente de lo normal o que vibran de diferente manera. An\u00e1logamente a lo que sucede cuando golpeamos un gong, que emite sonido mientras pierde energ\u00eda hasta que finalmente cesa de vibrar, una resonancia termina su existencia emitiendo <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/la-fisica-cuantica-nos-dice-como-es-la-naturaleza\/#\"><a href=\"#\" onclick=\"referencia('pion',event); return false;\">piones<\/a><\/a>, seg\u00fan se transforma en una forma m\u00e1s estable de materia.<\/p>\n<p>Por ejemplo, la desintegraci\u00f3n de una resonancia \u2206 (delta) que se desintegra por una interacci\u00f3n fuerte en un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/la-fisica-cuantica-nos-dice-como-es-la-naturaleza\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a> o <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/la-fisica-cuantica-nos-dice-como-es-la-naturaleza\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a> y un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/fisica\/cuantica\/#\">pi\u00f3n<\/a>, por ejemplo:<\/p>\n<p>\u2206\u207a\u207a\u2192\u0440 + \u03c0\u207a;\u00a0 \u2206\u2070\u2192\u0440 + \u03c0\u02c9; o \u043f+\u03c0\u2070<\/p>\n<p>En la desintegraci\u00f3n de un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/la-fisica-cuantica-nos-dice-como-es-la-naturaleza\/#\"><a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a><\/a>, el exceso de energ\u00eda-masa es s\u00f3lo 0,7 MeV, que se puede invertir en poner en movimiento un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/la-fisica-cuantica-nos-dice-como-es-la-naturaleza\/#\"><a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a><\/a>, un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/fisica\/cuantica\/#\">electr\u00f3n<\/a> y un <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/category\/fisica\/cuantica\/#\">neutrino<\/a>. Un N\u00facleo radiactivo generalmente tiene mucha menos energ\u00eda a su disposici\u00f3n.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">\n<div><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/09\/08\/cada-dia-sabemos-mas-%c2%a1sobre-agujeros-negros\/\" rel=\"next\">Cada d\u00eda sabemos m\u00e1s\u2026 \u00a1sobre <\/a><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/17\/%C2%BFcerebro-y-mente-%C2%BFinteligencia-y-sabiduria-5\/#\"><a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a><\/a>!<\/div>\n<\/div>\n<div style=\"text-align: justify;\">\n<p><img decoding=\"async\" title=\"Haga clic para cerrar la imagen, haga clic y arrastre para mover. Utilice las flechas para ver siguiente y anterior.\" src=\"http:\/\/www.cosmonoticias.org\/wp-content\/uploads\/2013\/07\/gas-ngc-253.jpg\" alt=\"\" \/><\/p>\n<\/div>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/www.almaobservatory.org\/wp-content\/uploads\/2017\/03\/Three-dimensional-view-of-ALMA-observations-of-the-outflows-from-NGC-253-2.jpeg\" alt=\"Three-dimensional view of ALMA observations of the outflows from NGC 253 #2\" width=\"778\" height=\"427\" \/><\/p>\n<p>&nbsp;<\/p>\n<div style=\"text-align: justify;\">\n<p>Visi\u00f3n tridimensional del gas expulsado de NGC 253. El eje vertical muestra la velocidad y el horizontal la posici\u00f3n. Los colores representan la intensidad de la emisi\u00f3n; rosa es la emisi\u00f3n m\u00e1s fuerte y rojo la m\u00e1s d\u00e9bil. :<\/p>\n<p><strong>ALMA (ESO\/NAOJ\/NRAO)\/Erik Rosolowsky.<\/strong><\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\">Pero, comencemos con el trabajo: \u00bfCerebro y Mente? \u00bfInteligencia y Sabidur\u00eda?<\/div>\n<div><\/div>\n<div><\/div>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Misterios del cerebro que a\u00fan no han conseguido resolver\" width=\"345\" height=\"191\" \/><img decoding=\"async\" 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\" alt=\"mente | reiki . cris g\u00f3miz | P\u00e1gina 11\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<\/div>\n<div>\n<blockquote>\n<p style=\"text-align: justify;\">Cerebro y Mente, son dos entes separados que depende el uno del otro&#8230; \u00a1Siempre nos dio mucho en que pensar! Lo cierto es que la Mente trasciende al Cerebro, all\u00ed se crea pero, cuando est\u00e1 constituida campa a sus anchas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/lamenteesmaravillosa.com\/wp-content\/uploads\/2018\/03\/figura-espiritual.jpg\" alt=\"Inteligencia y sabidur\u00eda: 5 diferencias que te gustar\u00e1 conocer\" \/><\/p>\n<p style=\"text-align: justify;\">Inteligencia y Sabidur\u00eda: La primera puede ser natural en el individuo y ser elevada por el estudio. La Segunda, se adquiere utilizando esa inteligencia y a\u00f1adi\u00e9ndole la experiencia.<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">No acabamos de ponernos de acuerdo en el hecho de si, la sabidur\u00eda, o la competencia profesional o la pericia, tambi\u00e9n la Inteligencia, pueden ser catalogadas como categor\u00edas biol\u00f3gicas, pero lo son. La mayor\u00eda de la gente comprende, de forma general y vaga, que la mente es producto del cerebro, pero no siempre resulta f\u00e1cil comprender lo \u00edntima que es esta relaci\u00f3n. Aunque acepte la conexi\u00f3n entre Mente y Cerebro en tanto que proposici\u00f3n abstracta, la mayor\u00eda de las personas no llegan a entender ni asimilar de forma inmediata estas cuestiones del cerebro-mente-inteligencia-sabidur\u00eda, como s\u00ed lo hacen con las cuestiones m\u00e1s cotidianas.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"http:\/\/4.bp.blogspot.com\/-Wh2ThPqK-Ok\/ULx0wGs8RbI\/AAAAAAAACYk\/yLdccLMIXyI\/s1600\/libros+viejos.jpg\" alt=\"\" width=\"304\" height=\"231\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Ronald - L337: Que significa ser una persona ignorante\" width=\"379\" height=\"233\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En realidad, cuando hablamos de Mente y cerebro lo hacemos como parte de un vestigio pertinaz y recalcitrante que nos viene de lejos, cuando algunos estudiosos de la Filosof\u00eda como Ren\u00e9\u00a0 Descartes, propon\u00edan que mente y cerebro estaban separados y que la Mente existe de manera independiente del cuerpo. Muchos son los libros que sobre el tema han sido escritos, algunos excelentes como: El error de Descartes, La Table rasa y otros muchos. La secular incapacidad para entender que la mente es producto del cuerpo inspir\u00f3 la pintoresca imagen de la mente como el ente superior, inmaterial, que viviendo en el cerebro, en realidad era sensorialmente inmaterial y pod\u00eda, estar fuera o dentro de nosotros para general ideas y pensamientos.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/img.huffingtonpost.com\/asset\/5deeea3924000013095a2c7c.jpeg?ops=scalefit_720_noupscale\" alt=\"Estimulaci\u00f3n el\u00e9ctrica para mejorar la depresi\u00f3n severa | El HuffPost Life\" width=\"604\" height=\"453\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El cerebro se estimula cuando le llega informaci\u00f3n. Las sina<a href=\"#\" onclick=\"referencia('psi',event); return false;\">psi<\/a>s se producen entre neuronas que reciclan los datos que le llegan desde el exterior, el estudio, la experiencia del individuo&#8230; Todo ello, crea conocimientos y genera nuevas ideas relacionadas con ellos&#8230; \u00a1Es el nacimiento de la Mente individual que se separa del cerebro para viajar sola hasta el &#8220;infinito&#8221;<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.makeagif.com\/media\/7-03-2015\/2medG9.gif\" alt=\"Efecto domin\u00f3 con 2100 botellas de cerveza on Make a GIF\" width=\"476\" height=\"357\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Todo es causa de lo que primero pas\u00f3<\/strong><\/p>\n<p style=\"text-align: justify;\">Las reglas de causa y efecto, tal como las aceptas, te han metido en el volumen de un cuerpo, y la duraci\u00f3n de la vida humana. En realidad, el campo de la vida humana es abierto e ilimitado en su m\u00e1s profundo plano.<\/p>\n<p style=\"text-align: justify;\">Tu cuerpo carece de edad y tu mente de tiempo. Una vez que te identifiques con esa realidad, que es congruente con la visi\u00f3n cu\u00e1ntica del universo, entraras en el nuevo paradigma, y tu conciencia, s\u00e9 expandir\u00e1, c\u00f3smica y cu\u00e1nticamente en fractales radiales exponenciales y dimensionales.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/1.bp.blogspot.com\/-d5rYwgnkDDo\/V-HlZ6zajbI\/AAAAAAAAE-M\/ti_4gKACwaQC9H74KlLuEc1qfh0YdC7iACLcB\/s1600\/922771_470375243044762_1000741731_n.jpg\" alt=\"Qu\u00e8 es laVisi\u00f2n Cu\u00e0ntica?\" width=\"599\" height=\"374\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/4.bp.blogspot.com\/-fH2hHKiVACE\/UryEbn6KcXI\/AAAAAAAAEyY\/Bu8IguQ8fks\/s1600\/dm09.jpg\" alt=\"2018 abril 22 : Blog de Emilio Silvera V.\" width=\"598\" height=\"468\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Al mirar el Microscopio electr\u00f3nico, (Microcosmos) vemos como las part\u00edculas cu\u00e1nticas se mueven, (virtualmente) a la velocidad de la luz, y si miramos al cielo y observamos las Estrellas, veremos la inmutabilidad del Macrocosmos. Cada uno habita en una realidad que se encuentra mas all\u00e1 de todo cambio. En lo m\u00e1s profundo de nosotros, sin que lo sepan nuestros sentidos externos tridimensionales o f\u00edsicos, existe un intimo n\u00facleo del ser, un campo de inmortalidad, que crea la personalidad, \u00e9l yo y el cuerpo. Este ser es nuestro estado esencial, es nuestra esencia (Alma), es quien realmente somos. Somos Almas en este inmutable escenario eterno.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/karmatarsis.files.wordpress.com\/2010\/01\/la-persistencia-de-la-memoria-e28094-dali-19311.jpg\" alt=\"Resultado de imagen de El Tiempo Eterno\" width=\"304\" height=\"221\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Se puede viajar en el tiempo?\" width=\"378\" height=\"224\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0<strong> \u00a0 \u00a0 S\u00f3lo sabemos que, su transcurrir&#8230; \u00a1La cambia todo!<\/strong><\/p>\n<p style=\"text-align: justify;\">Nadie ha sabido nunca explicar lo que el Tiempo es. Lo \u00fanico que hemos podido sacar en claro es que, su transcurrir lo cambia todo. Su hermana inseparable, la Entrop\u00eda, se encarga de ello. Y, de su hipot\u00e9tica prima, la Eternidad, no podemos decir que la tengamos localizada, ya que, todo tiene un principio y un final y, siendo as\u00ed (que lo es), la Eternidad no tiene cabida aqu\u00ed.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/imagenes.elpais.com\/resizer\/v2\/F7KACL6C3FACXO2GJYWFU74E7Q.jpg?auth=dd78e9c6f16529f09b9ae7c5f98cd7d86e963ab0e4bf3faafde8a4541b6134c5&amp;width=1960&amp;height=1103&amp;smart=true\" alt=\"Las galaxias solo tienen 100 a\u00f1os | Vac\u00edo C\u00f3smico | EL PA\u00cdS\" width=\"751\" height=\"422\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0<strong>\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0\u00a0 Ni una Galaxia, cuya vida se remonta a miles de millones de a\u00f1os&#8230; \u00a1Es Eterna!<\/strong><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">Aquel pensador dec\u00eda: &#8220;Que no est\u00e1 muerto lo que duerme eternamente, y, con el paso de los eones, hasta la misma muerte tendr\u00e1 que morir.&#8221;<\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">Otros dicen que el Tiempo existe solo como eternidad, el tiempo es Eternidad Cuantificada, es la temporalidad cortada por nosotros, en trozos o fragmentos, de tiempo que llamamos d\u00edas, horas, minutos, y segundos. Lo que llamamos tiempo lineal es solo un reflejo de nuestro modo de percibir los sucesos o los cambios en que nos vemos envuelto en nuestro limitado sistema perceptual .<\/p>\n<p style=\"text-align: justify;\">Si se pudiera percibir lo inmutable, el tiempo dejar\u00eda de existir tal como lo conocemos. Podemos empezar por aprender, a concebir y metabolizar lo Inmutable, la Eternidad, lo Absoluto, al hacerlo, estaremos listos para crear la fisiolog\u00eda de la Inmortalidad. Claro que es dif\u00edcil, si se tiene una comprensi\u00f3n aceptable del universo, asimilar esos conceptos de eternidad, infinito o inmortalidad que\u2026 \u00a1En nuestro universo no est\u00e1n presentes! Aqu\u00ed todo se transforma, todo comienza y termina, todo nace y muere.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-clEcXvQjzmc\/T9SBEnyJjbI\/AAAAAAAAAL4\/1zMoGb6NbK4\/s1600\/infinito-eternidad-simbolo.jpg\" alt=\"\" width=\"606\" height=\"283\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Somos propensos los Humanos, cuando hablamos y queremos contar cosas, hacer referencias que, en realidad, s\u00f3lo son met\u00e1foras de &#8220;Vac\u00edo&#8221;, de &#8220;Infinito&#8221;, o, de &#8220;Eternidad&#8221; esos tres conceptos que utilizamos para decir que hay poco, que nunca muere, y que dura siempre. Claro que, ninguno de los tres conceptos son ciertos en nuestro Universo: Ni existe el Vac\u00edo (siempre hay), Ni tampoco nada es infinito (todo muere), y, de la Eternidad que podemos decir: S\u00f3lo es una abstracci\u00f3n de la Mente.<\/p>\n<p style=\"text-align: justify;\">Si somos capaces de entrar en ese campo transcendente de superior nivel filos\u00f3fico y hasta metaf\u00edsico se podr\u00eda decir, ya no creeremos en ese dualismo cartesiano entre cuerpo y mente\u2026nos podremos despojar de vestigios del pasado y llegar a comprender, con claridad meridiana que, la Mente es algo evolucionado dentro de nuestro cuerpo que ha sido puesta ah\u00ed por mecanismos del universo que no hemos podido llegar a entender pero que, de todas formas intuimos que, la conexi\u00f3n entre ambos, Mente y Universo, es tan real como la vida misma.<\/p>\n<\/div>\n<p>&nbsp;<\/p>\n<div>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/3.bp.blogspot.com\/-gHZF3xS6Mew\/Uf6TvXaWHNI\/AAAAAAAABkY\/D5efoH83iyg\/s1600\/pct_page06-04.jpg\" alt=\"\" width=\"436\" height=\"221\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQdN0792oJIEqDxKhL6yO0dWy7miXwzwtagyg&amp;usqp=CAU\" alt=\"Cambio clim\u00e1tico - Wikipedia, la enciclopedia libre\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRFlaiaErRuoMSyi0aH4OZnV3fNlCnWEhaUmQ&amp;usqp=CAU\" alt=\"La NASA publica una gu\u00eda para encontrar vida extraterrestre\" width=\"371\" height=\"208\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRObdSU95j6bN2LqivoKw7TtDH1f_xz2UHrsQ&amp;usqp=CAU\" alt=\"Qui\u00e9nes fueron los primeros seres vivos? | El Cultural\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Tierra primigenia | Hipertextual\" width=\"372\" height=\"264\" \/><\/p>\n<p><strong>La Tierra primigenia en la que surgi\u00f3 aquella primera c\u00e9lula replicante que inici\u00f3 la historia de la vida<\/strong><\/p>\n<p style=\"text-align: justify;\">Los mecanismos del Universo hizo posible el surgir de la Vida y, en alguna de sus modalidades (seguro que existen muchas m\u00e1s) se plasm\u00f3 esa simbiosis primera de Cuerpo y Mente que har\u00eda posible la evoluci\u00f3n de la segunda para que, despu\u00e9s de algunos miles o millones de a\u00f1os, pudiera alcanzar el zenit en individuos que eran poseedores de rasgos e ingredientes predeterminados de personalidad e inteligencia, empuje y energ\u00eda, la capacidad para entender lo que otros no entienden, el poder fijarse objetivos a largo plazo que requer\u00edan de un talento innato y especial que no era posible adquirir sino que se nace con \u00e9l. Es el destino biol\u00f3gico de unos pocos que, a pesar de su talento, s\u00ed necesitaron del empuje y la ambici\u00f3n y, finalmente, los triunfos, llegaban como frutos del esfuerzo individual.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" title=\"114433-83863_p\" src=\"http:\/\/parroquiaicm.files.wordpress.com\/2009\/03\/114433-83863_p.jpg?w=627\" alt=\"114433-83863_p\" \/><\/p>\n<p>&nbsp;<\/p><\/blockquote>\n<p style=\"text-align: justify;\">Al fin y al cabo todo el mundo acepta que el esfuerzo solo no basta para convertirse en un Mozart, un Shakespeare o un Ramanujan. Para subir esa escalera que te llevar\u00e1 a la cumbre, principalmente, el ingrediente necesario ser\u00e1 el Talento, la Sabidur\u00eda y, de vez en cuando, se agrega un poquito de suerte o azar.<\/p>\n<p style=\"text-align: justify;\">Claro que la Sabidur\u00eda es una buena noticia para todos nosotros. Si alguien la posee, siempre tender\u00e1 a exponerla a los dem\u00e1s para que, de una u otra forma podamos disfrutar de ella aunque s\u00f3lo sea a trav\u00e9s de la admiraci\u00f3n hacia el Sabio que no la muestra pero, en realidad, en el \u00faltimo momento, lo que deseamos es apropiarnos de algo de esa sabidur\u00eda para nosotros. \u00a1Necesitamos saber!<\/p>\n<p style=\"text-align: justify;\">Es el saber popular de todas las Sociedades a lo algo de la Historia, la sabidur\u00eda siempre ha sido asociada con los ancianos. La sabidur\u00eda ha sido el m\u00e1s preciado bien y, en torno a ella, todos nos hemos puesto en coro a escuchar esas palabras sabias que nos indicaban el camino a seguir.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/1.bp.blogspot.com\/-XUeLLrgIUUE\/U6cujb-XDiI\/AAAAAAAAALw\/vh5vPxugNoI\/s1600\/Percebimento.jpg\" alt=\"\" width=\"308\" height=\"393\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">No siempre hemos sabido determinar lo que es la realidad y lo que son s\u00f3lo sue\u00f1os. Escenarios que nuestros ojos ven y que nuestros oidos oyen, son los mensajes que el cerebro recibe y se los cree. As\u00ed que, teniendo unos sentidos limitados, es posible, que los mensajes no sean todo lo fiables que deber\u00eda y, el \u201cmundo\u201d que el cerebro conforma\u2026 \u00a1Puede que no se ajuste a la realidad del \u201cmundo\u201d!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Paisaje mediterr\u00e1neo&quot;, Pablo Picasso (reproducci\u00f3n al \u00f3leo). Obra de arte | Artexpone.com\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Paisajes de Picasso\" width=\"352\" height=\"184\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0No todos pueden ver la misma cosa de la misma manera<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00bfQu\u00e9 es la realidad?, \u00bfC\u00f3mo la definimos?, \u00bfCu\u00e1ntas realidades hay?, \u00bfCada uno de nosotros tiene su propia realidad?\u00bfQu\u00e9 realidad nos transmite el Universo en nuestro Mundo, ser\u00e1 distinta a realidades de otros Mundos? \u00bfEs una realidad la cu\u00e1ntica? \u00bfExisten realidades que no podemos percibir? La realidad va en funci\u00f3n de la percepci\u00f3n que se tenga de ella, y esta forma parte de la Conciencia. Nuestra conciencia actual es un condicionamiento de nuestra visi\u00f3n del mundo actual y colectivo, es la que nos ense\u00f1aron nuestros padres, maestros, la sociedad, gobierno y religiones. A esta manera de ver y entender el mundo, pertenece el antiguo paradigma. Y, como nos dir\u00eda Tom Wood, necesitamos nuevos paradigmas para poder entender la \u201crealidad\u201d de la Naturaleza.<\/p>\n<p style=\"text-align: justify;\">Es cierto que, algunas veces, cuando profundamente pensamos en todos estos conceptos, llegamos a la conclusi\u00f3n de que la realidad no existe, y, si entramos en el mundo de la filosof\u00eda podr\u00edamos argumentar que nunca nadie ha podido \u201cver\u201d un pensamiento y, sin embargo, \u00bfCu\u00e1ntos generamos durante nuestras vidas?<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/3.bp.blogspot.com\/_HG3RuD3Hmls\/S7yjHjM2otI\/AAAAAAAAEFQ\/xSGuYB_KP7s\/s400\/Maxwell.png\" alt=\"\" width=\"320\" height=\"240\" \/><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Ecuaciones de Maxwell. | Blog de Jose Antonio Martin\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0\u00a0 A partir del mundo f\u00edsico de Faraday Maxwell nos pudo se\u00f1alar su mundo mental de la electricidad y el magnetismo. En esas cuatro ecuaciones vectoriales nos cuenta&#8230; \u00a1Tantas cosas!<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Entre lo Cl\u00e1sico y lo Cu\u00e1ntico: dos Mundos Diferentes y un Solo Universo | profejesusolivo\" \/><img decoding=\"async\" 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\" alt=\"Una vista del colorido microcosmo dentro de un prot\u00f3n - F\u00edsica 2021\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\">El mundo f\u00edsico, incluido nuestro cuerpo, es una reacci\u00f3n del observador. Creamos el cuerpo seg\u00fan creamos la experiencia de nuestro mundo. En su estado esencial (micro-c\u00f3smico), el cuerpo est\u00e1 formado de energ\u00eda e informaci\u00f3n, y no de materia s\u00f3lida. Esta energ\u00eda e informaci\u00f3n, surge de los infinitos campos de energ\u00eda e informaci\u00f3n que abarcan todos los universos. La mente y sus cuerpos, desde el f\u00edsico hasta el espiritual y sus m\u00faltiples manifestaciones multidimensionales, son inseparablemente uno, o sea la unidad YO SOY.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"https:\/\/reikicris.files.wordpress.com\/2014\/12\/ser-de-luz-6.jpg\" alt=\"\" width=\"304\" height=\"228\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Esta unidad Yo Soy, la separaremos en dos corrientes de experiencia. La experimentamos primero como corriente subjetiva, como pensamientos, ideas, sentimientos, deseos y emociones. La corriente objetiva la experimentamos como el cuerpo f\u00edsico, mas sin embargo en un plano mas profundo, las dos corrientes se encuentran en una sola fuente creativa, y es a partir de esta , desde donde realmente nos manifestamos y tenemos nuestro ser.<\/p>\n<p style=\"text-align: justify;\">La bioqu\u00edmica del cuerpo es un producto de la conciencia, las creencias, los sentimientos, las emociones, los pensamientos e ideas, crean reacciones que sostienen la vida en cada c\u00e9lula. La percepci\u00f3n parece como algo autom\u00e1tico, pero esto es un fen\u00f3meno aprendido, si cambias tu percepci\u00f3n, cambias la experiencia de tu yo , y por ende de tu mundo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMIAAAEDCAMAAABQ\/CumAAABF1BMVEX\/\/\/8AAP8AAAD7+\/tEREQA\/wD\/AADg4OB0dHTa2tr5+fnn5+fr6+vFxcV7e3t3d3fw8PBUVFTU1NS8vLysrKyVlZW2trZvb288PDyjo6OPj4+JiYkgICBcXFwpKSlKSko4ODgbGxvNzc0TExP\/6ellZWX\/9\/f\/hIT\/tbX\/rq70\/\/TM\/8zx\/\/HX\/9d9\/31C\/0Lp\/+n\/Wlr\/FRX\/2tr\/QkL\/Kir\/bGx9ff\/A\/8Cl\/6Uj\/yNV\/1X\/TEz\/oKAvLy\/\/lZX\/ycn\/enr\/wMDr6\/\/IyP+u\/66I\/4ji\/+LI\/8ic\/5xq\/2qT\/5NO\/07\/ODj\/cnL\/4ODf3\/+bm\/\/y8v\/T0\/9dXf+zs\/8rK\/9l\/2Wpqf9ISP9aWv+1\/7WD\/4Nu99tZAAALuUlEQVR4nO2deV\/bOBqAXZkkhJCQcAVKCRBoQrgJhKEchdKbHnTa2Z3Znf3+n2P9xjGW49h+dby2mF+ePwjOYUuWHkmWJdmyxowZM2bMmDFjxvxTKVLu3K5T7n266r5WyoQHsScId27Vm+7r9BrhQWijsOH9s1SlOwhpFOaXvf\/mntMdhTQKDfvxX0Z3FMooFF\/6\/6\/QCU0Zhfqs\/z+h0JRR2OQ3JqapDkMYBV9mgE5oe4lqz9aGHdgkFJoKXmbg+Vw24VCAlxmYJq1ESdgYfoNOaCKCMgPllSzCocALO\/TWExN6WGbgiQk9LDNQpSvAKXgx6s21pyR0WGaASOgmyV5HyAyQCG2vU+x1lMzAAoXQNM28UTIDJELTRGEz6oNaSf\/BSKIwWmaAQmiSKGyMlhkgEJoiClEyAwuL2g9HEYV6TP9jdV374QiiYI+smT30C01QL0TLDDQr2g+ov38nomb2EBC6RNiNGUcxoa8cLfQyY+wFabd+FHEyA1OvcftZZvVieZNlkBDxMgOrBdSOGBQ002xGNUDiLM8nfQMndJn1M9xqBlerMTWzR2QLimeBlbgXCVpbkj9MkhlACV1xT\/8ik76gucoft68718IxSZIZQAldZ5XKzEylxqRL\/VYeuBX9mR3qABsFRug6WwUm5KNg3eTzXfFfJcsMNBHFDD4j2VG3Lux8\/uZbCxMgHlQioITG6xzdzGv3rIf8Ni5IHhiZAURilVn\/OhtRqEZH4aHt\/Pl+jAvTgJfI9sBUYv3nVG2QP6psMvGLMY3tE\/hzK6J0cs3s8TJZ6GU2WWg2WHLvWeL1gn31BhksrMzAbPLJdTRgbBORrIhLnk4XWzsgamYPVA1diE4C255ycI+HuGq7zl+jgjUrMCQFn2AcU8W55ZWXa41G4\/XSWs1hbb3R2JxNuB982+59uznBHQErM2A38N8FivMzSxtrleW52dJwUsdlpJPr0177Fh8qtMwAPr5Tc5VGozJfjMqlUeORtjrH+e93QlWbWN5A5rri88bSQkT3Zgytu7P8cUe4hYcy1AdRkc9WNielmkgP+TcyTW0RmYGkRKsubE5KN7RbvVuJX4nIDMSrM1tbV+v3O70R\/omYzEBMnMuNOu4CO4Y3Z6K\/EC\/oI9uEzRcVHf0WnZ7gD5DN7OSflJbqmjpeTvJCTovKDIzsuays6+t0bQlddorK3CdcDDeZ3s77U1zTCJgSbC+4hG7JzdTwDUWfOAu\/o6WWarUN30upbkrtJX5UGFpqCZmBQCd4U7LXK+F64RYntYzMAC\/0\/LrcPhIvebZQUkvJDPiptxJzgy6euCi07trfvrXvEDsRrpk9HoWuyN\/8iYrCQ+ese3Vziysg5GQGPKEVYjAyCic3V92zzgN+J4LNbJ7GFPxdQPQGRBKKQvvUyTtivXiY7ogo+kIv1uR3MCIKW+ItbUSnUDROChalVepjhzvKzwRbqXI1s8fkrMWmVHZgWSPO4Da646iPvMz949dr4pfGyWwJdQdL1sweDaUzEI1AZlKRGViMHSygAD4zKckMKBTJ8WAzk5rMQIVmhCOAy0xqMgOFVdU9RIPKTBqywWvFQjWOrW5iZlKVGVhcUN9HNInXbcoyA4opGZOIW52rXju+Yx5z0ywZNaFHNDDc9+\/edBFdw+oyAwW9zTzg5Oa0h7svoqlMf63S+RWKQmv7rHuGbW3rkBlQEjoYhVb729W1wLUOcnRUMiqjjoZS4baLvK\/WBztGLRkVoUMZ6VjgakGPzEBJQeiwznd5dEJobKCtyws9okRqnbZxv53VOPRvTl7okR2SnS5KaW0yAwpCj5zDu9VD3KlSb2bz6J+WftNLqWb2KOmflv7Q7SR8Q\/MIUop1JtqnsXU0ZoCdCCTT0uPHtWmVGdA+Lti+O+u+ienV1iszoFforevEpuqy9kk5GteZuG3nj7cTm6oEXSd6hG51jruoIUi6ZQY0CH1y07vCjtLWLjMgJ7Ttx7x1eoX+mb5mNo+c0IE2Uhs9sFa\/zIDcOhPBlup2F3nFSdQPKjUtfaix\/YC7WCCYnNZHahbr8PVCq4fpDSaRGZAROnzJc5ycDvprZg+ZdSak5njSyAxUJYIjFQXCiVoSQstEgUpmQELoqD7VOMhkBiRSWHwYFk3N7JHKwjEEc985CKalhyG7Q+myRrDOxBCUMgMprARFKjNAPreWVmaAZOGYwAFIZQbIhU5hCjXFwjEc1DKncAxymQHSYpteZoDUN3qZAVKhU1oPgVDoNGQmPg5xcedDltqptCL7kDmXjswAWQcDcTObh6j+SUvm\/rFolrOppVEze5CkeDWVmtlD7y3hAenJDJA0ZVJeqYhA6DRlBnSNOONIrWb20C50ejWzh3ah05UZ0DMGliODZcekJ\/yNJm2ZAdlplxGkLjOgVej0ZQa0Cp2+zID83NERZLTivUahyxnIDGDXHkOQicxAwtqseLKRGdAmdDYyA9qEzvDxFZg1KRFk+RCRuDW7BchMZkCL0Nk+fyN+yWsk5Pe+4tHRUMr4WTRRz3IQIOsnAmkQOlOZgReqs1izf5iOstAZywyoCm3Ag6Um1YTOWmZAcVp6CkNrklGalp5dM5tHSWgDZAZUhDZAZmBGfharCTIDCkIb84C1hqzQ2dfMHtLT0g162KCslCneZ05Cclq6KTIDkutMGFEze0itM2GOzICU0AbJDMiIaUjN7CEhtEkyAxLrTBhTM3sIrzNhlsyAsNCGyQyIymmYzIDgLFbTZAYEhTZOZkBIaJlZfvQITUs3UGZARFADZQYEhDZRZkBgnQkjZQYmsEKbVzN7oIU2VGYAK6mhMgNIoU2VGUAKPWGqzAAqcHILaqQFKosYLDOAEdVgmQHEGTZZZiBUab398XboHWNrZo9gAH9\/Bvz2k3vLbJkBPpu8febxzn9zJQuZd4S+7cv685nPr8d3SRaxvxjaPg9u7gx9\/uo9cr9\/cFF4Jhs4FO8vPge3c8HPP+Q+BrYvglGKTKO3fAye\/UsxlLHkrGCYLw4+8Zs7Fx\/v+e373Q98Mu0NRdjnr0AU\/tAR1AgOzq1Xr7jt8y\/BnONEiA\/lx0Nrj\/t8NxcZhd8CUfi3rvCGOYLw8MG42LH+3Pc3Ibx8FC+OLO7zLzkDovAVgvPZN3T3wDnTX\/3P73ctPornzsfWx8vBRi4XE4XfU8pI+3\/2X\/xwHO45f74+Cnx0CH8Pdr3tnP8la2d\/9zwmCj8CUfhLb7g5LtwC5cvfg203SoOIWV6e8U679cFNrk8H3tfvP+WOovb9n3QK1b3Bq3cuL93zfzF4\/+Oh++qedl9k7\/XwyHo\/VI348KXqu6gv6WNQUB4NguydZi9H\/f3F3fQ8fu9WJf3U8c5CGD8rkdYKAwYF6b2X6d1N3+t+Ku0+5q9Bql0GK70QP91S6b8\/tIUzjn595tcI7mk\/fAxiP5Vyfk3cl8dLszh+vftF+CSQAP3Q\/8\/P13Ca9y8fN\/ec0H7mGyLw9Xuu\/jAByENcAQnV2SFX2Hw9CrZDnHJ2b7h9mDVOgD7zbdAcn\/UdwT8Em05OJgq+YQL3+4Gz+uX8MFDWXFwGv365b1oiOOc19yqwnTsIbH4eqsL2c5EVQnbcBzcPogv8PpfxHw\/fxJ03adgLhnLo8bfTjOqhYyTMrrFwf1eNbZjdjccx12CMva5MBplxosUY6dOiNDK37kRhuhCkNOPEYDmtmlqd8gYL9dmxpyWDZT0f7jktSz0dOlOGJx7qXSpgzJinxJPTN0SBu5E+PeeWsYtprkOlzurj2NUqVNclaCaNaHcYTGH1uXcjfcq26sypJ1iDET4VVD+1An8jvcAaVk37U6JogUdC8U9g2WSLht\/pDLFaDD4jrcJSXY9NA6X+fU1uMHqZPbVEcBdb4UbGVJjiw7LTZtq9g+6PXS2vTISb30bjLZDhDnUr2SVmrTyty4VpVpkBKktQQ6\/0K7YmY9W4Z\/QaRrVQHAANipeMwZxoqKIzWkNIGbvpnvym+moNY8aMGTNmzD+f\/wPPDsb76ZEorgAAAABJRU5ErkJggg==\" alt=\"Relaci\u00f3n de indeterminaci\u00f3n de Heisenberg - Wikipedia, la enciclopedia libre\" width=\"109\" height=\"146\" \/><img decoding=\"async\" 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alt=\"El Principio de Incertidumbre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Cient\u00edficos ponen en duda el principio de incertidumbre de Heisenberg, uno de los fundamentos de la f\u00edsica moderna | Ciencia al D\u00edaCiencia al D\u00eda\" width=\"430\" height=\"138\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"http:\/\/www.sindioses.org\/colGlenys\/glenys20120611_incertidumbre.jpg\" alt=\"\" width=\"425\" height=\"333\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Por supuesto, todos sabemos el dilema del observador en la cu\u00e1ntica. Se trata del enigm\u00e1tico <a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2015\/12\/17\/%C2%BFcerebro-y-mente-%C2%BFinteligencia-y-sabiduria-5\/#\"><a href=\"#\" onclick=\"referencia('indeterminacion principio de',event); return false;\">principio de incertidumbre<\/a><\/a> que nos impide medir una part\u00edcula sin afectar el resultado. Es posible conocer una cosa, m\u00e1s no la otra. Por mucho tiempo, Copenhague fue el modelo que rigi\u00f3 ese conocimiento espec\u00edfico de la cu\u00e1ntica pero ya existe otro. Tenemos el experimento del f\u00edsico John Cramer que bas\u00f3 su modelo en la teor\u00eda de radiaci\u00f3n electromagn\u00e9tica de Wheeler-Feynman y predice los resultados de los experimentos cu\u00e1nticos tan bien como el \u201cviejo\u201d modelo lo hace. Lo m\u00e1s atractivo: el observador no tiene ning\u00fan papel especial en el resultado.<\/p>\n<p>&nbsp;<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"La v\u00eda l\u00e1ctea: Grupos y c\u00famulos de galaxias\" width=\"228\" height=\"237\" \/><img decoding=\"async\" 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\" alt=\"Evoluci\u00f3n de Galaxias en C\u00famulos | Instituto de Astrof\u00edsica de Canarias \u2022 IAC\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQWqXma0P6LOUkRwKdiNs3IT3QQx14LuTZBDw&amp;usqp=CAU\" alt=\"C\u00famulos de galaxias y materia oscura | Actualidad | Investigaci\u00f3n y Ciencia\" \/><\/p>\n<\/blockquote>\n<p style=\"text-align: justify;\"><strong>En realidad, solo somos una parte infinitesimal de lo mucho que podemos vislumbrar.<\/strong><\/p>\n<p style=\"text-align: justify;\">Los humanos seguimos afianz\u00e1ndonos a todo lo que nos ponga en el centro de las cosas. Los fen\u00f3menos que no pueden ser explicados nos excitan y hemos estado us\u00e1ndolos para justificar a nuestros dioses desde que descubrimos que podemos producir ilusiones para tapar nuestra ignorancia. Cada vez que algo es explicado, movemos nuestras pertenencias hacia el pr\u00f3ximo misterio; y cuando ese enigma revela sus mecanismos nos pasamos a otro. No es la ausencia de evidencia lo que mortifica al creyente que propone afirmaciones extraordinarias como verdaderas, son las evidencias del otro, del cient\u00edfico en el laboratorio; \u00e9l lo obliga a buscar otra casa y mudarse donde no haya iluminaci\u00f3n.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, creamos nuestra propia realidad dentro de otra realidad m\u00e1s grande que resulta ser el UNIVERSO.<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"http:\/\/static.flickr.com\/88\/236908625_db6e158108.jpg\" alt=\"\" width=\"388\" height=\"290\" align=\"middle\" border=\"0\" hspace=\"6\" vspace=\"6\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Claro que, esa sabidur\u00eda a la que antes me refer\u00eda nos deber\u00eda llevar hasta prop\u00f3sitos superiores, incluso de una c\u00e9lula podr\u00edamos aprender: Cada C\u00e9lula del cuerpo acuerda trabajar por el bien del Todo; el Bienestar individual es secundario. Si es preciso, morir\u00e1 para proteger al cuerpo (Lo que ocurre con frecuencia). La vida de cualquier c\u00e9lula es much\u00edsimo m\u00e1s breve que la nuestra. Las c\u00e9lulas de la piel mueren por cientos cada hora, al igual que las inmunol\u00f3gicas que combaten los microbios invasores. El ego\u00edsmo resulta inconcebible, incluso cuando la supervivencia de las c\u00e9lulas est\u00e1 en juego.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" src=\"https:\/\/logos77.files.wordpress.com\/2010\/02\/waterfall.jpg\" alt=\"Resultado de imagen de Egoismo del Ser viviente por seguir vivo\" width=\"304\" height=\"228\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT6A7_z1lT6JO040VXpaE-D27vTIBE4sJJvGg&amp;usqp=CAU\" alt=\"Archivo:Paisaje con san Jer\u00f3nimo, Joachim Patinir, Museo del Prado.jpg - Wikipedia, la enciclopedia libre\" width=\"285\" height=\"233\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSmOYp_GUN2zRdWDLUVfyYPk96f-CIxYGTvKg&amp;usqp=CAU\" alt=\"Paul_Bril_001.jpg (944\u00d7680) | Landscape paintings, Landscape, Mountain landscape\" width=\"297\" height=\"213\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcSfhtjJIq1Qn2VMNijxOqvszIIaUlSgcHPVtg&amp;usqp=CAU\" alt=\"13 ideas de Patinir | periodo gotico, pintura flamenca, arte\" width=\"291\" height=\"218\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0<strong> \u00a0 \u00a0 \u00a0Los paisajes cambian como todo en nuestro Universo<\/strong><\/p>\n<p style=\"text-align: justify;\">\u00bfPor qu\u00e9 no hacemos nosotros lo mismo? \u00bfAcaso no hemos finalizado nuestro proceso de Humanizaci\u00f3n, o, por el contrario, simplemente se trata de que somos as\u00ed. Seres ego\u00edstas en los que prima lo individual y el YO, contra el NOSOTROS, como Ente principal. Hay una cuesti\u00f3n que me da algo de esperanza: Cuando hablamos de nuestros hijos, de nuestro ser Amado\u2026El Yo se queda detr\u00e1s y prevalecen esos valores que, en realidad, son los que nos distinguen y nos hacen grandes.<\/p>\n<p style=\"text-align: justify;\">Bueno, pero \u00bfno estaba hablando de la Mente, la Sabidur\u00eda y la Inteligencia? S\u00ed, es posible. Sin embargo, todo siempre viene a desembocar en lo mismo: Nosotros y el Universo.<\/p>\n<p style=\"text-align: justify;\">De todas las maneras, y, aunque seamos parte de \u00e9l, el Universo es demasiado grande y complejo para que lo podamos comprender en toda su magnitud y todos sus contenidos. Le damos vueltas y m\u00e1s vueltas y no llegamos a saber lo que el Tiempo es, ni como pudo surgir la vida a partir de la materia &#8220;inerte&#8221;, o, \u00bfQu\u00e9 es el Agua en realidad? \u00bfY la Luz?\u00a0 \u00bfY&#8230;.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\"><strong>Emilio Silvera V.<\/strong><\/p>\n<\/blockquote>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F02%2F16%2F%25c2%25bfcerebro-y-mente-%25c2%25bfinteligencia-y-sabiduria-8%2F&amp;title=%C2%BFCerebro+y+Mente%3F+%C2%BFInteligencia+y+Sabidur%C3%ADa%3F' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F02%2F16%2F%25c2%25bfcerebro-y-mente-%25c2%25bfinteligencia-y-sabiduria-8%2F&amp;title=%C2%BFCerebro+y+Mente%3F+%C2%BFInteligencia+y+Sabidur%C3%ADa%3F' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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Y nosotros\u2026 \u00bfSeremos su parte que piensa? &nbsp; &nbsp; &nbsp; \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0\u00a0 \u00a0 \u00a0El mito del eterno retorno: la Regeneraci\u00f3n del Tiempo Tomado literalmente, el tiempo c\u00edclico hasta sugiere una especie de inmortalidad. Eudemo de Rodas, disc\u00edpulo de Arist\u00f3teles, dec\u00eda a sus propios disc\u00edpulos: \u201cSi cre\u00e9is a [&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":[243],"tags":[],"_links":{"self":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16912"}],"collection":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/comments?post=16912"}],"version-history":[{"count":0,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/16912\/revisions"}],"wp:attachment":[{"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=16912"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=16912"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=16912"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}