{"id":27019,"date":"2021-08-15T06:37:30","date_gmt":"2021-08-15T05:37:30","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=27019"},"modified":"2021-08-15T06:37:30","modified_gmt":"2021-08-15T05:37:30","slug":"lo-cierto-es-que%e2%80%a6-nunca-dejaremos-de-hacernos-preguntas-7","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2021\/08\/15\/lo-cierto-es-que%e2%80%a6-nunca-dejaremos-de-hacernos-preguntas-7\/","title":{"rendered":"Lo cierto es que\u2026, nunca dej\u00e1remos de hacernos preguntas."},"content":{"rendered":"<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Universo lleno de estrellas, nebulosas y galaxias. Arte c\u00f3smico, papel  tapiz de ciencia ficci\u00f3n. Los elementos de esta imagen proporcionada por la  NASA Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" 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\" alt=\"Universo lleno de estrellas, nebulosas y galaxias. Los elementos de esta  imagen proporcionada por la NASA Fotograf\u00eda de stock - Alamy\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Si el cielo est\u00e1 lleno de estrellas, \u00bfpor qu\u00e9 la noche es tan oscura? - BBC  News Mundo\" \/><img decoding=\"async\" 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\" alt=\"So\u00f1ar con un cielo estrellado: disfruta de tus sue\u00f1os\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcS5pjq1YuNeWQS8ZjbdYWO7iyO9ghgUh5LsAQ&amp;usqp=CAU\" alt=\"Nacimiento, vida y muerte de las estrellas - Principia\" \/><\/p>\n<blockquote>\n<p style=\"text-align: justify;\">S\u00ed, hemos conseguido llegar a esos conocimientos que estaban profundamente escondidos en las entra\u00f1as de la Naturaleza, y, ahora, podemos hablar del &#8220;nacimiento&#8221;, de la &#8220;vida&#8221; y de la &#8220;muerte&#8221; de las estrellas. Sabemos en que se transforman cuando les llega el final, sabemos de la importancia de los elementos que &#8220;fabrican&#8221; en sus hornos nucleares, sabemos muchas m\u00e1s cosas de las estrellas y, sin embargo, \u00a1nos quedan tantas por saber!<\/p>\n<\/blockquote>\n<div>\n<div style=\"text-align: justify;\">\n<blockquote>\n<h2>\u00a0\u00a0<a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/12\/%c2%a1sabemos-tanto-de-las-estrellas%c2%a1nos-queda-tanto-por-saber\/\" rel=\"prev\">\u00a1Sabemos tanto de las estrellas!\u00a1Nos queda tanto por saber!<\/a><\/h2>\n<\/blockquote>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/lastinieblasdelamente.files.wordpress.com\/2011\/08\/display_1313947.jpg?w=640&amp;h=537\" alt=\"\" width=\"467\" height=\"393\" \/><\/p>\n<p>Alcanzar esa Teor\u00eda que nos pueda responder todas las preguntas&#8230; habr\u00eda que subir la escalera del infinito para poder alcanzarla. No parece probable que podemos conseguir tal haza\u00f1a.<\/p>\n<p>&nbsp;<\/p>\n<\/div>\n<div style=\"text-align: justify;\"><a href=\"http:\/\/www.emiliosilveravazquez.com\/blog\/2013\/03\/13\/una-sola-teoria-para-todas-las-fuerzas-del-universo\/\" rel=\"next\">Una sola teor\u00eda para todas las fuerzas del Universo<\/a><\/div>\n<div>\n<h3 style=\"text-align: justify;\"><\/h3>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Dibujar una cara realista: c\u00f3mo dibujar un rostro - Arte Divierte - YouTube\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo Aprender A Dibujar Rostros Humanos Paso A Paso [Gu\u00eda \u00danica]\" \/><\/p>\n<blockquote>\n<h3 style=\"text-align: justify;\">Aunque es cierto que \u201csobre gustos no hay nada escrito\u201d, los humanos nos sentimos m\u00e1s a gusto con las caras m\u00e1s sim\u00e9tricas. En la cultura popular, y salvo alguna rara excepci\u00f3n, las caras asim\u00e9tricas est\u00e1n relacionadas con la maldad.<\/h3>\n<h3 style=\"text-align: justify;\"><\/h3>\n<h3 style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRlK_1B_Lrxyace8NGILLQ-jviKy1XM3Jvp0kGdG-GdcHglpoBI6S_3IiROrSySWKsbKyQ&amp;usqp=CAU\" alt=\"Ilustraci\u00f3n de Pura Maldad y m\u00e1s Vectores Libres de Derechos de Adulto -  iStock\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcQMGJUBAa7Wo-T4jSrqlRtNnu8jWrIUcnUHbX2KibcHGGTdHHEsyPsFlbErZN1R-Q5UEcU&amp;usqp=CAU\" alt=\"Evil wizard face Royalty Free Vector Image - VectorStock\" \/><\/h3>\n<h3 style=\"text-align: justify;\"><\/h3>\n<h3 style=\"text-align: justify;\">Los bi\u00f3logos encontraron r\u00e1pidamente una explicaci\u00f3n evolutiva: los individuos m\u00e1s evolucionados pueden mantener sus formas sim\u00e9tricas inclusive cuando est\u00e1n expuestos al estr\u00e9s y las enfermedades. Es decir, cuando las partes del cuerpo que tienden a la simetr\u00eda no lo son, costar\u00e1 m\u00e1s pasar esos genes porque ser\u00e1 rechazado por potenciales parejas. De esta manera la evoluci\u00f3n distingue a la simetr\u00eda como una caracter\u00edstica valiosa.<\/h3>\n<\/blockquote>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Datos curiosos del David de Miguel Angel | El David de Miguel Angel\" \/><\/p>\n<p style=\"text-align: justify;\"><em><a title=\"David (escultura de Miguel \u00c1ngel)\" href=\"http:\/\/es.wikipedia.org\/wiki\/David_%28escultura_de_Miguel_%C3%81ngel%29\">David<\/a><\/em>\u00a0(1501-1504), de\u00a0<a title=\"Miguel \u00c1ngel\" href=\"http:\/\/es.wikipedia.org\/wiki\/Miguel_%C3%81ngel\">Miguel \u00c1ngel<\/a>,\u00a0<a title=\"Galer\u00eda de la Academia de Florencia\" href=\"http:\/\/es.wikipedia.org\/wiki\/Galer%C3%ADa_de_la_Academia_de_Florencia\">Galer\u00eda de la Academia de Florencia<\/a>.<\/p>\n<p style=\"text-align: justify;\">El desnudo de una figura presenta una simetr\u00eda bilateral casi perfecta. Ciertamente, parte del atractivo del mismo, tanto en la realidad como en el arte, reside en la identificaci\u00f3n de los lados derecho e izquierdo del cuerpo mediante mediante una simetr\u00eda especular. La figura femenina raramente presenta asimetr\u00edas. La asimetr\u00eda de un var\u00f3n se rompe solamente por la curiosa circunstancia de que su test\u00edculo izquierdo cuelga m\u00e1s bajo que el derecho.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRhSHxLdBoG1bN_6KpdjQJ2FKZUAtP8Eg3k-w&amp;usqp=CAU\" alt=\"Lucas Cranach, \u00bfarte lujurioso en plena Reforma?\" \/><\/p>\n<p style=\"text-align: justify;\"><em><\/em>(1532), de\u00a0<a title=\"Lucas Cranach el Viejo\" href=\"http:\/\/es.wikipedia.org\/wiki\/Lucas_Cranach_el_Viejo\">Lucas Cranach el Viejo<\/a>,\u00a0<a title=\"St\u00e4delsches Kunstinstitut\" href=\"http:\/\/es.wikipedia.org\/wiki\/St%C3%A4delsches_Kunstinstitut\">St\u00e4delsches Kunstinstitut<\/a>,\u00a0<a title=\"Fr\u00e1ncfort del Meno\" href=\"http:\/\/es.wikipedia.org\/wiki\/Fr%C3%A1ncfort_del_Meno\">Fr\u00e1ncfort del Meno<\/a>, censurada por el\u00a0<a title=\"Metro de Londres\" href=\"http:\/\/es.wikipedia.org\/wiki\/Metro_de_Londres\">Metro de Londres<\/a>\u00a0en 2008.<\/p>\n<p style=\"text-align: justify;\">Evidentemente, cada cuerpo, considerado de forma individual, puede otras desviaciones menores de su simetr\u00eda: un hombro m\u00e1s alto que otro, un pecho mayor que su pareja, una ligera desviaci\u00f3n de la columna, una peca o un antojo en un costado\u2026, pero tales anomal\u00edas, en su mayor parte, pueden encontrarse tanto a un lado como al otro.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcRTdsrCmJ9gtgAD9GYcnvkDhlYLDi5L3fWRxg&amp;usqp=CAU\" alt=\"Cuerpo Humano: composici\u00f3n, sistemas y caracter\u00edsticas\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Por qu\u00e9 el cuerpo humano es sim\u00e9trico?\" \/><\/p>\n<p style=\"text-align: justify;\">La simetr\u00eda bilateral se mantiene en el interior del cuerpo, en en los m\u00fasculos y en el esqueleto, pero queda rota por la disposici\u00f3n fuertemente asim\u00e9trica de algunos \u00f3rganos. El coraz\u00f3n, el est\u00f3mago y el\u00a0 p\u00e1ncreas est\u00e1n desviados hacia la izquierda; el h\u00edgado y el ap\u00e9ndice, hacia la derecha. El pulm\u00f3n derecho es mayor que el izquierdo. Los retorcimientos y vueltas de los intestinos son completamente asim\u00e9tricos. El cord\u00f3n umbilical humano, una magnifica h\u00e9lice triple formada por dos arterias y una vena, puede enrollarse en cualquiera de los dos sentidos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/4.bp.blogspot.com\/-RtfVyw8q4L4\/UOzT2ShMA2I\/AAAAAAAAEIg\/I4PvswDcLkw\/s1600\/gemelos-bolsa.jpg\" alt=\"\" width=\"500\" height=\"345\" \/><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/www.araucaria2000.cl\/sreproductor\/gemelos.jpg\" alt=\"\" width=\"197\" height=\"393\" \/><\/p>\n<p style=\"text-align: justify;\">Los mellizos que se desarrollan por la fecundaci\u00f3n simult\u00e1nea de dos \u00f3vulos separados, pueden tener detalles asim\u00e9tricos en un sentido en uno de ellos, y en el contrario en el otro, pero esto no ocurre con mayor frecuencia que la que cabr\u00eda esperar como fruto del azar. Es una creencia generalizada que los gemelos (formados a partir de un \u00fanico \u00f3vulo, que se divide inmediatamente despu\u00e9s de la fecundaci\u00f3n) tiene una marcada tendencia a aparentar especulares rec\u00edprocas. Por desgracia, las estad\u00edsticas al respecto son confusas y muchos expertos creen que los gemelos id\u00e9nticos no se presentan como im\u00e1genes especulares uno de otro en mayor medida que cualquier otro tipo de hermanos.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/bp3.blogger.com\/_jqLm4W1Sois\/R3456Dqn3CI\/AAAAAAAAEXc\/xFrcsqm56ak\/s400\/siames_twins_12.jpg\" alt=\"\" width=\"400\" height=\"354\" \/><\/p>\n<p style=\"text-align: justify;\">En el caso de gemelos siameses (gemelos id\u00e9nticos, unidos uno a otro a causa de un a partici\u00f3n tard\u00eda e incompleta del \u00f3vulo), el tema no ofrece duda alguna. Son exactamente enantiomorfos en casi todos los detalles: si uno es diestro, el otro es zurdo; si uno tiene el remolino del pelo que va en el sentido de las agujas del reloj, el de su hermano\/hermana ir\u00e1 en el sentido contrario. Diferencias en los o\u00eddos, los dientes\u2026, aparecen en ambos como especulares unas respecto de otras (hasta en eso es perfecta la Naturaleza). Las huellas dactilares o de la palma de la mano derecha de uno ser\u00e1n muy parecidas a las correspondientes a la mano izquierda del otro.<\/p>\n<p style=\"text-align: justify;\">Todav\u00eda m\u00e1s: un gemelo siam\u00e9s tendr\u00e1 \u201cv\u00edsceras transpuestas\u201d; sus \u00f3rganos internos estar\u00e1n colocados de manera inversa, el coraz\u00f3n a la derecha, el h\u00edgado a la izquierda. Esta transposici\u00f3n de \u00f3rganos, o\u00a0<em>inverse situs<\/em>, como se denomina a veces, se da siempre en cualquier par de gemelos siameses, pero puede aparecer tambi\u00e9n en no incluidas en estas circunstancias.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" id=\"irc_mi\" src=\"http:\/\/m1.paperblog.com\/i\/8\/87514\/traves-del-espejo-1871-lewis-carroll-novela-a-L-1.jpeg\" alt=\"\" width=\"320\" height=\"257\" \/><\/p>\n<p style=\"text-align: justify;\">Merece la pena hacer notar que Lewis Carroll, en\u00a0<em>A trav\u00e9s del espejo<\/em>\u00a0(Alianza Editorial, 1990), pretende tomar los gemelos id\u00e9nticos Tarar\u00ed y Tarar\u00e1 como im\u00e1genes especulares uno de otro. Cuando los hermanos Tara ofrecen enlazar sus manos con Alicia, uno de ellos alarga su derecha; el otro la izquierda. Si observamos detenidamente las ilustraciones de Tenniel, especialmente la que muestra los dos gemelos uno frente a otro, para la batalla, veremos que los ha dibujado como si fueran enantiomorfos.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Alicia en el pa\u00eds de las maravillas - John Tenniel - Historia Arte (HA!)\" \/><img decoding=\"async\" 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\" alt=\"Ilustraciones de Sir John Tenniel (I) \u2013 Sitio Web de Lewis Carroll\" \/><img decoding=\"async\" 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alt=\"Alicia (Alicia en el pa\u00eds de las maravillas) - Wikipedia, la enciclopedia  libre\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0\u00a0<img decoding=\"async\" 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\" alt=\"La edici\u00f3n definitiva de 'Alicia en el Pa\u00eds de las Maravillas| RTVE\" \/><img decoding=\"async\" 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\" alt=\"62 ideas de John Tenniel | john tenniel, alicia en el pa\u00eds de las  maravillas, pa\u00eds de las maravillas\" \/><\/p>\n<p style=\"text-align: justify;\">En el comportamiento y los h\u00e1bitos de los seres humanos hay muchos ejemplos de marcada asimetr\u00eda; los m\u00e1s evidentes son consecuencia de que la mayor\u00eda de las personas son diestras. La mano derecha est\u00e1 controlada por la parte izquierda del cerebro, y la parte derecha de \u00e9ste controla la mano izquierda, por lo que la condici\u00f3n de diestro es, en realidad, un fen\u00f3meno de lateralidad izquierda del cerebro. Hubo un tiempo en el que se cre\u00eda que los beb\u00e9s nac\u00edan sin tendencia alguna de tipo gen\u00e9tico que favoreciera el uso de una mano concreta, que la lateralidad de un ni\u00f1o era exclusivamente el resultado de las ense\u00f1anzas de sus padres. Plat\u00f3n era un notable defensor de esta opini\u00f3n.<\/p>\n<blockquote>\n<p style=\"text-align: justify;\">\u201cEn el uso de las manos estamos, y est\u00e1bamos, viciados por las man\u00edas de nuestras institutrices y madres -escribe Plat\u00f3n en sus\u00a0<em>Leyes<\/em>-, pues aunque nuestros miembros est\u00e1n compensados por naturaleza, creamos una diferencia entre ellos como consecuencia de un mal h\u00e1bito.\u201d<\/p>\n<p style=\"text-align: justify;\">\n<\/blockquote>\n<p style=\"text-align: justify;\">Sabemos hoy en d\u00eda que Plat\u00f3n estaba equivocado. Como hace notar Arist\u00f3teles con buen criterio. De todas las maneras, la tendencia innata para muchas personas de usar preferentemente la mano derecha es com\u00fan desde que la puede constatarlo de manera evidente.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Es correcto usar la mano izquierda para santiguarse?\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Mano Derecha Escribir Con Un L\u00e1piz. Se Centran En La Punta Del L\u00e1piz.  Fotos, Retratos, Im\u00e1genes Y Fotograf\u00eda De Archivo Libres De Derecho. Image  7400921.\" \/><\/p>\n<p style=\"text-align: justify;\">Antrop\u00f3logos culturales no han encontrado todav\u00eda ni una sola sociedad, o incluso una tribu , en la que la norma sea la lateralidad izquierda: los esquimos, los indios americanos, los maor\u00edes y los africanos son todos diestros. Los antiguos egipcios, griegos y romanos eran diestros. Naturalmente, si retrocedamos todav\u00eda m\u00e1s en la Historia, la evidencia de la lateralidad diestra es ya escasa e indirecta y hay que dilucidarla a partir del estudio de la forma de sus utensilios y armas, as\u00ed como de las pinturas que muestran los hombres trabajando o en la batalla.<\/p>\n<p style=\"text-align: justify;\">Las\u00a0 propias palabras que se usan en muchas lenguas para designar la izquierda y la derecha dan testimonio de un sesgo universal hacia el lado derecho. En ,\u00a0<em>ir a derechas<\/em>\u00a0es hacer las cosas correctamente, mientras que\u00a0<em>no dar una a derechas<\/em>, es sin\u00f3nimo de hacerlo todo mal.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"Muebles que se pueden elaborar en un Taller de Carpinter\u00eda\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn:ANd9GcT-Yt0n1eLAWTDdkOTBdljy398t-RURBxNutQ&amp;usqp=CAU\" alt=\"La Bailarina\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0Demostrar destreza en tu \u00e1mbito de trabajo<\/p>\n<p style=\"text-align: justify;\">Ser\u00a0<em>diestro<\/em>\u00a0en algo es lo mismo que poseer una habilidad especial para ello, mientras que una cosa\u00a0<em>siniestra<\/em>\u00a0(del lat\u00edn\u00a0<em>sinester<\/em>, izquierda) es una cosa hecha con mala intenci\u00f3n. En otras lenguas el significado viene a ser m\u00e1s o menos el mismo. Los italianos, tan suyos ellos, llaman a la mano izquierda\u00a0<em>stanca<\/em>, fatigada, o manca, la que no se tiene. Lo cierto es que, por lo , los zurdos son ambidiestros.<\/p>\n<p style=\"text-align: justify;\">Para tener una buena visi\u00f3n hist\u00f3rica de mlos prejuicios virulentos contra los zurdos en cualquier parte del mundo, ve\u00e1se el s\u00e9ptimo cap\u00edtulo de\u00a0<em>The Dragons of Eden,\u00a0<\/em>de Carl Sagan (Random House, 1977), y el delicioso de Jack Fincher,\u00a0<em>Sinister People\u00a0<\/em>(Putnam, 1977). Este \u00faltimo da una lista de m\u00e1s de cien personajes famosos que fueron zurdos.<\/p>\n<p style=\"text-align: justify;\">\u00a0<img decoding=\"async\" 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\" alt=\"Perros zurdos o diestros: \u00bfc\u00f3mo es el tuyo? - La patita\" \/><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Animales diestros o zurdos, \u00bfc\u00f3mo detectarlo?\" \/><\/p>\n<p style=\"text-align: justify;\">Por lo dem\u00e1s, y&#8230;,\u00a0 hasta donde sabemos, la especie humana tiene la tendencia a utilizar la mano derecha. Claro que no sabemos. La mayor\u00eda de los mam\u00edferos subhumanos son ambidiestros y, \u00bfC\u00f3mo ser\u00e1n las especies que viven en otros mundos? El personaje de arriba, al menos, parece que es zurdo.<\/p>\n<p style=\"text-align: justify;\">Lo cierto es que, poco importa si somos zurdos o no, la igualdad en lo esencial es casi id\u00e9ntica. La verdadera diferencia est\u00e1 en el cerebro, en la manera de ver las cosas, en c\u00f3mo cada cual enfoca los problemas y qu\u00e9 soluciones aplica a cada situaci\u00f3n, en que perspectiva podamos tener de nuestra Sociedad, de nuestras leyes, de nuestros derechos, de la moral y la \u00e9tica\u2026 Todo lo dem\u00e1s, son circunstancias anecd\u00f3ticas que poco influyen en el devenir del mundo.<\/p>\n<p style=\"text-align: justify;\">emilio silvera<\/p>\n<\/div>\n<\/div>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=https%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2021%2F08%2F15%2Flo-cierto-es-que%25e2%2580%25a6-nunca-dejaremos-de-hacernos-preguntas-7%2F&amp;title=Lo+cierto+es+que%E2%80%A6%2C+nunca+dej%C3%A1remos+de+hacernos+preguntas.' title='Delicious' target='_blank' rel='nofollow'><img src='https:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; 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y de la &#8220;muerte&#8221; de las estrellas. Sabemos en que se transforman cuando les llega el final, sabemos de la importancia de los elementos que &#8220;fabrican&#8221; en sus hornos [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_s2mail":"yes","footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27019"}],"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=27019"}],"version-history":[{"count":0,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/posts\/27019\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/media?parent=27019"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/categories?post=27019"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.emiliosilveravazquez.com\/blog\/wp-json\/wp\/v2\/tags?post=27019"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}