<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8477594146265777399</id><updated>2026-08-08T09:03:44.032+02:00</updated><category term="música"/><category term="ciencia"/><category term="religión"/><category term="fotografía"/><category term="humor"/><category term="escepticismo"/><category term="hoaxes"/><category term="salud"/><category term="Sintetizadores"/><category term="internet"/><category term="política"/><category term="PP"/><category term="funk"/><category term="photoshop"/><category term="Barcelona"/><category term="aborto"/><category term="ateismo"/><category 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term="paternidad"/><category term="perros"/><category term="producción"/><category term="publicidad"/><category term="pussy sexo cine"/><category term="razón"/><category term="recetas"/><category term="recortes"/><category term="restaurantes"/><category term="rusia"/><category term="steve jobs"/><category term="stonehenge"/><category term="street fighter"/><category term="terrorismo"/><category term="video"/><category term="windows"/><category term="África"/><title type='text'>Misshapen Reality</title><subtitle type='html'>Distorsionando el mundo desde 1975.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>73</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-4980925269356332825</id><published>2020-06-22T17:19:00.000+02:00</published><updated>2020-06-22T17:20:04.777+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="street fighter"/><title type='text'>You Lose!</title><content type='html'>&lt;img alt=&quot;&quot; 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&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/4980925269356332825/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2020/06/you-lose.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4980925269356332825'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4980925269356332825'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2020/06/you-lose.html' title='You Lose!'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-6402138623185192586</id><published>2018-02-05T23:31:00.000+01:00</published><updated>2018-02-05T23:34:02.963+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="fascism"/><category scheme="http://www.blogger.com/atom/ns#" term="Trump"/><category scheme="http://www.blogger.com/atom/ns#" term="USA"/><title type='text'>Make America Great Again</title><content type='html'>&lt;h2 style=&quot;clear: both; text-align: center;&quot;&gt;
MAKE AMERICA GREAT AGAIN&lt;/h2&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8-AJot6irO61JHss4WEROJie2_J7o1b_0Ipwfu_z8g_b2rRvQwfTz_AKk4jZ-HBsH3Cg5qtW448QPOaHmoVkkqIsi3OsuAs3mYEfUEMhOlcOmwo8YXAkBxBOqtIRicq5AwYd_zKQP0uzy/s1600/Make-America-Great-Again.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;Make America Great Again&quot; border=&quot;0&quot; data-original-height=&quot;701&quot; data-original-width=&quot;1000&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8-AJot6irO61JHss4WEROJie2_J7o1b_0Ipwfu_z8g_b2rRvQwfTz_AKk4jZ-HBsH3Cg5qtW448QPOaHmoVkkqIsi3OsuAs3mYEfUEMhOlcOmwo8YXAkBxBOqtIRicq5AwYd_zKQP0uzy/s1600/Make-America-Great-Again.png&quot; title=&quot;Make America Great Again&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/6402138623185192586/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2018/02/make-america-great-again.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/6402138623185192586'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/6402138623185192586'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2018/02/make-america-great-again.html' title='Make America Great Again'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8-AJot6irO61JHss4WEROJie2_J7o1b_0Ipwfu_z8g_b2rRvQwfTz_AKk4jZ-HBsH3Cg5qtW448QPOaHmoVkkqIsi3OsuAs3mYEfUEMhOlcOmwo8YXAkBxBOqtIRicq5AwYd_zKQP0uzy/s72-c/Make-America-Great-Again.png" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-7267576403621857949</id><published>2018-02-03T02:39:00.004+01:00</published><updated>2019-09-18T15:36:51.111+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="alternativas"/><category scheme="http://www.blogger.com/atom/ns#" term="comunicaciones"/><category scheme="http://www.blogger.com/atom/ns#" term="economía"/><category scheme="http://www.blogger.com/atom/ns#" term="españa"/><category scheme="http://www.blogger.com/atom/ns#" term="móviles"/><category scheme="http://www.blogger.com/atom/ns#" term="orange"/><title type='text'>Por qué me he largado de Orange 17 años después</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Normalmente uno explica algo y luego lo complementa con un símil para una mejor comprensión de lo expuesto.&lt;/div&gt;
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Yo voy a empezar justamente de la manera contraria, con un símil que ayudará (espero) a hacer entender mi frustración.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Supongamos que hemos ido a cenar a un restaurante que anuncia un menú del día a 12.99 €. Nos parece un buen restaurante, ya hemos comido antes sin problema alguno y el precio es de lo mejor que hay por la zona.&lt;/div&gt;
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Nos sentamos, pedimos los primeros y segundos y las bebidas, que nos traen a los cinco minutos. Pero, no sin sorpresa, vemos que nos han traído un tercer plato (aparente cortesía de la casa) que &lt;b&gt;no hemos pedido&lt;/b&gt;, que además no nos cabe porque es demasiada comida, y que se queda sin consumir.&lt;/div&gt;
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&lt;br /&gt;&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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Pero el problema viene cuando nos traen la cuenta: descubrimos, con desagrado, que el menú no cuesta 12.99 € tal y como estaba anunciado, sino que nos han clavado 15.99 €. Tras hablar con el encargado se defiende diciendo que es cierto que nos han cobrado 3 € de más, pero que también nos han traído un plato adicional.&lt;/div&gt;
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Obviamente nadie en su sano juicio pagaría los 16 € por un menú que estaba anunciado por 13 y del que no ha dado cuenta de ese plato adicional con el que pretenden justificar una subida de precio no pactada en modo alguno.&lt;/div&gt;
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Pues esa situación tan surreal, comparativamente, es la que propone Orange con su última subida de precios. Ellos alegan que ahora las líneas tienen 1 GB más de datos (3 en vez de 2, que nunca consumo) y para la subida de la fibra óptica, directamente no tienen excusa, pese a que esta está muy por encima de la subida reglamentaria del IPC.&lt;/div&gt;
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Según las nuevas tarifas, pretenden que por el paquete que yo tengo contratado, pague un promedio de &lt;b&gt;20 € mensuales más&lt;/b&gt;&amp;nbsp;durante este año, que supondrían 240 € más en 2018.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNhT6MTv0ajytHyEqTnAOLLxZdhVLekXm6Azw4K3bL1q9rGgIn9H42Dk0QUq9n1OkUUDKTpV-iacihfBD7TNg3vTueC21tLceJdiYOnOeSuPdGkBREwNDJvzuV3r1IPI7exbavDsrC1O6s/s1600/Orange_forbidden.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;600&quot; data-original-width=&quot;600&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNhT6MTv0ajytHyEqTnAOLLxZdhVLekXm6Azw4K3bL1q9rGgIn9H42Dk0QUq9n1OkUUDKTpV-iacihfBD7TNg3vTueC21tLceJdiYOnOeSuPdGkBREwNDJvzuV3r1IPI7exbavDsrC1O6s/s200/Orange_forbidden.png&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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La cosa, además, viene de lejos. Este es el cuarto año consecutivo que hacen la misma jugada, o al menos desde que yo contraté el paquete inicial (que llamaban por entonces algo así como &quot;tarifa Canguro&quot; en el año 2013). Por aquella época el paquete me costaba unos 45 €, el mismo paquete por el que ya pretenden cobrarme más de 80 €.&lt;/div&gt;
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Como le dije a uno de los insistentes teleoperadores de la compañía, &quot;las subidas acumuladas en 4 años han supuesto una subida efectiva de aproximadamente &lt;b&gt;un 100% del precio inicial contratado&lt;/b&gt;. Dígame algo; ¿usted gana el doble que hace tan solo 4 años? ¿Verdad que no? Pues yo tampoco; de hecho gano lo mismo que en 2008&quot;.&lt;/div&gt;
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&lt;h3&gt;
¿Precios pactados por las &quot;big three&quot;?&lt;/h3&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La cuestión es: ¿y por qué no me fui de Orange cuando me hicieron la primera subida de precios usando esta treta?&amp;nbsp; Sencillo: &lt;b&gt;Movistar y Vodafone han hecho lo mismo durante estos años&lt;/b&gt;.&lt;/div&gt;
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Me quedaban como alternativa los operadores móviles virtuales (OMV) que comprenden a compañías como Pepephone, Yoigo, Másmóvil, etc. En los años anteriores, las ofertas de estas compañías aún resultaban más caras en su conjunto que lo que tenía con Orange, aplicando todos los bonos, descuentos, packs, etc. disponibles.&lt;/div&gt;
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Pero a partir de este año, la cosa ha cambiado. Tras hacer una comparativa detallada y tomando como referencia mis líneas y el detalle de llamadas (incluyendo todas las variantes que implican coste, como establecimientos de llamada, límite de duración de llamadas, etc.) y metiendo en el cálculo las mejores ofertas disponibles de &lt;b&gt;Amena &lt;/b&gt;(versión &quot;lowcost&quot; de la propia Orange), &lt;b&gt;Pepephone,&amp;nbsp;Masmóvil&lt;/b&gt;, &lt;b&gt;Tuenti&lt;/b&gt;, y &lt;b&gt;Yoigo&lt;/b&gt;, ha sido esta última la que más ahorro me supone.&lt;/div&gt;
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De los 83.30 € a los que ya me ascendía la factura con Orange, paso a unos 62 € mensuales, lo que es un ahorro considerable al volver a niveles de precios de 2015. Pero además &lt;b&gt;triplico los GBs de las tarifas de datos&lt;/b&gt;&amp;nbsp;y casi duplico la fibra (de 30/30 Mbps he pasado a 50/50 Mbps).&lt;/div&gt;
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Y por el momento, el servicio es perfecto.&lt;/div&gt;
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&lt;br /&gt;&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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Conclusión&lt;/h3&gt;
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Mi recomendación a todos quienes estéis en una situación similar con cualquiera de las tres grandes compañías de comunicaciones (Movistar, Orange, Vodafone) es: &quot;¡huid, insensatos!&quot;.&lt;/div&gt;
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Hay vida más allá de las big-three, y además debemos ser duros con ellos y hacerles ver que no pueden tratarnos como si fuésemos cabezas de ganado. Merecemos un respeto como consumidores, como clientes y simplemente como ciudadanos.&lt;/div&gt;
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De las diferentes opciones de OMV cada una se ajustará mejor a vuestros propósitos (dependiendo de si necesitáis hablar más frecuentemente, o por el contraro más tráfico de Internet) por lo que cualquiera de las que operan en España podrán seros de utilidad. Hace años no me habría atrevido, pero ya sí parece que están suficientemente maduras como para arriesgarse, y por el momento todo ha salido bien.&lt;/div&gt;
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Decid &lt;b&gt;NO&lt;/b&gt; a Orange, a Movistar o a Vodafone.&lt;/div&gt;
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Deben entender que se equivocan.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/7267576403621857949/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2018/02/por-que-me-he-largado-de-orange-17-anos.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/7267576403621857949'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/7267576403621857949'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2018/02/por-que-me-he-largado-de-orange-17-anos.html' title='Por qué me he largado de Orange 17 años después'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNhT6MTv0ajytHyEqTnAOLLxZdhVLekXm6Azw4K3bL1q9rGgIn9H42Dk0QUq9n1OkUUDKTpV-iacihfBD7TNg3vTueC21tLceJdiYOnOeSuPdGkBREwNDJvzuV3r1IPI7exbavDsrC1O6s/s72-c/Orange_forbidden.png" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-176646325730271472</id><published>2017-05-31T16:16:00.001+02:00</published><updated>2019-09-18T15:34:47.325+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ciencia"/><category scheme="http://www.blogger.com/atom/ns#" term="educación"/><category scheme="http://www.blogger.com/atom/ns#" term="opinión"/><category scheme="http://www.blogger.com/atom/ns#" term="pseudociencias"/><title type='text'>No, no tengo que respetar tu opinión</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Cada vez es más frecuente que en cualquier discusión o conversación pública en Internet, algunos contertulios decidan imponer su criterio apelando a una especie de derecho inventado por el cual su opinión debe ser respetada, sin importar qué tipo de sustento tenga, qué argumentos se hayan aportado o cuál sea su grado de razón.&lt;/div&gt;
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No, veamos. Vamos a dejar las cosas claras.&lt;/div&gt;
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Tu opinión no tiene, &lt;b&gt;necesariamente&lt;/b&gt;&amp;nbsp;por qué ser respetada. Las opiniones, como cualquier otro dato o conocimiento, debe &lt;b&gt;siempre someterse al juicio de la razón &lt;/b&gt;y nunca debe prescindirse de la &lt;b&gt;duda&lt;/b&gt;&amp;nbsp;como herramienta racional.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;blockquote class=&quot;tr_bq&quot;&gt;
&quot;Pero yo tengo derecho a decir mi opinión y es tan respetable como la tuya&quot;&lt;/blockquote&gt;
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Verdadero a lo primero, y falso a lo segundo.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5XjmyErlbWpAZr0_Hp6Tx7fT46stWJlTt2v7y6EJAh-8Mv779DS6OhUNxlTUELlLyZ8w0h7v5Z615r_vdbMMEk8YZLOpDDWSLqlFRUQ4DVNlTL4e9TZKRFFFFDhDs599Cyp0qcw2vnUah/s1600/myopinion.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;281&quot; data-original-width=&quot;500&quot; height=&quot;179&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5XjmyErlbWpAZr0_Hp6Tx7fT46stWJlTt2v7y6EJAh-8Mv779DS6OhUNxlTUELlLyZ8w0h7v5Z615r_vdbMMEk8YZLOpDDWSLqlFRUQ4DVNlTL4e9TZKRFFFFDhDs599Cyp0qcw2vnUah/s320/myopinion.gif&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Lo que siempre es respetable y se debe defender a muerte es el &lt;b&gt;derecho&lt;/b&gt;&amp;nbsp;que todos los seres humanos, sin excepción alguna, tenemos al ejercicio de la &lt;b&gt;&lt;a href=&quot;https://es.wikipedia.org/wiki/Libertad_de_expresi%C3%B3n&quot; target=&quot;_blank&quot;&gt;libertad de expresión&lt;/a&gt;&lt;/b&gt;.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin embargo, el que dicha opinión sea respetable (y por tanto yo no me burle de ella) dependerá en gran medida de la calidad de dicha opinión. Porque sí, no es igual de buena la opinión de cualquiera.&lt;/div&gt;
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Por ejemplo, mi opinión como matador de toros probablemente sea malísima, porque yo no sé absolutamente nada de torear y tampoco tengo el mínimo interés en ello (práctica que además detesto y deseo que sea abolida).&lt;/div&gt;
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De la misma manera, la opinión a favor de la &lt;a href=&quot;https://es.wikipedia.org/wiki/Homeopat%C3%ADa&quot; target=&quot;_blank&quot;&gt;Homeopatía&lt;/a&gt; que venga de una persona que ni siquiera conoce los fundamentos más básicos de la química que se estudia en básica (más concretamente el &lt;a href=&quot;https://es.wikipedia.org/wiki/Constante_de_Avogadro&quot; target=&quot;_blank&quot;&gt;número de Avogadro&lt;/a&gt;) será una opinión absurda, desinformada y totalmente sin ninguna validez. Y por tanto no hay motivo para respetarla.&lt;br /&gt;
&lt;br /&gt;
Eso sí, como una señora dijo en cierta ocasión, &lt;i&gt;daré mi vida por defender tu derecho a dar tu opinión&lt;/i&gt;&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;por estúpida que ésta sea.&lt;/b&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/176646325730271472/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2017/05/no-no-tengo-que-respetar-tu-opinion.html#comment-form' title='8 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/176646325730271472'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/176646325730271472'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2017/05/no-no-tengo-que-respetar-tu-opinion.html' title='No, no tengo que respetar tu opinión'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5XjmyErlbWpAZr0_Hp6Tx7fT46stWJlTt2v7y6EJAh-8Mv779DS6OhUNxlTUELlLyZ8w0h7v5Z615r_vdbMMEk8YZLOpDDWSLqlFRUQ4DVNlTL4e9TZKRFFFFDhDs599Cyp0qcw2vnUah/s72-c/myopinion.gif" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-1771761801687286935</id><published>2016-02-18T01:19:00.000+01:00</published><updated>2020-04-13T21:07:25.724+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="humor"/><category scheme="http://www.blogger.com/atom/ns#" term="literatura"/><category scheme="http://www.blogger.com/atom/ns#" term="música"/><title type='text'>Relatos Polisémicos</title><content type='html'>&lt;div style=&quot;background-color: white; color: #141823; font-family: helvetica, arial, sans-serif; font-size: 14px; line-height: 19.32px; margin-bottom: 6px; margin-top: 6px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 19.32px;&quot;&gt;Hoy vengo a hablarles de &quot;&lt;a href=&quot;http://miguel-vigil.com/web/?page_id=10&quot;&gt;Relatos Polisémicos&lt;/a&gt;&quot;, la nueva obra maestra por la que el genio creativo&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;https://www.facebook.com/miguel.lopezvigil.5&quot;&gt;Miguel López Vigil&lt;/a&gt;&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;line-height: 19.32px;&quot;&gt;probablemente optará a su tan perseguido Nobel de Literatura.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 19.32px;&quot;&gt;O, en el peor de los casos, le dará para pagarse unas cervezas con sus correspondientes raciones de calamares a la romana y patatas bravas en &lt;a href=&quot;https://goo.gl/maps/6vnFNsAoqnR2&quot;&gt;El Brillante&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 19.32px;&quot;&gt;Esta joya de la literatura mundial (e incluso española) consta de varias secciones de sobresaliente contenido que recogen, en este orden, una serie de relatos cortos con moraleja (de enmedio), unas epístolas (de fógueo), unos poemas de juventud (que, a juzgar por el estilo, Vigil debió escribirlos, en efecto, cuando era muy joven, probablemente entre los 3 y 5 años de edad) y que culmina con un homenaje al añorado Antonio Sánchez, el que fuera la tercera pata (y por tanto, como suele pasar, la más larga) de aquella irrepetible &lt;a href=&quot;https://www.youtube.com/watch?v=s9sItsn3Tw8&quot;&gt;Académica Palanca primigenia&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 19.32px;&quot;&gt;Por cierto, que sospecho que la dedicatoria a Antonio Sánchez me dará mucho ánimo en los momentos de soledad.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik47yqhCwcd5Uo3QlwPIErBCdKDq1z7UfiNvj3khqiBMdU_dRG8_8HqvZMQbkR0_xTSoMrjmgT2zNMRIt526f6A3gf8Jhce1YSJmkYxCKhZJBovJ_aOz2cvkvGlMZ0kS2vs2879q6uIJdo/s1600/DSC_1674.JPG&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik47yqhCwcd5Uo3QlwPIErBCdKDq1z7UfiNvj3khqiBMdU_dRG8_8HqvZMQbkR0_xTSoMrjmgT2zNMRIt526f6A3gf8Jhce1YSJmkYxCKhZJBovJ_aOz2cvkvGlMZ0kS2vs2879q6uIJdo/s400/DSC_1674.JPG&quot; width=&quot;225&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 19.32px;&quot;&gt;Resumiendo: no os perdáis todo el placer intelectual que este libro os dará por tan sólo 10 €. Además tendréis el privilegio de tener en vuestras estanterías el primer libro sin ISBN conocido.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;Que en estos tiempos que corren, al igual que pasa con las artes en general, la literatura española también necesita &lt;a href=&quot;https://www.youtube.com/watch?v=dBCv-Fj5BCk&quot;&gt;una apoyadura&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhySZQp48e2XjdSoHz1DiflEkkUFJeW5kfzN04hh70xYw2VJaLKP_RwbtWzhgvkJf6pkBgfmWtd7tSOJWj5SddBHGZBItaTTX0GurMzXRrnPmewDugvx7Nfv-SMSMN9XD0f4FZFlKuHOgfq/s1600/DSC_1675.JPG&quot; imageanchor=&quot;1&quot; style=&quot;line-height: 19.32px;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhySZQp48e2XjdSoHz1DiflEkkUFJeW5kfzN04hh70xYw2VJaLKP_RwbtWzhgvkJf6pkBgfmWtd7tSOJWj5SddBHGZBItaTTX0GurMzXRrnPmewDugvx7Nfv-SMSMN9XD0f4FZFlKuHOgfq/s400/DSC_1675.JPG&quot; width=&quot;225&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;line-height: 19.32px;&quot;&gt;Gracias,&lt;/span&gt;&lt;span style=&quot;line-height: 19.32px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a class=&quot;profileLink&quot; data-hovercard=&quot;/ajax/hovercard/user.php?id=1522712133&quot; href=&quot;https://www.facebook.com/miguel.lopezvigil.5&quot; style=&quot;color: #3b5998; cursor: pointer; line-height: 19.32px; text-decoration: none;&quot;&gt;Miguel&lt;/a&gt;&lt;span style=&quot;line-height: 19.32px;&quot;&gt;, por la dedicatoria.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/1771761801687286935/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2016/02/relatos-polisemicos.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/1771761801687286935'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/1771761801687286935'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2016/02/relatos-polisemicos.html' title='Relatos Polisémicos'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik47yqhCwcd5Uo3QlwPIErBCdKDq1z7UfiNvj3khqiBMdU_dRG8_8HqvZMQbkR0_xTSoMrjmgT2zNMRIt526f6A3gf8Jhce1YSJmkYxCKhZJBovJ_aOz2cvkvGlMZ0kS2vs2879q6uIJdo/s72-c/DSC_1674.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-4770212764345379854</id><published>2014-05-16T05:30:00.000+02:00</published><updated>2019-09-18T15:41:59.151+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="arte"/><category scheme="http://www.blogger.com/atom/ns#" term="fotografía"/><category scheme="http://www.blogger.com/atom/ns#" term="hoaxes"/><category scheme="http://www.blogger.com/atom/ns#" term="Van Gogh"/><title type='text'>La falsa foto de Van Gogh (artículo traducido del original en inglés)</title><content type='html'>&lt;b&gt;(Nota: este artículo NO está creado por mí y solamente se trata de una traducción del inglés, pues su contenido me ha parecido interesante. El original se puede encontrar en el siguiente &lt;a href=&quot;http://en.paperblog.com/no-no-no-this-is-not-van-gogh-760549/&quot;&gt;enlace&lt;/a&gt;.)&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx_ewjJ2iUl0WaP2-sU67YDSPN3kN4VRSNcptbBweU3rRvaUHTX9kSnPTdeL9blj53BeXc4_smos33IXsjC2aYn2GKBKD-qNyE_JDkWM8syqaGeFOVmEA9VyORZUuN2c9F5heyd1VVW3eJ/s1600/no-no-no-this-is-not-van-gogh-L-Sfk_ur.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx_ewjJ2iUl0WaP2-sU67YDSPN3kN4VRSNcptbBweU3rRvaUHTX9kSnPTdeL9blj53BeXc4_smos33IXsjC2aYn2GKBKD-qNyE_JDkWM8syqaGeFOVmEA9VyORZUuN2c9F5heyd1VVW3eJ/s1600/no-no-no-this-is-not-van-gogh-L-Sfk_ur.jpeg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;i&gt;¡Detenedlo todo! Algo equivocado está pasando en Internet. Desde la primera vez que publiqué este artículo hace 4 años, esta foto errónea ha aparecido por todos lados en la web como si se tratase de una foto genuina de Vincent Van Gogh, incluso en Wikipeda. ¡¿A dónde vamos a parar?!&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;i&gt;Resumiendo: el fotógrafo y el estudio indicados al pie de esta tarjeta de visita se encuentra en &lt;b&gt;&lt;a href=&quot;https://goo.gl/maps/yOPFS&quot;&gt;Saint-Hyacinthe, Quebec&lt;/a&gt;, Canada. &lt;/b&gt;Una búsqueda rápida en Google me dice que solamente hay un Saint-Hyacinthe en el mundo, y no está en Bélgica. El censo canadiense de 1901 también indica que Victor Morin vivió en Saint-Hyacinthe y trabajó como fotógrafo:&lt;/i&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkbv2zgdKVGrPY39Abo3OKag5zxJxebGj595RzY0ZsY0-OpG1MAVjqYk8tqdL8H08wyBckyl-8vnAEDky4AyVvnmOtEHPqtwbOSfRKKCtl557zgzCJ_WRhHvPtwcf-zorImO5T6gWm9QcN/s1600/Victor+Morin+1901+Census+cropped.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;i&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkbv2zgdKVGrPY39Abo3OKag5zxJxebGj595RzY0ZsY0-OpG1MAVjqYk8tqdL8H08wyBckyl-8vnAEDky4AyVvnmOtEHPqtwbOSfRKKCtl557zgzCJ_WRhHvPtwcf-zorImO5T6gWm9QcN/s1600/Victor+Morin+1901+Census+cropped.jpg&quot; height=&quot;50&quot; width=&quot;640&quot; /&gt;&lt;/i&gt;&lt;/a&gt;&lt;/div&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;
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&lt;i&gt;Así que no, no y no. Este no es Van Gogh. Los investigadores no deberían deformar los hechos hasta hacerlos encajar en sus hitorias. Por favor, haced circular esta información. A continuación viene el resto de mi post original de julio de 2009&lt;/i&gt;:&lt;/div&gt;
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Mientras trataba de encontrar una foto de Van Gogh para acompañar otro post, me topé con esta foto que supuestamente era de Vincent Van Gogh. Esta foto apareció hace unos 5 años y fue mostrada en la Seton Gallery de la Universidad de New Haven, en una exposición titulada &quot;Descubriendo a Vincent Van Gogh: &amp;nbsp;un Estudio Forense de Identificación&quot;. El hombre de la fotografía tiene un impactante parecido con Van Gogh. La información que aparece en la fotografía (de 11.4cm por 14 cm), en torno a 1886, identifica al fotógrafo como Victor Morin, en la dirección 42 RUE ST. FRANCOIS, ST HYACINTHE. La fotografía fue descubierta a principios de 1990 por un cliente que estaba en una tienda de antigüedades de Massachusetts oteando un álbum de fotos, la mayoría de clérigos, con fecha de finales del siglo XIX.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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Este señor reconoció el parecido con Van Gogh y llevó la foto a un historiador que había trabajado con anterioridad identificando imágenes de Abraham Lincoln y Ulysses Grant. El experto estaba convencido de que era, en efecto, Vincent, por lo que se pensó que las fotos hasta ahora consideradas de Van Gogh serían en realidad de su hermano.Un instituto forense (también en New Haven) realizó varias pruebas a la foto. Los investigadores observaron que coincidía el tamaño de la frente, la forma de los ojos e incluso algunos cabellos individuales. También ellos se convencieron de que se trataba de Van Gogh, llegando a afirmar que: &quot;&lt;i&gt;incluso el más mínimo detalle coincide, hasta los más pequeños cabellos de su barba encajan&lt;/i&gt;&quot;.&lt;/div&gt;
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El &lt;a href=&quot;http://www.vangoghmuseum.nl/vgm/index.jsp?page=12526&amp;amp;lang=en&quot;&gt;Museo Van Gogh&lt;/a&gt; en &lt;a href=&quot;http://en.wikipedia.org/wiki/Amsterdam&quot;&gt;Amsterdam&lt;/a&gt; ha refutado que la foto sea del artista. Y han acertado. Me encantaría que realmente fuese una foto de Vincent Van Gogh -mi estómago dio un vuelco cuando la vi por primera vez-. Amo a Van Gogh, sus cartas y su mito. Pero, mucho me temo, no es más que puro deseo de que esta foto fuese suya. Al margen de que Van Gogh tuviera una vida difícil, el sujeto de la fotografía aparenta ser bastante mayor de los 33 años que Vincent tendría en esa foto. &amp;nbsp;Una búsqueda rápida en Google nos verifica la existencia del fotógrafo Morin localizado en Saint Hyacinthe, Quebec, Canada. No hay otra Saint Hyacinthe. Y aún menos en Bélgica, como sostenían los expertos que hicieron la investigación. No se puede simplemente distorsionar la realidad. (Ancestry.com respalda que en 1901 existía Victor Morin listado como un fotógrafo en el censo canadiense). Teniendo en cuenta que Vincent van Gogh estaba tan hambriento como para comer pintura y que su hermano le tenía que estar constantemente prestando dinero, dudo mucho que Vincent fuese hasta &lt;i&gt;La Belle Province&lt;/i&gt;&amp;nbsp;y pagase por que le hicieran esta foto.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/4770212764345379854/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2014/05/la-falsa-foto-de-van-gogh-articulo.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4770212764345379854'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4770212764345379854'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2014/05/la-falsa-foto-de-van-gogh-articulo.html' title='La falsa foto de Van Gogh (artículo traducido del original en inglés)'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjx_ewjJ2iUl0WaP2-sU67YDSPN3kN4VRSNcptbBweU3rRvaUHTX9kSnPTdeL9blj53BeXc4_smos33IXsjC2aYn2GKBKD-qNyE_JDkWM8syqaGeFOVmEA9VyORZUuN2c9F5heyd1VVW3eJ/s72-c/no-no-no-this-is-not-van-gogh-L-Sfk_ur.jpeg" height="72" width="72"/><thr:total>1</thr:total><georss:featurename>Madrid, España</georss:featurename><georss:point>40.4167754 -3.7037901999999576</georss:point><georss:box>40.4167754 -3.7037901999999576 40.4167754 -3.7037901999999576</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-4256959128525510234</id><published>2014-04-11T13:06:00.003+02:00</published><updated>2018-02-03T14:28:29.352+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="informática"/><category scheme="http://www.blogger.com/atom/ns#" term="msx"/><title type='text'>Everything ends. It does. Sooner or later. Or maybe not? / Todo se acaba, tarde o temprano. ¿O quizás no?</title><content type='html'>&lt;script type=&quot;text/javascript&quot; src=&quot;https://ssl.gstatic.com/trends_nrtr/1294_RC01/embed_loader.js&quot;&gt;&lt;/script&gt; &lt;script type=&quot;text/javascript&quot;&gt; trends.embed.renderExploreWidget(&quot;TIMESERIES&quot;, {&quot;comparisonItem&quot;:[{&quot;keyword&quot;:&quot;/m/014hgy&quot;,&quot;geo&quot;:&quot;ES&quot;,&quot;time&quot;:&quot;2004-01-01 2018-02-03&quot;},{&quot;keyword&quot;:&quot;/m/014hgy&quot;,&quot;geo&quot;:&quot;BR&quot;,&quot;time&quot;:&quot;2004-01-01 2018-02-03&quot;},{&quot;keyword&quot;:&quot;/m/014hgy&quot;,&quot;geo&quot;:&quot;JP&quot;,&quot;time&quot;:&quot;2004-01-01 2018-02-03&quot;},{&quot;keyword&quot;:&quot;/m/014hgy&quot;,&quot;geo&quot;:&quot;GB&quot;,&quot;time&quot;:&quot;2004-01-01 2018-02-03&quot;},{&quot;keyword&quot;:&quot;/m/014hgy&quot;,&quot;geo&quot;:&quot;NL&quot;,&quot;time&quot;:&quot;2004-01-01 2018-02-03&quot;}],&quot;category&quot;:0,&quot;property&quot;:&quot;&quot;}, {&quot;exploreQuery&quot;:&quot;date=all,all,all,all,all&amp;geo=ES,BR,JP,GB,NL&amp;q=%2Fm%2F014hgy,%2Fm%2F014hgy,%2Fm%2F014hgy,%2Fm%2F014hgy,%2Fm%2F014hgy&quot;,&quot;guestPath&quot;:&quot;https://trends.google.com:443/trends/embed/&quot;}); &lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/4256959128525510234/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2014/04/everything-ends-it-does-sooner-or-later.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4256959128525510234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4256959128525510234'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2014/04/everything-ends-it-does-sooner-or-later.html' title='Everything ends. It does. Sooner or later. Or maybe not? / Todo se acaba, tarde o temprano. ¿O quizás no?'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-1624714264401916990</id><published>2014-03-26T14:35:00.003+01:00</published><updated>2014-03-26T14:35:14.448+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cultura"/><category scheme="http://www.blogger.com/atom/ns#" term="electrónica"/><category scheme="http://www.blogger.com/atom/ns#" term="Londres"/><category scheme="http://www.blogger.com/atom/ns#" term="museo"/><category scheme="http://www.blogger.com/atom/ns#" term="música"/><category scheme="http://www.blogger.com/atom/ns#" term="Sintetizadores"/><title type='text'>Instrumentos míticos en el Science Museum de Londres</title><content type='html'>&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
&lt;b&gt;NOTA&lt;/b&gt;: Este artículo ha sido previamente publicado en &lt;a href=&quot;http://www.hispasonic.com/reportajes/instrumentos-miticos-science-museum-londres/39128&quot;&gt;Hispasonic&lt;/a&gt;.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Actualmente se encuentra en el&amp;nbsp;&lt;a href=&quot;http://www.sciencemuseum.org.uk/&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;Museo de Ciencia de Londres&lt;/a&gt;&amp;nbsp;(London Science Museum) una interesante colección y exhibición de una parte de la historia de la música electrónica que es digna de ver si por alguna razón os dais un paseo hasta la capital inglesa.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
La exposición muestra parte de la historia de los míticos&amp;nbsp;&lt;a href=&quot;http://en.wikipedia.org/wiki/Electronic_Music_Studios&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;estudios EMS&lt;/a&gt;&amp;nbsp;que dieron lugar a sintetizadores como el fantástico&amp;nbsp;&lt;a href=&quot;http://en.wikipedia.org/wiki/EMS_VCS_3&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;VCS3&lt;/a&gt;&amp;nbsp;o el sistema computerizado&amp;nbsp;&lt;a href=&quot;http://www.hispasonic.com/reportajes/david-cockerell-genio-olvidado/38064&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;MuSYS&lt;/a&gt;. También hay máquinas como el&amp;nbsp;&lt;a href=&quot;http://en.wikipedia.org/wiki/Fairlight_CMI&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;Fairlight CMI&lt;/a&gt;, el&amp;nbsp;&lt;a href=&quot;http://en.wikipedia.org/wiki/Speak_%26_Spell_(toy)&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;Speak &amp;amp; Spell&lt;/a&gt;&amp;nbsp;así como la joya de la corona: la&amp;nbsp;&lt;a href=&quot;http://en.wikipedia.org/wiki/Oramics&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;Oramics Machine&lt;/a&gt;, el único ejemplar existente de la que fue la primera máquina capaz de transformar dibujos en sonidos, realizada por&amp;nbsp;&lt;a href=&quot;http://en.wikipedia.org/wiki/Daphne_Oram&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;Daphne&amp;nbsp;Oram&lt;/a&gt;&amp;nbsp;en el&amp;nbsp;&lt;a href=&quot;http://en.wikipedia.org/wiki/BBC_Radiophonic_Workshop&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;BBC Radiophonic Workshop&lt;/a&gt;&amp;nbsp;en la década de los 50 (y que fue adquirida por el Museo en 2011).&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Aparte se pueden ver desde un simple Casio CZ-1000, una Roland TB303 y&amp;nbsp;hasta un Atari ST con el que se han realizado tantas producciones musicales. Una historia completa de la evolución de la música electrónica.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Aquí podéis ver algunas fotos de la muestra.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
&lt;span class=&quot;bold&quot; style=&quot;font-weight: bold; margin: 0px; padding: 0px;&quot;&gt;D.A.R.W. Session Master 2000 - Powertran&lt;/span&gt;. Un sinte monofónico que vendía en un kit de tipo DIY.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
&lt;img alt=&quot;D.A.R.W. Session Master 2000 - Powertran&quot; src=&quot;http://files.soniccdn.com/imagehosting/ed/dsc_0521_01_16908_640.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
Nos preguntamos a quién habrá pertenecido este&amp;nbsp;&lt;span class=&quot;bold&quot; style=&quot;font-weight: bold; margin: 0px; padding: 0px;&quot;&gt;Fairlight CMI&lt;/span&gt;. En el museo no nos supieron contestar.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
&lt;img alt=&quot;Fairlight C.M.I.&quot; src=&quot;http://files.soniccdn.com/imagehosting/48/dsc_0522_01_16909_640.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Impresionantes ejemplares de&amp;nbsp;&lt;span class=&quot;bold&quot; style=&quot;font-weight: bold; margin: 0px; padding: 0px;&quot;&gt;EMS Synthi-E y EMS Synthi-K&lt;/span&gt;. Modelos francamente raros de ver, incluso en la bibliografía especializada:&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;http://files.soniccdn.com/imagehosting/f5/dsc_0529_01_16910_640.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&lt;img alt=&quot;&quot; src=&quot;http://files.soniccdn.com/imagehosting/f8/dsc_0530_01_16911_640.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Una de las máquinas más raras y al mismo tiempo importantes de la exhibición es este miniordenador&lt;span class=&quot;bold&quot; style=&quot;font-weight: bold; margin: 0px; padding: 0px;&quot;&gt;DEC PDP-8&lt;/span&gt;&amp;nbsp;que fue usado para armar el sistema&amp;nbsp;&lt;span class=&quot;bold&quot; style=&quot;font-weight: bold; margin: 0px; padding: 0px;&quot;&gt;MuSYS&lt;/span&gt;, un invento que dio la luz al juntarse las creativas mentes de David Cockerell y el fundador de EMS, Peter Zinovieff, una fascinante historia sobre la que ya hablamos aquí en Hispasonic&amp;nbsp;&lt;span class=&quot;bold&quot; style=&quot;font-weight: bold; margin: 0px; padding: 0px;&quot;&gt;&lt;a href=&quot;http://www.hispasonic.com/reportajes/david-cockerell-genio-olvidado/38064&quot; style=&quot;color: #346cc0; cursor: pointer; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;&quot;&gt;en este artículo&lt;/a&gt;&lt;/span&gt;.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;http://files.soniccdn.com/imagehosting/c1/dsc_0528_01_16912_640.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Un sintetizador/secuenciador Triadex Muse, y al lado un mítico EMS VCS3 (pieza que ya formaba parte de la colección del museo desde hacía décadas).&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;http://files.soniccdn.com/imagehosting/82/dsc_0525_01_16913_640.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&lt;img alt=&quot;&quot; src=&quot;http://files.soniccdn.com/imagehosting/4e/dsc_0531_01_16914_640.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Aparte, han recreado cómo era la sala principal del BBC Radiophonic Workshop y restaurado el Oramics Machine, la máquina que permitía dibujar en celuloide para luego convertirlo a sonidos de una manera similar a como funcionan las bandas sonoras clásicas de la película de 35mm.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;http://www.prokit.co.uk/blog/wp-content/uploads/2011/11/Oramics-Machine-in-Cabinet-alt-1024x475.jpg&quot; style=&quot;border: 0px; height: auto !important; margin: 5px 0px; max-width: 100% !important; padding: 0px; width: auto !important;&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Ignoramos cuánto tiempo más va a estar la exhibición. En teoría la fecha de finalización era el 31 de diciembre de 2013, pero el caso es que ahí sigue, al menos en su mayor parte.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Si tenéis curiosidad de ver de cerca un Fairlight&amp;nbsp;o de saber más sobre la vida y obra de Peter Zinovieff de EMS, aprovechad para hacer algo de turismo y visitar este fantástico museo.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
Tanto la entrada al museo como a la propia exposición es&amp;nbsp;&lt;span class=&quot;bold&quot; style=&quot;font-weight: bold; margin: 0px; padding: 0px;&quot;&gt;gratuita&lt;/span&gt;.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 14px; line-height: 21px; margin-bottom: 10px; margin-top: 10px; padding: 0px; text-align: justify;&quot;&gt;
¡Visitad la exposición antes de que la quiten definitivamente!&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/1624714264401916990/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2014/03/instrumentos-miticos-en-el-science.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/1624714264401916990'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/1624714264401916990'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2014/03/instrumentos-miticos-en-el-science.html' title='Instrumentos míticos en el Science Museum de Londres'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total><georss:featurename>The British Museum, Great Russell Street, London WC1B 3DG, UK</georss:featurename><georss:point>51.518856799999988 -0.12633440000001883</georss:point><georss:box>51.202743799999986 -0.77178140000001882 51.834969799999989 0.51911259999998116</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-2153492576714730691</id><published>2014-01-16T19:47:00.003+01:00</published><updated>2014-01-16T19:47:50.049+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="aborto"/><category scheme="http://www.blogger.com/atom/ns#" term="ciencia"/><category scheme="http://www.blogger.com/atom/ns#" term="política"/><category scheme="http://www.blogger.com/atom/ns#" term="PP"/><category scheme="http://www.blogger.com/atom/ns#" term="religión"/><title type='text'>Protect life</title><content type='html'>Protect life.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBuvl71xlgqmpev8P1W_QNEy8B_p9P7m3nGX3gkab14NgQiXsP_tyH149JmiRIg_iCtsBeBOuXq8cXk_Fmes_gXGsir7gcxMmxeZ-TITA0p9LROIGNyNWcx0vy-alGqcLMgip2F3ocbXxG/s1600/protect-life.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBuvl71xlgqmpev8P1W_QNEy8B_p9P7m3nGX3gkab14NgQiXsP_tyH149JmiRIg_iCtsBeBOuXq8cXk_Fmes_gXGsir7gcxMmxeZ-TITA0p9LROIGNyNWcx0vy-alGqcLMgip2F3ocbXxG/s1600/protect-life.png&quot; height=&quot;406&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/2153492576714730691/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2014/01/protect-life.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/2153492576714730691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/2153492576714730691'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2014/01/protect-life.html' title='Protect life'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBuvl71xlgqmpev8P1W_QNEy8B_p9P7m3nGX3gkab14NgQiXsP_tyH149JmiRIg_iCtsBeBOuXq8cXk_Fmes_gXGsir7gcxMmxeZ-TITA0p9LROIGNyNWcx0vy-alGqcLMgip2F3ocbXxG/s72-c/protect-life.png" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Madrid, España</georss:featurename><georss:point>40.4167754 -3.7037901999999576</georss:point><georss:box>40.0300424 -4.3492371999999575 40.8035084 -3.0583431999999577</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-1196644989616989792</id><published>2013-09-02T15:32:00.000+02:00</published><updated>2019-09-18T15:40:47.743+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="escepticismo"/><category scheme="http://www.blogger.com/atom/ns#" term="moda"/><category scheme="http://www.blogger.com/atom/ns#" term="photoshop"/><title type='text'>Las Barbies Humanas o &quot;living dolls&quot;: un filón para los escépticos</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Había escuchado o visto referencias alguna vez a estos personajes que han hecho su fama esforzándose en asemejarse a una &quot;Barbie&quot; en vez de un ser humano. Aunque siempre se nos vendió que la anatomía de la muñeca Barbie conserva las proporciones a escala de una modelo ideal, es más que evidente que no es ni nunca fue así.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Pero eso no ha impedido la proliferación de &quot;living dolls&quot;, chicas empeñadas en demostrar lo contrario a base de cirugía plástica, maquillajes aberrantes y Photoshop.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Precisamente leo en &lt;a href=&quot;http://elpais.com/&quot;&gt;elpais.com&lt;/a&gt; &lt;a href=&quot;http://smoda.elpais.com/articulos/la-barbie-humana-que-se-convirtio-en-guru-espiritual/3798&quot;&gt;este artículo&lt;/a&gt; donde citan a &lt;a href=&quot;https://www.facebook.com/ValeriaLukyanova&quot;&gt;Valeria Lukyanova&lt;/a&gt;, una ucraniana conocida por ser la representante más extrema de esta curiosa moda.&lt;/div&gt;
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&lt;a href=&quot;http://static-smoda.elpais.com/uploads/images/thumbs/201335/cover_barbie_8677_635x.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;241&quot; src=&quot;https://static-smoda.elpais.com/uploads/images/thumbs/201335/cover_barbie_8677_635x.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Según dice el citado artículo, la chica niega haber pasado por el quirófano, excepto para aumentar sus pechos, y así mismo niega que el Photoshop esté detrás de sus imágenes más sorprendentes.&lt;/div&gt;
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&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;br /&gt;&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Si se ha operado cara, labios, nariz, costillas, etc. para parecer un maniquí es algo difícil de demostrar (a pesar de que, en apariencia, las medidas son muy poco naturales y creíbles), pero hay imágenes de la chica tomadas por terceros, al natural, y su aspecto físico dista muchísimo del que se puede apreciar en sus fotos más conocidas por Internet. Lo cuál nos lleva irremediablemente al retoque fotográfico, como demostraremos más abajo.&lt;/div&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl2Mc9Z1NNEERXJeEznPSn9HF0QeiFcZXuc4EpkIXdYbwX26dW761Ae-Lidh9R1EQ3cfv6f6HjDiwkROa0ew0D8-i8hxvQmU2aph_grZYnM-iniVQwMMO1sMTa_ygr2imWC6MTZrKcVWO5/s1600/fakeval01.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl2Mc9Z1NNEERXJeEznPSn9HF0QeiFcZXuc4EpkIXdYbwX26dW761Ae-Lidh9R1EQ3cfv6f6HjDiwkROa0ew0D8-i8hxvQmU2aph_grZYnM-iniVQwMMO1sMTa_ygr2imWC6MTZrKcVWO5/s320/fakeval01.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Pues qué queréis que os diga. Me gusta mucho más sin retocar.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF-OkiIcl0lOoF5nXJNyLC8BGov9wGfvr5_FeKuqJqv6Y63cEepf1iKLY4R_NQjKl3GYsiPSZ-9JphLM-xV4XRlPU20z70JMCy1TgCwO5ucX7-wQNFAUCHEpU3YeTpbeBQzvIiULcfdziA/s1600/fakeval02.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;179&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF-OkiIcl0lOoF5nXJNyLC8BGov9wGfvr5_FeKuqJqv6Y63cEepf1iKLY4R_NQjKl3GYsiPSZ-9JphLM-xV4XRlPU20z70JMCy1TgCwO5ucX7-wQNFAUCHEpU3YeTpbeBQzvIiULcfdziA/s320/fakeval02.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Comparación de la Valeria &quot;natural&quot; y la Valeria &quot;retocada&quot;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh71WclVX9l_D6KhLFCU6oJuEACGpOWP_o-GUE9Tfm_UUnhEL8-qyHfx3azbjVQ_Ch2MaFrMBV3W96_M9WMYVPL5Qh_8HeyWLQTD3rbSrjZbEMveJXAtEskgjrm9eI4TBndPH-6bofijirc/s1600/fakeval03.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh71WclVX9l_D6KhLFCU6oJuEACGpOWP_o-GUE9Tfm_UUnhEL8-qyHfx3azbjVQ_Ch2MaFrMBV3W96_M9WMYVPL5Qh_8HeyWLQTD3rbSrjZbEMveJXAtEskgjrm9eI4TBndPH-6bofijirc/s320/fakeval03.jpg&quot; width=&quot;289&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Pillada por la calle&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
Incluso ya han creado un grupo en Facebook para desmontar esta supuesta estafa:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.facebook.com/pages/Valeria-Lukyanova-the-story-of-fake-photos/243996365702486&quot;&gt;https://www.facebook.com/pages/Valeria-Lukyanova-the-story-of-fake-photos/243996365702486&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Se podría alegar que las fotos son anteriores a su transformación y por tanto no hay fraude. Aparte de que no parece el caso por la edad aparente, hay casos donde el retoque se nota de manera &lt;i&gt;flagrante&lt;/i&gt;. Os pongo como ejemplo la foto de la piscina de antes:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaEvyCoRRybim0cmY4QF5aZ0pt_jN5QVq2sUf32_RwBpPaY32cLdwkrFlUVzkeIwihJJvsHKQotAPBmg5xU3r8Nm_3CWy7UaUnPNwHVJh5-odHsHBsE_5qdGJtzYD47pNW_sXLQpPVsvSs/s1600/fakeval04.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaEvyCoRRybim0cmY4QF5aZ0pt_jN5QVq2sUf32_RwBpPaY32cLdwkrFlUVzkeIwihJJvsHKQotAPBmg5xU3r8Nm_3CWy7UaUnPNwHVJh5-odHsHBsE_5qdGJtzYD47pNW_sXLQpPVsvSs/s320/fakeval04.jpg&quot; width=&quot;211&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Cualquiera que haya tonteado mínimamente con el Photoshop conoce la herramienta &quot;Licuar&quot; (o Liquify en su versión original). Esta herramienta permite distorsionar una imagen en dos dimensiones (alto y ancho) permitiendo &quot;inflar&quot; o &quot;desinflar&quot; las áreas donde se aplica. Sin embargo, según el diámetro de área seleccionada, la herramienta distorsiona levemente la zona periférica.&lt;br /&gt;
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Veamos un ejemplo.&lt;br /&gt;
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Tomemos esta foto de un modelo cualquiera:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsEoqzU9kmm3fs7jFvms6l0lyw0LUJBgv1zqtKuFyUt1Zo2dpMA_fE8qN4AxbZzlkz-2g6IaZ4inFA8Yb8pMvRLjFMgzFGTaWuMrUQZ8kg4CIOl3yAjjfDxdxk-fzHulKJ4B0YUMPRXr7y/s1600/mrbean02.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsEoqzU9kmm3fs7jFvms6l0lyw0LUJBgv1zqtKuFyUt1Zo2dpMA_fE8qN4AxbZzlkz-2g6IaZ4inFA8Yb8pMvRLjFMgzFGTaWuMrUQZ8kg4CIOl3yAjjfDxdxk-fzHulKJ4B0YUMPRXr7y/s320/mrbean02.jpg&quot; width=&quot;319&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Esta foto nos viene de perlas porque el fondo rayado es ideal para mostrar el efecto que queremos explicar y que delata la artificialidad de la foto de Valeria.&lt;br /&gt;
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Vamos a usar la herramienta &quot;Licuar&quot; para, por ejemplo, estrechar el cuello y quitar papada al modelo de la foto:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLV1qlKMO0b4jacNKCezWpZhm4vfg_JvjIH0R-bdZsUOBPg0xYYuwlN2rw7uFXv_72MPLtidoBBCboMIla6ixVe2OG7ifeVysksWJvMG1c-QFiAdl6IqK9dWuzC6y-znh1PPwi22MK3e4Y/s1600/mrbean03.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;465&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLV1qlKMO0b4jacNKCezWpZhm4vfg_JvjIH0R-bdZsUOBPg0xYYuwlN2rw7uFXv_72MPLtidoBBCboMIla6ixVe2OG7ifeVysksWJvMG1c-QFiAdl6IqK9dWuzC6y-znh1PPwi22MK3e4Y/s640/mrbean03.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
De paso le hago unas orejas un poquito más estilizadas, y el resultado viene a ser algo parecido a esto:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIbUbIdsKuuW1S13J75RpxoJroTPAd9M_UDliKESv65Uq0zj3GzGiAwAY_YgODUU83kvM95bIyQVK_7RXRZkGrfresyvi28FMejoLHZfj1Gq3QC4PWI907qrI_Zop_-S5PcWQaX-MPQdFe/s1600/mrbean05.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIbUbIdsKuuW1S13J75RpxoJroTPAd9M_UDliKESv65Uq0zj3GzGiAwAY_YgODUU83kvM95bIyQVK_7RXRZkGrfresyvi28FMejoLHZfj1Gq3QC4PWI907qrI_Zop_-S5PcWQaX-MPQdFe/s320/mrbean05.jpg&quot; width=&quot;319&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Si nos fijamos bien, en las listas del fondo de la foto original cercanas al cuello se aprecian claramente las distorsiones propias de esta herramienta. Las mismas que se distinguen en el mosaico de la foto de la piscina de la amiga Valeria:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN0coTltDXxnV4k813yPJBbSHqMOUtyafjlAxemA5KxMfAxIZ7iHcwahb9NRuf6ky6xzhZqXtx42OuzY2ACN7NScpadJg9PSl18_eqInXSuwvosvTO0R05VO4VxoNVzzSYQJVy-z-FGuCS/s1600/fakeval05.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN0coTltDXxnV4k813yPJBbSHqMOUtyafjlAxemA5KxMfAxIZ7iHcwahb9NRuf6ky6xzhZqXtx42OuzY2ACN7NScpadJg9PSl18_eqInXSuwvosvTO0R05VO4VxoNVzzSYQJVy-z-FGuCS/s320/fakeval05.jpg&quot; width=&quot;277&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Creo que quedan pocas dudas al respecto acerca de todo este asunto.&lt;br /&gt;
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&lt;h3&gt;
Pero eso no es todo, amigo escéptico. ¿Magufa, chalada, o simplemente una caradura?&lt;/h3&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
La cosa es que hay más. Al margen de que esta chica se ha hecho famosa a base de Photoshop y de mentir deliberadamente a toda la Internet, sus convicciones son poco menos que sorprendentes. La muchacha en cuestión dice cosas como que ella es extraterrestre, concretamente proviene de Venus, que el día que tenga un hijo con su marido no será humano, y que se considera amiga de los Mayas y de los alienígenas, con los que se comunica mediante el lenguaje de la luz.&lt;/div&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.fromquarkstoquasars.com/wp-content/uploads/2013/02/venusPano.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://www.fromquarkstoquasars.com/wp-content/uploads/2013/02/venusPano.jpg&quot; width=&quot;316&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Ciudad natal de Valeria Lukyanova&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Tonterías como estas se escuchan a menudo a magufos enfermizos, gente excéntrica o llanamente &quot;pirados&quot;. Cuando no lo son, suelen corresponderse con personas que se envuelven en toda esta parafernalia esotérica para cazar incautos a los que estafar. El hecho de que Valeria Lukyanova tenga editado un libro sobre viajes astrales (&quot;&lt;a href=&quot;http://t.co/1IPMNiel&quot;&gt;Astral Travel Amatue&lt;/a&gt;&quot;) y además se dedique a impartir clases magistrales sobre experiencias extracorpóreas a 80 dólares por sesión/barba (y no corpóreas como más de alguno querría), la enmarca inmediatamente en el segundo grupo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
O lo que es lo mismo: que detrás de esta jovencita, más allá de los retoques quirúrgicos o infográficos, hay todo un invento para desplumar al que se acerque demasiado a ella con la guardia un poco baja. Como dicen los anglófonos, &lt;i&gt;that is what all this is about&lt;/i&gt;.&lt;/div&gt;
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Enlaces relacionados:&lt;/div&gt;
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&lt;a href=&quot;https://www.facebook.com/ValeriaLukyanova&quot;&gt;https://www.facebook.com/ValeriaLukyanova&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://twitter.com/Val_Lukyanova&quot;&gt;https://twitter.com/Val_Lukyanova&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;http://vkamatue21.blogspot.com.es/&quot;&gt;http://vkamatue21.blogspot.com.es/&lt;/a&gt; &lt;/div&gt;
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&lt;a href=&quot;http://www.youtube.com/user/Amatue&quot;&gt;http://www.youtube.com/user/Amatue&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/1196644989616989792/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2013/09/las-barbies-humanas-o-living-dolls-un.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/1196644989616989792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/1196644989616989792'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2013/09/las-barbies-humanas-o-living-dolls-un.html' title='Las Barbies Humanas o &quot;living dolls&quot;: un filón para los escépticos'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl2Mc9Z1NNEERXJeEznPSn9HF0QeiFcZXuc4EpkIXdYbwX26dW761Ae-Lidh9R1EQ3cfv6f6HjDiwkROa0ew0D8-i8hxvQmU2aph_grZYnM-iniVQwMMO1sMTa_ygr2imWC6MTZrKcVWO5/s72-c/fakeval01.jpg" height="72" width="72"/><thr:total>2</thr:total><georss:featurename>España</georss:featurename><georss:point>40.413496049701955 -3.69140625</georss:point><georss:box>37.308331049701955 -8.85498025 43.518661049701954 1.4721677499999997</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-4869917953587685262</id><published>2013-06-10T19:00:00.000+02:00</published><updated>2013-09-22T18:01:01.699+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="2013"/><category scheme="http://www.blogger.com/atom/ns#" term="cultura"/><category scheme="http://www.blogger.com/atom/ns#" term="feria"/><category scheme="http://www.blogger.com/atom/ns#" term="libros"/><category scheme="http://www.blogger.com/atom/ns#" term="madrid"/><title type='text'>La Feria del Libro en Madrid</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Pues el nombre le viene que ni pintado.&lt;/div&gt;
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Ayer di un paseo, como otros años, por la espectacular Feria del Libro 2013 en Madrid situada tradicionalmente en el &lt;a href=&quot;http://es.wikipedia.org/wiki/Jardines_del_Retiro_de_Madrid&quot;&gt;Parque del Retiro&lt;/a&gt;.&lt;/div&gt;
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Es una oportunidad que no puedo dejar pasar para &lt;i&gt;golismear&lt;/i&gt; entre los cientos de puestos y descubrir alguna cosa interesante o que despierte mi interés de algún modo. Eso incluye ver en persona a algún ser ilustre, lo que siempre puede contribuir a la satisfacción de mi ligera tendencia a la mitomanía y a la necesidad de mantener una (cortísima) conversación irrepetible.&lt;/div&gt;
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Sin embargo, mis queridos drugos, por primera vez me pasó algo inimaginable para mí: me sentí agobiado y decepcionado a partes iguales. Achacaría a la crisis el hecho de que uno de mis sitios favoritos para comer en Madrid, El Lacón, estuviese casi vacío un domingo a medio día de no ser por la tremenda marea humana que se había lanzado al consumo desbocado de celulosa impresa y encuadernada.&lt;/div&gt;
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¿De repente tres millones de personas en Madrid han despertado su amor e instinto literario por delante de la tendencia a la cerveza y las raciones de bravas dominicales? Por desgracia la respuesta no es la que me gustaría.&lt;/div&gt;
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Entre la rugiente marabunta había miles de personas de todos los ámbitos que podamos encontrar en Madrid, las cuáles se confundían a ratos con los putrefactos seres de The Walking Dead, formando inacabables colas en algunos de los stands donde algún personajillo firmaba ejemplares. Fue entonces cuando descubrí la triste realidad: de cada cinco stands, uno estaba dedicado a la parapsicología, la homeopatía y los libros de Punset, mientras que en toda la feria me costó encontrar un solo puesto dedicado a la Ciencia o a la ingeniería.&lt;/div&gt;
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Siguió mi estupor cuando vi que en algunos puestos había personas de talla elevada, desde políticos que han formado parte importante de la historia reciente de España, como Alfonso Guerra, o escritores de los de hacer reverencia doblando el lomo, como mi quasi-paisano Muñoz Molina, hasta impresentables pero no por ello precisamente incultos como Sánchez Dragó, a los que prácticamente ni el &lt;i&gt;Tato&lt;/i&gt; hacía ni puñetero caso. ¿Pero cómo podía ser?&lt;/div&gt;
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Sin embargo, creí ver la luz y cierta esperanza cuando ocho o nueve stands más adelante, había una auténtica marea humana que pretendía saludar y llevarse algún autógrafo de quién sabe qué autor de renombre. La cola era casi tan larga como media feria entera. No pude resistir la tentación de acercarme para averiguar de quién se trataba. Y no os lo podéis imaginar.&lt;/div&gt;
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No se trataba de de ningún político de la transición; tampoco ningún premio Miguel de Cervantes; ni siquiera resultó ser ningún novelista español de éxito (ni aún habiéndose tratado de algún creador de best-sellers para las masas).&lt;/div&gt;
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No. Señoras y señores, el personaje que estaba firmando ejemplares a una entregada masa que aguantaba interminables metros de cola era nada menos que &lt;a href=&quot;http://es.wikipedia.org/wiki/Geronimo_Stilton&quot;&gt;&lt;b&gt;Geronimo Stilton&lt;/b&gt;&lt;/a&gt;. No, no, no he querido decir su creadora, que sería lo esperable, la italiana &lt;a href=&quot;http://es.wikipedia.org/wiki/Elisabetta_Dami&quot;&gt;Elisabetta Dami&lt;/a&gt;, sino un personaje anónimo embutido en un muñeco con una cabeza de ratón con anteojos.&lt;/div&gt;
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Que sí, vale, que podría ser que a la escritora le diese por venir a firmar libros disfrazada del personaje de su libro. No sería la primera vez que lo hace. Pero es que poco más adelante se repetía la escena con un muñeco grotesco de &lt;b&gt;Greg&lt;/b&gt;, el personaje del &lt;a href=&quot;https://es.wikipedia.org/wiki/El_diario_de_Greg_%28serie%29&quot;&gt;diario con el mismo nombre&lt;/a&gt;.&lt;/div&gt;
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Todo sea por los niños&lt;/h4&gt;
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Pero, ¿realmente era por los niños? Pues mayoritariamente, no. Había gente de todas las edades, y una concentración de adultos mayor de la esperable.&lt;/div&gt;
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¿Es acaso malo que haya más interés por un muñeco de peluche que por hablar aunque sea un par de minutos con una mente realmente brillante, aprovechando así una oportunidad que no se da todos los días? Tampoco diría eso. Tiene que haber lugar para la seriedad, las ideas brillantes, la fantasía, y los disfraces de peluche.&lt;/div&gt;
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Sin embargo, creo que la foto general de esta edición de la Feria, donde todo el interés estaba volcado en literatura no demasiado trascendente y donde las letras producto de las manos expertas y cultivadas estaban relegadas al abandono, es un síntoma de la dirección a la que navegamos como país; y esto es ahora, que aún no se han empezado a notar los despropósitos educativos impuestos por el actual gobierno del Partido Popular.&lt;/div&gt;
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Con todo y con eso, lo reconozco: esta semana volveré a escaparme algún otro día para ver si puedo saborear un poco más (y con una poca más de calma) de la lujuria del papel impreso. Ya veremos si consigo volver con mejor sabor de boca.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/4869917953587685262/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2013/06/la-feria-del-libro-en-madrid.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4869917953587685262'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4869917953587685262'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2013/06/la-feria-del-libro-en-madrid.html' title='La Feria del Libro en Madrid'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-5746030749966108041</id><published>2013-05-28T16:47:00.000+02:00</published><updated>2019-09-18T15:42:45.743+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bulos"/><category scheme="http://www.blogger.com/atom/ns#" term="escepticismo"/><category scheme="http://www.blogger.com/atom/ns#" term="hoaxes"/><category scheme="http://www.blogger.com/atom/ns#" term="Isla de Pascua"/><category scheme="http://www.blogger.com/atom/ns#" term="misterio"/><category scheme="http://www.blogger.com/atom/ns#" term="Moai"/><category scheme="http://www.blogger.com/atom/ns#" term="pseudociencias"/><category scheme="http://www.blogger.com/atom/ns#" term="stonehenge"/><title type='text'>La Isla de Pascua y las piedras de Stonehenge: la última tontería magufa</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
A veces la ficción (magufa) supera por completo nuestras previsiones. En algún momento alguien hizo un dibujo con una clara orientación humorística que terminó como fuente de otra de tantas &quot;teorías&quot; alternativas habituales en el mundillo de la pseudociencia, junto al monstruo del Lago Ness, la desaparecida Atlántida o &lt;strike&gt;la Abominable Virgen de las Nieves&lt;/strike&gt;.&lt;/div&gt;
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En concreto nos referimos a este curioso dibujo:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhppB8InKG3USjU5SN99zEOGSdA8OABssME8NGY0gdtWGAz_D_le0bxhQpYyYgoGwN5O-usS5Esycl8H9LO5lTI0Y89NNLa0cLAeOvaqjJ2MKFuju1S6fCY-yD54_CF87foDeY0zPwyrgUN/s1600/eas.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhppB8InKG3USjU5SN99zEOGSdA8OABssME8NGY0gdtWGAz_D_le0bxhQpYyYgoGwN5O-usS5Esycl8H9LO5lTI0Y89NNLa0cLAeOvaqjJ2MKFuju1S6fCY-yD54_CF87foDeY0zPwyrgUN/s320/eas.jpg&quot; width=&quot;281&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Según la ilustración, se sugiere que las piedras de Stonehenge serían en realidad los pies de alguna de las cabezas Moai de la Isla de Pascua.&lt;/div&gt;
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Aparte de la estupidez que supondría creerse esto por el problema que implicarían las desproporciones (cada Moai viene a tener el tamaño de algo más de cada una de las piedras de Stonehenge) y el problema de la distancia para suponer que simbolizasen un mismo cuerpo (12.742km de diámetro frente a piedras de 7 metros de altura... un hombre muy &quot;alargado&quot;). podríamos conceder que áun así, de manera simbólica existiera esa supuesta alineación.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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¿Qué supondría ello? Pues que Stonehenge y la Isla de Pascua deberían ser &lt;a href=&quot;http://es.wikipedia.org/wiki/Ant%C3%ADpodas&quot;&gt;antípodas&lt;/a&gt;. Lo cuál sencillamente no es cierto. De hecho, sólo plantearlo ya demuestra un desconocimiento bastante profundo de la geografía global.&lt;/div&gt;
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Para el que no quiera tomarse la molestia de darle vueltas al globo terráqueo y convencerse, existe una web muy maja que nos calcula automáticamente el punto de las antípodas equivalente para un lugar dado, basado en tecnología de Google Maps (y hay que decir que una idea tan sencilla como excelente):&lt;/div&gt;
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&lt;a href=&quot;http://www.freemaptools.com/tunnel-to-other-side-of-the-earth.htm&quot;&gt;http://www.freemaptools.com/tunnel-to-other-side-of-the-earth.htm&lt;/a&gt;&lt;/div&gt;
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&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Rapa Nui y sus antípodas en... la India.&lt;/td&gt;&lt;/tr&gt;
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Si colocamos la Isla de Pascua en este mapa, rápidamente vemos que sus antípodas están en... ¡India! Más concretamente cerca de la frontera con Pakistán. No hay que negar al menos la coincidencia (por conceder algo sin mucho valor) de que ambos puntos son un Parque Nacional. Pero bueno, también lo es el de Ngoro-Ngoro, en Tanzania.&lt;/div&gt;
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Pero, ¿y qué pasa con las Antípodas de Stonehenge? Pues si en el otro teníamos un &quot;tocado&quot;, con este hemos obtenido un estrepitoso &quot;¡agua!&quot;:&lt;/div&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie3iXZChv2BXua5S-Wu-6buBGQHD5ySTVkz30X2euwkFzYhFP5ryxUpw5-7eHt5vOlRJVlAF6Jb5s4V8SKlXNfBRNZep9TWY8Qi8wYg-XZozLrniVxUKZAly4fVwWgAK2tkCn2x8Kc0Mpg/s1600/eas2.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;356&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEie3iXZChv2BXua5S-Wu-6buBGQHD5ySTVkz30X2euwkFzYhFP5ryxUpw5-7eHt5vOlRJVlAF6Jb5s4V8SKlXNfBRNZep9TWY8Qi8wYg-XZozLrniVxUKZAly4fVwWgAK2tkCn2x8Kc0Mpg/s640/eas2.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;¡Agua!&lt;/td&gt;&lt;/tr&gt;
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Para más señas, al sur de Nueva Zelanda.&lt;/div&gt;
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Así que, por si alguien no había entendido que esto es una broma, ¡que le quede claro!&lt;/div&gt;
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&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/5746030749966108041/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2013/05/la-isla-de-pascua-y-las-piedras-de.html#comment-form' title='9 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/5746030749966108041'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/5746030749966108041'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2013/05/la-isla-de-pascua-y-las-piedras-de.html' title='La Isla de Pascua y las piedras de Stonehenge: la última tontería magufa'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhppB8InKG3USjU5SN99zEOGSdA8OABssME8NGY0gdtWGAz_D_le0bxhQpYyYgoGwN5O-usS5Esycl8H9LO5lTI0Y89NNLa0cLAeOvaqjJ2MKFuju1S6fCY-yD54_CF87foDeY0zPwyrgUN/s72-c/eas.jpg" height="72" width="72"/><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-8082337708193535922</id><published>2013-04-14T19:03:00.000+02:00</published><updated>2013-04-14T19:12:27.864+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="audio"/><category scheme="http://www.blogger.com/atom/ns#" term="electrónica"/><category scheme="http://www.blogger.com/atom/ns#" term="música"/><category scheme="http://www.blogger.com/atom/ns#" term="Sintetizadores"/><category scheme="http://www.blogger.com/atom/ns#" term="sonido"/><title type='text'>David Cockerell, el genio olvidado </title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Cuando a menudo citamos a nuestros héroes de la música electrónica, rápidamente aparecen nombres como Dave Smith, Roger Linn, Tom Oberheim o Mario Maggi. Seguramente ninguno de ellos necesita presentación a estas alturas.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin embargo, creo que es justo darle el mérito que merece a un ingeniero que merecería estar en la lista de los cuatro anteriores, pero que generalmente pasa más desapercibido: nos referimos a David Cockerell.&lt;/div&gt;
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David Cockerell ha realizado increíbles aportes al rock, a la música electrónica y a la ingeniería de sonido, siendo el padre de algunas de las criaturas más cotizadas entre los músicos, ingenieros y productores de varias generaciones: desde el sintetizador VCS3 hasta toda la familia de samplers Akai (desde el S612 hasta los últimos S6000, Z4 y Z8), pasando por los mejores pedales de Electro Harmonix. También hay que destacar que fue uno de los padres del primer sampler/sintetizador digital de la historia, que no fue ni el CMI Fairlight ni el NED Synclavier, sino el MUSYS.&lt;/div&gt;
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&lt;h4&gt;
Los comienzos: el MUSYS&lt;/h4&gt;
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David Cockerell comenzó sus andaduras en el mundo de la música electrónica durante la década de los 60, cuando se unió a algunos amigos que estaban haciendo algunas incursiones en la &lt;a href=&quot;http://es.wikipedia.org/wiki/M%C3%BAsica_concreta&quot;&gt;música concreta&lt;/a&gt;(se trataba de una camarilla de gente muy cercana al &lt;a href=&quot;http://en.wikipedia.org/wiki/BBC_Radiophonic_Workshop&quot;&gt;BBC Radiophonic Workshop&lt;/a&gt;). Hablamos de una época donde incluso los sistemas modulares de Moog estaban aún empezando a ver la luz y eran inasequibles para cualquier músico.&lt;/div&gt;
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Por aquel entonces, un amigo de Cockerell, Peter Zinovieff, aficionado a la música electrónica le pidió ayuda para intentar materializar algunas de las ambiciosas ideas que tenía en su cabeza y que requerían conocimientos más profundos de ingeniería. Iniciaron juntos un proyecto híbrido (consistente en algo parecido a lo que hoy consideraríamos un workstation) que rápidamente se complicó: el invento que intentaban construir iba a necesitar más de 600 controles manuales lo que lo convertía en una bestia difícilmente gobernable, además de dificultosa y cara de implementar.&lt;/div&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTABHZpZhKgfK6KDfLkF-EZut_d2WNEVHzqVzEPZ6dIueKe-YqmKtzmjMXLGLmAlg8H1ldDOwNx6sa00Q5IcedHd8iZlnuybJRmn1dtvue6Y_sUQG6ZTZhJ04yD1LZNhqBfwIAUJFw_AaB/s1600/musys.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;El Musys Studio, c.1968&quot; border=&quot;0&quot; height=&quot;272&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTABHZpZhKgfK6KDfLkF-EZut_d2WNEVHzqVzEPZ6dIueKe-YqmKtzmjMXLGLmAlg8H1ldDOwNx6sa00Q5IcedHd8iZlnuybJRmn1dtvue6Y_sUQG6ZTZhJ04yD1LZNhqBfwIAUJFw_AaB/s400/musys.JPG&quot; title=&quot;El Musys Studio, c.1968&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;El Musys Studio, c.1968&lt;/td&gt;&lt;/tr&gt;
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Tuvieron entonces la idea de crear un sistema digital que permitiese hacer todo cuanto tenían en mente, y por supuesto nuevas aplicaciones hasta entonces nunca exploradas. Así, tras algo más de dos años de desarrollo (1966-1968) nació el MUSYS, el ordenador musical que David Cockerell construyó sobre la base de dos ordenadores &lt;a href=&quot;http://en.wikipedia.org/wiki/PDP-8&quot;&gt;DEC PDP-8&lt;/a&gt; con CPU de 12 bits. Con el apoyo de Peter Grogono para la parte de software (quien creó un lenguaje de programación que hoy nos recordaría mucho al &lt;a href=&quot;http://www.csounds.com/&quot;&gt;CSound&lt;/a&gt;), consiguieron una máquina revolucionaria capaz de controlar todos los módulos del estudio de Zinovieff de manera centralizada. Mientras un PDP-8 se encargaba del parseo del lenguaje (usado para programar la computadora y para crear secuencias complejas) y de los cálculos, la otra unidad enviaba los datos por las distintas interfaces y dispositivos (CV, DAC, etc.). La información era compartida entre los dos sistemas mediante un pequeño disco duro que era accedido por ambos.&lt;/div&gt;
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Entre los módulos controlados por este poderoso sistema, había tres bancos de 84 osciladores cada uno (¡252 en total!), capaces de sonar con forma de onda de tipo seno y/o cuadrada y cuya frecuencia y afinación eran controladas digitalmente. Es decir, estamos hablando de los ancestros de los osciladores DCO posteriores.&lt;/div&gt;
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Sin embargo, entre otros muchos (envolventes, generadores de funciones, de ruido, etc.) el módulo más llamativo era el banco de 64 filtros con Q y cutoff variables y controlados por el cerebro electrónico. Esto permitía modelar de manera computerizada (y dinámica) cualquier señal externa, así como poner la Q de cada filtro en modo auto-oscilante para generar formas senoidales puras: ¡síntesis aditiva de 64 parciales!. Pero lo más asombroso: permitía hacer un análisis de las respuestas de cada uno de los 64 filtros a la señal inyectada y grabar la amplitud resultante de ellos en disco, lo cual dotaba al sistema de una interesante capacidad de sampling y resíntesis híbrida (analógico-digital), aparte de procesos de tipo vocoder, síntesis cruzada entre las distintas fuentes y un número casi ilimitado de posibilidades. Para redondear la jugada, el sistema tenía un teclado de piano sensible a la fuerza de pulsación.&lt;/div&gt;
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Tal bestia terminó convirtiéndose en un proyecto muy caro y empezaba a salírseles un poco de las manos. Así que decidieron publicar un anuncio buscando financiación para poderlo comercializar y hacerlo llegar al público en general. En el fondo, las motivaciones de Zinovieff y Cockerell eran por encima de todo artísticas, y deseaban ese uso generalizado para esta super-herramienta.&lt;/div&gt;
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&lt;h4&gt;
El nacimiento de EMS&lt;/h4&gt;
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Sin embargo, el anuncio no cosechó los frutos esperados. Todo lo que consiguieron fue una donación de 50 libras proveniente de otro músico interesado en la musique concrète. Para colmo, este donante, un australiano llamado Don Banks, no comprendió del todo la petición y entendió que Zinovieff y Cockerell iban a construir para él un sintetizador de 50 libras.&lt;/div&gt;
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En vez de echarse para atrás, llamaron a &lt;a href=&quot;http://en.wikipedia.org/wiki/Tristram_Cary&quot;&gt;Tristam Cary&lt;/a&gt; (uno de sus colegas dedicados a la música concreta) y citaron todos juntos a Don Banks en un pub para tratar la propuesta. La principal necesidad de Banks era la de acceder a un sintetizador asequible para su bolsillo, por lo que los tres amigos recogieron el guante y decidieron intentar diseñar un mini sintetizador usable por las 50 libras pactadas. Cockerell se esforzó en optimizar y simplificar el diseño de los circuitos hasta lo máximo posible en aquella época. El resultado final fue un potente sintetizador monofónico que llamaron “Voltage Controlled Synthesizer”. Había nacido el &lt;a href=&quot;http://m.matrixsynth.com/2007/05/ems-vcs1.html&quot;&gt;VCS1&lt;/a&gt;.&lt;/div&gt;
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Rápidamente, Cockerell, Zinovieff y Cary se dieron cuenta del potencial comercial que tendría un sintetizador compacto y con un precio accesible para el público general que no podía permitirse un monstruoso modular de Buchla o de Moog. Así que decidieron aplicar toda su experiencia como músicos y como ingenieros y fundaron &lt;a href=&quot;http://en.wikipedia.org/wiki/Electronic_Music_Studios&quot;&gt;EMS (Electronic Music Studios)&lt;/a&gt;.&lt;/div&gt;
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El VCS1 no pasó de ser un prototipo, pero sentó las bases de los sintes que David Cockerell diseñaría en los años siguientes. Tras un fallido VCS2, apareció por fin el VCS3 que todos conocemos (1969), que aportaba como novedad la famosa matriz típica de estos sintes.&lt;/div&gt;
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Un &lt;a href=&quot;http://en.wikipedia.org/wiki/EMS_VCS_3&quot;&gt;VCS3&lt;/a&gt; costaba 330 libras (480 si se añadía el DK1, un teclado sensible a la pulsación similar al que habían venido usando en el MUSYS). Aunque era realmente una cantidad enorme para la economía de aquella época, costaba sustancialmente menos que cualquier otro sintetizador existente, y además era mucho más pequeño.&lt;/div&gt;
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El éxito del VCS3 permitió a EMS seguir lanzando otros productos, siempre diseñados por David Cockerell y concebidos por Zinovieff y Cary. De esta manera, al VCS3 le siguieron (entre otros) el EMS Synthi A, el monstruoso Synthi 100 (1971) y el &lt;a href=&quot;http://en.wikipedia.org/wiki/EMS_Synthi_AKS&quot;&gt;Synthi AKS&lt;/a&gt; (1972). Este último era un VCS3 mucho más compacto aún que venía en un pequeño maletín. Al abrir la tapa, esta contenía también un pequeño teclado de membrana que permitía ejecutar melodías o programar el secuenciador por pasos que incorporaba). El famoso riff de ocho notas del tema “&lt;a href=&quot;http://www.youtube.com/watch?v=VouHPeO4Gls&quot;&gt;On the run&lt;/a&gt;” de Pink Floyd provenía precisamente del AKS (y no del VCS3 tradicional, como los propios Floyd erróneamente habían reportado en alguna ocasión). También todos los sonidos “galácticos” del disco Oxygene de Jean-Michel Jarre estaban hechos con un Synthi A.&lt;br /&gt;
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&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 13.333333969116211px; margin: 0px; padding: 0px;&quot;&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAD9JQ-9mUk4erQ6X2FtPuUPrCgI6AYC1lhNRqh9J7ZzXAX-jN1R1A5FoFlnUts615-Is8PLb_b0q6FhSKbMDkkaUaXAu4ApH-uB8Qq9kO0ScQ-FPauZKn1ny9gk5_63nzdaPvY0-2-2Ey/s1600/EMS_Synthi_AKS_(opened).jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAD9JQ-9mUk4erQ6X2FtPuUPrCgI6AYC1lhNRqh9J7ZzXAX-jN1R1A5FoFlnUts615-Is8PLb_b0q6FhSKbMDkkaUaXAu4ApH-uB8Qq9kO0ScQ-FPauZKn1ny9gk5_63nzdaPvY0-2-2Ey/s400/EMS_Synthi_AKS_(opened).jpg&quot; width=&quot;267&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Por el camino se quedaron algunos productos que nunca vieron la luz comercialmente, como el VCS4 (1970) consistente en dos VCS3 mezclados y procesados, y un teclado sensible, al igual que el EMS KB1 (una versión horizontal del VCS con teclado).&lt;/div&gt;
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Con la llegada de 1974 y la fuerte competencia que ya por entonces infligía el Minimoog, EMS empezó a investigar otros nichos de mercado. David Cockerell acababa de dejar la compañía seducido por &lt;a href=&quot;http://www.ehx.com/&quot;&gt;Electro-Harmonix&lt;/a&gt;, pero aún durante los dos años siguientes EMS fabricó algunos productos diseñados por él, como el &lt;a href=&quot;http://m.matrixsynth.com/2008/11/ems-synthi-hi-fli.html&quot;&gt;EMS Hi-Fli&lt;/a&gt; (un potente sintetizador de guitarra con multiefectos que pasó sin pena ni gloria por el mercado), el VCS3 MkII y otros inventos que nunca fueron puestos en producción.&lt;br /&gt;
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&lt;h4&gt;
La etapa en Electro-Harmonix&lt;/h4&gt;
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EMS perdió un gran ingeniero con su marcha. Aunque fue sustituido por Tim Orr, los productos de la compañía ya no resultaron tan atractivos lo cuál llevó a su declive y posterior quiebra años más tarde.&lt;/div&gt;
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Sin embargo, Cockerell, en paralelo con sus actividades de investigación en el &lt;a href=&quot;http://www.ircam.fr/&quot;&gt;IRCAM&lt;/a&gt; francés, había comenzado una nueva y espléndida etapa en Electro-Harmonix, la conocida empresa norteamericana de pedales para guitarra y otros instrumentos musicales, empresa que abandonaría en los 80 para regresar a ella décadas más tarde.&lt;/div&gt;
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EH ya se había hecho famosa por haber creado los pedales de guitarra que caracterizaban el sonido de Jimi Hendrix (especialmente el Big Muff), pero sus principales éxitos estaban aún por llegar de la mano de David Cockerell. Entre los más conocidos están el famosísimo &lt;a href=&quot;http://en.wikipedia.org/wiki/Electro-Harmonix#Phasers.2C_chorus_and_flanger&quot;&gt;Small Stone&lt;/a&gt;, un phaser de cuatro etapas que ha sido fundamental para el sonido del rock de los 70 y de la música electrónica. Músicos como Jean-Michel Jarre o Wendy Carlos pronto se dieron cuenta del potencial de pasar una stringmachine por uno de estos, lo que fue fundamental para el sonido de los primeros discos comerciales de Jarre: Oxygene y Equinoxe. Es notable la importancia de Cockerell, sin cuyos diseños, el sonido del músico francés nunca habría sido tal y como lo conocemos.&lt;/div&gt;
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También David Cockerell diseñó otro gran pedal que, al igual que el anterior, casi 40 años después sigue siendo un superventas: el &lt;a href=&quot;http://www.metzgerralf.de/elekt/stomp/mistress/electric-mistress-history.shtml&quot;&gt;Electric Mistress&lt;/a&gt;, un flanger de rango y velocidad variables que también ayudó a definir el sonido de la segunda mitad de los 70. Al poco tiempo de su aparición en 1976, lo reeditaron añadiéndole la famosa función “Filter Matrix” que permite “congelar” el flanger en un punto determinado y hacer así sonidos metálicos muy característicos y únicos. El Mistress ha sido usado intensivamente por bandas como The Police o Pink Floyd.&lt;/div&gt;
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Como no hay dos sin tres, tras los dos previos apareció el &lt;a href=&quot;http://es.wikipedia.org/wiki/Small_Clone&quot;&gt;Small Clone&lt;/a&gt;, el chorus que completa la familia. El Small Clone es uno de los chorus más cálidos, profundos y etéreos que jamás se han diseñado.&lt;/div&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5MlzZhYS9NQDGPyy_QChRdelka5Y5Dh6pBO6jbq6qAAFaT-oSJsVHN3FhBdrEAu4Co71pRMSMJMcQuGDnNutOYSO9O1JGVQsBlGFnCm7F7ZAPOTJ8amJa9B9f65cJCZejvwQyT3VL2sRy/s1600/EHMinisynth2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;327&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5MlzZhYS9NQDGPyy_QChRdelka5Y5Dh6pBO6jbq6qAAFaT-oSJsVHN3FhBdrEAu4Co71pRMSMJMcQuGDnNutOYSO9O1JGVQsBlGFnCm7F7ZAPOTJ8amJa9B9f65cJCZejvwQyT3VL2sRy/s400/EHMinisynth2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;EHX Mini-Synthesizer&lt;/td&gt;&lt;/tr&gt;
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Sin embargo, la inventiva de este genio no quedó solo ahí. Aprovechando la experiencia adquirida en EMS, diseñó el Mini Synth, un sintetizador monofónico en miniatura con teclado de membrana pero un sonido potentísimo (hay quien lo compara con el Moog Taurus) y el Micro Synth, un sintetizador de guitarra con los mismos filtros del anterior. También hizo varios pedales de delay y looping, anticipándose así en décadas al resto de la industria.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
De estos destacan el &lt;a href=&quot;http://www.ehx.com/products/deluxe-memory-man&quot;&gt;Deluxe Memory Man&lt;/a&gt;, un fantástico pedal de delay analógico (basado en líneas de retardo) con chorus y vibrato incorporados, así como el 16 Second Digital Delay, un pedal diseñado para usarlo como looper (¡hace más de 30 años!).&lt;br /&gt;
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&lt;h4&gt;
La incorporación a AKAI&lt;/h4&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Con la llegada de la década de los 80, debido al furor de la tecnología digital y el florecimiento de diversos productos y marcas, la innovación en los procesadores y pedales de guitarra se detuvo bastante en Electro-Harmonix, hasta que finalmente en 1984 terminó quebrando (para resurgir años más tarde). Fue entonces cuando David Cockerell fichó por AKAI. La marca japonesa, que principalmente se dedicaba al audio y video de consumo, decidió crear una división dedicada al audio profesional y que se llamó “AKAI Professional” para la que contrató al genio británico.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Fruto de esta nueva unión apareció el primer sampler asequible del mercado, el mítico &lt;a href=&quot;http://www.vintagesynth.com/akai/s612.php&quot;&gt;AKAI S612&lt;/a&gt;, un sampler de 12bits con filtros analógicos y funciones de loop y recortado de la muestra. Durante los 15 años siguientes, a este le siguieron el S700/X7000 y S900, el S950, y la archiconocida familia S1000/1100/2000/3000/3200/5000/6000 y los modelos de 24bit, el Z4 y Z8.&lt;/div&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvCJDgYZAVFdBC8TwIolnBKNb-FWlnI0vkxZ5TLafUmnTCdUHDUl3d67-ppaTvy5ulnYiTfohDujcUfet-ZIkFGuu9NFmH8JFWNNpDzhqPJeRedGSP1hN0V5B_sKYGwCELpC7vKK-S_V8f/s1600/s6000.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;183&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvCJDgYZAVFdBC8TwIolnBKNb-FWlnI0vkxZ5TLafUmnTCdUHDUl3d67-ppaTvy5ulnYiTfohDujcUfet-ZIkFGuu9NFmH8JFWNNpDzhqPJeRedGSP1hN0V5B_sKYGwCELpC7vKK-S_V8f/s320/s6000.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;El Akai S6000, uno de los últimos samplers fabricados por la marca nipona&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;background-color: white; color: #222222; font-family: Helvetica, sans-serif; font-size: 13.333333969116211px; line-height: 1.15; margin-bottom: 0pt; margin-top: 0pt; padding: 0px;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
También fue uno de los padres de la familia MPC, como el primer MPC60 (el diseño de la herramienta corrió a cargo de Roger Linn, pero toda la implementación de hardware y el diseño de los circuitos integrados la hizo Cockerell) o el MPC3000.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Además de samplers, Cockerell ha desarrollado toda la gama de grabadores de audio en &lt;a href=&quot;http://www.aes.org/e-lib/browse.cfm?elib=5307&quot;&gt;discos magnetoópticos de AKAI&lt;/a&gt;, así como el estudio portátil (grabador, mezclador, etc.), el vasto DPS24.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h4&gt;
Los años recientes&lt;/h4&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
En la década del 2000, Electro Harmonix, que había resurgido de las cenizas poco antes, requirió de nuevo los servicios de David Cockerell. Actualmente es el ingeniero jefe de dicha compañía y en los últimos años se han reeditado nuevas versiones de sus pedales clásicos, así como nuevos productos basados en DSP diseñados por él orientados al looping: el pedal &lt;a href=&quot;http://www.musicradar.com/gear/guitars/fx/looper-and-sampler/2880-super-multi-track-looper-20445&quot;&gt;2880&lt;/a&gt;, el exuberante  &lt;a href=&quot;http://www.ehx.com/products/stereo-memory-man-with-hazarai&quot;&gt;Stereo Memory Man with Hazarai&lt;/a&gt;, el &lt;a href=&quot;http://www.ehx.com/products/hog&quot;&gt;HOG&lt;/a&gt; (Harmonic Octave Generator) y su primo el &lt;a href=&quot;http://www.ehx.com/products/pog&quot;&gt;POG&lt;/a&gt; (Polyphonic Octave Generator) y el&lt;a href=&quot;http://www.ehx.com/products/voice-box&quot;&gt;Voice Box&lt;/a&gt; (un pedal con función de vocoder y de armonías vocales).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Además, ha mantenido su colaboración con AKAI participando en el desarrollo de algunos de sus &lt;a href=&quot;http://www.hollowsun.com/gagnon/plugs/index.html&quot;&gt;plug-ins en formato VST&lt;/a&gt;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por todo ello, gracias, David Cockerell.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/8082337708193535922/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2013/04/david-cockerell-el-genio-olvidado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/8082337708193535922'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/8082337708193535922'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2013/04/david-cockerell-el-genio-olvidado.html' title='David Cockerell, el genio olvidado '/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTABHZpZhKgfK6KDfLkF-EZut_d2WNEVHzqVzEPZ6dIueKe-YqmKtzmjMXLGLmAlg8H1ldDOwNx6sa00Q5IcedHd8iZlnuybJRmn1dtvue6Y_sUQG6ZTZhJ04yD1LZNhqBfwIAUJFw_AaB/s72-c/musys.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-6839702476121288750</id><published>2013-04-10T14:05:00.000+02:00</published><updated>2013-04-10T14:07:29.499+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cortázar"/><category scheme="http://www.blogger.com/atom/ns#" term="literatura"/><category scheme="http://www.blogger.com/atom/ns#" term="Rayuela"/><title type='text'>El nivel de la cultura: ayer y hoy</title><content type='html'>&quot;Así se escribía hace apenas unas décadas. Pero ahora tenemos a Paulo Coelho y a Dan Brown&quot;&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij_uxufhjBCkKXWRZA-dAf0nh12vcDxJrK4bP2Sg9ITBMqj2qSY2AahrXKFtrj_RPeE2p43Qoe2QIZnBcbOjXGQwHnZ_usVYyFmWTkxYX8EWz8oiIOo45raadfQOQXarzZOGKMrJu7mu7h/s1600/cort%C3%A1zar.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;474&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij_uxufhjBCkKXWRZA-dAf0nh12vcDxJrK4bP2Sg9ITBMqj2qSY2AahrXKFtrj_RPeE2p43Qoe2QIZnBcbOjXGQwHnZ_usVYyFmWTkxYX8EWz8oiIOo45raadfQOQXarzZOGKMrJu7mu7h/s640/cort%C3%A1zar.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZeJQStTu184jiQJqiHYj-0dtrjZqzMucYPo55CMmu22Fz2Uj4xEcFYR_eHJ8shnbIiyN6CK9Rj9PF9x6kAuWDm0CbxJzflFjC8rpkCSFdbjW6j6Msmxy2yn2V9aFsgP9UORCxSmCAnt7V/s1600/cort%C3%A1zar.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
Julio Cortázar, &lt;i&gt;Rayuela&lt;/i&gt;, Capítulo 68 (1963)</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/6839702476121288750/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2013/04/el-nivel-de-la-cultura-ayer-y-hoy.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/6839702476121288750'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/6839702476121288750'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2013/04/el-nivel-de-la-cultura-ayer-y-hoy.html' title='El nivel de la cultura: ayer y hoy'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEij_uxufhjBCkKXWRZA-dAf0nh12vcDxJrK4bP2Sg9ITBMqj2qSY2AahrXKFtrj_RPeE2p43Qoe2QIZnBcbOjXGQwHnZ_usVYyFmWTkxYX8EWz8oiIOo45raadfQOQXarzZOGKMrJu7mu7h/s72-c/cort%C3%A1zar.png" height="72" width="72"/><thr:total>1</thr:total><georss:featurename>Argentina</georss:featurename><georss:point>-38.416097 -63.616671999999994</georss:point><georss:box>-86.0107515 -146.2338595 9.1785574999999966 19.000515500000006</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-7931097599543091237</id><published>2013-01-22T19:30:00.000+01:00</published><updated>2019-09-18T15:43:48.126+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bulos"/><category scheme="http://www.blogger.com/atom/ns#" term="historia"/><category scheme="http://www.blogger.com/atom/ns#" term="hoaxes"/><category scheme="http://www.blogger.com/atom/ns#" term="lengua"/><category scheme="http://www.blogger.com/atom/ns#" term="matemáticas"/><title type='text'>Hoax: El misterio de los números fenicios y sus ángulos</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
En cierta ocasión, un compañero de trabajo me contó una curiosa hipótesis según la cuál los símbolos que utilizamos hoy en día en nuestro sistema numérico decimal (para entendernos, 0, 1, 2, 3, 4, 5, 6, 7, 8 y 9) tienen su origen en los números de los antiguos fenicios y que dichos símbolos representan el número según la cantidad de ángulos que tenía en su forma y trazo original.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Quizás hayáis visto en algún blog una historia parecida pero atribuyendo el origen a los antiguos números arábigos. Incluso, rizando el rizo, hayáis encontrado artículos diciendo que dichos números son fenicios o arábigos, como si ambas cosas fuesen lo mismo pero con distinto nombre. Y en todos los casos os habrán mostrado una ilustración parecida a esta:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlmo-OPzrepjONvEiMrGlDZycCzfWi0FIsSZ0VVTgDGqotRZA94JevvyOPlqJ8Vh56ZiHrEWAYCCzsJstlcH72KkQIcLg1JvYo0wkbADQyPYedVVeQobtVyp_wspXoGhDFTMTmue1GTxR1/s1600/numeros_angulosos.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlmo-OPzrepjONvEiMrGlDZycCzfWi0FIsSZ0VVTgDGqotRZA94JevvyOPlqJ8Vh56ZiHrEWAYCCzsJstlcH72KkQIcLg1JvYo0wkbADQyPYedVVeQobtVyp_wspXoGhDFTMTmue1GTxR1/s1600/numeros_angulosos.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El cero se supone que no tiene ángulos al ser redondo (aunque lo correcto sería decir que tiene &lt;b&gt;infinitos &lt;/b&gt;ángulos dado que tiene &lt;a href=&quot;http://es.wikipedia.org/wiki/Circunferencia&quot;&gt;infinitos lados&lt;/a&gt;).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En apariencia parece una hipótesis bastante coherente y no exenta de cierta belleza. La lástima es que en cuanto la analizamos con un poco de sentido común vemos que no hay por dónde agarrarla.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por un lado, los números representados en esta creencia popular se supone que son números &lt;a href=&quot;http://es.wikipedia.org/wiki/Fenicios#Pueblo_fenicio&quot;&gt;fenicios&lt;/a&gt;. La realidad es que los números fenicios no se parecen absolutamente en nada a estos. También como apunté antes, alguien había alterado el bulo original diciendo que son &lt;a href=&quot;http://es.wikipedia.org/wiki/N%C3%BAmeros_ar%C3%A1bigos&quot;&gt;números arábigos&lt;/a&gt;, debido a que en la escuela nos enseñaron que el sistema de números actual que usamos es de los antiguos árabes. Es igualmente falso como veremos a continuación. Sobre las hipótesis donde insinuan que &quot;fenicio&quot; y &quot;arábigo&quot; directamente significa lo mismo, no hace falta añadir ningún tipo de comentario.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
El sistema de numeración fenicio&lt;/h3&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Los &lt;a href=&quot;http://es.wikipedia.org/wiki/Fenicia&quot;&gt;fenicios&lt;/a&gt; ni siquiera tenían un símbolo para cada número de la base decimal, sino unos pocos símbolos para las cifras más importantes que combinaban convenientemente para formar números más grandes, de manera similar a los números romanos. Ya sólo este hecho debería ser suficiente para desmontar la hipótesis de marras, pero sigamos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El sistema numérico fenicio usaba símbolos para los siguientes números: 1, 2, 3, 10, 20 y 100.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: 0px; margin-right: 0px; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK5tcVXRpmM_q8-1LVL-VabxYh68u4ySq6Za_h_BMr0s80n0CmxnfbuULTOVJZA4p6BLFDHVNzb2P_wQmMOI9CtxAcG6iI5GVItE-fEuakdei0Bt4-_VVJRQ9Dy_0TCwY3QZYS1aBKf8ai/s1600/n%C3%BAmeros-fenicios.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;150&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK5tcVXRpmM_q8-1LVL-VabxYh68u4ySq6Za_h_BMr0s80n0CmxnfbuULTOVJZA4p6BLFDHVNzb2P_wQmMOI9CtxAcG6iI5GVItE-fEuakdei0Bt4-_VVJRQ9Dy_0TCwY3QZYS1aBKf8ai/s320/n%C3%BAmeros-fenicios.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Números del sistema de numeración fenicio&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Como vemos, los símbolos no tienen absolutamente nada que ver con los que usamos actualmente en el mundo occidental. Más parecido hay con los números usados en China y Japón, donde los tres primeros valores son muy similares (pero con forma horizontal en vez de vertical).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para expresar números inferiores al 10 se utilizaban de manera concatenada hasta tres cifras de valor inferior cuya suma representase el valor buscado. Si se concatena un valor grande por la derecha, estos valores se suman. Pero si se concatena un valor pequeño a la derecha de uno grande, entonces se multiplican.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
De esa forma tenemos los siguientes ejemplos:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: 0px; margin-right: 0px; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBCDMo1YCBqd0oG0NmcvTH405xHd8-ZwNGxl99QFYplIdWf4valXgYDBMBYenb_9ZLVxlXJMfluIuuy_sjxYc8ci41LpPBvQBei5v5cvDE5-x3FuynfiYzhcf9C7QiAvp6aimmmCCcG7Wy/s1600/n%C3%BAmeros-fenicios-ejemplos.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;309&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBCDMo1YCBqd0oG0NmcvTH405xHd8-ZwNGxl99QFYplIdWf4valXgYDBMBYenb_9ZLVxlXJMfluIuuy_sjxYc8ci41LpPBvQBei5v5cvDE5-x3FuynfiYzhcf9C7QiAvp6aimmmCCcG7Wy/s320/n%C3%BAmeros-fenicios-ejemplos.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Ejemplos de numeración fenicia&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Es innegable la influencia que este sistema numérico debió tener sobre los números romanos, pues el 1, 2, 3 eran ya símbolos casi idénticos (I, II, III) y el sistema no-posicional de decenas y centenas tiene evidente similitud.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Pero de lo que no queda duda alguna es de que los números fenicios, ni son los que se han ido propagando en la hipótesis-bulo que ha dado lugar a esta entrada, ni tienen una relación directa con el sistema numérico actual.&lt;/div&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/h3&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
¿Y qué pasa con el sistema de numeración arábigo?&lt;/h3&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Es cierto que, tal y como nos enseñaron en la escuela, el sistema de numeración usado en todo el mundo hoy en día se lo debemos a los antiguos árabes. Aunque ellos no lo inventaron, sino que lo trajeron de India. Pero, lo más importante y relevante de esta escritura no es la forma que tengan cada uno de los símbolos, sino la trascendencia del &lt;a href=&quot;http://es.wikipedia.org/wiki/Numeraci%C3%B3n_posicional&quot;&gt;sistema posicional&lt;/a&gt;, es decir, el sistema por el cuál cada posición en la cifra tiene un valor distinto (la unidad, decena, centena, millar, etc.). Este sistema, además de permitir escribir cualquier cifra con mucha facilidad, sea cual sea su tamaño, aporta el uso de un símbolo independiente para las diez cifras del sistema decimal (es decir, los diez dígitos).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Las bases del sistema posicional decimal han permanecido casi inmutables hasta nuestros días, aunque la forma de cada número ha variado mucho según las distintas zonas adonde los árabes fueron llevando este sistema. De las diferentes variaciones, nosotros usamos la arábigo-occidental, que tomó su forma durante los siglos de existencia de Al-Ándalus. Se puede ver en la siguiente tabla la evolución del sistema arábigo de numeración:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;table style=&quot;margin-left: 0px; margin-right: 0px; text-align: left;&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th style=&quot;background-color: #f0f0f0;&quot;&gt;Europeo&lt;br /&gt;
&lt;small&gt;Arábigo-occidental&lt;/small&gt;&lt;/th&gt;
&lt;td&gt;0&lt;/td&gt;
&lt;td&gt;1&lt;/td&gt;
&lt;td&gt;2&lt;/td&gt;
&lt;td&gt;3&lt;/td&gt;
&lt;td&gt;4&lt;/td&gt;
&lt;td&gt;5&lt;/td&gt;
&lt;td&gt;6&lt;/td&gt;
&lt;td&gt;7&lt;/td&gt;
&lt;td&gt;8&lt;/td&gt;
&lt;td&gt;9&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th style=&quot;background-color: #f0f0f0;&quot;&gt;Arábigo-Índico&lt;/th&gt;
&lt;td&gt;٠&lt;/td&gt;
&lt;td&gt;١&lt;/td&gt;
&lt;td&gt;٢&lt;/td&gt;
&lt;td&gt;٣&lt;/td&gt;
&lt;td&gt;٤&lt;/td&gt;
&lt;td&gt;٥&lt;/td&gt;
&lt;td&gt;٦&lt;/td&gt;
&lt;td&gt;٧&lt;/td&gt;
&lt;td&gt;٨&lt;/td&gt;
&lt;td&gt;٩&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th style=&quot;background-color: #f0f0f0;&quot;&gt;Arábigo-Índico Oriental&lt;br /&gt;
&lt;small&gt;(Persa y Urdu)&lt;/small&gt;&lt;/th&gt;
&lt;td&gt;۰&lt;/td&gt;
&lt;td&gt;۱&lt;/td&gt;
&lt;td&gt;۲&lt;/td&gt;
&lt;td&gt;۳&lt;/td&gt;
&lt;td&gt;۴&lt;/td&gt;
&lt;td&gt;۵&lt;/td&gt;
&lt;td&gt;۶&lt;/td&gt;
&lt;td&gt;۷&lt;/td&gt;
&lt;td&gt;۸&lt;/td&gt;
&lt;td&gt;۹&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th style=&quot;background-color: #f0f0f0;&quot;&gt;Devanagari&lt;br /&gt;
&lt;small&gt;(Hindi)&lt;/small&gt;&lt;/th&gt;
&lt;td&gt;०&lt;/td&gt;
&lt;td&gt;१&lt;/td&gt;
&lt;td&gt;२&lt;/td&gt;
&lt;td&gt;३&lt;/td&gt;
&lt;td&gt;४&lt;/td&gt;
&lt;td&gt;५&lt;/td&gt;
&lt;td&gt;६&lt;/td&gt;
&lt;td&gt;७&lt;/td&gt;
&lt;td&gt;८&lt;/td&gt;
&lt;td&gt;९&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;th style=&quot;background-color: #f0f0f0;&quot;&gt;Tamil&lt;/th&gt;
&lt;td&gt;&lt;br /&gt;&lt;/td&gt;
&lt;td&gt;௧&lt;/td&gt;
&lt;td&gt;௨&lt;/td&gt;
&lt;td&gt;௩&lt;/td&gt;
&lt;td&gt;௪&lt;/td&gt;
&lt;td&gt;௫&lt;/td&gt;
&lt;td&gt;௬&lt;/td&gt;
&lt;td&gt;௭&lt;/td&gt;
&lt;td&gt;௮&lt;/td&gt;
&lt;td&gt;௯&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Como vemos, el número &quot;9&quot; todavía ha mantenido su forma casi inmutable durante siglos y diferentes zonas de expansión desde India hasta la península ibérica. Otros números son más o menos reconocibles (el &quot;2&quot; y el &quot;3&quot; son el resultado de girar 90º contrareloj y una posterior estilización).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Pero, lo que está claro es que en los números arábicos &lt;b&gt;tampoco&lt;/b&gt; encontramos ni rastro de los números &quot;angulosos&quot; de la hipótesis que estamos refutando en este artículo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/h3&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;Pero, ¿entonces no es cierto que coinciden el número de ángulos?&lt;/h3&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;/h3&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Pues sí, y no. Es cierto que con algunos números parece coincidir. Pero con otros claramente no. Hay que partir de una base muy clara: nuestros números, en ninguna de las grafías usadas a lo largo de la historia contienen esas líneas tan rectas y esos ángulos. De hecho, podemos apreciar que todos los símbolos usados en el pasado son de una clara naturaleza curva (sin contar que los árabes huían de la línea recta como elemento de escritura).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Los números del bulo están claramente transformados hasta hacer encajar la hipótesis con calzador. Para ello, el autor del dibujo inicial ha realizado algunos &quot;trucos&quot;:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;Añadir un trazo al número &quot;7&quot;, esa especie de serifa que tiene en su base. Si fuese una cuestión estilística tendría que aparecer en el resto de números, pero es un trazo que no pertenece al número 7 per-sé. Además, la rayita horizontal en medio del &quot;7&quot; es un añadido popularizado en algunos países para distinguirlo del &quot;1&quot; (al igual que se añade en la &quot;Z&quot; para distinguirla del &quot;2&quot;), pero que ni siquiera se usa internacionalmente (basta con mirar cómo se ve el &quot;7&quot; en este texto).&lt;/li&gt;
&lt;li&gt;Añadir un trazo al número &quot;9&quot;, nos referimos a esa especie de &quot;caracol&quot; en la última parte del trazo inferior. ¿Realmente habéis visto alguna vez un &quot;9&quot; escrito así?&amp;nbsp; De hecho, en algunos países se alarga un poco esa parte (como se ve por ejemplo en una calculadora antigua), pero en otros como España directamente el número 9 acaba con una línea recta vertical, tal y como se viene haciendo desde hace siglos (consultar el cuadro anterior).&lt;/li&gt;
&lt;li&gt;Idem al anterior&amp;nbsp; con el número &quot;5&quot; (si bien de manera no tan exagerada).&lt;/li&gt;
&lt;li&gt;Contar los ángulos de manera incongruente: para satisfacer de manera forzada la hipótesis, el autor de la misma cuenta en unos números los ángulos internos y externos, mientras que en otros números sólo los internos. El ejemplo más claro es el &quot;8&quot;.&lt;/li&gt;
&lt;/ul&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUGfx2c9yllEK-SJfo7z-dc5c5RfEA4fE-gsrU0cyZMvcvcoDBsaD_elAhm1SVEoWDev4mbCpKbXgrjIZ9OypfevYDH5WlZdYzDq2VsO9xGs8CmqRdWnqKNEE2auRM_VmM3k3f_hHdTvJy/s1600/numeros_trucados.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Seguramente habrá muchos más detalles que puedan objetarse a la &quot;hipótesis de los ángulos&quot;, pero creo que no es necesario profundizar mucho más desde el momento en que sabemos que los números fenicios son radicalmente distintos a los propuestos, y que los arábigos son en su origen símbolos no sólo distintos, sino de trazos claramente curvos.&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/7931097599543091237/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2013/01/hoax-los-numeros-fenicios-y-sus-angulos.html#comment-form' title='13 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/7931097599543091237'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/7931097599543091237'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2013/01/hoax-los-numeros-fenicios-y-sus-angulos.html' title='Hoax: El misterio de los números fenicios y sus ángulos'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlmo-OPzrepjONvEiMrGlDZycCzfWi0FIsSZ0VVTgDGqotRZA94JevvyOPlqJ8Vh56ZiHrEWAYCCzsJstlcH72KkQIcLg1JvYo0wkbADQyPYedVVeQobtVyp_wspXoGhDFTMTmue1GTxR1/s72-c/numeros_angulosos.JPG" height="72" width="72"/><thr:total>13</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-6329363106526651872</id><published>2012-09-14T23:59:00.000+02:00</published><updated>2012-09-14T23:59:08.260+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="humor"/><category scheme="http://www.blogger.com/atom/ns#" term="música"/><title type='text'>Cumpleaños Feliz</title><content type='html'>Una verdad indiscutible.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQFXy4Oc6_FbHLuYsR-Xa5Iznjf9G0lFiu6pctR4K1BDR7iAtu2kDbI57vx3DnasHt0QCd7dr0o0mpfTWv10R4YpUvn0F11msAIu2n_N4ZfDni_EmFOYdBWTtxzhNVp3xign6HW3_zuqn/s1600/happy-birthday-score-(ES).png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;438&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQFXy4Oc6_FbHLuYsR-Xa5Iznjf9G0lFiu6pctR4K1BDR7iAtu2kDbI57vx3DnasHt0QCd7dr0o0mpfTWv10R4YpUvn0F11msAIu2n_N4ZfDni_EmFOYdBWTtxzhNVp3xign6HW3_zuqn/s640/happy-birthday-score-(ES).png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/6329363106526651872/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/09/cumpleanos-feliz.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/6329363106526651872'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/6329363106526651872'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/09/cumpleanos-feliz.html' title='Cumpleaños Feliz'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQFXy4Oc6_FbHLuYsR-Xa5Iznjf9G0lFiu6pctR4K1BDR7iAtu2kDbI57vx3DnasHt0QCd7dr0o0mpfTWv10R4YpUvn0F11msAIu2n_N4ZfDni_EmFOYdBWTtxzhNVp3xign6HW3_zuqn/s72-c/happy-birthday-score-(ES).png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-2978170382377608390</id><published>2012-08-13T17:00:00.000+02:00</published><updated>2019-09-18T15:45:00.117+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="música"/><category scheme="http://www.blogger.com/atom/ns#" term="producción"/><category scheme="http://www.blogger.com/atom/ns#" term="Sintetizadores"/><category scheme="http://www.blogger.com/atom/ns#" term="sonido"/><title type='text'>El productor musical. ¿Qué es en realidad?</title><content type='html'>&lt;div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
A menudo, la gente que sabe de música lo mismo que yo de técnicas de 
punto de cruz, se pone (sin el más mínimo pudor) a discutir sobre el mundo de la producción musical y otros temas relacionados y además con la satisfacción que les da creer que 
están descubriendo la pólvora en un contexto que desconocen por completo.&lt;br /&gt;
&lt;br /&gt;
De las tonterías que se escuchan habitualmente en estas conversaciones, está aquella de &quot;el productor musical es el que pone la 
pasta y si no sabe invertir, pues que se joda si le toca perder&quot;.&lt;br /&gt;
&lt;br /&gt;
Pues va a ser que no.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por alguna razón, aquí en España (ignoro si exclusivamente), el término &quot;productor&quot; suele 
estar&amp;nbsp; malinterpretado y la mayoría de personas en realidad ni siquiera 
sabe a qué se dedica tan emblemática figura. Incluso la paupérrima entrada de
 la Wikipedia al respecto se nota que está escrita por alguien que de 
producción musical no tiene demasiada idea. Probablemente se confunden con lo que tradicionalmente se ha llamado &quot;&lt;a href=&quot;http://en.wikipedia.org/wiki/Executive_producer&quot;&gt;productor ejecutivo&lt;/a&gt;&quot;, que suele ser muchas veces el impulsor conceptual de la idea, y quien se dedica a las gestiones necesarias (contratación, alquileres, etc.). Pero tampoco necesariamente el inversor de la pasta (que, cada vez con más frecuencia, es el propio artista principal).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
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&lt;a href=&quot;http://www.jasonslope.co.uk/music_producer.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://www.jasonslope.co.uk/music_producer.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;¿Pero, qué es, entonces, un productor musical?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En esencia se puede resumir en la siguiente frase: es el responsable técnico y artístico de la creación de un disco.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sé que es una definición ambigua y demasiado amplia. Podemos concretar un poco con una lista breve de algunas de las tareas típicas que realiza el productor (no necesariamente todas, ni todas a la vez):&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;Grabación de los instrumentos&lt;/i&gt;: suele ser el encargado de registrar lo que los instrumentistas ejecutan. Ha de tener por tanto conocimientos de ingeniería de sonido, uso de microfonía, manejo de aparatos, etc.&amp;nbsp; Igualmente, ha de conocer bien los instrumentos musicales para poder sacar lo mejor de ellos durante la grabación.&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;Arreglos musicales&lt;/i&gt;: en música, un &quot;arreglo&quot; no consiste en una &quot;reparación&quot;, como muchos creen. El arreglo consiste en definir y escribir, nota por nota, qué es lo que cada instrumento ha de tocar. Por tanto, el productor suele ser &lt;b&gt;músico&lt;/b&gt;.&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;Composición&lt;/i&gt;: en muchas ocasiones, el artista llega al estudio con un triste boceto donde sólo hay una melodía poco definida y unos simples acordes tocados en una guitarra. El productor se ve obligado a terminar de componer la pieza, añadiendo acordes, modificando la estructura, enriqueciendo musicalmente la composición hasta tener algo decente.&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;Procesado del sonido&lt;/i&gt;: &lt;a href=&quot;http://en.wikipedia.org/wiki/Audio_signal_processing&quot;&gt;efectos&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Equalization_%28audio%29&quot;&gt;ecualizaciones&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/Dynamic_range_compression&quot;&gt;compresiones&lt;/a&gt;... Muchas pistas necesitan modificar o enriquecer su sonido según convenga. Para ello el productor (aparte de tener un oído y criterio musical muy experimentado) ha de conocer muy bien toda la tecnología involucrada.&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;Programación &lt;a href=&quot;http://en.wikipedia.org/wiki/Midi&quot;&gt;MIDI&lt;/a&gt; y &lt;a href=&quot;http://en.wikipedia.org/wiki/Digital_audio_workstation&quot;&gt;DAW&lt;/a&gt;&lt;/i&gt;: el productor es el encargado de programar nota por nota, controlador por controlador, todas aquellas pistas reproducidas por MIDI en un &lt;a href=&quot;http://en.wikipedia.org/wiki/Synthesizer&quot;&gt;sintetizador&lt;/a&gt; (físico o virtual). Igualmente es el encargado de juntar todo el proyecto y gestionar todo el entorno del mismo en el DAW (o en el &lt;a href=&quot;http://en.wikipedia.org/wiki/Multitrack_recorder&quot;&gt;magnetofón multipista&lt;/a&gt;, si todavía se diera el caso). Esto obliga al productor a estar a la última en informática musical (y mira que ese término me gusta poco). &lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;Mano izquierda&lt;/i&gt;: por si tuviese poca faena, es además el que tiene que lidiar entre las peleas de los miembros del grupo, animar a la cantante diva que siempre la caga en la misma nota y tener la paciencia necesaria para que el proyecto no se vaya al garete. Y creedme: no es nada fácil.&lt;/li&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;i&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Audio_mixing_%28recorded_music%29&quot;&gt;Mezcla&lt;/a&gt;&lt;/i&gt;: una vez que se han añadido todos los ingredientes al DAW, ahora hay que cocinarlo: si tenemos 32 pistas de instrumentos, cada uno con sus efectos, sus procesos, sus automatismos, etc., ahora hay que conseguir que todo ese jaleo de cosas coexistan de manera natural; sin pisarse, sin molestarse, sin estorbarse, ajustando volúmenes, planos sonoros, panoramas, lo que sea, hasta reducirlo todo a la mezcla estéreo L-R que finalmente acaba en nuestras manos (previa masterización, que es el último toque que se le da al sonido). Esta es una de las etapas más delicadas y difíciles de abordar de cualquier producción.&lt;/li&gt;
&lt;/ul&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.sonicftp.com/news/images/digidesign_protools_7.1le.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;255&quot; src=&quot;https://www.sonicftp.com/news/images/digidesign_protools_7.1le.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Pro Tools. El DAW considerado estándar de facto en la industria musical&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
En realidad podríamos seguir y seguir y veríamos que las tareas (y sus respectivos marrones) de un productor musical parecen no terminarse nunca. Pero creo que en su lugar será más constructivo que os deje un enlace externo donde lo explican todo mucho mejor que yo.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://www.blog.musicacreativa.com/%C2%BFque-es-un-productor-musical/&quot;&gt;http://www.blog.musicacreativa.com/%C2%BFque-es-un-productor-musical/&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
También os digo una cosa: la producción musical es tan sacrificada como gratificante. Para quien le pique el gusanillo y tenga interés por meterse en el mundillo, le recomiendo el mejor portal de habla hispana dedicado al mundo del sonido y de la producción musical:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://www.hispasonic.com/&quot;&gt;http://www.hispasonic.com&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Grandes productores musicales:&lt;br /&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://userserve-ak.last.fm/serve/_/98403/The%20Alan%20Parsons%20Project.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;215&quot; src=&quot;https://userserve-ak.last.fm/serve/_/98403/The%20Alan%20Parsons%20Project.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Alan Parsons mezclando el mítico disco Tubular Bells de Mike Oldfield&lt;/td&gt;&lt;/tr&gt;
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&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://blogs.elpais.com/.a/6a00d8341bfb1653ef014e8a286292970d-pi&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;215&quot; src=&quot;https://blogs.elpais.com/.a/6a00d8341bfb1653ef014e8a286292970d-pi&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Quincy Jones (productor de algunos discos de Michael Jackson)&lt;/td&gt;&lt;/tr&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.roland.co.uk/assets/images/articles/Trevor-horn.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://www.roland.co.uk/assets/images/articles/Trevor-horn.jpg&quot; width=&quot;256&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Trevor Horn, productor de auténticos discazos como los de Seal, Grace Jones, Oldfield y muchos otros (¿os acordáis del cantante gafotas de &quot;Video killed the radio star&quot;? ¡Sí, es él!)&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.culturamas.es/wp-content/uploads/2012/04/Phil-Spector.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;192&quot; src=&quot;https://www.culturamas.es/wp-content/uploads/2012/04/Phil-Spector.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Phil Spector. Este señor fue el padre del sonido de finales de los 60. La técnica llamada &quot;wall of sound&quot; que dio el carácter de discos de gente como The Beatles, ABBA, The Hollies, The Beach Boys... (ahora está en prisión por asesinato).&lt;/td&gt;&lt;/tr&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/2978170382377608390/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/08/el-productor-musical-que-es-en-realidad.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/2978170382377608390'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/2978170382377608390'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/08/el-productor-musical-que-es-en-realidad.html' title='El productor musical. ¿Qué es en realidad?'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total><georss:featurename>Madrid, Madrid</georss:featurename><georss:point>40.41669 -3.7003455</georss:point></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-4722106580533404103</id><published>2012-06-19T08:44:00.001+02:00</published><updated>2012-09-15T00:12:49.682+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ciencia"/><category scheme="http://www.blogger.com/atom/ns#" term="economía"/><category scheme="http://www.blogger.com/atom/ns#" term="medicina"/><category scheme="http://www.blogger.com/atom/ns#" term="política"/><category scheme="http://www.blogger.com/atom/ns#" term="recortes"/><category scheme="http://www.blogger.com/atom/ns#" term="salud"/><title type='text'>3 Tipos de estudios médicos que levantarían ampollas políticas(enlace al fantástico blog MedTempus)</title><content type='html'>&lt;div&gt;
Por favor: leed este artículo que confirma mis temores.&lt;br /&gt;
&lt;a href=&quot;http://feedproxy.google.com/~r/Medtempus/~3/jPgrDVU8cSI/&quot;&gt;3 Tipos de estudios médicos que levantarían ampollas políticas&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/4722106580533404103/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/06/3-tipos-de-estudios-medicos-que.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4722106580533404103'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/4722106580533404103'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/06/3-tipos-de-estudios-medicos-que.html' title='3 Tipos de estudios médicos que levantarían ampollas políticas(enlace al fantástico blog MedTempus)'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>Madrid, Madrid</georss:featurename><georss:point>40.41669 -3.7003455</georss:point></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-3830631356810326130</id><published>2012-04-06T21:00:00.000+02:00</published><updated>2012-04-06T21:00:07.017+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="humor"/><category scheme="http://www.blogger.com/atom/ns#" term="política"/><category scheme="http://www.blogger.com/atom/ns#" term="PP"/><category scheme="http://www.blogger.com/atom/ns#" term="religión"/><title type='text'>Los recortes alcanzan a las fiestas populares</title><content type='html'>&lt;br /&gt;
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&lt;b&gt;Últimas noticias sobre los recortes de Rajoy&lt;/b&gt;: parece ser que para ahorrar también en fiestas populares, y para que las procesiones no sea vean aguadas por la lluvia, se ha decidido para el próximo año fusionar la Semana Santa con los San Fermines de Pamplona.&lt;/div&gt;
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De esta manera (tras los metros de ventaja pertinente) se soltará a los toros bravos detrás de la imagen con su séquito procesionario. Dependiendo de si los costaleros consiguen hacer uso de su ventaja y salvarse antes de llegar al ruedo, se les indultará o por el contrario se hará efectiva también la festividad de las Fallas valencianas tras que los astados hayan dado cuenta del desfile.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/3830631356810326130/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/04/los-recortes-alcanzan-las-fiestas.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3830631356810326130'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3830631356810326130'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/04/los-recortes-alcanzan-las-fiestas.html' title='Los recortes alcanzan a las fiestas populares'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total><georss:featurename>Granada, España</georss:featurename><georss:point>37.169071577130111 -3.603515625</georss:point><georss:box>36.359149077130112 -4.866943125 37.97899407713011 -2.3400881250000003</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-3959392615799912135</id><published>2012-04-05T15:04:00.001+02:00</published><updated>2012-04-06T20:06:54.825+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="crisis"/><category scheme="http://www.blogger.com/atom/ns#" term="Estado"/><category scheme="http://www.blogger.com/atom/ns#" term="ICAR"/><category scheme="http://www.blogger.com/atom/ns#" term="libertad"/><category scheme="http://www.blogger.com/atom/ns#" term="PP"/><category scheme="http://www.blogger.com/atom/ns#" term="religión"/><title type='text'>Todos somos iguales, pero unos somos más iguales que otros</title><content type='html'>&lt;div&gt;
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&lt;div style=&quot;background-color: white; font-family: facitweb-1, facitweb-2, Verdana, &#39;BitStream vera Sans&#39;, Helvetica, sans-serif; font-size: 12px; line-height: 17px; margin-bottom: 10px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: justify;&quot;&gt;
La Delegación del Gobierno de Madrid ha prohibido la manifestación «&lt;strong style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;&lt;em style=&quot;margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;Ningún privilegio a las iglesias. De mis impuestos, a las iglesias CERO&lt;/em&gt;&lt;/strong&gt;», convocada por varias asociaciones laicas para el jueves 5 de abril en Lavapiés. El Tribunal Superior de Justicia de Madrid, ante el que recurrieron las organizaciones convocantes, ratificó la decisión de la Delegación de Gobierno, vetando la manifestación.&lt;/div&gt;
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Las razones aducidas por ambos estamentos asustan al más pintado:&lt;a href=&quot;http://lacienciaysusdemonios.com/2012/04/05/todos-somos-iguales-pero-unos-somos-mas-iguales-que-otros/&quot;&gt;.....(seguir leyendo)&lt;/a&gt;&lt;/div&gt;
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&lt;i&gt;(Visto en el maravilloso blog &lt;a href=&quot;http://lacienciaysusdemonios.com/&quot;&gt;&quot;La Ciencia y sus Demonios&quot;&lt;/a&gt;)&lt;/i&gt;&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/3959392615799912135/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/04/el-estado.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3959392615799912135'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3959392615799912135'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/04/el-estado.html' title='Todos somos iguales, pero unos somos más iguales que otros'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total><georss:featurename>Granada, Granada</georss:featurename><georss:point>37.176487 -3.597929</georss:point></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-5050079734954772826</id><published>2012-03-10T15:26:00.000+01:00</published><updated>2012-03-10T15:26:23.043+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="escepticismo"/><category scheme="http://www.blogger.com/atom/ns#" term="Iglesia"/><category scheme="http://www.blogger.com/atom/ns#" term="Laicismo"/><category scheme="http://www.blogger.com/atom/ns#" term="religión"/><title type='text'>Apoya con tu firma la campaña: Que la iglesia pague el IBI</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;color: #6600cc; font-size: 13px;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Entra en&amp;nbsp;&lt;a href=&quot;http://www.laicismo.org/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;www.laicismo.org&lt;/a&gt;&amp;nbsp;o pica en este enlace:&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;h2 style=&quot;font-size: 13px;&quot;&gt;
&lt;a href=&quot;http://www.laicismo.org//detalle.php?pk=13246#ppal&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot; title=&quot;Campaña: Que la iglesia pague el IBI&quot;&gt;Campaña: Que la iglesia pague el IBI&lt;/a&gt;&lt;/h2&gt;
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&lt;b&gt;(&lt;a href=&quot;http://www.laicismo.org//detalle.php?pk=13246#ppal&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;http://www.laicismo.org//&lt;u&gt;&lt;/u&gt;deta&lt;wbr&gt;&lt;/wbr&gt;lle.php?pk=13246#ppal&lt;u&gt;&lt;/u&gt;&lt;/a&gt;)&lt;/b&gt;&lt;/div&gt;
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&lt;u&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div align=&quot;&amp;quot;JUSTIFY&amp;quot;&quot; style=&quot;background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;&quot;&gt;
&lt;u&gt;&lt;/u&gt;&lt;span style=&quot;color: firebrick;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Se ruega difundir entre las amistades, contactos, redes,...&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp; El déficit que España tiene y la caída de la actividad económica, es consecuencia de una nefasta gestión de las instituciones públicas, del expolio desarrollado por los mercados, los especuladores y los bancos, de la permisividad para la circulación de dinero negro y por el enorme fraude fiscal existente, todo ello recae, exclusivamente, sobre las espaldas de la ciudadanía, que sufre: un agonístico paro, con el aumento de la pobreza, un peligroso recorte de innumerables y básicos derechos sociales, el aumento del IRPF, junto a la bajada unilateral de los salarios y el aumento de impuestos varios, y del impuesto de bienes inmuebles (IBI).&lt;u&gt;&lt;/u&gt;&lt;/div&gt;
&lt;u style=&quot;background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;&quot;&gt;&lt;/u&gt;&lt;span style=&quot;background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;&quot;&gt;&lt;/span&gt;&lt;div align=&quot;&amp;quot;JUSTIFY&amp;quot;&quot; style=&quot;background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;&quot;&gt;
A esta injusta y gravísima situación, se le suma las enormes exenciones fiscales de las que disfrutan diversas entidades, en especial la iglesia católica española.&lt;/div&gt;
&lt;div align=&quot;&amp;quot;JUSTIFY&amp;quot;&quot; style=&quot;background-color: rgba(255, 255, 255, 0.917969); color: #222222; font-family: arial, sans-serif; font-size: 13px;&quot;&gt;
EUROPA LAICA Y LA ENTIDADES JURÍDICAS Y PERSONAS FÍSICAS FIRMANTES, EXIGEN AL PODER LEGISLATIVO, AL PODER EJECUTIVO Y A LOS AYUNTAMIENTOS.&lt;/div&gt;
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1-Que se suprima, para el ejercicio de 2013 de la Ley de Haciendas Locales, la exención del IBI (impuesto de bienes inmuebles rústicos y urbanos) a la iglesia católica y otras confesiones religiosas, así como a sus organizaciones y centros de enseñanza y proselitismo religioso.&lt;/div&gt;
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2-Que se haga un censo, en cada municipio, de los bienes inmuebles rústicos y urbanos que están censados y registrados a nombre de la iglesia católica y de otras confesiones religiosas.&lt;/div&gt;
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3-Que se deroguen (o se incumplan) los Acuerdos del Estado español con la Santa Sede, especialmente y en eta caso el de Asuntos Económicos.&lt;/div&gt;
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4-Que el Estado obligue a la autofinanciación de la iglesia católica, como se contemplaba en los Acuerdos Económicos antes mencionados y consecuentemente a ello se elimine del IRPF (impuesto de la renta) la casilla de asignación a la iglesia católica.&lt;/div&gt;
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5-Que se hagan las modificaciones pertinentes en la Ley de Haciendas locales, en la Ley de Mecenazgo y Fundaciones y otras normas estatales, autonómicas y locales, para evitar injustificables exenciones del IBI y de otros impuestos a la iglesia católica y a otras entidades jurídicas.&lt;/div&gt;
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&lt;span style=&quot;color: #6600cc; font-family: &#39;arial black&#39;, sans-serif;&quot;&gt;No olvides entrar en&amp;nbsp;&lt;a href=&quot;http://www.laicismo.org/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;www.laicismo.org&lt;/a&gt;&amp;nbsp;y apoyar con tu firma esta y otras campañas, o para mayor información.&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;color: #cc0000; font-family: &#39;arial black&#39;, sans-serif;&quot;&gt;MODELO DE MOCIÓN&amp;nbsp; SOBRE EL IBI PARA PRESENTAR EN LOS AYUNTAMIENTOS&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #6600cc; font-family: &#39;arial black&#39;, sans-serif;&quot;&gt;También estás disponible una Moción para presentar en los Ayuntamientos, si eres concejal o si puedes pasarlo a alguien que lo sea. Puedes verla entrando en&amp;nbsp;&lt;a href=&quot;http://www.laicismo.org/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;www.laicismo.org&lt;/a&gt;&amp;nbsp;o directamente en&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: #6600cc; font-family: Arial; font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.laicismo.org/detalle.php?pk=13260&amp;amp;tp=ds&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;http://www.laicismo.org/&lt;wbr&gt;&lt;/wbr&gt;detalle.php?pk=13260&amp;amp;tp=ds&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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Manuel Navarro Lamolda&lt;br /&gt;Responsable de&amp;nbsp;&lt;a href=&quot;http://www.laicismo.org/&quot; style=&quot;color: #1155cc;&quot; target=&quot;_blank&quot;&gt;www.laicismo.org&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/5050079734954772826/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/03/apoya-con-tu-firma-la-campana-que-la.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/5050079734954772826'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/5050079734954772826'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/03/apoya-con-tu-firma-la-campana-que-la.html' title='Apoya con tu firma la campaña: Que la iglesia pague el IBI'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total><georss:featurename>Calle del General Ricardos, 139, 28019 Madrid, España</georss:featurename><georss:point>40.389769726940514 -3.7295150756835938</georss:point><georss:box>40.383722726940512 -3.7393855756835936 40.395816726940517 -3.7196445756835939</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-3268357897719121157</id><published>2012-02-27T14:58:00.001+01:00</published><updated>2012-02-28T16:09:45.317+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="flamenco"/><category scheme="http://www.blogger.com/atom/ns#" term="Fútbol"/><category scheme="http://www.blogger.com/atom/ns#" term="humor"/><title type='text'>El Barça se pasa al flamenco</title><content type='html'>&lt;div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El pasado domingo, en el duelo contra el Atlético de Madrid, pudimos apreciar lo que parece un giro de Guardiola a tácticas futbolísticas con un tinte más tradicional.&lt;/div&gt;
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Según palabras del actual entrenador del F.C. Barcelona, &quot;hemos creído que haciendo cierto uso de ese &lt;i&gt;charnego &lt;/i&gt;que todos llevamos dentro podríamos dar un poco más de ánimo y color al juego del equipo [...] La Liga ya sabemos que no la vamos a ganar, pero ¡que nos quiten lo bailao!&quot;.&lt;/div&gt;
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&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://ep00.epimg.net/deportes/imagenes/2012/02/27/actualidad/1330302093_418343_1330302330_noticia_grande.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;http://ep00.epimg.net/deportes/imagenes/2012/02/27/actualidad/1330302093_418343_1330302330_noticia_grande.jpg&quot; width=&quot;278&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Guardiola canta por &quot;soleares&quot; mientras Piqué se marca un &quot;zapateao&quot; durante el partido con el Atlético&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;
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Mientras, por su parte, otros entrenadores como Mourinho y el seleccionador nacional, Vicente del Bosque, ya están empezando a asesorarse con especialistas en danzas populares con el fin de incorporar a su táctica este vanguardista sistema de juego.&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/3268357897719121157/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/02/el-barca-se-pasa-al-flamenco.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3268357897719121157'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3268357897719121157'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/02/el-barca-se-pasa-al-flamenco.html' title='El Barça se pasa al flamenco'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-3864639994519036933</id><published>2012-02-07T21:00:00.001+01:00</published><updated>2012-02-08T19:59:53.871+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Barcelona"/><category scheme="http://www.blogger.com/atom/ns#" term="caries"/><category scheme="http://www.blogger.com/atom/ns#" term="madrid"/><category scheme="http://www.blogger.com/atom/ns#" term="salud"/><title type='text'>La Sanidad Pública en Cataluña</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Bueno, como ya sabéis, por fin me han hecho la exodoncia de la maldita muela del juicio que se me venía complicando desde hace tiempo.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Alguno se preguntará qué ha pasado para que la cosa se complique tanto. Os dejo una breve cronología que os servirá para haceros una idea de cómo están las cosas en Cataluña:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;-Abril 2009&lt;/span&gt;: en una visita a Granada, me sacan de urgencia la muela del juicio inferior izquierda. Me lo hacen en una clínica privada y me realizan tamaña chapuza que aún hoy sufro las consecuencias.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;-&lt;span style=&quot;color: purple;&quot;&gt;Mayo 2010&lt;/span&gt;: me aparece caries en la derecha. Dado el desastre del año anterior decido hacérmelo por la pública, ya que alguien me comenta que las muelas del juicio &quot;las sacan muy bien&quot;.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;-&lt;span style=&quot;color: purple;&quot;&gt;Junio 2010&lt;/span&gt;: en el ambulatorio (Barcelona) me dan cita con el dentista, y este me dice que me la tienen que operar en el hospital. Me pide la cita para el hospital y me dice que me llamarán para OCTUBRE de ese mismo año, mediante una carta a domicilio.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;-&lt;span style=&quot;color: purple;&quot;&gt;Noviembre 2010&lt;/span&gt;: tras esperar meses pacientemente, por fin llega la carta. En dicha carta me comunican que en efecto la cita es para el 24 de MAYO DE 2011. Es decir, casi un año después que el dentista del ambulatorio la pidiese al Hospital de San Rafael.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;-&lt;span style=&quot;color: purple;&quot;&gt;Mayo 2011&lt;/span&gt;: ya viviendo en Madrid, y con el afán de continuar lo que empecé, retorno a Barcelona para someterme a la exodoncia. Pero, sorpresa. Al llegar me dicen que lo único que van a hacer es mirarme la boca, como si de una primera visita se tratase. Yo les digo que en teoría el diagnóstico me lo habían hecho hacía un año y que aquí venía a que me la sacaran. Me empiezan a poner pegas y, tras una inspección de la boca, dicen que no se puede hacer nada sin tener antes un TAC dental, por lo que me instan a volver a mediados de JUNIO del 2011.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;-&lt;span style=&quot;color: purple;&quot;&gt;Junio 2011&lt;/span&gt;: me dan una cita que parece ser que es sólo para que el señor cirujano mire el TAC. Lo mira y me dice &quot;esto es operable&quot;. ¡Nos ha jodío! ¡De qué si no iba a estar yo allí! Y añade: te daremos cita para operarte, te llamaremos a tu móvil. Tras mi inicial perplejidad, le intento explicar que llevo en una situación dramática más de un año, que no puedo dormir por las noches con el dolor, que me molesta para comer, que se me infecta, etc. Y me dice (atención): &quot;Ok, te lo pondremos como *urgente*, por lo que te llamaremos aproximadamente en ¡¡¡UN AÑO!!!, ya que estamos dando cita para tres años&quot;. Es decir, DOS LARGOS AÑOS desde que mi dentista pidiera originalmente la cita.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Decidí hacer de tripas corazón y aguantar, todo fuese por no iniciar de nuevo el mismo calvario en Madrid. Pero todo ser viviente tiene su límite, y nunca hubiese deseado poner el mío a prueba. Así que hace aproximadamente dos semanas, y tras una crisis de dolor insoportable, decidí iniciar el mismo proceso aquí en Madrid, por si terminaba siendo más rápido.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Me dieron cita para UN MES y me ingresaron para poderme bajar bien la infección, quitar dolores, etc. Como finalmente el dolor regresó antes de lo previsto (el pasado domingo), han decidido que era absurdo esperar más y hoy ¡por fin! me han hecho la extracción, dicho sea de paso con una maestría impresionante por parte del cirujano maxiolafacial.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;u&gt;Resumen&lt;/u&gt;&lt;/b&gt;:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;-En &lt;a href=&quot;http://www10.gencat.cat/catsalut/cat/index.htm&quot;&gt;Cataluña&lt;/a&gt;, aún estaría esperando y la cosa iba para DOS AÑOS y contando.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;-En &lt;a href=&quot;http://www.madrid.org/cs/Satellite?pagename=PortalSalud/Page/PTSA_home&quot;&gt;C. de Madrid&lt;/a&gt;: DOS SEMANAS desde que me vieron por primera vez hasta que he tenido la muela fuera.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Y eso que se supone que en Madrid somos víctimas de los recortes de la Aguirre. ¿Qué coño está pasando, entonces, en Cataluña?&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;color: #b45f06; font-family: Arial, Helvetica, sans-serif; font-size: x-large;&quot;&gt;&quot;Assegurem la teva salut&quot;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
Los cojones.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/3864639994519036933/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/02/la-sanidad-publica-en-cataluna.html#comment-form' title='7 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3864639994519036933'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3864639994519036933'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/02/la-sanidad-publica-en-cataluna.html' title='La Sanidad Pública en Cataluña'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-7011901869095093617</id><published>2012-02-04T16:26:00.001+01:00</published><updated>2012-04-06T21:22:11.252+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="ciencia"/><category scheme="http://www.blogger.com/atom/ns#" term="creacionismo"/><category scheme="http://www.blogger.com/atom/ns#" term="evolución"/><category scheme="http://www.blogger.com/atom/ns#" term="humor"/><category scheme="http://www.blogger.com/atom/ns#" term="religión"/><title type='text'>Evolución</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq5EFL9xGKhEmBxT8OL1XUC-jx6-UmqphsNjHLLRRQakF10ghDCoRMrwnqlWj4X0TdBoXOkgETThjTm23tMCe3g2LkVg3LYXBJv7Wn3RJzrsvkU9hJBETbTUyIMnxpQXwb93IXZ8ZecaWY/s1600/Buhardilla.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;563&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq5EFL9xGKhEmBxT8OL1XUC-jx6-UmqphsNjHLLRRQakF10ghDCoRMrwnqlWj4X0TdBoXOkgETThjTm23tMCe3g2LkVg3LYXBJv7Wn3RJzrsvkU9hJBETbTUyIMnxpQXwb93IXZ8ZecaWY/s640/Buhardilla.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/7011901869095093617/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2012/02/evolucion.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/7011901869095093617'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/7011901869095093617'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2012/02/evolucion.html' title='Evolución'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq5EFL9xGKhEmBxT8OL1XUC-jx6-UmqphsNjHLLRRQakF10ghDCoRMrwnqlWj4X0TdBoXOkgETThjTm23tMCe3g2LkVg3LYXBJv7Wn3RJzrsvkU9hJBETbTUyIMnxpQXwb93IXZ8ZecaWY/s72-c/Buhardilla.jpg" height="72" width="72"/><thr:total>1</thr:total><georss:featurename>Madrid, España</georss:featurename><georss:point>40.389688198312847 -3.7296334678802623</georss:point><georss:box>40.223964698312848 -3.9151309678802622 40.555411698312845 -3.5441359678802624</georss:box></entry><entry><id>tag:blogger.com,1999:blog-8477594146265777399.post-3568412771158223002</id><published>2011-12-03T22:58:00.000+01:00</published><updated>2011-12-03T22:58:53.309+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="geolocalización"/><category scheme="http://www.blogger.com/atom/ns#" term="internet"/><category scheme="http://www.blogger.com/atom/ns#" term="seguridad"/><title type='text'>¿Cómo conocer la procedencia de un e-mail?</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;En ocasiones, bien para desenmascarar a un impostor, bien por curiosidad, por seguridad o para denunciar a alguien, puede ser muy útil conocer la procedencia geográfica de un correo electrónico.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Precisamente hace no mucho me he encontrado con la desagradable situación de que una (hasta entonces) amiga me ha querido ocultar su ubicación, por alguna razón que no alcanzo a comprender. Esta persona en cuestión, anónima para todos vosotros decía estar en Ecuador, su país de origen, aunque yo sospechaba por diversas razones que estaba en España y probablemente en Barcelona.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Me ha bastado un e-mail de ella para confirmar mi hipótesis. ¿Cómo lo hacemos? Es muy sencillo. Sólo necesitamos leer las cabeceras de su e-mail para conocer la dirección IP de origen de dicho correo. Esta IP es como el &quot;carnet de identidad&quot; que el internauta tiene en ese momento preciso y es un código formado por cuatro bloques de números separados por puntos.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;En las cabeceras ocultas de cualquier correo electrónico aparece mucha información útil, y la citada IP de origen viene especificada de distintas maneras, aunque en el caso del ejemplo (una dirección de Hotmail) viene precedida por la etiqueta &quot;X-Originating-IP&quot;.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Mi correo es Gmail, y para obtener las cabeceras sólo hay que pinchar en la flechita de opciones de un correo y seleccionar la opción &quot;Show original&quot; (o su equivalente en español). Ignoro cómo se hace con otros proveedores, pero siempre hay una opción muy similar a esta:&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvzYHyU2mY0eyGmSClx9wB-7ohJtGcfXXYf48jgn7csjwgcR4Hmw6hepedg0Hlj5oeIg3oXLUHJxgBQ7_1uU5xB0GslMtCQIx1h-UUwi-kfM8DXKTHudVXNuERrPDfPrfLws6CAkylx7si/s1600/sandy01.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;170&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvzYHyU2mY0eyGmSClx9wB-7ohJtGcfXXYf48jgn7csjwgcR4Hmw6hepedg0Hlj5oeIg3oXLUHJxgBQ7_1uU5xB0GslMtCQIx1h-UUwi-kfM8DXKTHudVXNuERrPDfPrfLws6CAkylx7si/s320/sandy01.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Entonces obtendremos una versión del mensaje en texto plano, sin formato y con toda la información que normalmente está oculta. Ahí, entre esa selva de cosas ilegibles, encontraremos la referencia anteriormente citada y su dirección IP (algunos datos están eliminados para proteger la privacidad de la persona investigada):&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0bu3-MFvo89L3JWSHgB9-Xh6VfwQvBn7w_sv1Wwlj7Qb4yLIaeZ8uC3LbmhJ7YmCFO7iNy_TuNJxD1zanWpRLOpsjOpQAxmEZvAtOjosenY3FumGg3eOqVZ9qDxr0fxV19CO8V1wDZvQw/s1600/sandy02.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;316&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0bu3-MFvo89L3JWSHgB9-Xh6VfwQvBn7w_sv1Wwlj7Qb4yLIaeZ8uC3LbmhJ7YmCFO7iNy_TuNJxD1zanWpRLOpsjOpQAxmEZvAtOjosenY3FumGg3eOqVZ9qDxr0fxV19CO8V1wDZvQw/s400/sandy02.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Tomamos nota de la dirección IP, que como se puede apreciar es la&amp;nbsp;81.184.218.xxx y con ella nos vamos a la siguiente página:&amp;nbsp;&lt;a href=&quot;http://www.geobytes.com/IpLocator.htm?GetLocation&quot;&gt;http://www.geobytes.com/IpLocator.htm?GetLocation&lt;/a&gt;,&amp;nbsp;copiamos la IP en el cuadro donde dice &quot;IP Address to locate&quot; y pulsamos en &quot;Submit&quot;. Inmediatamente nos saldrá la información de geolocalización de esa IP y podremos saber con bastante precisión la ubicación de la misma. En el caso que hemos tomado como ejemplo se observa que es una IP de Barcelona, en España, bien lejos de Ecuador:&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBlM6b9H26NQMIHCtC92XQS_b6XZ5oKueV0Sacbx5M3HXOjuwKmTcZPEw0PJSg13JOuda1R8Dgm9Foo8Ea2pihv6zgsxULxckBcqwgrpo5MNN-3evCFzOx2yDY9SmI9U6D6jUedGGD-CMM/s1600/sandy03.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;255&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBlM6b9H26NQMIHCtC92XQS_b6XZ5oKueV0Sacbx5M3HXOjuwKmTcZPEw0PJSg13JOuda1R8Dgm9Foo8Ea2pihv6zgsxULxckBcqwgrpo5MNN-3evCFzOx2yDY9SmI9U6D6jUedGGD-CMM/s400/sandy03.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;Si se quiere ir más allá, hay servicios que incluso te pueden decir la dirección exacta con una precisión de 50 metros, pero para el caso que nos ocupa era suficiente con saber la ciudad de origen de dicho e-mail.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Así que ya sabéis, ¡nunca uséis el e-mail para mentir a nadie acerca de vuestra ubicación! Es muy fácil que os cacen.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Besitos a todos.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://misshapenreality.blogspot.com/feeds/3568412771158223002/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://misshapenreality.blogspot.com/2011/12/como-conocer-la-procedencia-de-un-e.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3568412771158223002'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8477594146265777399/posts/default/3568412771158223002'/><link rel='alternate' type='text/html' href='http://misshapenreality.blogspot.com/2011/12/como-conocer-la-procedencia-de-un-e.html' title='¿Cómo conocer la procedencia de un e-mail?'/><author><name>José Ángel Morente</name><uri>http://www.blogger.com/profile/12510837998725893450</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvzYHyU2mY0eyGmSClx9wB-7ohJtGcfXXYf48jgn7csjwgcR4Hmw6hepedg0Hlj5oeIg3oXLUHJxgBQ7_1uU5xB0GslMtCQIx1h-UUwi-kfM8DXKTHudVXNuERrPDfPrfLws6CAkylx7si/s72-c/sandy01.png" height="72" width="72"/><thr:total>0</thr:total></entry></feed>