<?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: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-7415103</id><updated>2012-01-19T21:01:19.952+01:00</updated><category term='deporte'/><category term='juegos'/><category term='sexualidad'/><category term='religión'/><category term='batallitas'/><category term='dibujos'/><category term='parecidos razonables'/><category term='música'/><category term='inglaterra'/><category term='anotaciones'/><category term='fotografía'/><category term='política'/><category term='frikadas'/><category term='cultura'/><category term='berrinches'/><category term='viajes'/><category term='sociedad'/><category term='intimismo'/><category term='frikonsejos'/><category term='informática'/><category term='tv'/><category term='cine'/><category term='ciencia'/><category term='bestia team'/><category term='desagradable'/><title type='text'>reflexiones de fortran y otras basuras</title><subtitle type='html'>A diario ocurren muchas gilipolleces graciosas que contarle a los colegas. A veces simplemente uno tiene ganas de pegar un par de gritos porque está harto de todo. En ocasiones sólo se busca provocar. Para todo eso está este blog.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default?start-index=101&amp;max-results=100'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>299</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7415103.post-7680349887124039858</id><published>2012-01-19T21:01:00.001+01:00</published><updated>2012-01-19T21:01:19.959+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='informática'/><title type='text'>a tomar por culo megaupload</title><content type='html'>Hace unos días estaba pensando en qué estúpidos fuimos los usuarios dejando morir los sistemas de intercambio de archivos p2p, por la comodidad que suponían los sitios de descarga directa.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Estoy pensando que incluso haya podido ser una buena jugada para los lobbies "anti-piratería" el éxito tan brutal que han tenido sitios como megaupload, fileshare, etc. Es mucho más fácil cerrarlos. Ahora a ver quién es el guapo que se vuelve a instalar el emule.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7415103-7680349887124039858?l=fortran.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/7680349887124039858/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7415103&amp;postID=7680349887124039858&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/7680349887124039858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/7680349887124039858'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/2012/01/tomar-por-culo-megaupload.html' title='a tomar por culo megaupload'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7415103.post-7363207590911094936</id><published>2012-01-16T17:04:00.002+01:00</published><updated>2012-01-16T17:04:47.523+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='fotografía'/><category scheme='http://www.blogger.com/atom/ns#' term='política'/><title type='text'>Esta foto me intriga</title><content type='html'>&lt;img alt="sarkozy-rajoy.jpg" src="http://s01.s3c.es/imag/_v2/ecodiario/sarkozy-rajoy.jpg" /&gt;&lt;br /&gt;&lt;br /&gt;¿No os parece curioso el contraste entre las caras de Sarkozy y Rajoy? Yo creo que el franchute está pensando "Joder, ¿por qué tengo que ser el presidente más bajito de la Unión Europea?"... O algo peor.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7415103-7363207590911094936?l=fortran.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/7363207590911094936/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7415103&amp;postID=7363207590911094936&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/7363207590911094936'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/7363207590911094936'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/2012/01/esta-foto-me-intriga.html' title='Esta foto me intriga'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7415103.post-3850641698551042691</id><published>2012-01-05T13:35:00.000+01:00</published><updated>2012-01-16T17:05:01.608+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='informática'/><title type='text'>¿Por qué nos dicen que reiniciemos el ordenador cuando se queda colgado?</title><content type='html'>¡Feliz año nuevo!&lt;br /&gt;&lt;br /&gt;Acabo de ver un vídeo de esos divulgativos (o mejor dicho: vulgarizantes) que "explica" por qué se cuelgan los ordenadores y por qué ctr+alt+del sirve para reiniciarlos :-|&lt;br /&gt;&lt;br /&gt;Aquí lo tenéis para echaros unas risas &lt;a href="http://www.elmundo.es/elmundo/2011/11/24/ciencia/1322158317.html"&gt;http://www.elmundo.es/elmundo/2011/11/24/ciencia/1322158317.html&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Como este blog siempre ha tenido vocación de culturizar al personal (aunque también me vanaglorio de que mis lectores son la hostia y no necesitan ser culturizados), vamos a proceder a intentar arreglar el desaguisado que comete este hombre con su "hesplicasion".&lt;br /&gt;&lt;br /&gt;Lo más absurdo es empezar atribuyendo una única causa a los cuelgues y pensar que hay un único tipo de cuelgue. El cuelgue que parece preocupar a nuestro catedrático parece ser simplemente que el ordenador se ralentice cuando hay muchos programas abiertos, por lo visto este hombre nunca ha visto un BSOD (pantallazo azul de la muerte por sus siglas en inglés), o se le ha quedado el ordenador tan tostado que ni siquiera responde al sortilegio de ctrl+alt+del... Y también piensa que los Unix están hechos a prueba de bombas: no señor, también se cuelgan.&lt;br /&gt;&lt;br /&gt;Vamos a identificar las barbaridades que dice el amigo:&lt;br /&gt;&lt;br /&gt;Empecemos por la memoria caché, que parece que según este hombre es el origen de todos los males, la pobre. La caché es un tipo (conceptualmente) de memoria que sirve para guardar cosas que vas a usar más adelante.&lt;br /&gt;&lt;br /&gt;La más famosa es la &lt;i&gt;caché&lt;/i&gt; de los procesadores, que se suele dividir en dos tipos funcionales (de datos y de instrucciones); pero realmente podemos considerar que la RAM puede hacer de caché del disco duro (ya que es más rápida), o el disco duro puede hacer de caché de datos en la red, etc&lt;br /&gt;&lt;br /&gt;El problema es que este señor está confundiendo "la caché" (como si sólo hubiese una) con varias cosas:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Memoria &lt;i&gt;swap&lt;/i&gt;: este es el espacio de disco destinado para simular que tenemos más memoria RAM de la que físicamente disponemos.&lt;/li&gt;&lt;li&gt;Cola de eventos: es una estructura de datos donde se van guardando las acciones del usuario (pulsaciones de teclas, movimiento del ratón) para su posterior procesado.&lt;/li&gt;&lt;/ul&gt;El problema que describe en su segundo intento de aclarar las cosas (&lt;a href="http://www.elmundo.es/elmundo/2011/11/26/ciencia/1322320450.html"&gt;http://www.elmundo.es/elmundo/2011/11/26/ciencia/1322320450.html&lt;/a&gt;&amp;nbsp;y por cierto, caché viene del francés, no del inglés) está relacionado con el &lt;i&gt;swap&lt;/i&gt; y es lo que técnicamente se conoce como &lt;a href="http://es.wikipedia.org/wiki/Hiperpaginaci%C3%B3n"&gt;Hiperpaginación&lt;/a&gt;. Básicamente es que el &lt;i&gt;working set&lt;/i&gt; (que es como se llama a la memoria que están usando los procesos activos) es mayor que la memoria física de la que disponemos, por lo que el sistema necesita mover páginas de memoria (una página es simplemente un cacho de un tamaño fijo) entre la RAM (que es rápida pero no muy grande) y el disco duro (que es muy grande pero no muy rápido).&lt;br /&gt;&lt;br /&gt;Esto ocurre en &lt;b&gt;todos&lt;/b&gt; los sistemas operativos con memoria virtual y &lt;i&gt;swap&lt;/i&gt; si se "fuerzan". Ya sean Unix o Windows. Lo único que se puede hacer para evitarlo es:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Prescindir del swap y si el sistema se queda sin memoria matar procesos para liberarla.&lt;/li&gt;&lt;li&gt;Aumentar la RAM (pero no lo va a solucionar definitivamente, eventualmente podemos volver a llenarla si abrimos muchos procesos).&lt;/li&gt;&lt;li&gt;Usar una configuración del planificador del sistema menos interactiva, para que los cambios de proceso sean menos frecuentes (aunque esto causará que la sensación sea de que el ordenador responde peor ante cosas como movimientos del ratón)... Y tampoco es una solución definitiva, únicamente hace que el tiempo perdido moviendo páginas entre el disco y la RAM sea menor en proporción al tiempo útil de proceso.&lt;/li&gt;&lt;/ul&gt;Volvamos al tema de lo que es un verdadero cuelgue. Cuando el ordenador deja de responder de verdad, no hay ni siquiera huevos de que funcione el teclado y lo único que nos salvará es darle al botón de reset (o liarse a patadas con la caja e irnos a vivir a un monasterio).&lt;br /&gt;&lt;br /&gt;Un ordenador es una de las creaciones más complejas jamás diseñadas por el ser humano. Para que nos hagamos una idea, la Torre Eiffel, una imponente obra de ingeniería, tiene unos 2.600.000 tornillos y unos 18.000 bloques de metal. El primer procesador Pentium (de 1993) ya tenía unos 3.000.000 de transistores, y ese número se ha ido doblando cada 18 meses aproximadamente (la llamada Ley de Moore). Actualmente un Xeon de 10 cores tiene unos 2.600.000.000 transistores.&lt;br /&gt;&lt;br /&gt;Y al contrario que la Torre Eiffel, un procesador no es algo estático, tiene un comportamiento dependiente del tiempo (por eso llevan un reloj que va marcando el ritmo a altísimas velocidades, del orden de Gigahertzios=miles de millones de veces por segundo).&lt;br /&gt;&lt;br /&gt;Así que es sencillo de comprender lo fácil que resulta que &lt;i&gt;algo&lt;/i&gt; vaya mal en esa maraña electrónica miniaturizada. Por suerte los diseños de hardware suelen estar bastante acotados en lo que pueden hacer y se pueden hacer pruebas aisladas, por lo que si hay defectos no suelen ser de diseño (que también los puede haber), sino en el proceso de fabricación (es difícil que de una oblea no salga algún bicho defectuoso, por suerte, la mayor superficie suele estar destinada a memorias &lt;i&gt;caché&lt;/i&gt;&amp;nbsp;[esta vez sí], con lo que desactivando parte de ella se pueden salvar muchos micros pasándolos a una gama inferior).&lt;br /&gt;&lt;br /&gt;Luego está el dichoso software. Aquí es donde empiezan los problemas serios. Porque al fin y al cabo, a pesar de que el nivel de integración del hardware es brutal, en gran parte se trata de bloques idénticos replicados (aunque también tiene su miga), es decir, que tener 1MiB de caché no hace el chip esencialmente más complejo que uno que sólo tenga 256KiB. Sin embargo, el software es distinto, porque no está acotado por una estructura física donde colocarlo; su única limitación es el pensamiento humano... Y el pensamiento humano puede ser muy enrevesado (y en muchas ocasiones defectuoso).&lt;br /&gt;&lt;br /&gt;Espero que esto haya servido para hacernos una idea de la magnitud del asunto que tenemos entre manos.&lt;br /&gt;&lt;br /&gt;Centrémonos ahora en el Sistema Operativo.&amp;nbsp;En los tiempos del MS-DOS, el sistema operativo realmente no tenía mucho que hacer, puesto que como no había múltiples usuarios ni múltiples procesos simultáneos, cuando ejecutábamos un programa tenía prácticamente acceso total a todo el ordenador. Hoy en día no es así, el PC es un pequeño ecosistema donde conviven cientos (y hasta miles) de programas ejecutándose simultáneamente. Para que no se den de hostias entre ellos, el Sistema Operativo tiene que mediar entre ellos, para dar acceso ordenado a cada uno de los recursos.&lt;br /&gt;&lt;br /&gt;Ahora vamos a analizar los 5 tipos de errores (bugs) típicos que hacen que un programa falle:&lt;br /&gt;&lt;br /&gt;&lt;ul style="position: static; z-index: auto;"&gt;&lt;li&gt;Acceso a una dirección de memoria incorrecta.&lt;/li&gt;&lt;li&gt;Desbordamiento de pila.&lt;/li&gt;&lt;li&gt;Intentar ejecutar una instrucción incorrecta.&lt;/li&gt;&lt;li&gt;Excepción no tratada (e.g. dividir entre cero).&lt;/li&gt;&lt;li&gt;Entrar en un bucle infinito.&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;Los cuatro primeros errores harán que el programa se detenga inesperadamente y que&amp;nbsp;el Sistema Operativo le dé matarile sin más. En el último, el Sistema Operativo no tiene manera de saber si ese comportamiento es normal o anómalo (hay programas que están diseñados para no terminar nunca), así que es responsabilidad del usuario identificarlos y matarlos.&lt;br /&gt;&lt;br /&gt;A esa lista podríamos añadir otro tipo de errores lógicos, que si bien no harán que el ordenador explote, harán que funcione de forma errática. Los más típicos son las &lt;i&gt;race conditions&lt;/i&gt;, que son interacciones inesperadas entre software que se ejecuta de forma concurrente (esto está a la orden del día en cuanto intentas escribir código paralelo a no ser que te andes con pies de plomo).&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Pues bien, el pobre Sistema Operativo no está exento de esos errores de programación. Quizá algo menos que el resto de programas, porque están diseñados y programados por los mejores profesionales del mundo; pero cualquier pequeño fallo es más evidente porque si el Sistema Operativo falla, el ordenador entero se suele colgar: no hay nadie más que tome las riendas.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Y por muy robustos que sean los sistemas operativos según vienen de fábrica, siempre hay algún &lt;i&gt;driver&lt;/i&gt;&amp;nbsp;chapucerillo que puede cargarse la integridad del mismo. Este es uno de los mayores puntos a favor de Linux (y MacOS) en cuanto a estabilidad frente a Windows. En Windows, cada vez que instalamos el driver de algún cacharrito que hemos comprado en los chinos (como una webcam, por ejemplo), estamos dejando que nuestro ordenador ejecute con todos los privilegios código escrito por vaya-usted-a-saber-quién, que si tiene algún bug es posible que nos fastidie el ordenador, porque los drivers se ejecutan (casi todos) en el mismo espacio de memoria que el sistema operativo y con sus mismos permisos. En el caso de Linux, la mayoría de los drivers están integrados en el código del propio kernel y están bastante bien auditados, por lo que las fuentes de fallos son menores. Para Mac, ni que decir queda que sólo hay drivers para el hardware que pasa por la caja de Cupertino y ya se encargan ellos de que funcione bien.&lt;br /&gt;&lt;br /&gt;Hay algunas técnicas para incrementar la fiabilidad de los sistemas operativos, como ejecutarlos en máquinas virtuales o los basados en micro-kernels, pero desgraciadamente traen aumentos de complejidad en las interrelaciones entre componentes que pueden ser también fuentes de bugs.&lt;br /&gt;&lt;br /&gt;Así que queridos lectores, como véis no es un tema sencillo ni mucho menos que se pueda explicar en un momento, de ser así los ordenadores seguramente no se colgarían tanto. Pero lo más importante es que no es lo mismo una degradación del rendimiento debido a un uso intensivo o excesivo que un error en el software o en el hardware. El primero se suele solucionar dejándole tiempo para que algunas tareas terminen o matándolas directamente con el &lt;i&gt;task manager&lt;/i&gt;&amp;nbsp;(no hace falta reinicar el ordenador normalmente), ante lo segundo lo único que podemos hacer es cruzar los dedos para que no nos toque o que saquen un parche lo antes posible.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7415103-3850641698551042691?l=fortran.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/3850641698551042691/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7415103&amp;postID=3850641698551042691&amp;isPopup=true' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/3850641698551042691'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/3850641698551042691'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/2012/01/por-que-nos-dicen-que-reiniciemos-el.html' title='¿Por qué nos dicen que reiniciemos el ordenador cuando se queda colgado?'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7415103.post-2065019034089696239</id><published>2011-11-28T21:53:00.001+01:00</published><updated>2012-01-16T17:05:12.164+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='fotografía'/><category scheme='http://www.blogger.com/atom/ns#' term='informática'/><title type='text'>Leyendas urbanas sobre el JPEG</title><content type='html'>Una amiga me comentó hace poco que un profesor suyo le había dicho que la calidad de las imágenes guardadas en JPEG se degradaba cada vez que se abrían para visualizarlas.&lt;br /&gt;&lt;br /&gt;Le expliqué que es cierto que las imágenes en JPEG pierden calidad, pero sólo cada vez que se &lt;i&gt;escriben&lt;/i&gt;. Me quedé pensando un momento en mis días de la universidad, en la transformada del coseno y en su puta madre, y pensé que seguramente llegaría un punto en el que después de codificar y decodificar varias veces en cadena una imagen, se llegaría a un punto fijo, en el que no se perdería más calidad.&lt;br /&gt;&lt;br /&gt;Me daba bastante pereza ponerme a probarlo, pero al final tiré de scripting en Python una vez más y he aquí los resultados:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;style type="text/css"&gt;&lt;!--pre { font-family: monospace; color: #000000; background-color: #ffffff; }.Constant { color: #ff00ff; }.Identifier { color: #008b8b; }.Statement { color: #a52a2a; font-weight: bold; }.PreProc { color: #a020f0; }--&gt;&lt;/style&gt;&lt;br /&gt;&lt;pre&gt;&lt;span class="PreProc"&gt;import&lt;/span&gt; Image&lt;br /&gt;&lt;span class="PreProc"&gt;import&lt;/span&gt; ImageMath&lt;br /&gt;&lt;span class="PreProc"&gt;import&lt;/span&gt; sys&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;def&lt;/span&gt; &lt;span class="Identifier"&gt;main&lt;/span&gt;():&lt;br /&gt;    prefix, suffix = sys.argv[&lt;span class="Constant"&gt;1&lt;/span&gt;].split(&lt;span class="Constant"&gt;'.'&lt;/span&gt;)&lt;br /&gt;&lt;br /&gt;    prev = Image.&lt;span class="Identifier"&gt;open&lt;/span&gt;(sys.argv[&lt;span class="Constant"&gt;1&lt;/span&gt;])&lt;br /&gt;    go_on = &lt;span class="Identifier"&gt;True&lt;/span&gt;&lt;br /&gt;    i = &lt;span class="Constant"&gt;0&lt;/span&gt;&lt;br /&gt;    &lt;span class="Statement"&gt;while&lt;/span&gt; go_on &lt;span class="Statement"&gt;and&lt;/span&gt; i &amp;lt; &lt;span class="Constant"&gt;100&lt;/span&gt;:&lt;br /&gt;        name = prefix + &lt;span class="Identifier"&gt;str&lt;/span&gt;(i) + &lt;span class="Constant"&gt;'.'&lt;/span&gt; + suffix&lt;br /&gt;        &lt;span class="Identifier"&gt;print&lt;/span&gt; &lt;span class="Constant"&gt;'name='&lt;/span&gt;,name&lt;br /&gt;        prev.save(name)&lt;br /&gt;        &lt;span class="Identifier"&gt;next&lt;/span&gt; = Image.&lt;span class="Identifier"&gt;open&lt;/span&gt;(name)&lt;br /&gt;        diff = ImageMath.&lt;span class="Identifier"&gt;eval&lt;/span&gt;(&lt;span class="Constant"&gt;'abs(float(a) - float(b))'&lt;/span&gt;, a=&lt;span class="Identifier"&gt;next&lt;/span&gt;, b=prev)&lt;br /&gt;        go_on = &lt;span class="Identifier"&gt;tuple&lt;/span&gt;(&lt;span class="Identifier"&gt;next&lt;/span&gt;.getdata()) != &lt;span class="Identifier"&gt;tuple&lt;/span&gt;(prev.getdata())&lt;br /&gt;        prev = &lt;span class="Identifier"&gt;next&lt;/span&gt;&lt;br /&gt;        hist = diff.histogram()&lt;br /&gt;        i += &lt;span class="Constant"&gt;1&lt;/span&gt;&lt;br /&gt;        &lt;span class="Identifier"&gt;print&lt;/span&gt; hist&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;if&lt;/span&gt; __name__ == &lt;span class="Constant"&gt;"__main__"&lt;/span&gt;:&lt;br /&gt;    sys.exit(main())&lt;br /&gt;&lt;br /&gt;&lt;/pre&gt;El programilla va imprimiendo el histograma de la diferencia entre dos imágenes consecutivas y se para cuando todos los píxels están a cero.Probando con un par de imágenes, parece que el punto fijo se alcanza tras unas cuantas iteraciones, entre 8 y 40. Así que no temáis demasiado por una degradación sin límites de vuestras fotos si las andáis retocando sobre los JPEGs, aunque nunca está de más guardar los originales en RAW, TIFF o PNG.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7415103-2065019034089696239?l=fortran.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/2065019034089696239/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7415103&amp;postID=2065019034089696239&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/2065019034089696239'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/2065019034089696239'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/2011/11/leyendas-urbanas-sobre-el-jpeg.html' title='Leyendas urbanas sobre el JPEG'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7415103.post-4249275663691394336</id><published>2011-11-21T02:20:00.001+01:00</published><updated>2011-11-21T02:27:11.010+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='política'/><title type='text'>Elecciones 2011</title><content type='html'>Son los mismos de siempre, nada va a cambiar.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7415103-4249275663691394336?l=fortran.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/4249275663691394336/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7415103&amp;postID=4249275663691394336&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/4249275663691394336'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/4249275663691394336'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/2011/11/elecciones-2011.html' title='Elecciones 2011'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7415103.post-911071298557283264</id><published>2011-11-13T14:30:00.000+01:00</published><updated>2011-11-13T14:30:51.551+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='informática'/><category scheme='http://www.blogger.com/atom/ns#' term='juegos'/><title type='text'>Otra de exploración de árboles de palabras</title><content type='html'>El lunes pasado se cayó Internet en el curro. Mientras yo estaba con mis pajas mentales, mis queridos compañeros nerds se empezaron a aglomerar en torno a un ordenador. Para no desentonar, me acerqué yo también y pregunté que qué regalaban. &lt;br /&gt;&lt;br /&gt;Resultó que estaban jugando con un programita de consola (no me refiero a xbox ni ps3, sino a terminal de texto) que muestra una parrilla con letras y nosotros tenemos que introducir todas las palabras inglesas que se puedan formar con las letras siguiendo un camino de casilla en casilla.&lt;br /&gt;&lt;br /&gt;Acordándome del mítico post sobre &lt;a href="http://fortran.blogspot.com/2008/07/el-melenas-de-cifras-y-letras-no-tena.html"&gt;El Melenas de Cifras y Letras&lt;/a&gt;&amp;nbsp;y de cómo le quité la gracia al juego del facebook de hacer anagramas, decidí que iba petarlo en cuanto volviese Internet y pudiese descargarme la lista de palabras inglesas...&lt;br /&gt;&lt;br /&gt;Total, que como buen procrastinador, me puse a hacer mi script en Python, que ahora pasaré a explicar:&lt;br /&gt;&lt;pre&gt;&lt;span class="Apple-style-span"&gt;&lt;style type="text/css"&gt;&lt;br /&gt;&lt;!--&lt;br /&gt;pre { font-family: monospace; color: #000000; background-color: #ffffff; }&lt;br /&gt;.Comment { color: #0000ff; }&lt;br /&gt;.Constant { color: #ff00ff; }&lt;br /&gt;.Identifier { color: #008b8b; }&lt;br /&gt;.Statement { color: #a52a2a; font-weight: bold; }&lt;br /&gt;.PreProc { color: #a020f0; }&lt;br /&gt;--&gt;&lt;br /&gt;&lt;/style&gt;&lt;br /&gt;&lt;span class="PreProc"&gt;from&lt;/span&gt; itertools &lt;span class="PreProc"&gt;import&lt;/span&gt; product&lt;br /&gt;&lt;span class="PreProc"&gt;import&lt;/span&gt; sys&lt;br /&gt;&lt;/span&gt;&lt;/pre&gt;&lt;pre&gt;&lt;span class="Apple-style-span"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/pre&gt;&lt;pre&gt;&lt;span class="Apple-style-span" style="font-family: 'Times New Roman'; white-space: normal;"&gt;&lt;pre&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Comment"&gt;# not much shorter, but much funnier to write than&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;&lt;pre&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Comment"&gt;# [(-1, -1), (-1, 0), (-1, 1), (0, -1), (0, 1), (1, -1), (1, 0), (1, 1)]&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;&lt;pre&gt;&lt;span class="Apple-style-span"&gt;&lt;span class="Comment"&gt;# at first I used range(-1,2), but (-1,0,1) is cleaner and shorter&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;&lt;/span&gt;&lt;span class="Apple-style-span"&gt;neighbours = [(i,j) &lt;span class="Statement"&gt;for&lt;/span&gt; i,j &lt;span class="Statement"&gt;in&lt;/span&gt; product(*[(-&lt;span class="Constant"&gt;1&lt;/span&gt;,&lt;span class="Apple-style-span" style="color: magenta;"&gt;0,1&lt;/span&gt;)]*&lt;span class="Constant"&gt;2&lt;/span&gt;) &lt;span class="Statement"&gt;if&lt;/span&gt; i &lt;span class="Statement"&gt;or&lt;/span&gt; j]&lt;/span&gt;&lt;/pre&gt;&lt;pre&gt;&lt;span class="Apple-style-span"&gt;allow_repeat = &lt;span class="Identifier"&gt;True&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;def&lt;/span&gt; &lt;span class="Identifier"&gt;make_tree&lt;/span&gt;(words_list):&lt;br /&gt;        base = {}&lt;br /&gt;        &lt;span class="Statement"&gt;for&lt;/span&gt; word &lt;span class="Statement"&gt;in&lt;/span&gt; words_list:&lt;br /&gt;                d = base&lt;br /&gt;                &lt;span class="Statement"&gt;for&lt;/span&gt; c &lt;span class="Statement"&gt;in&lt;/span&gt; word:&lt;br /&gt;                        &lt;span class="Statement"&gt;if&lt;/span&gt; c &lt;span class="Statement"&gt;not&lt;/span&gt; &lt;span class="Statement"&gt;in&lt;/span&gt; d:&lt;br /&gt;                                nd = {}&lt;br /&gt;                                d[c] = nd&lt;br /&gt;                                d = nd&lt;br /&gt;                        &lt;span class="Statement"&gt;else&lt;/span&gt;:&lt;br /&gt;                                d = d[c]&lt;br /&gt;                d[&lt;span class="Identifier"&gt;None&lt;/span&gt;] = &lt;span class="Identifier"&gt;None&lt;/span&gt; &lt;span class="Comment"&gt;# complete word marker&lt;/span&gt;&lt;br /&gt;        &lt;span class="Statement"&gt;return&lt;/span&gt; base&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;def&lt;/span&gt; &lt;span class="Identifier"&gt;parse_matrix&lt;/span&gt;(text):&lt;br /&gt;      &lt;span class="Statement"&gt;return&lt;/span&gt; &lt;span class="Identifier"&gt;map&lt;/span&gt;(&lt;span class="Identifier"&gt;str&lt;/span&gt;.upper, &lt;span class="Identifier"&gt;filter&lt;/span&gt;(&lt;span class="Identifier"&gt;None&lt;/span&gt;, (&lt;span class="Identifier"&gt;filter&lt;/span&gt;(&lt;span class="Identifier"&gt;str&lt;/span&gt;.isalpha, line) &lt;span class="Statement"&gt;for&lt;/span&gt; line &lt;span class="Statement"&gt;in&lt;/span&gt; text)))&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;def&lt;/span&gt; &lt;span class="Identifier"&gt;is_valid_and_prefix&lt;/span&gt;(d, word):&lt;br /&gt;        &lt;span class="Statement"&gt;for&lt;/span&gt; c &lt;span class="Statement"&gt;in&lt;/span&gt; word:&lt;br /&gt;                &lt;span class="Statement"&gt;if&lt;/span&gt; c &lt;span class="Statement"&gt;not&lt;/span&gt; &lt;span class="Statement"&gt;in&lt;/span&gt; d:&lt;br /&gt;                        &lt;span class="Statement"&gt;return&lt;/span&gt; &lt;span class="Identifier"&gt;False&lt;/span&gt;, &lt;span class="Identifier"&gt;False&lt;/span&gt;&lt;br /&gt;                &lt;span class="Statement"&gt;else&lt;/span&gt;:&lt;br /&gt;                        d = d[c]&lt;br /&gt;        valid = &lt;span class="Identifier"&gt;None&lt;/span&gt; &lt;span class="Statement"&gt;in&lt;/span&gt; d&lt;br /&gt;        prefix = &lt;span class="Identifier"&gt;len&lt;/span&gt;(d) &amp;gt; valid &lt;span class="Comment"&gt;# more keys than None&lt;/span&gt;&lt;br /&gt;        &lt;span class="Statement"&gt;return&lt;/span&gt; (valid, prefix)&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;def&lt;/span&gt; &lt;span class="Identifier"&gt;successors&lt;/span&gt;(word, path, matrix):&lt;br /&gt;        i,j = path[-&lt;span class="Constant"&gt;1&lt;/span&gt;]&lt;br /&gt;        &lt;span class="Statement"&gt;for&lt;/span&gt; di, dj &lt;span class="Statement"&gt;in&lt;/span&gt; neighbours:&lt;br /&gt;                ni, nj = i+di, j+dj&lt;br /&gt;                &lt;span class="Statement"&gt;if&lt;/span&gt; (ni &amp;gt;= &lt;span class="Constant"&gt;0&lt;/span&gt; &lt;span class="Statement"&gt;and&lt;/span&gt; nj &amp;gt;= &lt;span class="Constant"&gt;0&lt;/span&gt; &lt;span class="Statement"&gt;and&lt;/span&gt;&lt;br /&gt;                    ni &amp;lt; &lt;span class="Identifier"&gt;len&lt;/span&gt;(matrix) &lt;span class="Statement"&gt;and&lt;/span&gt; nj &amp;lt; &lt;span class="Identifier"&gt;len&lt;/span&gt;(matrix[ni]) &lt;span class="Statement"&gt;and&lt;/span&gt;&lt;br /&gt;                    (&lt;/span&gt;allow_repeat &lt;span class="Statement"&gt;or&lt;/span&gt; (ni,nj) &lt;span class="Statement"&gt;not&lt;/span&gt; &lt;span class="Statement"&gt;in&lt;/span&gt; path)):&lt;br /&gt;&lt;span class="Apple-style-span"&gt;                        successor = word + matrix[ni][nj], path + [(ni,nj)]&lt;br /&gt;                        &lt;span class="Statement"&gt;yield&lt;/span&gt; successor&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;def&lt;/span&gt; &lt;span class="Identifier"&gt;find_words&lt;/span&gt;(d, path, word, matrix):&lt;br /&gt;        valid, prefix = is_valid_and_prefix(d, word)&lt;br /&gt;        &lt;span class="Statement"&gt;if&lt;/span&gt; valid:&lt;br /&gt;                &lt;span class="Statement"&gt;yield&lt;/span&gt; word&lt;br /&gt;        &lt;span class="Statement"&gt;if&lt;/span&gt; prefix:&lt;br /&gt;                &lt;span class="Statement"&gt;for&lt;/span&gt; nw, np &lt;span class="Statement"&gt;in&lt;/span&gt; successors(word, path, matrix):&lt;br /&gt;                        &lt;span class="Statement"&gt;for&lt;/span&gt; x &lt;span class="Statement"&gt;in&lt;/span&gt; find_words(d, np, nw, matrix):&lt;br /&gt;                                &lt;span class="Statement"&gt;yield&lt;/span&gt; x&lt;br /&gt;&lt;br /&gt;&lt;span class="Statement"&gt;if&lt;/span&gt; __name__ == &lt;span class="Constant"&gt;'__main__'&lt;/span&gt;:&lt;br /&gt;        wordlist = sys.argv[&lt;span class="Constant"&gt;1&lt;/span&gt;]&lt;br /&gt;        tree = make_tree(x.upper().strip() &lt;span class="Statement"&gt;for&lt;/span&gt; x &lt;span class="Statement"&gt;in&lt;/span&gt; &lt;span class="Identifier"&gt;open&lt;/span&gt;(wordlist))&lt;br /&gt;        matrix = parse_matrix(sys.stdin.readlines())&lt;br /&gt;        words = &lt;span class="Identifier"&gt;set&lt;/span&gt;()&lt;br /&gt;        &lt;span class="Statement"&gt;for&lt;/span&gt; i,j &lt;span class="Statement"&gt;in&lt;/span&gt; product(&lt;span class="Identifier"&gt;range&lt;/span&gt;(&lt;span class="Identifier"&gt;len&lt;/span&gt;(matrix)), &lt;span class="Identifier"&gt;range&lt;/span&gt;(&lt;span class="Identifier"&gt;len&lt;/span&gt;(matrix[&lt;span class="Constant"&gt;0&lt;/span&gt;]))):&lt;br /&gt;                c = matrix[i][j]&lt;br /&gt;                words |= &lt;span class="Identifier"&gt;set&lt;/span&gt;(find_words(tree, [(i,j)], c, matrix))&lt;br /&gt;        &lt;span class="Statement"&gt;for&lt;/span&gt; w &lt;span class="Statement"&gt;in&lt;/span&gt; &lt;span class="Identifier"&gt;sorted&lt;/span&gt;(words, key=&lt;span class="Identifier"&gt;len&lt;/span&gt;):&lt;br /&gt;                &lt;span class="Identifier"&gt;print&lt;/span&gt; w&lt;/span&gt;&lt;/pre&gt;&lt;br /&gt;Para usarlo, recibe como primer y único argumento el nombre del fichero con el corpus de palabras válidas y lee por la entrada estándar la "sopa de letras" (de la cuál descartará cualquier caracter que no sea alfabético, así que puede estar formateada como os dé la gana).&lt;br /&gt;&lt;br /&gt;¿Cómo funciona el jodío? Pues muy fácil, esta vez en lugar de construir un &lt;i&gt;hash&lt;/i&gt;&amp;nbsp;de las palabras que ignorase el orden de aparición de las letras, nuestra estructura de consulta es un arbolito (como bien indica el nombre de la función &lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace; font-size: x-small;"&gt;make_tree&lt;/span&gt;).&lt;br /&gt;&lt;br /&gt;Este arbolito es básicamente un puñado de diccionarios (no en el sentido de RAE, sino tablas asociativas) anidados, en el cuál la clave es una letra y el valor, pues otro diccionaro. Hay un caso especial en el que algunos diccionarios tendrán una entrada &lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace; font-size: x-small;"&gt;None:None&lt;/span&gt;.&lt;br /&gt;&lt;br /&gt;Para saber si una palabra está en el diccionario (esta vez sí, en el sentido de RAE, Collins, Oxford, etc.), tenemos que ver si podemos llegar a un nodo que tenga una clave &lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace; font-size: x-small;"&gt;None&lt;/span&gt; pegando saltitos por las ramas que tengan como clave cada letra de nuestra palabra de forma consecutiva. Esto es lo que hace la función &lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace; font-size: x-small;"&gt;is_valid_and_prefix&lt;/span&gt;, que además nos dice si la palabra es un prefijo de otras.&lt;br /&gt;&lt;br /&gt;A partir de aquí es pan comido, sólo tenemos que hacer el típico &lt;i&gt;backtracking&lt;/i&gt; por las casillas de la rejilla, podando cuando lleguemos a palabras que no son prefijo de ninguna y devolviendo aquellas que sean palabras completas. Los generadores de Python ayudan mucho para escribir este código de forma elegante.&lt;br /&gt;&lt;br /&gt;Posibles optimizaciones:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Reemplazar los diccionarios por alguna otra estructura más compacta en memoria, ya que buscar linealmente entre un máximo de 28 caracteres seguramente sea más eficiente que un hash lookup.&lt;/li&gt;&lt;li&gt;Pasar sólo el sub-árbol con los sufijos de la palabra que estamos explorando en cada nivel de la búsqueda... No es que vaya a ser una gran diferencia, pero si ya estamos seguros de que vamos por un prefijo válido ¿para qué comprobarlo otra vez?&lt;/li&gt;&lt;/ul&gt;&lt;div&gt;Lo más gracioso es la cantidad de palabras que se pueden formar con una matriz pequeñita si permitimos repetir casillas. Para probar, usé esta matriz de entrada (sí, ya sé que tiene algunas palabras muy obvias):&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;"&gt;DONE&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;"&gt;OIRT&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;"&gt;PASS&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;¿Y a que no sabéis cuántas palabras había escondidas?&amp;nbsp;848.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7415103-911071298557283264?l=fortran.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/911071298557283264/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7415103&amp;postID=911071298557283264&amp;isPopup=true' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/911071298557283264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/911071298557283264'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/2011/11/otra-de-exploracion-de-arboles-de.html' title='Otra de exploración de árboles de palabras'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7415103.post-114350298929176846</id><published>2011-11-08T00:05:00.003+01:00</published><updated>2011-11-11T10:38:43.817+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='sociedad'/><category scheme='http://www.blogger.com/atom/ns#' term='música'/><category scheme='http://www.blogger.com/atom/ns#' term='política'/><category scheme='http://www.blogger.com/atom/ns#' term='berrinches'/><title type='text'>Rock Estatal</title><content type='html'>Hace un buen puñado de años, cuando había una tienda &lt;a href="http://tipo.es/"&gt;Tipo&lt;/a&gt;&amp;nbsp;en la C/Fuencarral a la que solía ir a mirar discos con algunos colegas; siempre me sorprendía ver la sección de "Rock Estatal", donde estaban todos los grupos chungos del país.&lt;br /&gt;&lt;br /&gt;Aún a día de hoy &lt;a href="http://tipo.es/musica/nacional-metal-rock-pop-/ofertas/index.html"&gt;podemos ver tamaña lerdez en su web&lt;/a&gt;:&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-L49BtOOSw_E/TrztE6KE1QI/AAAAAAAAAi8/9fEGnAB8KJk/s1600/rock_estatal.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-L49BtOOSw_E/TrztE6KE1QI/AAAAAAAAAi8/9fEGnAB8KJk/s320/rock_estatal.png" width="291" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;¿Tanta es la aversión que tienen los guarros a palabras como &lt;i&gt;español&lt;/i&gt; o &lt;i&gt;nacional&lt;/i&gt;&amp;nbsp;que llegan a utilizar otras que no vienen al caso?&lt;br /&gt;&lt;br /&gt;Porque tampoco hace falta ser un erudito (basta con echarle un vistazo al diccionario o haber prestado un poquito de atención en clase cuando explicaban la diferencia entre país, nación y estado en lugar de estar fumando porros) para saber que el Estado es la estructura política y organizativa, el gobierno, la policía, los jueces y todas esas cositas que tanto les gustan nuestros amigos los punkis.&lt;br /&gt;&lt;br /&gt;Ya me los imagino yendo a un bar, pidiendo un whisky y cuando el camarero pregunta ¿Nacional o importación? responden muy ufanos: Estatal. Pero como el Tito Fortran siempre ha tenido vocación didáctica, os voy a dar algunos sinónimos para que no os salgan sarpullidos y no hagáis el gilipollas: autóctono, local, de la tierra, patrio, vernáculo (qué grande sería pedir un güisqui vernáculo para que luego te pongan un puto DYC)...&lt;br /&gt;&lt;br /&gt;Mientras tanto, tenemos a los panderetas de Rajoy y Rubalcaba diciendo más chorradas en la tele. La verdad es que no estoy viendo el debate, pero me la suda, porque sé de sobra de lo que están hablando, porque ya lo he visto cientos de veces. Estarán echándose mierda el uno al otro, Rajoy dirá que hay paro y estamos en crisis, Rubalcaba hablará de los años del gobierno de Aznar, Rajoy le hablará del gobierno de Zapatero, hablarán de ETA para intentar sumarse puntos, etc.&lt;br /&gt;&lt;br /&gt;En fin, cuánta mierda por todas partes.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/7415103-114350298929176846?l=fortran.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://fortran.blogspot.com/feeds/114350298929176846/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=7415103&amp;postID=114350298929176846&amp;isPopup=true' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/114350298929176846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7415103/posts/default/114350298929176846'/><link rel='alternate' type='text/html' href='http://fortran.blogspot.com/2006/03/rock-estatal.html' title='Rock Estatal'/><author><name>fortran</name><uri>http://www.blogger.com/profile/11425459665752142514</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-L49BtOOSw_E/TrztE6KE1QI/AAAAAAAAAi8/9fEGnAB8KJk/s72-c/rock_estatal.png' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7415103.post-8752926780126978029</id><published>2011-11-01T00:39:00.000+01:00</published><updated>2011-11-11T13:29:24.106+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='informática'/><title type='text'>Si los lenguajes de programación fuesen vehículos</title><content type='html'>Esto es una chorrada que comenté con un colega en IMG hace un par de años, que elaboré un poco cuando volví a España y ahora que estoy de nuevo en UK me he decidido a terminar, aunque sea a lo cutre.&lt;br /&gt;&lt;br /&gt;Se trata de hacer símiles entre vehículos y lenguages de programación (a cada cuál más estúpido). Vamos allá.&lt;br /&gt;&lt;br /&gt;C y C++: Son una moto para la que no tienes casco. Van muy rápido, consumen poco, pero como te pegues una hostia, vas apañado. C++ es como añadirle un sidecar a la amoto; se supone que es práctico, pero realmente parece un engorro más que otra cosa.&lt;br /&gt;&lt;img alt="" height="193" 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" width="320" /&gt;&lt;br /&gt;&lt;br /&gt;Python: una bicicleta. Es sencillo, es divertido, te lleva a los sitios que quieres (no muy rápido), pero es peligroso montar con varios colegas al mismo tiempo.&lt;br /&gt;&lt;img alt="" height="237" 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" width="320" /&gt;&lt;br /&gt;&lt;br /&gt;Java: un tractor. No es bonito ni cómodo, pero hace su trabajo como ninguno y le puedes poner montones de accesorios.&lt;br /&gt;&lt;img alt="" height="320" 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
