<?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-4459818857398284883</id><updated>2026-07-19T11:48:38.709-04:00</updated><category term="Información"/><category term="you tube"/><category term="humor"/><category term="links"/><category term="consejo"/><category term="consumidor"/><category term="educación"/><category term="comentario"/><category term="cultura"/><category term="video"/><category term="On-Line"/><category term="opinión"/><category term="chiste"/><category term="actividad"/><category term="eroski"/><category term="música"/><category term="Chile"/><category term="fotografía"/><category term="política"/><category term="software"/><category term="Inteligencia Artificial"/><category term="Internet"/><category term="ahorro energía"/><category term="cadena de e-mail"/><category term="economía"/><category term="canciones"/><category term="idea"/><category term="imagen"/><category term="inglés"/><category term="salud"/><category term="ecología"/><category term="gratis"/><category term="manual"/><category term="subtitulos"/><category term="animacion"/><category term="excel"/><category term="juego"/><category term="mp3"/><category term="precios"/><category term="tránsito"/><category term="utilidad pública"/><category term="Data Science"/><category term="Francisco Villa"/><category term="Letras"/><category term="Libro"/><category term="TV"/><category term="autos"/><category term="fútbol"/><category term="niños"/><category term="sernac"/><category term="Claude"/><category term="Diagramas"/><category term="Metro"/><category term="SOAP"/><category term="animales"/><category term="arte"/><category term="celular"/><category term="cortometraje"/><category term="cortos"/><category term="español"/><category term="flash"/><category term="gif"/><category term="link"/><category term="mundo motor"/><category term="puteada"/><category term="tu.tv"/><category term="Amazon"/><category term="Blog Action Day"/><category term="Chuck Norris"/><category term="Mapa Mental"/><category term="SII"/><category term="avance de cine"/><category term="bicicleta"/><category term="comic"/><category term="engaño - timo - mentira"/><category term="leyfácil"/><category term="linux"/><category term="m"/><category term="macros"/><category term="netbook"/><category term="película"/><category term="permiso de circulación"/><category term="podcaster"/><category term="prompt"/><category term="receta"/><category term="seguridad vial"/><category term="tecnocumbia"/><category term="ubuntu"/><category term="wikipedia"/><category term="windows"/><title type='text'>Salta Pal&#39;Lado</title><subtitle type='html'>Aquí encontrarás enlace a sitios de calidad, reportajes interesantes, programas para tu pc, actividades, matar el rato leyendo algo entretenido, mis puntos de vista, entre otros...&#xa;En otras palabras, en la variedad está el gusto, así que &quot;salta pal&#39;lado&quot; de lo bueno.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Unknown</name><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>254</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-5335133393864647650</id><published>2025-11-19T10:52:00.002-03:00</published><updated>2025-11-19T11:00:58.977-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Science"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><title type='text'>¿La Inteligencia Artificial realmente &quot;ve&quot; lo que dicen los datos? 🤔</title><content type='html'>&lt;p data-path-to-node=&quot;2&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;/p&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;&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/AVvXsEhgVCL0TRfmiBN3Is2lzT6WXb2SUXSGGSKYZ7VJc3XrhUxftiqI0XxpQzCIOYSZMUJzYivCbqmif9HYBbhNCeFieq_lwXwbkm9gh0OI9qtm-mfvJU2xJ5rQQh7PeSl0wiyhehyphenhyphenKD8nv8LaJpJPIJqw-ScNbzD6hN70fkZZEaAmfhwDCvLyRyvhKQcplf-w/s1024/Una%20caricatura%20estil.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;Imagen que refleje &amp;quot;¿La Inteligencia Artificial realmente &amp;quot;ve&amp;quot; lo que dicen los datos?&amp;quot;. La imagen debe ser en estilo caricatura, como los de hanna-barbera. A color. En formato 1:1.&quot; border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgVCL0TRfmiBN3Is2lzT6WXb2SUXSGGSKYZ7VJc3XrhUxftiqI0XxpQzCIOYSZMUJzYivCbqmif9HYBbhNCeFieq_lwXwbkm9gh0OI9qtm-mfvJU2xJ5rQQh7PeSl0wiyhehyphenhyphenKD8nv8LaJpJPIJqw-ScNbzD6hN70fkZZEaAmfhwDCvLyRyvhKQcplf-w/w320-h320/Una%20caricatura%20estil.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;Imagen creada con IA Copilot.&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;Recientemente se realizó un experimento muy curioso para poner a prueba a los modelos de lenguaje (LLMs). La idea fue tomar conjuntos de datos clásicos utilizados en &lt;b&gt;R&lt;/b&gt; (como el famoso &lt;i&gt;mtcars&lt;/i&gt;) y manipularlos a propósito. 🔄 Invirtieron las relaciones entre las variables para ver si la IA era capaz de darse cuenta del cambio o si se dejaba llevar por la costumbre.&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p data-path-to-node=&quot;3&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;¡El resultado fue impactante!&lt;/b&gt; 😲
A pesar de que los gráficos mostraban datos modificados, los LLMs ignoraron la evidencia visual e interpretaron los gráficos basándose en lo que &lt;i&gt;esperaban&lt;/i&gt; encontrar, no en lo que realmente estaba ahí. Por ejemplo, incluso si los datos sugerían algo ilógico (como que estudiar más horas bajaba las calificaciones), la IA a menudo no detectaba esta anomalía porque su &quot;instinto&quot; le decía lo contrario. 📉➡️📈&lt;/span&gt;&lt;/p&gt;&lt;p data-path-to-node=&quot;4&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;¿Por qué sucede esto?&lt;/b&gt; 🧠
La razón está en el ADN de estas herramientas. A noviembre de 2025, un LLM funciona prediciendo la siguiente palabra más probable basándose en millones de textos que ha leído previamente y no se ve en el horizonte (a corto -3 años- o mediano plazo -5 años-) que esta forma cambie. 📚&lt;/span&gt;&lt;/p&gt;&lt;ul data-path-to-node=&quot;5&quot;&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;5,0,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;No manejan certezas absolutas.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;5,1,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;No razonan sobre la causa real de las cosas.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;5,2,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Su objetivo es darte una respuesta que suene &quot;plausible&quot; o creíble, no necesariamente validar si los datos son ciertos. 🤖💬&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p data-path-to-node=&quot;6&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Esto nos deja dos grandes reflexiones:&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;ol data-path-to-node=&quot;7&quot; start=&quot;1&quot;&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;7,0,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;Nos parecemos a ellos:&lt;/b&gt; El &lt;b&gt;sesgo&lt;/b&gt; humano es similar; a menudo nosotros también &quot;vemos solo lo que queremos ver&quot;. 👀&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;7,1,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;Los humanos somos necesarios:&lt;/b&gt; La estadística pura y la capacidad de interpretar datos siguen siendo vitales. Por muy avanzada que sea la &lt;b&gt;IA&lt;/b&gt;, no puede reemplazar el criterio humano. 💪&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p data-path-to-node=&quot;8&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;En un mundo donde los &lt;b&gt;científicos de datos&lt;/b&gt; y otros profesionales usan cada vez más asistentes automáticos para tomar decisiones, el verdadero desafío cambia. Ya no se trata solo de pedirle a la IA que haga un gráfico bonito 📊, sino de entrenarla para que integre la evidencia real y sea capaz de alertarnos cuando algo rompe el patrón, en lugar de ocultarlo. La supervisión humana sigue siendo insustituible. 🚫🤖&lt;/span&gt;&lt;/p&gt;&lt;p data-path-to-node=&quot;9&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Como los LLMs simplemente repiten patrones de su entrenamiento, nos surgen preguntas importantes:&lt;/span&gt;&lt;/p&gt;&lt;ul data-path-to-node=&quot;10&quot;&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;10,0,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;⚠️ ¿Qué riesgos corremos si delegamos demasiado en la IA para entender datos complejos?&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;10,1,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;🛠️ ¿Cómo podemos enseñar a la IA a detectar anomalías basándose en la evidencia que tiene enfrente y no en sus suposiciones?&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Solo el tiempo nos dará estas respuestas. También te invito a escribir en comentarios tu opinión..&lt;/div&gt;&lt;p data-path-to-node=&quot;11&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;🔗 &lt;b&gt;Puedes ver el experimento completo de Posit aquí 👉🏻&amp;nbsp;&lt;/b&gt;&lt;response-element ng-version=&quot;0.0.0-PLACEHOLDER&quot;&gt;&lt;link-block _nghost-ng-c3760712610=&quot;&quot; class=&quot;ng-star-inserted&quot;&gt;&lt;a _ngcontent-ng-c3760712610=&quot;&quot; _nghost-ng-c992011849=&quot;&quot; class=&quot;ng-star-inserted&quot; data-hveid=&quot;0&quot; data-ved=&quot;0CAAQ_4QMahcKEwjHktCAqP6QAxUAAAAAHQAAAAAQQg&quot; decode-data-ved=&quot;1&quot; externallink=&quot;&quot; href=&quot;https://posit.co/blog/introducing-bluffbench/&quot; jslog=&quot;197247;track:generic_click,impression,attention;BardVeMetadataKey:[[&amp;quot;r_490e3f0844a10498&amp;quot;,&amp;quot;c_b914b0186a9aebef&amp;quot;,null,&amp;quot;rc_435fa969d23c01c0&amp;quot;,null,null,&amp;quot;es&amp;quot;,null,1,null,null,1,0]]&quot; rel=&quot;noopener&quot; target=&quot;_blank&quot;&gt;https://posit.co/blog/introducing-bluffbench/&lt;/a&gt;&lt;!----&gt;&lt;/link-block&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;!----&gt;&lt;/response-element&gt;&lt;/span&gt;&lt;/p&gt;&lt;hr data-path-to-node=&quot;12&quot; style=&quot;text-align: justify;&quot; /&gt;&lt;p data-path-to-node=&quot;13&quot;&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;📖 Glosario de términos&lt;/span&gt;&lt;/h3&gt;&lt;p&gt;&lt;/p&gt;&lt;ul data-path-to-node=&quot;14&quot;&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;14,0,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;LLMs (Large Language Models):&lt;/b&gt; Son &quot;Grandes Modelos de Lenguaje&quot;. Se trata de sistemas de inteligencia artificial entrenados con inmensas cantidades de texto para entender y generar lenguaje humano. &lt;i&gt;Funcionan prediciendo qué palabra viene después de otr&lt;/i&gt;a (ejemplos: ChatGPT, Claude, Gemini, entre otros).&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;14,1,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;IA (Inteligencia Artificial):&lt;/b&gt; Es la simulación de procesos de inteligencia humana por parte de máquinas, especialmente sistemas informáticos. Incluye el aprendizaje, el razonamiento y la autocorrección.&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;14,2,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;R:&lt;/b&gt; Es un lenguaje de programación y un entorno de software libre diseñado específicamente para el análisis estadístico y la creación de gráficos. Es una herramienta fundamental para estadísticos y analistas de datos.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;14,4,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;mtcars:&lt;/b&gt;&amp;nbsp;Es un conjunto de datos (&lt;i&gt;dataset&lt;/i&gt;) muy famoso que viene incluido por defecto en el lenguaje de programación&amp;nbsp;&lt;b&gt;R&lt;/b&gt;. Contiene información real extraída de la revista estadounidense&amp;nbsp;&lt;i&gt;Motor Trend&lt;/i&gt;&amp;nbsp;de 1974 sobre el diseño y rendimiento de 32 automóviles (como su consumo de combustible, número de cilindros y potencia). Es el ejemplo clásico que utilizan estudiantes y profesionales para practicar y enseñar análisis estadísticos. 🚗📊&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;14,3,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;Sesgo:&lt;/b&gt; Es un peso desproporcionado a favor o en contra de una cosa, persona o grupo en comparación con otra, generalmente de una manera que se considera injusta o poco objetiva. En IA, ocurre cuando el modelo prefiere ciertas respuestas debido a cómo fue entrenado, ignorando la realidad objetiva.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p data-path-to-node=&quot;14,4,0&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;Científico de datos:&lt;/b&gt; Es un profesional experto en recopilar, analizar e interpretar grandes volúmenes de datos. Su objetivo es encontrar patrones, explicar tendencias y ayudar a las organizaciones a tomar mejores decisiones basadas en evidencia. Para ello usa diversas herramientas tecnológicas, entre las cuales se destaca R y Python.&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span class=&quot;css-1jxf684 r-bcqeeo r-1ttztb7 r-qvutc0 r-poiln3&quot; face=&quot;TwitterChirp, -apple-system, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, Helvetica, Arial, sans-serif&quot; style=&quot;background-color: white; border: 0px solid black; box-sizing: border-box; color: #0f1419; display: inline; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-size: 17px; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-emoji: inherit; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; line-height: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; position: relative; white-space-collapse: preserve;&quot;&gt;&lt;span class=&quot;css-1jxf684 r-bcqeeo r-1ttztb7 r-qvutc0 r-poiln3&quot; style=&quot;border: 0px solid black; box-sizing: border-box; display: inline; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-emoji: inherit; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; line-height: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; position: relative;&quot;&gt;&lt;span class=&quot;css-1jxf684 r-bcqeeo r-1ttztb7 r-qvutc0 r-poiln3&quot; style=&quot;border: 0px solid black; box-sizing: border-box; display: inline; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-emoji: inherit; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; line-height: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; position: relative;&quot;&gt;&lt;span class=&quot;css-1jxf684 r-bcqeeo r-1ttztb7 r-qvutc0 r-poiln3&quot; style=&quot;border: 0px solid black; box-sizing: border-box; display: inline; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-emoji: inherit; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; line-height: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; position: relative;&quot;&gt;&lt;span class=&quot;css-1jxf684 r-bcqeeo r-1ttztb7 r-qvutc0 r-poiln3&quot; style=&quot;border: 0px solid black; box-sizing: border-box; display: inline; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size-adjust: inherit; font-stretch: inherit; font-variant-alternates: inherit; font-variant-east-asian: inherit; font-variant-emoji: inherit; font-variant-numeric: inherit; font-variant-position: inherit; font-variation-settings: inherit; line-height: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; position: relative;&quot;&gt;Idea original...&lt;blockquote class=&quot;twitter-tweet&quot; data-theme=&quot;dark&quot;&gt;&lt;p dir=&quot;ltr&quot; lang=&quot;es&quot;&gt;💡Cuando los datos mienten… y los LLMs creen 🤯&lt;br /&gt;¿Pueden los LLMs realmente &quot;ver&quot; lo que los datos muestran? Un experimento manipuló datasets clásicos de R como mtcars para invertir relaciones entre variables y evaluar cómo interpretan los gráficos.👇🧵&lt;a href=&quot;https://twitter.com/hashtag/stats?src=hash&amp;amp;ref_src=twsrc%5Etfw&quot;&gt;#stats&lt;/a&gt; &lt;a href=&quot;https://twitter.com/hashtag/analytics?src=hash&amp;amp;ref_src=twsrc%5Etfw&quot;&gt;#analytics&lt;/a&gt; &lt;a href=&quot;https://twitter.com/hashtag/RStats?src=hash&amp;amp;ref_src=twsrc%5Etfw&quot;&gt;#RStats&lt;/a&gt; &lt;a href=&quot;https://t.co/8dwp6WjBGk&quot;&gt;pic.twitter.com/8dwp6WjBGk&lt;/a&gt;&lt;/p&gt;— Rosana Ferrero 📈📊🙌 (@RosanaFerrero) &lt;a href=&quot;https://twitter.com/RosanaFerrero/status/1990676449565487585?ref_src=twsrc%5Etfw&quot;&gt;November 18, 2025&lt;/a&gt;&lt;/blockquote&gt; &lt;script async=&quot;&quot; charset=&quot;utf-8&quot; src=&quot;https://platform.twitter.com/widgets.js&quot;&gt;&lt;/script&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/5335133393864647650/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/5335133393864647650' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5335133393864647650'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5335133393864647650'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2025/11/la-inteligencia-artificial-realmente-ve.html' title='¿La Inteligencia Artificial realmente &quot;ve&quot; lo que dicen los datos? 🤔'/><author><name>Unknown</name><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/AVvXsEhgVCL0TRfmiBN3Is2lzT6WXb2SUXSGGSKYZ7VJc3XrhUxftiqI0XxpQzCIOYSZMUJzYivCbqmif9HYBbhNCeFieq_lwXwbkm9gh0OI9qtm-mfvJU2xJ5rQQh7PeSl0wiyhehyphenhyphenKD8nv8LaJpJPIJqw-ScNbzD6hN70fkZZEaAmfhwDCvLyRyvhKQcplf-w/s72-w320-h320-c/Una%20caricatura%20estil.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-7568036427778631951</id><published>2025-03-12T18:12:00.001-03:00</published><updated>2025-03-12T18:12:17.522-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><title type='text'>¿𝗖𝗼́𝗺𝗼 𝗰𝗿𝗲𝗮𝗿 𝗽𝗿𝗼𝗺𝗽𝘁𝘀 𝗿𝗲𝗮𝗹𝗺𝗲𝗻𝘁𝗲 𝗲𝗳𝗲𝗰𝘁𝗶𝘃𝗼𝘀?⁣</title><content type='html'>&lt;p&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt;𝗛𝗮𝗰𝗸𝘀 𝗡𝗲𝗴𝗼𝗰𝗶𝗼𝘀 𝗜𝗻𝘁𝗲𝗹𝗶𝗴𝗲𝗻𝘁𝗲𝘀: 𝗟𝗮 𝗔𝗻𝗮𝘁𝗼𝗺í𝗮 𝗱𝗲 𝘂𝗻 𝗣𝗿𝗼𝗺𝗽𝘁 𝗣𝗲𝗿𝗳𝗲𝗰𝘁𝗼⁣
⁣
Escribir prompts para ChatGPT parece fácil… hasta que obtienes respuestas vagas, poco útiles o que no cumplen con lo que esperabas. 🤯 ¿Te ha pasado?⁣
⁣
El problema no es la IA, 𝘀𝗶𝗻𝗼 𝗰𝗼́𝗺𝗼 𝗹𝗲 𝗽𝗶𝗱𝗲𝘀 𝗹𝗮 𝗶𝗻𝗳𝗼𝗿𝗺𝗮𝗰𝗶𝗼́𝗻. La clave está en estructurar tu prompt de manera precisa. &lt;/span&gt;&lt;a class=&quot;link&quot; data-tracking-control-name=&quot;public_post-text&quot; data-tracking-will-navigate=&quot;&quot; href=&quot;https://www.linkedin.com/in/benhylak?trk=public_post-text&quot; style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgb(59 130 246 / 0.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 #0000; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 #0000; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 #0000; --tw-shadow: 0 0 #0000; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; -webkit-text-stroke-width: 0px; background-color: white; border: var(--artdeco-reset-link-border-zero); box-sizing: border-box; color: var(--color-link); font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin: var(--artdeco-reset-base-margin-zero); orphans: 2; padding: var(--artdeco-reset-base-padding-zero); text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: var(--artdeco-reset-base-vertical-align-baseline); white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot; target=&quot;_self&quot;&gt;Ben Hylak&lt;/a&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt;, junto a &lt;/span&gt;&lt;a class=&quot;link&quot; data-tracking-control-name=&quot;public_post-text&quot; data-tracking-will-navigate=&quot;&quot; href=&quot;https://www.linkedin.com/in/shawnswyxwang?trk=public_post-text&quot; style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgb(59 130 246 / 0.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 #0000; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 #0000; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 #0000; --tw-shadow: 0 0 #0000; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; -webkit-text-stroke-width: 0px; background-color: white; border: var(--artdeco-reset-link-border-zero); box-sizing: border-box; color: var(--color-link); font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin: var(--artdeco-reset-base-margin-zero); orphans: 2; padding: var(--artdeco-reset-base-padding-zero); text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: var(--artdeco-reset-base-vertical-align-baseline); white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot; target=&quot;_self&quot;&gt;Shawn swyx W&lt;/a&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt; para &lt;/span&gt;&lt;a class=&quot;link&quot; data-tracking-control-name=&quot;public_post-text&quot; data-tracking-will-navigate=&quot;&quot; href=&quot;https://www.linkedin.com/company/latent-space-podcast?trk=public_post-text&quot; style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgb(59 130 246 / 0.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 #0000; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 #0000; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 #0000; --tw-shadow: 0 0 #0000; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; -webkit-text-stroke-width: 0px; background-color: white; border: var(--artdeco-reset-link-border-zero); box-sizing: border-box; color: var(--color-link); font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin: var(--artdeco-reset-base-margin-zero); orphans: 2; padding: var(--artdeco-reset-base-padding-zero); text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: var(--artdeco-reset-base-vertical-align-baseline); white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot; target=&quot;_self&quot;&gt;Latent Space Podcast&lt;/a&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt;, creó una estructura que ha sido respaldada por &lt;/span&gt;&lt;a class=&quot;link&quot; data-tracking-control-name=&quot;public_post-text&quot; data-tracking-will-navigate=&quot;&quot; href=&quot;https://www.linkedin.com/in/thegdb?trk=public_post-text&quot; style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgb(59 130 246 / 0.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 #0000; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 #0000; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 #0000; --tw-shadow: 0 0 #0000; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; -webkit-text-stroke-width: 0px; background-color: white; border: var(--artdeco-reset-link-border-zero); box-sizing: border-box; color: var(--color-link); font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin: var(--artdeco-reset-base-margin-zero); orphans: 2; padding: var(--artdeco-reset-base-padding-zero); text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: var(--artdeco-reset-base-vertical-align-baseline); white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot; target=&quot;_self&quot;&gt;Greg Brockman&lt;/a&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt;, presidente de &lt;/span&gt;&lt;a class=&quot;link&quot; data-tracking-control-name=&quot;public_post-text&quot; data-tracking-will-navigate=&quot;&quot; href=&quot;https://www.linkedin.com/company/openai?trk=public_post-text&quot; style=&quot;--tw-border-spacing-x: 0; --tw-border-spacing-y: 0; --tw-ring-color: rgb(59 130 246 / 0.5); --tw-ring-offset-color: #fff; --tw-ring-offset-shadow: 0 0 #0000; --tw-ring-offset-width: 0px; --tw-ring-shadow: 0 0 #0000; --tw-rotate: 0; --tw-scale-x: 1; --tw-scale-y: 1; --tw-scroll-snap-strictness: proximity; --tw-shadow-colored: 0 0 #0000; --tw-shadow: 0 0 #0000; --tw-skew-x: 0; --tw-skew-y: 0; --tw-translate-x: 0; --tw-translate-y: 0; -webkit-text-stroke-width: 0px; background-color: white; border: var(--artdeco-reset-link-border-zero); box-sizing: border-box; color: var(--color-link); font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 600; letter-spacing: normal; margin: var(--artdeco-reset-base-margin-zero); orphans: 2; padding: var(--artdeco-reset-base-padding-zero); text-align: start; text-decoration: none; text-indent: 0px; text-transform: none; vertical-align: var(--artdeco-reset-base-vertical-align-baseline); white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot; target=&quot;_self&quot;&gt;OpenAI&lt;/a&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt;.⁣
⁣
💡 ¿𝗖𝗼́𝗺𝗼 𝗰𝗿𝗲𝗮𝗿 𝗽𝗿𝗼𝗺𝗽𝘁𝘀 𝗿𝗲𝗮𝗹𝗺𝗲𝗻𝘁𝗲 𝗲𝗳𝗲𝗰𝘁𝗶𝘃𝗼𝘀?⁣
⁣
La metodología propone dividir el prompt en 𝗰𝘂𝗮𝘁𝗿𝗼 𝘀𝗲𝗰𝗰𝗶𝗼𝗻𝗲𝘀 𝗲𝘀𝗲𝗻𝗰𝗶𝗮𝗹𝗲𝘀:⁣
⁣
1️⃣ 𝗠𝗲𝘁𝗮 𝗰𝗹𝗮𝗿𝗮 → ¿Qué resultado esperas obtener? Explica de manera directa y específica la información que necesitas. Ejemplo:⁣
🚫 “Dame ideas de contenido.”⁣
✅ “𝘎𝘦𝘯𝘦𝘳𝘢 10 𝘪𝘥𝘦𝘢𝘴 𝘥𝘦 𝘤𝘰𝘯𝘵𝘦𝘯𝘪𝘥𝘰 𝑝𝘢𝘳𝘢 𝘳𝘦𝘥𝘦𝘴 𝘴𝘰𝘤𝘪𝘢𝘭𝘦𝘴 𝘴𝘰𝘣𝘳𝘦 𝘐𝘈 𝘦𝘯 𝘯𝘦𝘨𝘰𝘤𝘪𝘰𝘴, 𝘤𝘰𝘯 𝘦𝘯𝘧𝘰𝘲𝘶𝘦 𝘦𝘯 𝑝𝘳𝘰𝘥𝘶𝘤𝘵𝘪𝘷𝘪𝘥𝘢𝘥.”⁣
⁣
2️⃣ 𝗙𝗼𝗿𝗺𝗮𝘁𝗼 𝗱𝗲 𝗹𝗮 𝗿𝗲𝘀𝗽𝘂𝗲𝘀𝘁𝗮 → ¿Cómo debe estructurarse la salida? Define si quieres una lista, tabla, párrafo detallado, código, etc. Ejemplo:⁣
🚫 “Recomiéndame herramientas de IA.”⁣
✅ “𝘏𝘢𝘻 𝘶𝘯𝘢 𝘵𝘢𝘣𝘭𝘢 𝘤𝘰𝘯 𝘩𝘦𝘳𝘳𝘢𝘮𝘪𝘦𝘯𝘵𝘢𝘴 𝘥𝘦 𝘐𝘈 𝑝𝘢𝘳𝘢 𝘮𝘢𝘳𝘬𝘦𝘵𝘪𝘯𝘨. 𝘐𝘯𝘤𝘭𝘶𝘺𝘦 𝘯𝘰𝘮𝘣𝘳𝘦, 𝘧𝘶𝘯𝘤𝘪𝘰́𝘯 𝘺 𝘤𝘰𝘴𝘵𝘰.”⁣
⁣
3️⃣ 𝗔𝗱𝘃𝗲𝗿𝘁𝗲𝗻𝗰𝗶𝗮𝘀 𝘆 𝗿𝗲𝗾𝘂𝗶𝘀𝗶𝘁𝗼𝘀 → ¿Qué errores debe evitar el modelo? Especifica criterios clave para filtrar la información. Ejemplo:⁣
🚫 “Dame tendencias en redes sociales.”⁣
✅ “𝘔𝘶𝘦𝘴𝘵𝘳𝘢 𝘵𝘦𝘯𝘥𝘦𝘯𝘤𝘪𝘢𝘴 𝘦𝘯 𝘳𝘦𝘥𝘦𝘴 𝘴𝘰𝘤𝘪𝘢𝘭𝘦𝘴 𝘴𝘰𝘣𝘳𝘦 𝘐𝘈 𝘦𝘯 𝘭𝘰𝘴 𝘶́𝘭𝘵𝘪𝘮𝘰𝘴 3 𝘮𝘦𝘴𝘦𝘴, 𝘦𝘹𝘤𝘭𝘶𝘺𝘦𝘯𝘥𝘰 𝘤𝘰𝘯𝘵𝘦𝘯𝘪𝘥𝘰 𝘥𝘦 𝘪𝘯𝘧𝘭𝘶𝘦𝘯𝘤𝘦𝘳𝘴.”⁣
⁣
4️⃣ 𝗖𝗼𝗻𝘁𝗲𝘅𝘁𝗼 𝗮𝗱𝗶𝗰𝗶𝗼𝗻𝗮𝗹 → ¿Qué información extra ayuda a mejorar la respuesta? Puedes incluir restricciones, propósitos específicos o referencias previas. Ejemplo:⁣
🚫 “Explícame el impacto de la IA en negocios.”⁣
✅ “𝘌𝘹𝑝𝘭í𝘤𝘢𝘮𝘦 𝘦𝘭 𝘪𝘮𝑝𝘢𝘤𝘵𝘰 𝘥𝘦 𝘭𝘢 𝘐𝘈 𝘦𝘯 𝘯𝘦𝘨𝘰𝘤𝘪𝘰𝘴 𝘥𝘦𝘴𝘥𝘦 𝘶𝘯𝘢 𝑝𝘦𝘳𝘴𝑝𝘦𝘤𝘵𝘪𝘷𝘢 𝘧𝘪𝘯𝘢𝘯𝘤𝘪𝘦𝘳𝘢, 𝘦𝘯𝘧𝘰𝘤𝘢𝘥𝘢 𝘦𝘯 𝘳𝘦𝘥𝘶𝘤𝘤𝘪𝘰́𝘯 𝘥𝘦 𝘤𝘰𝘴𝘵𝘰𝘴 𝘺 𝘢𝘶𝘮𝘦𝘯𝘵𝘰 𝘥𝘦 𝑝𝘳𝘰𝘥𝘶𝘤𝘵𝘪𝘷𝘪𝘥𝘢𝘥.”⁣
⁣
📌 𝗕𝗲𝗻𝗲𝗳𝗶𝗰𝗶𝗼𝘀 𝗱𝗲 𝗮𝗽𝗹𝗶𝗰𝗮𝗿 𝗲𝘀𝘁𝗮 𝗺𝗲𝘁𝗼𝗱𝗼𝗹𝗼𝗴í𝗮 𝗲𝗻 𝘁𝘂 𝗻𝗲𝗴𝗼𝗰𝗶𝗼:⁣
- 𝗠𝗮𝘆𝗼𝗿 𝗽𝗿𝗲𝗰𝗶𝘀𝗶𝗼́𝗻: Respuestas alineadas a lo que realmente necesitas.&amp;nbsp;⁣
- 𝗠𝗲𝗻𝗼𝘀 𝗶𝘁𝗲𝗿𝗮𝗰𝗶𝗼𝗻𝗲𝘀: Evitas ajustes innecesarios al prompt.&amp;nbsp;⁣
- 𝗠𝗲𝗷𝗼𝗿 𝗰𝗮𝗹𝗶𝗱𝗮𝗱: Obtienes información más útil y estructurada.&amp;nbsp;⁣
⁣&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; widows: 2; word-spacing: 0px;&quot;&gt;&lt;/span&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://media.licdn.com/dms/image/v2/D4E22AQFmnGnAXCk7wQ/feedshare-shrink_2048_1536/B4EZVM8lpxHUAw-/0/1740752706963?e=2147483647&amp;amp;v=beta&amp;amp;t=r0uIGxkJyEnlDq4ZbuqhJ-5_5Ryy3xBOUvs_JGoNHJA&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;957&quot; data-original-width=&quot;800&quot; height=&quot;640&quot; src=&quot;https://media.licdn.com/dms/image/v2/D4E22AQFmnGnAXCk7wQ/feedshare-shrink_2048_1536/B4EZVM8lpxHUAw-/0/1740752706963?e=2147483647&amp;amp;v=beta&amp;amp;t=r0uIGxkJyEnlDq4ZbuqhJ-5_5Ryy3xBOUvs_JGoNHJA&quot; width=&quot;536&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;-webkit-text-stroke-width: 0px; background-color: white; color: rgba(0, 0, 0, 0.9); display: inline !important; float: none; font-family: -apple-system, system-ui, BlinkMacSystemFont, &amp;quot;Segoe UI&amp;quot;, Roboto, &amp;quot;Helvetica Neue&amp;quot;, &amp;quot;Fira Sans&amp;quot;, Ubuntu, Oxygen, &amp;quot;Oxygen Sans&amp;quot;, Cantarell, &amp;quot;Droid Sans&amp;quot;, &amp;quot;Apple Color Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Emoji&amp;quot;, &amp;quot;Segoe UI Symbol&amp;quot;, &amp;quot;Lucida Grande&amp;quot;, Helvetica, Arial, sans-serif; font-size: 14px; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: pre-wrap; word-spacing: 0px;&quot;&gt;Fuente: https://www.linkedin.com/posts/danielramirezsv_dtnschool-negociosinteligentes-ia-activity-7301247345747214336-2VuK &amp;nbsp;&lt;/span&gt;&lt;/i&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/7568036427778631951/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/7568036427778631951' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/7568036427778631951'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/7568036427778631951'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2025/03/blog-post.html' title='¿𝗖𝗼́𝗺𝗼 𝗰𝗿𝗲𝗮𝗿 𝗽𝗿𝗼𝗺𝗽𝘁𝘀 𝗿𝗲𝗮𝗹𝗺𝗲𝗻𝘁𝗲 𝗲𝗳𝗲𝗰𝘁𝗶𝘃𝗼𝘀?⁣'/><author><name>Unknown</name><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-4459818857398284883.post-7882044955975984878</id><published>2024-12-16T16:33:00.003-03:00</published><updated>2024-12-16T16:33:30.527-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><title type='text'>Simula una entrevista laboral vía voz gracias a la inteligencia artificial.</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&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/AVvXsEiXrVKRq89IUB8z3GloOyTObrjKoz-Yclhpd_8Y_C_ykt0Wfsu-S6HmOIYq-qOgXnb3ZVXUxlqVoFC_BWnXPPp0oeJ123SUS2K5tjBtm0lK_p-yackG6m2ciWtP0j1UYXFJZe5KjmgvnpGDGHeqWF7fhrlWqrcQfZPbNzff4qoatEfZ8SLjvO856ZN4Rh4/s1024/entrevista.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;1024&quot; data-original-width=&quot;1024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXrVKRq89IUB8z3GloOyTObrjKoz-Yclhpd_8Y_C_ykt0Wfsu-S6HmOIYq-qOgXnb3ZVXUxlqVoFC_BWnXPPp0oeJ123SUS2K5tjBtm0lK_p-yackG6m2ciWtP0j1UYXFJZe5KjmgvnpGDGHeqWF7fhrlWqrcQfZPbNzff4qoatEfZ8SLjvO856ZN4Rh4/s320/entrevista.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Sin duda, uno debe estar siempre listo para nuevos desafíos y escenarios, en donde uno de estos corresponde a la entrevista de trabajo. Ya seas joven o todo un experimentado trabajador, nunca está de más el poder contar con un feedback e instancias en donde puedas practicar y así evitar los vacíos mentales o divagaciones. Es por ello, que a través del siguiente prompt, la inteligencia artificial te puede ayudar a poder enfrentar mejor este escenario. Dentro de las inteligencias artificiales a disponibles a diciembre de 2024, ChatGPT y su capacidad de responder en voz a tiempo real, permite crear entrevistas simuladas y brindando comentarios a lo tratado.&lt;br /&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Para poder usarlo, solo debes seguir los siguientes pasos:&lt;br /&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;&lt;i&gt;Abra el modo de voz avanzado de ChatGPT en su dispositivo móvil.&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Configure su escenario de entrevista específico y el contexto de la industria.&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Participe en una entrevista simulada realista con preguntas centradas en la industria.&lt;/i&gt;&lt;/li&gt;&lt;li&gt;&lt;i&gt;Obtenga retroalimentación inmediata sobre sus respuestas y presentación.&lt;/i&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Consejo&lt;/b&gt;: si necesita más tiempo para formular las respuestas, puedes personalizar cómo responde la IA en Instrucciones personalizadas de ChatGPT.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Prompt:&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;b&gt;«Tengo una próxima entrevista para [puesto] en [tipo de industria]. Actúe como un entrevistador experimentado en este campo. Realice un simulacro de entrevista centrado en [habilidades/experiencia específicas]. Proporcione retroalimentación sobre mi claridad de respuesta, ejemplos relevantes y áreas de mejora.»&amp;nbsp;&lt;/b&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Obviamente, el prompt entregado debe ser modificado a la realidad necesaria para que opere como debe ser. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Hasta la próxima.&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/7882044955975984878/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/7882044955975984878' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/7882044955975984878'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/7882044955975984878'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/12/simula-una-entrevista-laboral-via-voz.html' title='Simula una entrevista laboral vía voz gracias a la inteligencia artificial.'/><author><name>Unknown</name><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/AVvXsEiXrVKRq89IUB8z3GloOyTObrjKoz-Yclhpd_8Y_C_ykt0Wfsu-S6HmOIYq-qOgXnb3ZVXUxlqVoFC_BWnXPPp0oeJ123SUS2K5tjBtm0lK_p-yackG6m2ciWtP0j1UYXFJZe5KjmgvnpGDGHeqWF7fhrlWqrcQfZPbNzff4qoatEfZ8SLjvO856ZN4Rh4/s72-c/entrevista.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-6165110764957700951</id><published>2024-10-14T18:21:00.004-03:00</published><updated>2024-10-14T18:21:00.117-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><title type='text'>Guía Paso a Paso: Cartas de Presentación Personalizadas con IA</title><content type='html'>&lt;div aria-description=&quot;&quot; aria-label=&quot;Enviado por Copilot: ¡Hola a todos! Hoy quiero compartir con ustedes un flujo de trabajo súper útil para aquellos que están en la búsqueda de empleo. Utilizando una Inteligencia Artificial (IA), podemos crear una carta de presentación personalizada y atractiva, basada en el análisis de la empresa que ofrece el puesto laboral y nuestro currículum vitae. ¡Vamos a ver cómo hacerlo paso a paso!

### Paso a Paso para Crear una Carta de Presentación con IA

1. **Reúne la Información Necesaria**:
   - **Descripción del Trabajo**: Guarda en un documento de texto la descripción del puesto al que deseas postularte.
   - **Información de la Empresa**: Recopila información relevante sobre la empresa y guárdala en otro documento de texto.
   - **Currículum Vitae**: Asegúrate de tener tu currículum vitae actualizado en un archivo de texto.

2. **Accede a tu IA Favorita**:
   - Puedes usar IA como Claude, Gemini, Meta, GPT, entre otras, que permitan subir varios archivos.

3. **Analiza la Empresa y el Puesto Laboral**:
   - Carga los documentos de la descripción del trabajo y la información de la empresa en la IA.
   - Usa el siguiente prompt sugerido: 
     ```
     Eres un hábil profesional de RRHH con especialización en elaboración y contratación de personas para cupos laborales. La tarea es crear un análisis de la empresa y el puesto laboral que este ofrece, con el cual poder tener una idea más concreta de lo que esta empresa busca y desea de la persona que contrate. El tono del análisis debe ser profesional y detallado. Para lo solicitado, solamente debes basarte en los documentos que te entrego.
     ```

4. **Crea la Carta de Presentación**:
   - Con el análisis creado, pide a la IA que redacte una carta de presentación personalizada basada en el análisis de la empresa y tu currículum vitae.
   - Usa el siguiente prompt sugerido:
     ```
     Considerando el análisis que has creado, más el currículum vitae que te entrego, debes redactar una carta de presentación personalizada y en tono formal.
     ```

5. **Personaliza el Borrador**:
   - Revisa el borrador que la IA te entregue y agrega tu toque personal para asegurarte de que la versión final realmente represente tu voz y tus experiencias.

### Consejo Final
Recuerda que, aunque la IA puede ayudarte a crear una base sólida, es importante que la carta de presentación refleje tu personalidad y experiencias únicas. ¡Buena suerte en tu búsqueda de empleo!

Espero que este flujo de trabajo les sea de gran ayuda. ¡Nos vemos en la próxima entrada del blog!

---

¿Qué te parece este enfoque? ¿Hay algo más que te gustaría agregar o modificar?&quot; class=&quot;content user-select-text&quot; tabindex=&quot;0&quot;&gt;&lt;div class=&quot;ac-container ac-adaptiveCard has-image&quot;&gt;&lt;div class=&quot;ac-textBlock&quot;&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn38Rp5s3fjtd-NmzryW4BvRNrWyKnlPwWPMnRmHX93kbFBYF44_O8-DC5BpRZmziEu2VWsyMBDKheI8mWtDCEWXTmSfkvFV-GfpIEX4wOC-EfYUfcwoAhvVwIwIHSGL6WoyzZ2-mZkEySf23CQ_BjsqUEenvgQ8kfxPvGlxwlq4CSsYWwl77IGbEivtE/s1024/_f222347d-f233-4739-9da3-510d563219ae.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1024&quot; data-original-width=&quot;1024&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn38Rp5s3fjtd-NmzryW4BvRNrWyKnlPwWPMnRmHX93kbFBYF44_O8-DC5BpRZmziEu2VWsyMBDKheI8mWtDCEWXTmSfkvFV-GfpIEX4wOC-EfYUfcwoAhvVwIwIHSGL6WoyzZ2-mZkEySf23CQ_BjsqUEenvgQ8kfxPvGlxwlq4CSsYWwl77IGbEivtE/s320/_f222347d-f233-4739-9da3-510d563219ae.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Hoy quiero compartir con ustedes un flujo de trabajo súper útil para aquellos que están en la búsqueda de empleo. Utilizando una Inteligencia Artificial (IA), podemos crear una carta de presentación personalizada y atractiva, basada en el análisis de la empresa que ofrece el puesto laboral y nuestro currículum vitae. ¡Vamos a ver cómo hacerlo paso a paso!&lt;/span&gt;&lt;/p&gt;&lt;h3&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Paso a Paso para Crear una Carta de Presentación con IA&lt;/span&gt;&lt;/h3&gt;&lt;ol&gt;&lt;li&gt;&lt;p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Reúne la Información Necesaria&lt;/strong&gt;:&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Descripción del Trabajo&lt;/strong&gt;: Guarda en un documento de texto la descripción del puesto al que deseas postularte.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Información de la Empresa&lt;/strong&gt;: Recopila información relevante sobre la empresa y guárdala en otro documento de texto.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Currículum Vitae&lt;/strong&gt;: Asegúrate de tener tu currículum vitae actualizado en un archivo de texto.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Accede a tu IA Favorita&lt;/strong&gt;:&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Puedes usar IA como Claude, Gemini, Meta, GPT, entre otras, pero eso sí: Deben de permitir subir varios archivos.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Analiza la Empresa y el Puesto Laboral&lt;/strong&gt;:&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Carga los documentos de la descripción del trabajo y la información de la empresa en la IA.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Usa el siguiente prompt sugerido:&lt;cib-code-block clipboard-data=&quot;Eres un hábil profesional de RRHH con especialización en elaboración y contratación de personas para cupos laborales. La tarea es crear un análisis de la empresa y el puesto laboral que este ofrece, con el cual poder tener una idea más concreta de lo que esta empresa busca y desea de la persona que contrate. El tono del análisis debe ser profesional y detallado. Para lo solicitado, solamente debes basarte en los documentos que te entrego.
&quot; code-lang=&quot;&quot;&gt;&lt;pre&gt;&lt;code&gt;Eres un hábil profesional de RRHH con especialización en elaboración y contratación de personas para cupos laborales. La tarea es crear un análisis de la empresa y el puesto laboral que este ofrece, con el cual poder tener una idea más concreta de lo que esta empresa busca y desea de la persona que contrate. El tono del análisis debe ser profesional y detallado. Para lo solicitado, solamente debes basarte en los documentos que te entrego.
&lt;/code&gt;&lt;/pre&gt;&lt;/cib-code-block&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Crea la Carta de Presentación&lt;/strong&gt;:&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Con el análisis creado, pide a la IA que redacte una carta de presentación personalizada basada en el análisis de la empresa y tu currículum vitae.&lt;/span&gt;&lt;/li&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Usa el siguiente prompt sugerido:&lt;cib-code-block clipboard-data=&quot;Considerando el análisis que has creado, más el currículum vitae que te entrego, debes redactar una carta de presentación personalizada y en tono formal.
&quot; code-lang=&quot;&quot;&gt;&lt;pre&gt;&lt;code&gt;Considerando el análisis que has creado, más el currículum vitae que te entrego, debes redactar una carta de presentación personalizada y en tono formal.
&lt;/code&gt;&lt;/pre&gt;&lt;/cib-code-block&gt;&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;strong&gt;Personaliza el Borrador&lt;/strong&gt;:&lt;/span&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Lo que te entregue la IA es el&lt;br /&gt;&lt;br /&gt; borrador. Revísalo y agrega tu toque personal para asegurarte de que la versión final realmente represente tu voz y tus experiencias.&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;/ol&gt;&lt;h3&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Consejo Final&lt;/span&gt;&lt;/h3&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Recuerda que, aunque la IA puede ayudarte a crear una base sólida, es importante que la carta de presentación refleje tu personalidad y experiencias únicas. ¡Buena suerte en tu búsqueda de empleo!&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Espero que este flujo de trabajo les sea de gran ayuda. ¡Nos vemos en la próxima.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;ad-container&quot;&gt;&lt;slot name=&quot;slot-2d5e9612-de1a-c628-1155-467feee70cd4-inline&quot;&gt;&lt;/slot&gt;&lt;/div&gt;&lt;cib-overlay&gt;&lt;/cib-overlay&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/6165110764957700951/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/6165110764957700951' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/6165110764957700951'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/6165110764957700951'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/10/guia-paso-paso-cartas-de-presentacion.html' title='Guía Paso a Paso: Cartas de Presentación Personalizadas con IA'/><author><name>Unknown</name><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/AVvXsEhn38Rp5s3fjtd-NmzryW4BvRNrWyKnlPwWPMnRmHX93kbFBYF44_O8-DC5BpRZmziEu2VWsyMBDKheI8mWtDCEWXTmSfkvFV-GfpIEX4wOC-EfYUfcwoAhvVwIwIHSGL6WoyzZ2-mZkEySf23CQ_BjsqUEenvgQ8kfxPvGlxwlq4CSsYWwl77IGbEivtE/s72-c/_f222347d-f233-4739-9da3-510d563219ae.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-86909401664865922</id><published>2024-08-14T10:37:00.006-04:00</published><updated>2024-08-14T10:37:00.119-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Science"/><title type='text'>La correlación puede no significar lo que crees que significa, por Rosana Ferrero, PhD</title><content type='html'>&lt;p&gt;Interesantes observaciones sobre la correlación. A tenerlos presente cuando se trabaje con datos y se deba usar.&lt;/p&gt;&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;1292&quot; src=&quot;https://www.linkedin.com/embed/feed/update/urn:li:share:7227554435235737600&quot; title=&quot;Publicación integrada&quot; width=&quot;650&quot;&gt;&lt;/iframe&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/86909401664865922/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/86909401664865922' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/86909401664865922'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/86909401664865922'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/08/la-correlacion-puede-no-significar-lo.html' title='La correlación puede no significar lo que crees que significa, por Rosana Ferrero, PhD'/><author><name>Unknown</name><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-4459818857398284883.post-8048510419908281357</id><published>2024-07-15T14:30:00.011-04:00</published><updated>2024-07-15T14:30:00.242-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Claude"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><title type='text'>Cuestionario interactivo, Claude.AI y sus Artefactos (a julio 2024)</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Gracias a la última actualización a su IA (Claude 3.5 Sonnet a julio 2024), Claude ha ganado muchísimas funciones, como la de crear instancias interactivas. En esta oportunidad, se explica el cómo activar los &lt;b&gt;Artifacts &lt;/b&gt;de Claude y crear así un cuestionario interactivo que permita estudiar un tema de interés para uno. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Para activar estas actualizaciones y poder disfrutarlas, se debe activar los &quot;Artifacts&quot; (Artefactos de Claude). Para ello, una ves que se esté en la web de https://claude.ai/ se debe hacer clic en donde está el asterisco en ROJO de la siguiente imagen &lt;i&gt;(puede hacer clic sobre la imagen para ver en tamaño más grande)&lt;/i&gt;.&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;285&quot; 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&quot; width=&quot;400&quot; /&gt; &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Lo anterior, hará que se abra una ventana en donde se debe de activar &quot;Artifacts&quot;, tal como se muestra en la siguiente imagen. &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;275&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt; &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Una vez activado, ya se podrá hacer varias cosas, como la que a continuación se explica.&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Pasos para la creación del Cuestionario Interactivo.&lt;/b&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: justify;&quot;&gt;&lt;li&gt;Inicie sesión con su cuenta en Claude.AI&lt;/li&gt;&lt;li&gt;En la sección del prompt podrá adjuntar un documento (que se recomienda que sea del tipo texto plano) o pegar el texto base desde el cual se desea hacer el cuestionario.&lt;/li&gt;&lt;li&gt;Agregue al prompt: &lt;i&gt;&quot;Crea un cuestionario interactivo de &lt;b&gt;X&lt;/b&gt; preguntas con explicaciones cuando la respuesta sea incorrecta. Para este cuestionario básate solamente del archivo/texto que te proporciono.&quot;&lt;/i&gt; (La X del prompt, deberá ser reemplazado por un número de preguntas que se desee responder. El máximo dependerá de la extensión del archivo/texto que se proporcione).&amp;nbsp; &lt;br /&gt;&lt;/li&gt;&lt;/ol&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Si se siguieron los pasos, Claude debiese entregar un cuestionario interactivo. Las siguientes imágenes muestran el resultado.&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;250&quot; src=&quot;data:image/png;base64,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&quot; 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&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Se puede ir mejorando el cuestionario, por lo cual ahí entra la imaginación de uno. El &quot;Code&quot; (código) usado por Claude.AI para mostrar el cuestionario interactivo es en &lt;b&gt;React&lt;/b&gt;.&amp;nbsp; &lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Si te gustó o sirvió, házmelo saber en los comentarios y compártelo.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;Hasta la próxima.&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/8048510419908281357/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/8048510419908281357' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/8048510419908281357'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/8048510419908281357'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/07/cuestionario-interactivo-claudeai-y-sus.html' title='Cuestionario interactivo, Claude.AI y sus Artefactos (a julio 2024)'/><author><name>Unknown</name><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-4459818857398284883.post-640470469251884619</id><published>2024-06-20T18:02:00.002-04:00</published><updated>2025-11-19T11:02:09.181-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="consumidor"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><title type='text'>Claves para elegir tu próximo dispositivo tecnológico</title><content type='html'>&lt;div aria-description=&quot;&quot; aria-label=&quot;Enviado por Copilot: ¡Claro! Aquí tienes un resumen sobre el artículo &amp;quot;Inteligencia artificial, TOPs y tokens: todo lo que debes saber&amp;quot; publicado en *MuyComputer*[^1^]:

**Introducción:**
La inteligencia artificial (IA) ha evolucionado rápidamente en los últimos años y está transformando la forma en que trabajamos, creamos y socializamos. Dos conceptos clave relacionados con la IA son los TOPs y los tokens.

1. **TOPs (Trillones de Operaciones por Segundo):**
   - Los TOPs son una medida de rendimiento que se refiere a la cantidad de operaciones que un componente (como una NPU) puede realizar en un segundo.
   - Por ejemplo, si una NPU tiene 50 TOPs, significa que puede ejecutar 50 trillones de operaciones en un segundo.
   - Cuanto mayor sea el valor de TOPs, mayor será la capacidad de procesamiento.

2. **NPU (Unidad de Procesamiento Neural):**
   - Las NPUs son componentes especializados para tareas de IA y aprendizaje profundo.
   - Su potencia se mide en TOPs y es crucial para el rendimiento de los modelos de IA.

3. **Tokens:**
   - Los tokens son unidades básicas de procesamiento en modelos de lenguaje, como los LLMs (grandes modelos de lenguaje).
   - Representan palabras, subpalabras o caracteres en un texto.
   - Cuantos más tokens pueda manejar un sistema, más complejas y precisas serán sus respuestas.

**¿En qué fijarse al comprar un computador o notebook?**
- Si planeas utilizar aplicaciones de IA o trabajar con modelos de lenguaje, considera:
  - La potencia de la NPU (más TOPs es mejor).
  - La cantidad de memoria RAM (para manejar grandes modelos de lenguaje).
  - La capacidad de almacenamiento (para guardar datos y modelos).
  - La calidad de la GPU (si también usarás aplicaciones gráficas).

Recuerda que tus necesidades específicas determinarán qué características son más importantes para ti. ¡Buena elección en tu próxima compra! 😊🖥️&quot; aria-level=&quot;6&quot; class=&quot;content user-select-text&quot; data-gramm=&quot;false&quot; data-lt-tmp-id=&quot;lt-158368&quot; role=&quot;heading&quot; spellcheck=&quot;false&quot; style=&quot;-webkit-text-stroke-width: 0px; color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot; tabindex=&quot;0&quot;&gt;&lt;div class=&quot;ac-container ac-adaptiveCard has-image&quot;&gt;&lt;div class=&quot;ac-textBlock&quot;&gt;&lt;p style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;La inteligencia artificial (IA) ha evolucionado rápidamente en los últimos años y está transformando la forma en que trabajamos, creamos y socializamos. También, es cosa de tiempo que lleguen las computadoras/notebook que puedan ejecutar IA de forma local (en el mismo equipo) versus a lo que hoy (junio 2024) se realiza de forma remota (vía internet). Dado esto, es importante señalar que cuando se esté analizando la compra de un computador/notbook en los próximos meses, aparte del procesador, memoria RAM, almacenamiento, velocidad de conexión, número de puertos USB, versión WiFi, entre otros, se deberá de también considera los TOPs y Tokens que pueda alcanzar. ¿Qué son estos últimos términos?&amp;nbsp; &lt;br /&gt;&lt;/p&gt;&lt;p&gt;Sin duda, son los TOPs y Tokens son dos conceptos claves relacionados con la IA.&amp;nbsp;&lt;/p&gt;&lt;strong&gt;TOPs (Trillones de Operaciones por Segundo):&lt;/strong&gt;&lt;br /&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Los TOPs son una medida de rendimiento que se refiere a la cantidad de operaciones que un componente (como una NPU) puede realizar en un segundo.&lt;/li&gt;&lt;li&gt;Por ejemplo, si una NPU tiene 50 TOPs, significa que puede ejecutar 50 trillones de operaciones en un segundo.&lt;/li&gt;&lt;li&gt;Cuanto mayor sea el valor de TOPs, mayor será la capacidad de procesamiento.&lt;/li&gt;&lt;/ul&gt;&lt;p style=&quot;display: inline; text-align: left;&quot;&gt;&lt;strong&gt;NPU (Unidad de Procesamiento Neural):&lt;/strong&gt;&lt;/p&gt;&lt;ul&gt;&lt;li&gt;Las NPUs son componentes especializados para tareas de IA y aprendizaje profundo.&lt;/li&gt;&lt;li&gt;Su potencia se mide en TOPs y es crucial para el rendimiento de los modelos de IA.&lt;/li&gt;&lt;/ul&gt;&lt;strong&gt;Tokens:&lt;/strong&gt;&lt;br /&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Los tokens son unidades básicas de procesamiento en modelos de lenguaje, como los LLMs (grandes modelos de lenguaje).&lt;/li&gt;&lt;li&gt;Representan palabras, subpalabras o caracteres en un texto.&lt;/li&gt;&lt;li&gt;Cuantos más tokens pueda manejar un sistema, más complejas y precisas serán sus respuestas.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;Gracias a los TOPs y Tokens, más la GPU, se podrá ejecutar IA en el mismo computador, notebook o celular (en un futuro) sin la necesidad de estar conectados a Internet o a un servicio online de IA, permitiendo así hacer más cosas de forma más rápida y con menos errores.&lt;/p&gt;&lt;p&gt;&lt;strong&gt;Por lo tanto, ¿en qué fijarse al momento que se deba de comprar un computador o notebook en los próximos meses y años?&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;Si planeas utilizar aplicaciones de IA o trabajar con modelos de lenguaje de forma local (en el propio equipo), se deberán de considerar:&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ul style=&quot;text-align: left;&quot;&gt;&lt;li&gt;La potencia de la NPU (más TOPs es mejor).&lt;/li&gt;&lt;li&gt;La cantidad de memoria RAM (para manejar grandes modelos de lenguaje).&lt;/li&gt;&lt;li&gt;La capacidad de almacenamiento (para guardar datos y modelos).&lt;/li&gt;&lt;li&gt;La calidad y capacidad de la GPU (si también piensas usar aplicaciones gráficas o creación de imágenes vía IA).&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;&lt;/p&gt;&lt;/div&gt;&lt;div aria-hidden=&quot;true&quot; class=&quot;ac-horizontal-separator&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;cib-overlay&gt;&lt;/cib-overlay&gt;&lt;/div&gt;&lt;p style=&quot;-webkit-text-stroke-width: 0px; color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;Recuerda que tus necesidades específicas determinarán qué características son más importantes para ti al momento de la compra. También, lo señalado aquí debe ser considerado para los celulares o móviles.&lt;/p&gt;&lt;p style=&quot;-webkit-text-stroke-width: 0px; color: black; font-family: &amp;quot;Times New Roman&amp;quot;; font-size: medium; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: left; text-decoration-color: initial; text-decoration-style: initial; text-decoration-thickness: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;Fuente:&amp;nbsp;&lt;a href=&quot;https://www.muycomputer.com/2024/06/12/inteligencia-artificial-tops-y-tokens-todo-lo-que-debes-saber/&quot;&gt;https://www.muycomputer.com/2024/06/12/inteligencia-artificial-tops-y-tokens-todo-lo-que-debes-saber/&lt;/a&gt; &lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/640470469251884619/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/640470469251884619' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/640470469251884619'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/640470469251884619'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/06/claves-para-elegir-tu-proximo.html' title='Claves para elegir tu próximo dispositivo tecnológico'/><author><name>Unknown</name><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-4459818857398284883.post-4570252101127805559</id><published>2024-05-28T10:13:00.001-04:00</published><updated>2025-11-19T11:02:40.899-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="prompt"/><title type='text'>Prompt para definición de gráfico según dato que se tiene</title><content type='html'>&lt;p style=&quot;text-align: left;&quot;&gt;&lt;b style=&quot;text-align: justify;&quot;&gt;A continuación, un ejemplo de prompt para conocer el mejor tipo de gráfico a usar según los datos que se tengan a graficar. &lt;/b&gt;&lt;span style=&quot;text-align: justify;&quot;&gt;Este prompt trabaja con el formato de TAREA, FORMAT y EJEMPLO para condicionar una respuesta justa a la necesidad de la solicitud, con lo cual se evita que la IA se desvíe y disminuya al máximo el peligro de una alucinación.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: justify;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;[TAREA]&lt;br /&gt;A partir de la descripción dada de los datos que se pretende visualizar, determine el tipo de gráfico más eficaz para representar con claridad y precisión la naturaleza comparativa o distributiva de los datos. El objetivo es maximizar la accesibilidad e interpretabilidad de la información. Considere aspectos clave como si los datos implican proporciones, recuentos, comparaciones directas o distribuciones entre grupos. Elija el tipo de gráfico óptimo entre opciones como gráfico circular, gráfico de barras, gráfico de barras apiladas, etc., que mejor se adapte a la estructura de los datos y a las necesidades comparativas.&lt;/div&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;[FORMATO]&lt;br /&gt;Siga el siguiente formato:&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;descripción: descripción de los datos que el usuario intenta visualizar&lt;br /&gt;chart_type: tipo de gráfico recomendado para que los datos sean fáciles de entender&lt;/div&gt;&lt;/blockquote&gt;&lt;p&gt;&lt;/p&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;[EJEMPLOS]&lt;/div&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;/p&gt;&lt;div style=&quot;text-align: left;&quot;&gt;descripción: Tengo datos sobre el número de defectos en diferentes productos y quiero compararlos.&lt;br /&gt;tipo_gráfico: Gráfico de barras &lt;br /&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;-----&lt;br /&gt;descripción: Tengo datos sobre el número de clientes adquiridos por diferentes campañas de marketing y quiero compararlos.&lt;br /&gt;tipo_gráfico: Gráfico de barras &lt;br /&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;-----&lt;br /&gt;descripción: Tengo datos sobre el número de horas dedicadas a diferentes actividades por diferentes personas y quiero compararlos.&lt;br /&gt;tipo_gráfico: Gráfico de barras apiladas &lt;br /&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;-----&lt;br /&gt;descripción: Tengo datos sobre el salario medio de personas en diferentes ocupaciones y quiero compararlos.&lt;br /&gt;tipo_gráfica: Gráfico de barras &lt;br /&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;-----&lt;br /&gt;descripción: Tengo datos sobre los 5 productos más populares de una tienda y quiero compararlos.&lt;br /&gt;tipo_gráfica: Gráfico de barras &lt;br /&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;-----&lt;br /&gt;[INPUT]&lt;br /&gt;descripción: {{descripción}}&lt;/div&gt;&lt;p style=&quot;text-align: left;&quot;&gt; &lt;/p&gt;&lt;/blockquote&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/4570252101127805559/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/4570252101127805559' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4570252101127805559'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4570252101127805559'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/05/prompt-para-definicion-de-grafico-segun.html' title='Prompt para definición de gráfico según dato que se tiene'/><author><name>Unknown</name><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-4459818857398284883.post-5688344734887240481</id><published>2024-04-15T09:20:00.002-04:00</published><updated>2024-04-15T09:22:13.900-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Diagramas"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><category scheme="http://www.blogger.com/atom/ns#" term="Mapa Mental"/><title type='text'>Domina tus Ideas: Cómo Crear Mapas Mentales con Inteligencia Artificial</title><content type='html'>En este mini tutorial, aprenderás cómo transformar ideas complejas en mapas mentales visuales e informativos de forma gratuita utilizando alguna IA como Copilot, Claude, Gemini  o ChatGPT, por nombrar algunas.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Paso a paso:&lt;/b&gt;&lt;br /&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Dirígete a la IA de preferencia.&lt;/li&gt;&lt;li&gt;Escriba el siguiente mensaje: &quot;Crea un mapa mental de [su tema]. Enumera los temas como ideas centrales, ramas principales y subramas&quot;. &lt;i&gt;Consejo, mientras más información le señales del tema sobre el cual debe hacer el mapa mental, más ramas y profundidad tendrá el mapa mental, por lo cual debes siempre considerar el nivel de profundidad que deseas que tenga el mapa mental a generar.&lt;/i&gt;&lt;/li&gt;&lt;li&gt;Una vez que la IA genere el esquema inicial del mapa mental, se le debe pedir que ahora lo escriba en Formato Markdown: &quot;Ahora, crea este mismo mapa mental en formato markdown&quot;.&lt;/li&gt;&lt;li&gt;El resultado que entregue la IA, debes ir a la web &lt;a href=&quot;https://markmap.js.org/&quot;&gt;https://markmap.js.org/&lt;/a&gt; y luego pega el markdown en Markmap y observa el mapa mental cobrar vida.&lt;/li&gt;&lt;/ol&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 16px; width: 100%;&quot;&gt;&lt;tbody&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div&gt;&lt;b&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Ejemplo (Copilot + Markmap):&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Prompt_1:&lt;/b&gt;&amp;nbsp;Crea un mapa mental de la compra de un vehículo. Enumera los temas como ideas centrales, ramas principales y subramas.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Resultado_1:&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;¡Claro! Aquí tienes un mapa mental para la compra de un vehículo:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Idea Central: Compra de un Vehículo&lt;/div&gt;&lt;div&gt;|&lt;/div&gt;&lt;div&gt;|--- Rama Principal: Elección del Vehículo&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Tipo de Vehículo (Sedán, SUV, Camioneta, etc.)&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Marca y Modelo&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Nuevo o Usado&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Revisión de Características (Motor, Consumo de Combustible, etc.)&lt;/div&gt;&lt;div&gt;|&lt;/div&gt;&lt;div&gt;|--- Rama Principal: Financiamiento&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Ahorros Personales&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Préstamo Bancario&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Leasing&lt;/div&gt;&lt;div&gt;|&lt;/div&gt;&lt;div&gt;|--- Rama Principal: Seguro&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Cobertura de Seguro&lt;/div&gt;&lt;div&gt;|&amp;nbsp; &amp;nbsp; |--- Subrama: Costo del Seguro&lt;/div&gt;&lt;div&gt;|&lt;/div&gt;&lt;div&gt;|--- Rama Principal: Mantenimiento y Operación&lt;/div&gt;&lt;div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;|&lt;/div&gt;&lt;div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;|--- Subrama: Costo de Mantenimiento&lt;/div&gt;&lt;div&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;|--- Subrama: Costo de Operación (Combustible, Peajes, etc.)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Espero que esto te ayude a organizar tus pensamientos sobre la compra de un vehículo. ¡Buena suerte! 😊&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Prompt_2:&lt;/b&gt;&amp;nbsp;Ahora, crea este mismo mapa mental en formato markdown.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Resultado_2:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;¡Por supuesto! Aquí tienes el mapa mental en formato markdown:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;# Compra de un Vehículo&lt;/div&gt;&lt;div&gt;## Elección del Vehículo&lt;/div&gt;&lt;div&gt;- Tipo de Vehículo (Sedán, SUV, Camioneta, etc.)&lt;/div&gt;&lt;div&gt;- Marca y Modelo&lt;/div&gt;&lt;div&gt;- Nuevo o Usado&lt;/div&gt;&lt;div&gt;- Revisión de Características (Motor, Consumo de Combustible, etc.)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;## Financiamiento&lt;/div&gt;&lt;div&gt;- Ahorros Personales&lt;/div&gt;&lt;div&gt;- Préstamo Bancario&lt;/div&gt;&lt;div&gt;- Leasing&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;## Seguro&lt;/div&gt;&lt;div&gt;- Cobertura de Seguro&lt;/div&gt;&lt;div&gt;- Costo del Seguro&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;## Mantenimiento y Operación&lt;/div&gt;&lt;div&gt;- Costo de Mantenimiento&lt;/div&gt;&lt;div&gt;- Costo de Operación (Combustible, Peajes, etc.)&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Espero que esto te sea útil. ¡Buena suerte con tu compra de vehículo! 😊&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;Markmap_Resultado:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;i&gt;Click en la imagen para ver más grande.&lt;/i&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/AVvXsEjLYyaNYXBwUQ6WGDGjSxERXWh910JzakT0xu_7B6VrwkKW8xxLpu2wNd94-ys29e2I0OpZokBB9LFYPbbCulEK9lDFBLVwL6BodIVGqvwBybIK81-XfMDF0Tea-76PjO03i91qnU_-5vg3Dmwe3LFitJyKIJ7Nrqvt5FYKZjEmmscFIo9Tv_cAsBGRRiM/s1280/mapamental.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;720&quot; data-original-width=&quot;1280&quot; height=&quot;225&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLYyaNYXBwUQ6WGDGjSxERXWh910JzakT0xu_7B6VrwkKW8xxLpu2wNd94-ys29e2I0OpZokBB9LFYPbbCulEK9lDFBLVwL6BodIVGqvwBybIK81-XfMDF0Tea-76PjO03i91qnU_-5vg3Dmwe3LFitJyKIJ7Nrqvt5FYKZjEmmscFIo9Tv_cAsBGRRiM/w400-h225/mapamental.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div&gt;&lt;b&gt;Consejo adicional:&lt;/b&gt;&amp;nbsp;puede personalizar la apariencia de su mapa mental y luego descargarlo como HTML interactivo o SVG estático.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/5688344734887240481/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/5688344734887240481' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5688344734887240481'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5688344734887240481'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/04/domina-tus-ideas-como-crear-mapas.html' title='Domina tus Ideas: Cómo Crear Mapas Mentales con Inteligencia Artificial'/><author><name>Unknown</name><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/AVvXsEjLYyaNYXBwUQ6WGDGjSxERXWh910JzakT0xu_7B6VrwkKW8xxLpu2wNd94-ys29e2I0OpZokBB9LFYPbbCulEK9lDFBLVwL6BodIVGqvwBybIK81-XfMDF0Tea-76PjO03i91qnU_-5vg3Dmwe3LFitJyKIJ7Nrqvt5FYKZjEmmscFIo9Tv_cAsBGRRiM/s72-w400-h225-c/mapamental.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-4780716252994226474</id><published>2024-03-27T10:30:00.002-03:00</published><updated>2024-03-27T10:33:00.431-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Claude"/><category scheme="http://www.blogger.com/atom/ns#" term="Diagramas"/><category scheme="http://www.blogger.com/atom/ns#" term="Inteligencia Artificial"/><title type='text'>Diagrama con inteligencia: &quot;Claude AI&quot; y &quot;Mermaid Live Editor&quot;, la combinación perfecta</title><content type='html'>&lt;p&gt;Si quieres crear diagramas como el siguiente:&amp;nbsp;&lt;/p&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/AVvXsEjn23wTLmYlpvc65TkqKR7ctVE3gbioUbaTulLA9xi3LLPVJRvXpYT4IsvGAPjq3Pd9MmvzxB_pzCBS1f79gY6b8_0WlSxyvOoBe5M51bW4tWXFhYH1KlRnhfB51Ft9o8DRUJAs0eXWtzLF5NvmEr5RtkG7Eg7wE0UT6j3Fe-mCPnN5GgbBvbEjbBU-RqE/s578/Captura%20de%20pantalla%202024-03-27%20093941.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;578&quot; data-original-width=&quot;540&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjn23wTLmYlpvc65TkqKR7ctVE3gbioUbaTulLA9xi3LLPVJRvXpYT4IsvGAPjq3Pd9MmvzxB_pzCBS1f79gY6b8_0WlSxyvOoBe5M51bW4tWXFhYH1KlRnhfB51Ft9o8DRUJAs0eXWtzLF5NvmEr5RtkG7Eg7wE0UT6j3Fe-mCPnN5GgbBvbEjbBU-RqE/w374-h400/Captura%20de%20pantalla%202024-03-27%20093941.png&quot; width=&quot;374&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;Únicamente debes hacer lo siguiente (Clic en las imágenes para ver en tamaño más grande):&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;ol style=&quot;text-align: left;&quot;&gt;&lt;li&gt;Ingresas en https://claude.ai/ y crear un usuario. Tiene versión gratuita y de pago, pero la versión gratuita es más que suficiente para esto.&lt;/li&gt;&lt;li&gt;Como prompt o solicitud a Claude, se le debe entregar lo siguiente:&amp;nbsp; &lt;i&gt;Usando el código que emplea el sitio web Mermaidv Live Editor crea el código de un diagrama de flujo para: [Ingrese tema]. &lt;/i&gt;Para el diagrama de ejemplo, el tema fue &lt;i&gt;Comprar un vehículo eléctrico para ser usado como radio taxi.&lt;br /&gt;&lt;/i&gt;&lt;/li&gt;&lt;li&gt;Una vez que Claude entregue su repuesta, se debe ubicar la sección de código y ubicar la palabra que dice &lt;i&gt;&lt;b&gt;Copy Code&lt;/b&gt;&lt;/i&gt;, tal como se aprecia en la imagen a continuación, encerrado por un círculo rojo.&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/AVvXsEgZy33VUlno-b9xuCjXobIxpEO1tV2Jw6ETIFtm8lh9nxbCHkXq_E2Sod7dtjrY_rcE0ISG1clxCd573zuGfvOACzDJbDIfb-E5QZaxrlujoNmdS5Bx_d9567L85SPPX-DdeOPiJ-BDSqawgQq6gUjKiGoGzD5RN0PDp5VtY1JmKfscby0Xq8FaVEFpexM/s745/Captura%20de%20pantalla%202024-03-27%20094727.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;325&quot; data-original-width=&quot;745&quot; height=&quot;175&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZy33VUlno-b9xuCjXobIxpEO1tV2Jw6ETIFtm8lh9nxbCHkXq_E2Sod7dtjrY_rcE0ISG1clxCd573zuGfvOACzDJbDIfb-E5QZaxrlujoNmdS5Bx_d9567L85SPPX-DdeOPiJ-BDSqawgQq6gUjKiGoGzD5RN0PDp5VtY1JmKfscby0Xq8FaVEFpexM/w400-h175/Captura%20de%20pantalla%202024-03-27%20094727.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/li&gt;&lt;li&gt;Con el código copiado, se debe ingresar en la web https://mermaid.live/edit&amp;nbsp;&lt;/li&gt;&lt;li&gt;Ahora, la web tendrá distintas secciones que se explican rápidamente en las siguientes imágenes...&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/AVvXsEgpk65OekNLEFVh0laFghVCW6xrKZ-hfhjUCgk2w37mHLq9g2gQkh6p-OrOVNF_gAd31tGGLWlqDSW2G8LkI8qFZa_hwmQ_Ccx-IjVHnlRdWotxzCQUFlMnNP5jP2wEN9M_139NhrdP6Nk23izlOGDQKwlaRrfqvM0Edad0hsxdNarjvQsm1GP1FD8tJHs/s4400/Imagen2.bmp&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1929&quot; data-original-width=&quot;4400&quot; height=&quot;175&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpk65OekNLEFVh0laFghVCW6xrKZ-hfhjUCgk2w37mHLq9g2gQkh6p-OrOVNF_gAd31tGGLWlqDSW2G8LkI8qFZa_hwmQ_Ccx-IjVHnlRdWotxzCQUFlMnNP5jP2wEN9M_139NhrdP6Nk23izlOGDQKwlaRrfqvM0Edad0hsxdNarjvQsm1GP1FD8tJHs/w400-h175/Imagen2.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&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/AVvXsEhTSn3ydYpFx4ZgOV2902R72EOoM2nP0XimYkFwS6rOBVVy_GQI1VZ-XvTlEDb1K39GG0d18tsxICe2WDo2s8dgRTieiME-HRDjcyq915-FmlhyphenhyphenGaZ8RMfeKAqX2V9BEVnob6oAii_kl0llBCHGFPDqd3SCLiELtjmUi68Fowygcm0F_2r6zSYDyRn-T48/s4400/Imagen3.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1929&quot; data-original-width=&quot;4400&quot; height=&quot;175&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTSn3ydYpFx4ZgOV2902R72EOoM2nP0XimYkFwS6rOBVVy_GQI1VZ-XvTlEDb1K39GG0d18tsxICe2WDo2s8dgRTieiME-HRDjcyq915-FmlhyphenhyphenGaZ8RMfeKAqX2V9BEVnob6oAii_kl0llBCHGFPDqd3SCLiELtjmUi68Fowygcm0F_2r6zSYDyRn-T48/w400-h175/Imagen3.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;El código copiado, se deberá de pegar reemplazando el texto ejemplo que está en la &quot;Zona de Código&quot;&lt;/li&gt;&lt;li&gt;Para que el diagrama se genere, &lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&amp;nbsp;&lt;/li&gt;&lt;li&gt;Con ello, ya tendremos nuestro diagrama.&lt;/li&gt;&lt;/ol&gt;&lt;p&gt;Si se desea hacer otro tipo de diagrama, como por ejemplo: una carta Gantt, solamente debemos hacer modificaciones al prompt original, señalando claramente el tipo de diagrama que se desea hacer y entregar la información necesaria para que Claude la pueda trabajar sin problema.&lt;/p&gt;&lt;p&gt;Finalmente, en la web &lt;a href=&quot;https://mermaid.js.org/syntax/flowchart.html&quot;&gt;https://mermaid.js.org/syntax/flowchart.html&lt;/a&gt; puedes encontrar el manual de códigos de la web Mermaidv Live Editor.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/4780716252994226474/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/4780716252994226474' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4780716252994226474'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4780716252994226474'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2024/03/diagrama-con-inteligencia-claude-ai-y.html' title='Diagrama con inteligencia: &quot;Claude AI&quot; y &quot;Mermaid Live Editor&quot;, la combinación perfecta'/><author><name>Unknown</name><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/AVvXsEjn23wTLmYlpvc65TkqKR7ctVE3gbioUbaTulLA9xi3LLPVJRvXpYT4IsvGAPjq3Pd9MmvzxB_pzCBS1f79gY6b8_0WlSxyvOoBe5M51bW4tWXFhYH1KlRnhfB51Ft9o8DRUJAs0eXWtzLF5NvmEr5RtkG7Eg7wE0UT6j3Fe-mCPnN5GgbBvbEjbBU-RqE/s72-w374-h400-c/Captura%20de%20pantalla%202024-03-27%20093941.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-405190430403845230</id><published>2021-06-03T19:02:00.002-04:00</published><updated>2021-07-03T19:49:56.961-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Data Science"/><title type='text'>3 algoritmos de machine learning predictivo que todo analista de datos debe conocer</title><content type='html'>&lt;p&gt;Sin dudas, al momento de ingresar al mundo del análisis de datos uno se siente&amp;nbsp; muy ahogado y perdido al ver la enorme cantidad de algoritmos que se usan para diversas realidades, pero ante ese panorama, uno debe hacerse la siguiente pregunta: ¿Todos son utilizados en todo momento? Y bueno, la respuesta es obvia la cual es NO. Cuando logras asimilar ello, nace una segunda pregunta, muy válida, la cual es ¿qué algoritmos entonces son los más usados en las empresas normales (bancos, transporte, comercio)?&lt;br /&gt;&lt;/p&gt;&lt;p&gt;Bueno, a continuación se describen, de manera muy simple, los tres algoritmos del tipo predictivo más usados y que sin duda son un punto de partida muy interesante que después permite pasar a otros tipos de algoritmos más complejos.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Acme;&quot;&gt;Regresión logística:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Handlee;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&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;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://helloacm.com/wp-content/uploads/2016/03/logistic-regression-example.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;462&quot; data-original-width=&quot;567&quot; src=&quot;https://helloacm.com/wp-content/uploads/2016/03/logistic-regression-example.jpg&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;Fuente: Internet&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Handlee;&quot;&gt;Es uno de los más antiguos pero también de los más usados.&lt;br /&gt;Es un algoritmo lineal y aditivo, basado en la regresión múltiple, pero adaptado para predecir eventos de cero o uno.&lt;br /&gt;Por ejemplo si un empleado va a dejar o no la empresa en los próximos 3 meses.&lt;br /&gt;El motivo por el que te recomiendo aprenderlo es porque aún hoy en día es de los más usados en el ámbito empresarial.&lt;br /&gt;Por ejemplo es masivamente usado en análisis de riesgos.&lt;br /&gt;Por tanto si te gustaría trabajar en una empresa grande y &quot;tradicional&quot; (bancos, aseguradoras, etc.) debes dominar este algoritmo.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&amp;nbsp;&lt;br /&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Acme;&quot;&gt;Árbol de decisión:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Handlee;&quot;&gt;&lt;/span&gt;&lt;/p&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;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://www.grupodabia.com/post/2020-05-19-arbol-de-decision/arbol-decision.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;402&quot; data-original-width=&quot;800&quot; height=&quot;322&quot; src=&quot;https://www.grupodabia.com/post/2020-05-19-arbol-de-decision/arbol-decision.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;Fuente: Internet&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;span style=&quot;font-family: Handlee;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Handlee;&quot;&gt;Consiste en ir haciendo divisiones sucesivas del conjunto de datos basadas en la variable que mejor consiga separarlo en cuanto al objetivo que estamos modelizando.&lt;br /&gt;Por ejemplo si queremos calcular la probabilidad de cada cliente de comprar un coche de alta gama es posible que la primera variable que mejor separe entre los que lo comprarán y los que no sea el salario.&lt;br /&gt;Y así con todas las variables disponibles hasta que llega al máximo de predicción posible.&lt;br /&gt;La salida final que nos devuelve es un conjunto de reglas si-entonces.&lt;br /&gt;Por ejemplo: si el cliente gana más de 80000 dólares anuales y tiene más de 45 años entonces la probabilidad de comprar un Mercedes clase S es de 64%.&lt;br /&gt;El motivo de su éxito es que como ves es muy explotable desde negocio y su salida es entendible por todos.&lt;br /&gt;Por lo que es un algoritmo muy usado en contextos de marketing.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&amp;nbsp;&lt;br /&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: Acme;&quot;&gt;Random Forest:&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Handlee;&quot;&gt;&lt;/span&gt;&lt;/p&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;&quot;&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://miro.medium.com/max/1482/0*Srg7htj4TOMP5ldX.png&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img alt=&quot;Fuente: Internet&quot; border=&quot;0&quot; data-original-height=&quot;502&quot; data-original-width=&quot;741&quot; height=&quot;434&quot; src=&quot;https://miro.medium.com/max/1482/0*Srg7htj4TOMP5ldX.png&quot; title=&quot;Fuente: Internet&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;Fuente: Internet&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-family: Handlee;&quot;&gt;Este algoritmo se basa en generar muchos árboles (pueden ser miles) pero cada uno de ellos muy pequeñito, y luego combinarlos para tener una salida única.&lt;br /&gt;El motivo es que se ha demostrado que este sistema consigue mayor capacidad predictiva a la vez que genera modelos muy robustos en producción.&lt;br /&gt;El &quot;problema&quot; es que a diferencia de los árboles con este algoritmo no podemos explicar el por qué de la probabilidad que nos ofrece como salida.&lt;br /&gt;Por tanto se usa mucho cuando no nos importan tanto la explicación de la capacidad predictiva, por ejemplo en sistemas de &lt;b&gt;scoring automáticos.&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/405190430403845230/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/405190430403845230' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/405190430403845230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/405190430403845230'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2021/06/3-algoritmos-de-machine-learning.html' title='3 algoritmos de machine learning predictivo que todo analista de datos debe conocer'/><author><name>Unknown</name><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-4459818857398284883.post-5253196433141873299</id><published>2021-05-22T23:17:00.003-04:00</published><updated>2021-05-22T23:17:35.537-04:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="opinión"/><title type='text'>Se acabó el espacio ilimitado de fotos y vídeos de Google Photos, ¿y qué hago ahora?</title><content type='html'>&lt;p&gt;Desde el 1 de junio de 2021, la gran G terminó con su servicio de almacenamiento gratuito de imágenes en su app &quot;Google Photos&quot; llevando a que las personas deban de ocupar y arreglárselas únicamente con los 15 GB que tiene gratuitamente asignada la cuenta Gmail para las fotos, vídeos, correos electrónicos y otras cosas que ya están y serán guardadas en Google Drive. ¿Por qué hace esto? Bueno, ya tiene la cuota de mercado que desea y cautivo (la gran mayoría tiene Android y una cuenta Gmail que usan para casi todo), por lo cual si una persona quiera cambiarse a la competencia (que únicamente son Iphone y Huawei que está bloqueado a usar las apps de Google -excepto el sistema operativo Android- por la guerra de Trump con China), deberá de cambiar su forma de interactuar con el celular. Ahora, y lo más grave, es que al poco tiempo de ya no tener almacenamiento ilimitado y gratuito para vídeos y fotos sacadas con nuestro celular, la memoria de nuestro equipo, como el enclenque espacio que ofrece Google Drive, obliga a buscar alternativas y lo cual fue todo un agrado al ver que existen varias alternativas que dan un buen ancho. &lt;br /&gt;&lt;/p&gt;&lt;p&gt;Ahora, dentro de estas alternativas, creo que estas son las más destacables.&lt;/p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Amazon Photos&lt;/b&gt;&lt;/span&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;Prime-Photos-Amazon&quot; class=&quot;size-full wp-image-2721 aligncenter lazyloaded&quot; data-sizes=&quot;(max-width: 400px) 100vw, 400px&quot; data-src=&quot;https://alternativas.eu/wp-content/uploads/2020/01/Prime-Photos-Amazon.jpg&quot; data-srcset=&quot;https://alternativas.eu/wp-content/uploads/2020/01/Prime-Photos-Amazon.jpg 400w, https://alternativas.eu/wp-content/uploads/2020/01/Prime-Photos-Amazon-300x188.jpg 300w&quot; height=&quot;250&quot; src=&quot;https://alternativas.eu/wp-content/uploads/2020/01/Prime-Photos-Amazon.jpg&quot; width=&quot;400&quot; /&gt;&lt;/p&gt;&lt;p&gt;Amazon Photos es otro de los servicios similares a Google Fotos que ofrece espacio de almacenamiento ilimitado para usuarios de Amazon Prime. El servicio se encarga de almacenar de forma automática las imágenes y crear copias de seguridad que te permitirá recuperarlas incluso si pierdes tu teléfono móvil. &lt;br /&gt;&lt;br /&gt;Puedes visualizar las imágenes desde cualquier dispositivo y ordenarlas según la fecha en la que se tomó.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;h3&gt;&lt;span style=&quot;font-size: large;&quot;&gt;TeraBox&lt;/span&gt;&lt;/h3&gt;
&lt;p&gt;Es una aplicación que no es muy conocida, pero que funciona bastante bien otorgándonos un &lt;strong&gt;1 TB de almacenamiento&lt;/strong&gt;,
 con un sistema de copia de seguridad de nuestras fotos. Es compatible 
con la web, es decir, podremos ver que fotos y vídeos tenemos guardados 
desde el ordenador, pero también tiene aplicación para &lt;a href=&quot;https://play.google.com/store/apps/details?id=com.dubox.drive&quot; rel=&quot;noopener noreferrer&quot; target=&quot;_blank&quot;&gt;Android&lt;/a&gt; y para &lt;a href=&quot;https://apps.apple.com/app/id1509453185&quot; rel=&quot;noopener noreferrer&quot; target=&quot;_blank&quot;&gt;iOS&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;Tendremos muchas &lt;strong&gt;opciones interesantes&lt;/strong&gt; y muy 
parecidas a lo que nos ofrece Google Fotos. Cualquier foto que saquemos 
en cualquier dispositivo se subirá a la nube de TeraBox automáticamente,
 además de fotos tendremos la opción de subir videos, documentos u otro 
tipo de archivos, podremos acceder al contenido desde cualquier 
dispositivo que tenga TeraBox con nuestra cuenta activa, siempre 
tendremos una vista previa de todo el contenido, podremos crear carpetas
 y mover archivos entre ellas, se podrán transferir archivos a un 
almacenamiento diferente si lo necesitamos o podremos buscar por palabra
 clave o nombre, entre otras cosas. Una &lt;strong&gt;buena alternativa&lt;/strong&gt; a Google Fotos, aunque poco conocida.&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;TeraBox&quot; class=&quot;size-full wp-image-974664 aligncenter&quot; height=&quot;323&quot; src=&quot;https://www.adslzone.net/app/uploads-adslzone.net/2020/04/terabox.jpg&quot; width=&quot;655&quot; /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Disco Duro Externo.&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Sí, también es una interesante opción, ya que estos servicios en la nube o internet pueden caducar en cualquier momento, como también existe la posibilidad de violación a la privacidad y exponer todas estas imágenes y vídeos para todos, pero es parte del riesgo que también se tiene con Google Photos, mientras que con un disco duro externo que nosotros manejamos, es menos probable que ello pase, pero también existe la opción de que el disco duro se dañe y pierda la información que contiene.&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Conclusión.&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;Como se puede ver, no existe una opción que supere a las otras, por lo cual toca a cada persona definir cuál es la que mejor le va y le dé confianza. Para mí, la nube es lo mejor y la posibilidad de violación de la privacidad, se puede dar en cualquier momento ya sea en la nube o en físico, por lo cual es el nivel de tolerancia que uno posea el que realmente ayudará a tomar mejor la decisión.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/5253196433141873299/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/5253196433141873299' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5253196433141873299'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5253196433141873299'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2021/05/se-acabo-el-espacio-ilimitado-de-fotos.html' title='Se acabó el espacio ilimitado de fotos y vídeos de Google Photos, ¿y qué hago ahora?'/><author><name>Unknown</name><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-4459818857398284883.post-8394091368493673031</id><published>2020-12-31T14:12:00.000-03:00</published><updated>2020-12-31T14:12:09.557-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="consumidor"/><title type='text'>Derechos y Deberes de los consumidores al comprar un producto/servicio (a diciembre 2020)</title><content type='html'>&lt;p&gt;&lt;/p&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://www.vivosano.org/wp-content/uploads/Derechos-Consumidor.jpg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;450&quot; data-original-width=&quot;800&quot; height=&quot;360&quot; src=&quot;https://www.vivosano.org/wp-content/uploads/Derechos-Consumidor.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;En el siguiente enlace, se encuentran un documento creado por Conadecus sobre los Derechos y Deberes de los consumidores (a diciembre 2020) para que así puedan ejercerlos con base en las leyes actuales.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Es un archivo PDF que se puede ver/descargar desde el siguiente enlace:&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;b&gt;&lt;a href=&quot;https://drive.google.com/file/d/1bEgCg8huAQK-FVp-fdtj-J6sCd5p8koD/view?usp=sharing&quot; target=&quot;_blank&quot;&gt;Enlace a PD derechos y deberes de los consumidores&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;También, Sernac generó un decálogo del consumidor (en el 2017 pero aún sigue vigente) el cual comparto a través de la siguiente imágen.&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;/p&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/AVvXsEhs35kyxdOuVrYNg2ykrxkFyHM1crWyuPFcjiiH8cTUXK8o5QRw8PUpenHCRKEix1OJnpRdfRPyB7xfw3Xjv_zRGY5qGr6oJMyZ93JRTTLkF7UwPgFDjcPu0YWbGZ97QVhT5ZbNJ1dpLrk/s2728/Screenshot_2020-12-31+Dec%25C3%25A1logo+de+derechos+del+consumidor+-+Portal+SERNAC.png&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;2728&quot; data-original-width=&quot;785&quot; height=&quot;2664&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs35kyxdOuVrYNg2ykrxkFyHM1crWyuPFcjiiH8cTUXK8o5QRw8PUpenHCRKEix1OJnpRdfRPyB7xfw3Xjv_zRGY5qGr6oJMyZ93JRTTLkF7UwPgFDjcPu0YWbGZ97QVhT5ZbNJ1dpLrk/w766-h2664/Screenshot_2020-12-31+Dec%25C3%25A1logo+de+derechos+del+consumidor+-+Portal+SERNAC.png&quot; width=&quot;766&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;p&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;Hasta la próxima.&lt;/span&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/8394091368493673031/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/8394091368493673031' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/8394091368493673031'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/8394091368493673031'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2020/12/derechos-y-deberes-de-los-consumidores.html' title='Derechos y Deberes de los consumidores al comprar un producto/servicio (a diciembre 2020)'/><author><name>Unknown</name><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/AVvXsEhs35kyxdOuVrYNg2ykrxkFyHM1crWyuPFcjiiH8cTUXK8o5QRw8PUpenHCRKEix1OJnpRdfRPyB7xfw3Xjv_zRGY5qGr6oJMyZ93JRTTLkF7UwPgFDjcPu0YWbGZ97QVhT5ZbNJ1dpLrk/s72-w766-h2664-c/Screenshot_2020-12-31+Dec%25C3%25A1logo+de+derechos+del+consumidor+-+Portal+SERNAC.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-5772182160992728248</id><published>2017-09-19T20:46:00.003-03:00</published><updated>2017-09-19T20:55:36.959-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="imagen"/><category scheme="http://www.blogger.com/atom/ns#" term="Internet"/><title type='text'>¿Cuándo usar JPG, GIF y PNG?</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://photos.app.goo.gl/RLzCZwXoukxyOPiv1&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;https://photos.app.goo.gl/RLzCZwXoukxyOPiv1&quot; border=&quot;0&quot; data-original-height=&quot;1600&quot; data-original-width=&quot;183&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjra63KyT94FtksyrexJozTF4sIdUwvsuLYd-mXjsN3dfA7qHtaoi7dYgSlCVxrLDeN43gAw-JRu1ExY7CWt7Bf6PHh4JDlUyCIB_HL9uvN_BLlndg-pq1rLQ_vEfsVYOimKgTaYbO0n7w/s1600/93lGLMe.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Clic en la imagen para ver en su tamaño real.&lt;/b&gt;&lt;/span&gt; &lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/5772182160992728248/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/5772182160992728248' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5772182160992728248'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5772182160992728248'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2017/09/blog-post.html' title='¿Cuándo usar JPG, GIF y PNG?'/><author><name>Unknown</name><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/AVvXsEjra63KyT94FtksyrexJozTF4sIdUwvsuLYd-mXjsN3dfA7qHtaoi7dYgSlCVxrLDeN43gAw-JRu1ExY7CWt7Bf6PHh4JDlUyCIB_HL9uvN_BLlndg-pq1rLQ_vEfsVYOimKgTaYbO0n7w/s72-c/93lGLMe.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-4120196912199609478</id><published>2016-10-19T10:25:00.001-03:00</published><updated>2016-10-19T10:25:16.270-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="Información"/><category scheme="http://www.blogger.com/atom/ns#" term="Internet"/><title type='text'>E-mail temporales</title><content type='html'>&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: left; margin-right: 1em; 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/AVvXsEhjJUZMSoG0ag967hkOpDH6PdCqslhYlKvD4DPq3h_KyLTpqaQ_d-NKwa5FclS9J0jeG-a0F_KQAPKHMXe8lBpth0C6enzyCjj7GO-8l7perPLE5N3xKrYd9IxJxolR5CnlaYVXzuINHFs/s1600/at-99378_640.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjJUZMSoG0ag967hkOpDH6PdCqslhYlKvD4DPq3h_KyLTpqaQ_d-NKwa5FclS9J0jeG-a0F_KQAPKHMXe8lBpth0C6enzyCjj7GO-8l7perPLE5N3xKrYd9IxJxolR5CnlaYVXzuINHFs/s320/at-99378_640.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;&lt;i&gt;&lt;b&gt;&quot;Un freno al SPAM&quot;&lt;/b&gt;&lt;/i&gt;&lt;/td&gt;&lt;/tr&gt;
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¿E-mail temporales? ¿Cómo es eso?&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;
Bueno, es una opción que existe en la red y que permite tener un e-mail que dure sólo unos minutos (o hasta que se cierre el navegador) y que tiene como fin, el poder contar con una casilla de correo electrónico al cual recibir e-mail que de primeras, sabemos que sólo será basura en el futuro (lo que también se conoce como SPAM o correo basura). Son una excelente alternativa para emplear en sitios web que no se tiene la intención de visitar de nuevo y que no deseamos usar nuestro e-mail principal.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;Temp Mail&quot; &amp;nbsp;Su dirección es&amp;nbsp;&lt;a href=&quot;https://temp-mail.org/es/&quot;&gt;https://temp-mail.org/es/&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Olvídate del correo basura, correos de fraude electrónico, robo de cuentas y ladrones de información. Mantén limpio y seguro tu correo electrónico real. Temp Mail proporciona direcciones de correo electrónico temporales, seguras, anónimas y gratuitas.&lt;/i&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;ThrowAwayMail.com&quot; &amp;nbsp; Su dirección es&amp;nbsp;&lt;a href=&quot;http://www.throwawaymail.com/&quot;&gt;http://www.throwawaymail.com/&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Cuando visita ThrowAwayMail.com se genera una nueva dirección de correo electrónico sólo para ti. La dirección de correo electrónico generado puede recibir inmediatamente correos electrónicos. Cualquier correo electrónico que se recibe se mostrará en la página principal y nadie más que uno verá los mensajes de correo electrónico recibidos.&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Es importante tener presente que el e-mail creado desaparece después de 48 horas. Cuando una dirección de correo electrónico se ha eliminado, todo los correos recibido ahí también son eliminados. Ingresando, nuevamente al portal se generará un nuevo e-mail temporal.&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Hay muchas razones para usar ThrowAwayMail.com Es posible que desee dar a alguien una dirección de correo electrónico sin revelar su identidad. O puede que quiera suscribirse a un sitio web o servicio web, pero le preocupa que el sitio web le enviará spam en el futuro.&lt;/i&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&quot;Guerrilla Mail&quot; Su dirección es&amp;nbsp;&lt;a href=&quot;http://www.guerrillamail.com/es/&quot;&gt;http://www.guerrillamail.com/es/&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;¿No quieres mostrarles tu verdadera cuenta de email? Utiliza un email temporal. Sin necesidad de registrarse, cada sesión dura 60 minutos.&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;GuerrillaMail también permite enviar e-mail con archivos adjuntos. Este servicio esta en etapa beta, por lo cual algunas funcionalidades pueden cambiar en cualquier momento. Para empezar, el límite es de 150MB por e-mail.&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;También cuenta con su propia app para teléfonos Android.&lt;/i&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;*Esta lista puede sufrir modificaciones en el tiempo*&lt;/b&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/4120196912199609478/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/4120196912199609478' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4120196912199609478'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4120196912199609478'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2016/10/e-mail-temporales.html' title='E-mail temporales'/><author><name>Unknown</name><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/AVvXsEhjJUZMSoG0ag967hkOpDH6PdCqslhYlKvD4DPq3h_KyLTpqaQ_d-NKwa5FclS9J0jeG-a0F_KQAPKHMXe8lBpth0C6enzyCjj7GO-8l7perPLE5N3xKrYd9IxJxolR5CnlaYVXzuINHFs/s72-c/at-99378_640.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-4969547615101187137</id><published>2016-01-28T17:54:00.001-03:00</published><updated>2016-01-28T17:54:23.265-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Información"/><category scheme="http://www.blogger.com/atom/ns#" term="sernac"/><title type='text'>Si tienes hipoteca, debes leer esto...</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Nueva ley que resguarda al consumidor: SERNAC informa sobre nuevos derechos relativos al alzamiento de prendas e hipotecas.&lt;/b&gt;&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;http://www.sernac.cl/wp-content/uploads/2016/01/hipotecarios.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.sernac.cl/wp-content/uploads/2016/01/hipotecarios.jpg&quot; height=&quot;213&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Esta ley resguarda a los consumidores que hayan pagado la totalidad del crédito solicitado, a quienes se les liberarán los bienes entregados en garantía sin costo alguno y en un plazo de 45 días corridos.&lt;/div&gt;
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Asimismo los consumidores deberán ser informados sobre las gestiones realizadas en un plazo de 30 días tras finalizar el pago de la deuda.&lt;/div&gt;
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Además de los derechos mencionados previamente, se regula la posibilidad de poner término a las garantías generales cuando se haya pagado la totalidad de las deudas y la obligación del proveedor de informar al consumidor si está en condiciones de alzar sus prendas en la medida que ya no tenga obligaciones pendientes.&lt;/div&gt;
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&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://www.sernac.cl/proteccion-al-consumidor/consumidor-financiero/alzamiento-de-prendas-e-hipotecas/&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Más información y acceso para descargar la ley n°20.885, CLIC AQUÍ&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/4969547615101187137/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/4969547615101187137' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4969547615101187137'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4969547615101187137'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2016/01/si-tienes-hipoteca-debes-leer-esto.html' title='Si tienes hipoteca, debes leer esto...'/><author><name>Unknown</name><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-4459818857398284883.post-5700691943666381170</id><published>2015-11-16T22:59:00.000-03:00</published><updated>2015-11-16T22:59:26.531-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consejo"/><category scheme="http://www.blogger.com/atom/ns#" term="consumidor"/><category scheme="http://www.blogger.com/atom/ns#" term="economía"/><category scheme="http://www.blogger.com/atom/ns#" term="Información"/><category scheme="http://www.blogger.com/atom/ns#" term="Internet"/><category scheme="http://www.blogger.com/atom/ns#" term="link"/><title type='text'>Comparador de precios por Internet -Chile-</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Las compras por Internet han ido en aumento en los últimos años, hasta tal punto, que ya hay días en los cuales se ofrecen descuentos que hay casi irresistible comprar el producto.&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 estos días está el CyberMonday (o CyberDay), que es una jornada llevada adelante por la CNC de Chile (Cámara Nacional de Comercio), en la cual las empresas suscritas, ofrecen descuentos que se no siempre se ven.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin duda, todo lo anterior es bueno, pero seamos sinceros, el consumidor común &lt;i&gt;-uno-&lt;/i&gt; no está todos los días cotizando los precios y llevando registro de los mismos, por lo cual al ver una oferta y al comparar el valor original &lt;i&gt;-que ellos nos muestran-&lt;/i&gt; contra el valor final por descuento del CyberDay, no se está seguro si es una real oferta, ya que es la palabra del sitio contra la del consumidor poco informado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por lo anterior, han surgido sitios web en los cuales se puede comparar los valores de diversos sitios que venden por la red y así encontrar el sitio que lo ofrece más barato, también ofreciendo el valor que este producto ha tenido en el tiempo. Sin dudas, estos sitios son una gran ayuda en una era en donde el tiempo que se puede destinar a cotizar es muy poco.&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 sitios que ofrecen estas características son:&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;font-size: large;&quot;&gt;&lt;b&gt;Knasta.com - &lt;a href=&quot;http://knasta.com/&quot;&gt;http://knasta.com/&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;Este sitio ofrece un un buscador de reales ofertas, permitiendo comparar entre las tiendas Falabella, Paris y Ripley, lo cual permite acceder al producto deseado al menor valor posible. También ofrece acceder al valor que el producto ha tenido en el tiempo, así detectando si una oferta realmente es eso, una oferta.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;st&quot;&gt;Zappo - &lt;a href=&quot;http://zappo.cl/&quot;&gt;http://zappo.cl/&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;Otro sitio que también ofrece buscar el producto al menor precio posible entre las grandes tiendas que venden por la red. También ofrece la opción de ver el valor del producto en el tiempo, pero eso sí: ofrece ver el valor que ha tenido en Internet, normal y con tarjeta.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span class=&quot;st&quot;&gt;Buscape - &lt;a href=&quot;http://www.buscape.cl/&quot;&gt;http://www.buscape.cl/&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;Uno de los sitios con más años en este ámbito, ofreciendo encontrar el producto al menor valor posible y también ofreciendo la oportunidad (con previo registro) de que los usuarios de los productos pueda opinar sobre el mismo.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span class=&quot;st&quot;&gt;Solotodo - &lt;a href=&quot;http://www.solotodo.net/&quot;&gt;http://www.solotodo.net&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;Sitio web que permite el valor que hay en la internet para productos como TV inteligentes (Smart TV), Celulare, Notebooks, Tablets y Partes de PC. También, dependiendo del sitio, ofrece ver el valor del producto en el tiempo y permite que los usuarios también opinen y pregunten sobre el producto, lo cual hace que la decisión sea más informada.&lt;/span&gt;&lt;/div&gt;
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&lt;span class=&quot;st&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span class=&quot;st&quot;&gt;Si conoces otro sitio, te invito a que lo cuentes en las opiniones y así actualizar el listado.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/5700691943666381170/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/5700691943666381170' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5700691943666381170'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5700691943666381170'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2015/11/comparador-de-precios-por-internet-chile.html' title='Comparador de precios por Internet -Chile-'/><author><name>Unknown</name><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-4459818857398284883.post-3655941510302580417</id><published>2015-10-10T16:07:00.003-03:00</published><updated>2015-10-10T16:07:49.697-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Chile"/><category scheme="http://www.blogger.com/atom/ns#" term="excel"/><category scheme="http://www.blogger.com/atom/ns#" term="Información"/><category scheme="http://www.blogger.com/atom/ns#" term="SII"/><category scheme="http://www.blogger.com/atom/ns#" term="utilidad pública"/><title type='text'>Depreciación bienes Chile</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
A continuación, dejo el link al listado de depreciación para bienes de activo inmovilizado definido por SII para Chile.&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;
Actual: &lt;b&gt;&lt;a href=&quot;http://www.sii.cl/pagina/valores/bienes/tabla_vida_enero.htm&quot;&gt;http://www.sii.cl/pagina/valores/bienes/tabla_vida_enero.htm&lt;/a&gt;&lt;/b&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 el siguiente link encuentras información sobre la Vida Útil de los bienes físicos del activo inmovilizado fijada por el SII de Chile para los efectos de su depreciación en los  años tributarios que se indican: &lt;b&gt;&lt;a href=&quot;http://www.sii.cl/pagina/valores/bienes/vida_util.htm&quot;&gt;http://www.sii.cl/pagina/valores/bienes/vida_util.htm&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Hasta la próxima.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/3655941510302580417/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/3655941510302580417' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/3655941510302580417'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/3655941510302580417'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2015/10/depreciacion-bienes-chile.html' title='Depreciación bienes Chile'/><author><name>Unknown</name><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-4459818857398284883.post-3635873222483752517</id><published>2015-08-28T15:15:00.001-03:00</published><updated>2015-08-28T15:15:28.179-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="economía"/><category scheme="http://www.blogger.com/atom/ns#" term="leyfácil"/><title type='text'>Pasar de la AFP al sistema antiguo</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Erase un a vez, un &amp;nbsp;país con un sistema de pensiones. Todo iba de maravillas, hasta que llega un día en donde a todo el mundo, menos a las fuerzas armadas, carabineros y detectives, debían cambiarse a un nuevo sistema de pensiones, en donde se ofrecía que al imponer ´por menos, tendría más dinero al fin de cada mes y seguiría con una pensión muy similar al sistema en el cual se encontraban las personas.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ante tanta maravilla, algunos decidieron por cuenta propia cambiarse, mientras que otros fueron &lt;strike&gt;obligados&lt;/strike&gt; llevados por la corriente.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
A ya unas décadas desde ese día, el sistema actual no cumple con lo que prometió en su momento y casi todos los habitantes de dicho país, se jubila con pensiones bajas y pésimas.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&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/AVvXsEhTWCVJUZwOc6iJMB1nzHLzC2W_8VkhncLyq7h1dSA_40ntsrYQt_WKPs6zNxtev8yXL4HuXLKzkjJQH_RElsJXCBHS-2w0uuvWhlSI_RL6KfSpp6Ov8c8Bqe85B-Q4NaaBjVU3zsHmEJQ/s1600/delorean-38103_1280.png&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;162&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTWCVJUZwOc6iJMB1nzHLzC2W_8VkhncLyq7h1dSA_40ntsrYQt_WKPs6zNxtev8yXL4HuXLKzkjJQH_RElsJXCBHS-2w0uuvWhlSI_RL6KfSpp6Ov8c8Bqe85B-Q4NaaBjVU3zsHmEJQ/s320/delorean-38103_1280.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span id=&quot;goog_1844165346&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1844165347&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lo anterior, sucedió en Chile. Pero a pesar de que no hay posibilidad de volver atrás para todos, hay algunos que sí pueden hacerlo. Para ello, sólo continúe leyendo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Cambio desde la AFP al antiguo sistema de pensiones.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Explica en qué circunstancias una persona tiene la posibilidad de cambiarse de la AFP al antiguo sistema de pensiones.&lt;br /&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;
Sólo pueden las personas que cumplan los siguientes requisitos:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;ul&gt;
&lt;li&gt;Haber cotizado en el sistema antiguo un mínimo de 12 cotizaciones (no se detalla si son seguidas) en los cinco años previos a la publicación del Decreto Ley N° 3.500, ocurrida el 18 de noviembre de 1980.&lt;/li&gt;
&lt;li&gt;Que no tengan derecho al Bono de Reconocimiento.&lt;/li&gt;
&lt;/ul&gt;
Ahora, hay unas personas, que son casos especiales. Para esos casos, se aplica lo siguiente:&lt;/div&gt;
&lt;div&gt;
&lt;ul&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;Cuando una persona tiene derecho al bono de reconocimiento, pero además tiene al menos una imposición pagada en el antiguo sistema después del 1 de julio de 1979 y hasta antes de cambiarse a una AFP. Debe además tener a lo menos 60 cotizaciones anteriores a julio de 1979.&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora, si cumplo con los requisitos, ¿qué debo hacer?&lt;/div&gt;
&lt;ul&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;En el Instituto de Previsión Soicial (IPS), ex INP. Ahí la persona puede pedir un certificado de los meses que trabajó en el sistema anterior.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.bcn.cl/leyfacil/recurso/cambio-desde-la-afp-al-antiguo-sistema-de-pensiones?utm_source=feedburner&amp;amp;utm_medium=email&amp;amp;utm_campaign=Feed%3A+bcn%2Flf+%28BCN+%3E+Ley+facil%29&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Más información, clic aquí.&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/3635873222483752517/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/3635873222483752517' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/3635873222483752517'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/3635873222483752517'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2015/08/pasar-de-la-afp-al-sistema-antiguo.html' title='Pasar de la AFP al sistema antiguo'/><author><name>Unknown</name><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/AVvXsEhTWCVJUZwOc6iJMB1nzHLzC2W_8VkhncLyq7h1dSA_40ntsrYQt_WKPs6zNxtev8yXL4HuXLKzkjJQH_RElsJXCBHS-2w0uuvWhlSI_RL6KfSpp6Ov8c8Bqe85B-Q4NaaBjVU3zsHmEJQ/s72-c/delorean-38103_1280.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-5245760869240283281</id><published>2015-02-10T20:02:00.002-03:00</published><updated>2015-02-10T20:02:29.475-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="autos"/><category scheme="http://www.blogger.com/atom/ns#" term="Información"/><title type='text'>Como saber si el neumático está en condiciones.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Una parte muy importante del vehículo y que muy pocos toman en cuenta. En el siguiente vídeo se explican cosas que pocos saben y que es muy importante que todos debemos conocer, en especial cuando llega el momento de cambiar los neumáticos viejos por los nuevos y así no nos engañen.&lt;/div&gt;
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&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;360&quot; src=&quot;https://www.youtube.com/embed/DTT88dGUjus&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;a href=&quot;https://drive.google.com/file/d/0B8pAXfox9FXMYW44a3RDTUNFRE9xV3ptdjRUM1pTX1V0OUVN/view?usp=sharing&quot; target=&quot;_blank&quot;&gt;CLIC aquí para descargar PPT con esta información.&lt;/a&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
La seguridad de todos parte por uno.</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/5245760869240283281/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/5245760869240283281' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5245760869240283281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/5245760869240283281'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2015/02/como-saber-si-el-neumatico-esta-en.html' title='Como saber si el neumático está en condiciones.'/><author><name>Unknown</name><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://img.youtube.com/vi/DTT88dGUjus/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4459818857398284883.post-4084897381730426792</id><published>2014-03-30T17:55:00.001-03:00</published><updated>2014-03-30T17:55:49.469-03:00</updated><title type='text'>Aquí Hay Algo Sobre Todas Las Mujeres Que Nadie Sabe Porqué Cambió, T...</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Cuando muchos se preguntan, ¿cual es la mujer ideal? ¿Por qué la respuesta va pegada a la imposición de la moda? ¿Cómo fue que esta sociedad en la que vivimos cambió tanto a las mujeres, con solo unos años de diferencia? Espero que este corto vídeo te deje pensando, porque… ¿Cuando dejaste de pensar que eres preciosa?&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;//www.youtube.com/embed/yGVVcFPQJRA&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;
A compartirlo...</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/4084897381730426792/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/4084897381730426792' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4084897381730426792'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/4084897381730426792'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2014/03/aqui-hay-algo-sobre-todas-las-mujeres.html' title='Aquí Hay Algo Sobre Todas Las Mujeres Que Nadie Sabe Porqué Cambió, T...'/><author><name>Unknown</name><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-4459818857398284883.post-73060971344117114</id><published>2014-03-21T14:58:00.002-03:00</published><updated>2014-03-21T14:58:26.011-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="you tube"/><title type='text'>¿Sabes Bart? ¡Snoopy vuelve y en forma de película!</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Des de hace un tiempo, las productoras están rescatando series y películas de la década de los 80&#39;s e inclusive todavía de los 70&#39;s. Ahora, si me preguntan si hay una serie que merece su vuelta en gloria y majestad, esa es, sin duda, por lo menos para mi, es la serie de &lt;i&gt;&lt;b&gt;Charlie Brown, Snoopy y toda la pandilla&lt;/b&gt;&lt;/i&gt;.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora, no soy el único, incluso habían rumores por la red de que algo debiera de salir por ahí, y ahora, el rumor es despejado, sólo miren el siguiente vídeo. &lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;//www.youtube.com/embed/N1FNL_iIp5c&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Anunciada desde el año pasado, se acaba de revelar el primer trailer de &lt;b&gt;Peanuts&lt;/b&gt;, película en CGI protagonizado por &lt;i&gt;&lt;b&gt;Charlie Brown, Snoopy y toda la pandilla&lt;/b&gt;&lt;/i&gt;. Este largometraje forma parte de la celebración por los 65 años del dibujante Charles Schulz, creador de los personajes.&lt;br /&gt;
La película cuenta con la dirección de &lt;i&gt;Steve Martino (La Era del Hielo 4)&lt;/i&gt;, y guión de &lt;i&gt;Craig Schulz, Bryan Schulz (Hijo y nieto de Charles, respectivamente)&lt;/i&gt; y &lt;i&gt;Cornelius Uliano&lt;/i&gt;. La producción es encargada por 20th Century Fox Animation en asociación con Blue Sky Studios (La Era del Hielo, Rio).&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Fuente: &lt;a href=&quot;http://youtu.be/N1FNL_iIp5c&quot; target=&quot;_blank&quot;&gt;Canal oficial de FOX en You Tube.&lt;/a&gt;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/73060971344117114/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/73060971344117114' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/73060971344117114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/73060971344117114'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2014/03/sabes-bart-snoopy-vuelve-y-en-forma-de.html' title='¿Sabes Bart? ¡Snoopy vuelve y en forma de película!'/><author><name>Unknown</name><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-4459818857398284883.post-7335115158172811155</id><published>2014-03-17T08:00:00.000-03:00</published><updated>2014-03-17T08:00:07.779-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="cultura"/><category scheme="http://www.blogger.com/atom/ns#" term="Información"/><title type='text'>Manifiesto Ágil, Agilidad.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
A la hora de llevar una planificación, sea cual sea, siempre se considera que el siguiente paso no puede realizarse mientras que el anterior no esté completamente finalizado. Esto es válido siempre que vivamos en un mundo estático (es decir, que el cambio no exista), pero como vivimos en un mundo muy dinámico y cada vez más activo y conectado, se hace necesario poder dar respuestas y soluciones a los problemas o escollos que surgen cuando un proceso es llevado adelante. Por ejemplo, la construcción de una casa es planificado y paso a paso, pero en otras cosas en la vida, lo que se planificó en un comienzo, termina siendo otra cosa.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En el mundo de la creación de software, la metodología o planificación rígida no permite que el software satisfaga el 100% de lo que el cliente o usuario quieren, por lo cual se creó el &quot;Manifiesto Ágil&quot;, que permite crear el software en menor tiempo, con menores recursos y satisfaciendo el 100% de las necesidades del cliente.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Por sino te queda claro aún este &quot;Manifiesto Ágil&quot;, te dejo con un video en el cual se explica qué es y como funciona.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; src=&quot;//www.youtube.com/embed/ZMFaUvJTW-4&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora la pregunta es... ¿Es posible esto aplicarlo en la vida diaria o en otras áreas que no sea en la creación de software? La respuesta es SÍ, pero obviamente con las modificaciones que permitan lograr el objetivo final. Total, nada está escrito en piedra y el que no se atreve, innova o evoluciona, no crece.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/7335115158172811155/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/7335115158172811155' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/7335115158172811155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/7335115158172811155'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2014/03/manifiesto-agil-agilidad.html' title='Manifiesto Ágil, Agilidad.'/><author><name>Unknown</name><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-4459818857398284883.post-1374124356633001728</id><published>2014-03-13T12:49:00.003-03:00</published><updated>2015-06-22T11:23:29.004-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="consumidor"/><category scheme="http://www.blogger.com/atom/ns#" term="Información"/><category scheme="http://www.blogger.com/atom/ns#" term="links"/><category scheme="http://www.blogger.com/atom/ns#" term="permiso de circulación"/><category scheme="http://www.blogger.com/atom/ns#" term="precios"/><category scheme="http://www.blogger.com/atom/ns#" term="SOAP"/><category scheme="http://www.blogger.com/atom/ns#" term="tránsito"/><category scheme="http://www.blogger.com/atom/ns#" term="utilidad pública"/><title type='text'>Permiso de circulación, pasos para comprar el permiso y cotizar el SOAP.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;El otro día, un amigo me preguntó cómo se hace todo el trámite de la &lt;i&gt;&lt;b&gt;compra del permiso de circulación para este 2014 por Internet&lt;/b&gt;&lt;/i&gt;, como también, el conocer los valores del permiso como del SOAP y saber si hay multas impagos o no.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.elconcecuente.cl/sites/elconcecuente.cl/files/imagecache/380x285/imagen_noticia/permiso_de_circulacion_concepcion_pago_en_linea.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.elconcecuente.cl/sites/elconcecuente.cl/files/imagecache/380x285/imagen_noticia/permiso_de_circulacion_concepcion_pago_en_linea.jpg&quot; height=&quot;285&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;Así que aquí les dejo un listado de pasos de cómo proceder para realizar este trámite.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;1) Revisar que el vehículo registra multas impagos, y para ello sólo se debe de ir al siguiente sitio en internet &lt;a href=&quot;http://consultamultas.srcei.cl/ConsultaMultas/consultaMultasExterna.do&quot;&gt;http://consultamultas.srcei.cl/ConsultaMultas/consultaMultasExterna.do&lt;/a&gt; Si existen multas impagos, primero resolver este asunto y luego seguir con el siguiente paso.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;br /&gt;2)
 Comprar el seguro obligatorio (SOAP). Para cotizar el valor del seguro 
obligatorio (SOAP), y comprarlo si se quiere, puede ser en alguno de los siguientes sitios...&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;a href=&quot;http://www.comparaonline.cl/seguro-automotriz?gclid=CJuc5Jbmj70CFeMSOgodLVsAvg&quot;&gt;http://www.comparaonline.cl/&lt;/a&gt;&amp;nbsp;(aquí informan algunas promociones que tiene ciertos SOAP si son comprados por internet)&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;a href=&quot;http://www.permisodecirculacion.cl/&quot;&gt;http://www.permisodecirculacion.cl/&lt;/a&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;a href=&quot;http://www.svs.cl/mascerca/601/w3-article-1251.html&quot;&gt;http://www.svs.cl/mascerca/601/w3-article-1251.html&lt;/a&gt;&amp;nbsp; Ahí se descarga un archivo Excel que muestra los valores.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Cuando
 se realiza la compra, se genera un documento (en PDF) que se debe 
guardar para luego imprimirlo y llevarlo junto con los otros documentos del vehículo.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;3) Ya 
comprado el SOAP, se está en condiciones de comprar el permiso de 
circulación año 2014. Ahora, para saber el valor a pagar, sólo deben de 
ingresar a uno de los siguientes sitios...&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;a href=&quot;http://www.permisodecirculacion.cl/&quot;&gt;http://www.permisodecirculacion.cl/&lt;/a&gt;&amp;nbsp; y seguir las instrucciones que aparecen en la pantalla. &lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;a href=&quot;https://www.sii.cl/avalu/tv/tv_liv_inp2014.htm&quot;&gt;https://www.sii.cl/avalu/tv/tv_liv_inp2014.htm&lt;/a&gt; y seguir las instrucciones que aparecen en la pantalla.&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Una
 vez conocido el valor a pagar, se debe de ir al sitio web de la 
municipalidad correspondiente, en donde deberán de publicitar la compra 
del permiso. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Ahora, acceder a la respectiva plataforma de cada municipio haya habilitado e ingresar los 
datos que se solicitan.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Luego, solo el sistema rescatará los datos de la
 revisión técnica del vehículo y del SOAP, por lo cual solamente hay que
 corroborar que la información que se visualiza en la pantalla sean los 
correctos. Luego se procede al pago correspondiente y finalmente, el 
sitio entregará el documento (en formato PDF) del permiso de circulación
 2014, que tiene la misma vigencia que el comprado en los puntos 
habilitados, ya que cuenta con firma electrónica, sistema que permite verificar su autenticidad.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;T&lt;/span&gt;odo este trámite no debiera de demorar más de 10 minutos&lt;/b&gt; y desde la comodidad de la casa u oficina y sin hacer colas inmensas. Recomiendo que este trámite se realice en horas de la noche, en donde, curiosamente, el sistema funciona más rápido que en el día.&lt;/div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.mlonquimay.cl/img/tit/pag_42_100518120541.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://www.mlonquimay.cl/img/tit/pag_42_100518120541.JPG&quot; height=&quot;188&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;b&gt;OBSERVACIÓN: Desde el 2010, aproximadamente, el proceso o pasos para la compra del permiso de circulación vía Internet, no se han alterado, no así los sitios web.&lt;/b&gt;&lt;/span&gt;&lt;i&gt;&lt;b&gt;&lt;/b&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/1374124356633001728/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/1374124356633001728' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/1374124356633001728'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/1374124356633001728'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2014/03/permiso-de-circulacion-pasos-para.html' title='Permiso de circulación, pasos para comprar el permiso y cotizar el SOAP.'/><author><name>Unknown</name><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-4459818857398284883.post-2693375340417344188</id><published>2014-02-16T20:34:00.000-03:00</published><updated>2014-02-16T20:34:00.521-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="comentario"/><category scheme="http://www.blogger.com/atom/ns#" term="humor"/><category scheme="http://www.blogger.com/atom/ns#" term="you tube"/><title type='text'>Las primera impresión.</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin duda, todos, o casi todos, concuerdan que la primera impresión es la que marca gran parte la forma en que se puede desarrollar una relación, sea esta amorosa, laboral o de amistad.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;315&quot; src=&quot;//www.youtube.com/embed/gy4xfGSByXo&quot; width=&quot;560&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Pero más allá de que si el chicle genera esa impresión o imagen de la persona, ello no es suficiente, ya que la verdadera receta para tener éxito en la vida es...&lt;/div&gt;
&amp;nbsp; &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://fbcdn-sphotos-f-a.akamaihd.net/hphotos-ak-ash3/t1/q71/s720x720/1560401_796837943675182_1029826913_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://fbcdn-sphotos-f-a.akamaihd.net/hphotos-ak-ash3/t1/q71/s720x720/1560401_796837943675182_1029826913_n.jpg&quot; width=&quot;296&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Así que ya lo saben, si mezclan chicle con la &quot;receta del éxito&quot;, no debiese de haber nada imposible en la vida, salvo que nuestra contra parte odie el chicle.</content><link rel='replies' type='application/atom+xml' href='http://saltapallado.blogspot.com/feeds/2693375340417344188/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/4459818857398284883/2693375340417344188' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/2693375340417344188'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4459818857398284883/posts/default/2693375340417344188'/><link rel='alternate' type='text/html' href='http://saltapallado.blogspot.com/2014/02/las-primera-impresion.html' title='Las primera impresión.'/><author><name>Unknown</name><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></feed>