<?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-4371640849626319392</id><updated>2024-09-11T19:37:04.001-07:00</updated><category term="3d"/><category term="Graficador"/><category term="binario"/><category term="computacion"/><category term="convertir"/><category term="funciones"/><category term="geogebra"/><category term="java"/><category term="lenguaje"/><category term="perl"/><category term="php"/><category term="polinomiales"/><category term="programa"/><category term="programacion"/><category term="sistema"/><category term="winplot"/><title type='text'>Ing. en computacion</title><subtitle type='html'>En esta pagina podras aportar cualquier articulo de interes respecto a la carrera de Ing. en Computacion, de igual manera podras leer noticias relevantes o compartir archivos utiles con toda la comunidad.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://ingcompcucosta.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://ingcompcucosta.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Mianro10</name><uri>http://www.blogger.com/profile/11601933894233869024</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhena6YWOtup7SQbj3de0rmYI108UZpXSxcLFFdnHo80_UlTa7Ch7rI3z_n_K1vREFwaF4l3ZvJM9gT4WkqLJqIrNfyRHCeFItbibto7N4uNJJc99mofslhen5_bQ8utQ/s220/1923916_1090035521026828_5648962352914508445_n.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>5</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-4371640849626319392.post-2177270250337505760</id><published>2011-10-24T09:02:00.000-07:00</published><updated>2011-10-24T09:03:54.163-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="funciones"/><category scheme="http://www.blogger.com/atom/ns#" term="polinomiales"/><category scheme="http://www.blogger.com/atom/ns#" term="programa"/><category scheme="http://www.blogger.com/atom/ns#" term="winplot"/><title type='text'>Funciones Polinomiales</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;Aqui les dejo un programa para graficas polinomiales, su nombre es Winplot.&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Nota: Para representar por ejemplo (tres equis a la cinco) en el programa debes poner 3xxxxx (debes poner 1 x por cada exponente al que se esta elevando.)&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;el enlace esta aqui...&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://www.4shared.com/file/2tHGrrTh/wp32z.html&quot;&gt;http://www.4shared.com/file/2tHGrrTh/wp32z.html&lt;/a&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;Espero les sea de ayuda...&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://ingcompcucosta.blogspot.com/feeds/2177270250337505760/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/funciones-polinomiales.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/2177270250337505760'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/2177270250337505760'/><link rel='alternate' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/funciones-polinomiales.html' title='Funciones Polinomiales'/><author><name>Mianro10</name><uri>http://www.blogger.com/profile/11601933894233869024</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhena6YWOtup7SQbj3de0rmYI108UZpXSxcLFFdnHo80_UlTa7Ch7rI3z_n_K1vREFwaF4l3ZvJM9gT4WkqLJqIrNfyRHCeFItbibto7N4uNJJc99mofslhen5_bQ8utQ/s220/1923916_1090035521026828_5648962352914508445_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4371640849626319392.post-7435123791543772604</id><published>2011-10-17T12:35:00.000-07:00</published><updated>2011-10-17T12:36:04.094-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="java"/><category scheme="http://www.blogger.com/atom/ns#" term="lenguaje"/><category scheme="http://www.blogger.com/atom/ns#" term="perl"/><category scheme="http://www.blogger.com/atom/ns#" term="php"/><category scheme="http://www.blogger.com/atom/ns#" term="programacion"/><title type='text'>Pack de Programacion</title><content type='html'>Aqui les dejo un enlace donde pueden descargar un pack de programacion de varios tipos de lenguaje, viene introduccion a ellos, como se usan y en que plataformas.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;Ojala les sea de ayuda (quizas basica) pero de algo se empieza..&lt;br /&gt;
&lt;br /&gt;
(da click en el nombre del articulo para ir al enlace...)</content><link rel='replies' type='application/atom+xml' href='http://ingcompcucosta.blogspot.com/feeds/7435123791543772604/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/pack-de-programacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/7435123791543772604'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/7435123791543772604'/><link rel='alternate' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/pack-de-programacion.html' title='Pack de Programacion'/><author><name>Mianro10</name><uri>http://www.blogger.com/profile/11601933894233869024</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhena6YWOtup7SQbj3de0rmYI108UZpXSxcLFFdnHo80_UlTa7Ch7rI3z_n_K1vREFwaF4l3ZvJM9gT4WkqLJqIrNfyRHCeFItbibto7N4uNJJc99mofslhen5_bQ8utQ/s220/1923916_1090035521026828_5648962352914508445_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4371640849626319392.post-6992771156794558094</id><published>2011-10-02T20:00:00.000-07:00</published><updated>2011-10-02T20:13:25.987-07:00</updated><title type='text'>Ubuntu 11.04</title><content type='html'>El tema de software libre es muy sonado por todos nosotros, en el salòn a cada rato se hablaba y bla bla bla pero nadie contaba una experiencia definida, que lastima pues esto es un tema para hablar por horas.&lt;br /&gt;Bueno a lo que vou es que a partir del 27 de abril de este año la nueva versiòn del Ubuntu 11.04  a estado dando vueltas en la red, pero ¿alguno de ustdes la ha utilizado? personalmente yo si y no me arrepiento. Lamentablemente  no todo lo que brilla es oro y encontramos detalles como la compatibilidad pues el ùnico error que tuve fue el WI-FI en mi lap. Investigando la compatibilidad con las tarjetas WI-FI  broadcom en mi dell inspiron e1505 ha sido pfff...nula. En mi busqueda por la solucionadora continental taringa (JA!) encontre el paquete de soluciòn para la compatibilidad el b-43 buscandolo en software de ubuntu.&lt;br /&gt;De ahì en fuera el sistema es estable, pero juzguen ustedes mismos gallada,  aquì les dejo el link para la descarga desde la pàgina oficial y si no saben instalarlo...salganse de la carrera por dios! jajajaja&lt;br /&gt;&lt;br /&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;De rato&lt;br /&gt;&lt;br /&gt;http://www.ubuntu.com/download/ubuntu/download</content><link rel='replies' type='application/atom+xml' href='http://ingcompcucosta.blogspot.com/feeds/6992771156794558094/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/ubuntu-1104.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/6992771156794558094'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/6992771156794558094'/><link rel='alternate' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/ubuntu-1104.html' title='Ubuntu 11.04'/><author><name>Pelu_Ska</name><uri>http://www.blogger.com/profile/17060847064581714807</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfDVtzRbm8gPAk9vJpYFdHDDr9Gm1oWvlaXcoycSRwLFEUWvAsEkqTZLouAk-sfs0j93RIrgEJreH53acv3iHcb72HcD3o86B-xkC9wDunnJRExm1gPCmGBxG1DKV7SQ/s220/sigpic88705_4.gif.png'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4371640849626319392.post-7966832521110858435</id><published>2011-10-02T11:35:00.000-07:00</published><updated>2011-10-02T11:35:37.775-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3d"/><category scheme="http://www.blogger.com/atom/ns#" term="geogebra"/><category scheme="http://www.blogger.com/atom/ns#" term="Graficador"/><title type='text'>Aplicacion para graficar en 3D muy util</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;color: orange; font-size: large;&quot;&gt;Hola a todos en la comunidad les dejo el enlace para descargar la aplicacion.&lt;/span&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;a href=&quot;http://www.4shared.com/file/o7BoXJvW/geogebra-3d-beta.html?&quot;&gt;http://www.4shared.com/file/o7BoXJvW/geogebra-3d-beta.html?&lt;/a&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;Es muy util en materias como Algebra Lineal para que entiendan como es que queda el punto en 3D,&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;Su uso es sencillo solo ponen entre parentesis los valores y automaticamente la grafica, en el menu de la cabecera pueden seleccionar la opcion de 3d...&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;Salu2</content><link rel='replies' type='application/atom+xml' href='http://ingcompcucosta.blogspot.com/feeds/7966832521110858435/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/aplicacion-para-graficar-en-3d-muy-util.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/7966832521110858435'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/7966832521110858435'/><link rel='alternate' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/aplicacion-para-graficar-en-3d-muy-util.html' title='Aplicacion para graficar en 3D muy util'/><author><name>Mianro10</name><uri>http://www.blogger.com/profile/11601933894233869024</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhena6YWOtup7SQbj3de0rmYI108UZpXSxcLFFdnHo80_UlTa7Ch7rI3z_n_K1vREFwaF4l3ZvJM9gT4WkqLJqIrNfyRHCeFItbibto7N4uNJJc99mofslhen5_bQ8utQ/s220/1923916_1090035521026828_5648962352914508445_n.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-4371640849626319392.post-8580775983444810523</id><published>2011-10-02T11:05:00.000-07:00</published><updated>2011-10-02T11:05:21.306-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="binario"/><category scheme="http://www.blogger.com/atom/ns#" term="computacion"/><category scheme="http://www.blogger.com/atom/ns#" term="convertir"/><category scheme="http://www.blogger.com/atom/ns#" term="sistema"/><title type='text'>Pagina donde puedes convertir cualquier conversacion en sistema binario...</title><content type='html'>en este enlace puedes pasar cualquier escrito a numero&amp;nbsp;binario:&lt;br /&gt;
&lt;a href=&quot;http://www.convertbinary.com/&quot;&gt;http://www.convertbinary.com/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
01010011 01101001 00100000 01101100 01101111 00100000 01100100 01100101 01100011 01101111 01100100 01101001 01100110 01101001 01100011 01100001 01110011 01110100 01100101 00100000 01100101 01101110 01110100 01101111 01101110 01100011 01100101 01110011 00100000 01100101 01101110 01110100 01110010 01100001 01110011 01110100 01100101 00101110 00101110 00101110</content><link rel='replies' type='application/atom+xml' href='http://ingcompcucosta.blogspot.com/feeds/8580775983444810523/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/pagina-donde-puedes-convertir-cualquier.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/8580775983444810523'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/4371640849626319392/posts/default/8580775983444810523'/><link rel='alternate' type='text/html' href='http://ingcompcucosta.blogspot.com/2011/10/pagina-donde-puedes-convertir-cualquier.html' title='Pagina donde puedes convertir cualquier conversacion en sistema binario...'/><author><name>Mianro10</name><uri>http://www.blogger.com/profile/11601933894233869024</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhena6YWOtup7SQbj3de0rmYI108UZpXSxcLFFdnHo80_UlTa7Ch7rI3z_n_K1vREFwaF4l3ZvJM9gT4WkqLJqIrNfyRHCeFItbibto7N4uNJJc99mofslhen5_bQ8utQ/s220/1923916_1090035521026828_5648962352914508445_n.jpg'/></author><thr:total>0</thr:total></entry></feed>