<?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-32715821</id><updated>2026-09-11T09:38:07.673+02:00</updated><title type='text'>No es tan complicado como parece</title><subtitle type='html'>Circuitos electrónicos, Electricidad, C++, Ensamblador, Diseño y fabricación. Alarma GSM. Móviles. Mis recuerdos de configurar FactuSol</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>64</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-32715821.post-3794462435053013683</id><published>2024-02-16T21:57:00.001+01:00</published><updated>2024-02-16T21:57:39.219+01:00</updated><title type='text'></title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;FACTUSOL: como instalar actualizacion sin chafar la anterior&lt;/span&gt;&lt;br /&gt;
Llegada la instalación del programa 2016 de Factusol llegan las típicas preguntas o problemas. &lt;u&gt;&lt;i&gt;&lt;b&gt;Al instalar la nueva versión no nos deja funcionar con la anterior&lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&lt;br /&gt;
La solución es muy sencilla. Por defecto la instalación está en&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Archivos de programa/Factuso 2000&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSWCvuhnZTBT8xUm4DYFF2obH3SANnZhB0OmcZ8BYHatuYQEB4VBZA92k1R6y3Aq-19b3CkzQEG3mzQHDSyoH1Zo_MuHqZjqsOeiBc1la2RGxo2COU6meqw9T39boAnCxMYvgG/s1600/excell7.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;142&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSWCvuhnZTBT8xUm4DYFF2obH3SANnZhB0OmcZ8BYHatuYQEB4VBZA92k1R6y3Aq-19b3CkzQEG3mzQHDSyoH1Zo_MuHqZjqsOeiBc1la2RGxo2COU6meqw9T39boAnCxMYvgG/s400/excell7.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Se le quita un cero o le cambiamos el nombre. Así que quedaría la carpeta con el nombre &quot;Factuso 200&quot;. El acceso directo que tengamos en el escritorio también hay que modificarlo. Lo seleccionamos y le cambiamos el nombre. En este caso le he puesto al final una barra baja. Después le damos al boton dercho y clic boton dercho/propiedades&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE5ngDzNswGvLKN3wKDf9a5qgbunWzk87wnxMXB0jbb70awKchRGi4AcS6GeEzTwbBwwhbRVQGa03viD2Uc1DJiUbJAtmmo5k8Lm99Ue13WKfrmKsMNGdbwWTpD6vD2lcgTQU6/s1600/excell8.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE5ngDzNswGvLKN3wKDf9a5qgbunWzk87wnxMXB0jbb70awKchRGi4AcS6GeEzTwbBwwhbRVQGa03viD2Uc1DJiUbJAtmmo5k8Lm99Ue13WKfrmKsMNGdbwWTpD6vD2lcgTQU6/s320/excell8.jpg&quot; width=&quot;221&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Se modifica quitando el cero también. De esa forma se obtiene un enlace directo a la modificación realizada.&lt;br /&gt;
Ahora ya podemos instalaar la nueva versión. Esta será instalada en&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Archivos de programa / Factusol 2000&lt;/b&gt;&lt;/div&gt;
Sin modificar la instalación anterior. Si cambiamos la instalación que viene por defecto la podemos llevar a donde queramos. En este caso, la versión 2016 la he llevado directamente a C:&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1njLM2yk-GvExUUetzgI7wvhaRidU0rFWN7b1ONT6PT4b_w-dQxaqWiJViniPI7ucd2-PxGwR5ehkLWjxDRNxXytAsolrWBXcBtPFnqjSezInHeUg04qce4amrkKX4wwR8ixc/s1600/excell9.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;108&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1njLM2yk-GvExUUetzgI7wvhaRidU0rFWN7b1ONT6PT4b_w-dQxaqWiJViniPI7ucd2-PxGwR5ehkLWjxDRNxXytAsolrWBXcBtPFnqjSezInHeUg04qce4amrkKX4wwR8ixc/s320/excell9.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
La instale por defecto o dende queramos no chafa la versión anterio. Por tanto en el escritorio nos aparecen dos accesos directos. En este caso: Factusol y Factuso_&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrdES_NcKNvZWGAE7oqgAsaLmqRhhsVwb_XTM2xHKpt8ov7xxmlLLFCinpKIajMUWPwiwgpdQIoEvD7SFQx6QwXRV-GyWVaE-kD3gTgOvzZCsErZKGbOX3PUgwKsBKxkoL2Opz/s1600/excell10.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;157&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrdES_NcKNvZWGAE7oqgAsaLmqRhhsVwb_XTM2xHKpt8ov7xxmlLLFCinpKIajMUWPwiwgpdQIoEvD7SFQx6QwXRV-GyWVaE-kD3gTgOvzZCsErZKGbOX3PUgwKsBKxkoL2Opz/s320/excell10.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
y los dos son operativos al mismo tiempo.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2DzMejSZWNWYl0VRhZOjwfZ5rNFcdPT-RK5YeEUyou-hSO52k_tU_p1v9fukL5e2NF-avBtkO_4DsIwq9qtgADnansRtD5flW7Ydj1Qnb_5-NjMVX9RdGqI5kyLo0u-Z4Fjxh/s1600/excell11.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;502&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2DzMejSZWNWYl0VRhZOjwfZ5rNFcdPT-RK5YeEUyou-hSO52k_tU_p1v9fukL5e2NF-avBtkO_4DsIwq9qtgADnansRtD5flW7Ydj1Qnb_5-NjMVX9RdGqI5kyLo0u-Z4Fjxh/s640/excell11.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
El vocado de la base de datos lo realicé con el programita que pasaba la del 2015 a 2015 EV. No lo pasa todo. Claro está. Si este finde tengo tiempo libre se realiza el programa para que no haya que pagar. &lt;b&gt;No a los de Factusol. A LOS GILIPOLLAS QUE SE APROVECHAN DE MI IDEA Y ENCIMA COBRAN.&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;ENVIAME UN CORREO A: &lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;CON LO QUE QUIERES ACTUALIZAR Y NO TE CUESTA UN CENTIMO&lt;/b&gt;&lt;/div&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/6498794945118540541/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2016/01/factusol-como-instalar-actualizacion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/6498794945118540541'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/6498794945118540541'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2016/01/factusol-como-instalar-actualizacion.html' title='FACTUSOL: como instalar actualizacion sin chafar la anterior'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSWCvuhnZTBT8xUm4DYFF2obH3SANnZhB0OmcZ8BYHatuYQEB4VBZA92k1R6y3Aq-19b3CkzQEG3mzQHDSyoH1Zo_MuHqZjqsOeiBc1la2RGxo2COU6meqw9T39boAnCxMYvgG/s72-c/excell7.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-2825323805790494059</id><published>2015-09-11T10:25:00.003+02:00</published><updated>2024-02-16T21:58:20.550+01:00</updated><title type='text'>Medir y construir resistencias de valores muy pequeños (inferiores a 1 ohmio)</title><content type='html'>&lt;h2&gt;
Medir resistencias de valores inferiores a 1 Ohmio&lt;/h2&gt;
&lt;h2&gt;
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Al medir una resistencia de valor pequeño nos damos cuenta de la dificultad que presenta. Tan solo con la presión de las puntas del tester varía la resistencia.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
La solución es muy sencilla. Lo primero es disponer de una fuente de alimentación regulable tanto en tensión como en intensidad.&lt;/div&gt;
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¿Para qué sirve el regulador de intensidad? No hay nada como una explicación.&lt;/div&gt;
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Lo primero es cortocircuitar la fuente de alimentación. Una vez cortocircuitada vamos reduciendo la intensidad máxima hasta llegar a un amperio (1A). La tensión es indiferente (siempre la tengo a cinco voltios).&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-USabEJIOHoyrSgBzjpkJEwQ7vLJfsIRBhteAaUuvfxlTODh1HrXD3NYPYn6xKD5TohDO6G9-jPm6FmrbCgcC9S7PJaB-KNsnFw76bhNSMQxE6_fvge7R8yIwFsyD0rOnQIqM/s1600/Fuente.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;228&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-USabEJIOHoyrSgBzjpkJEwQ7vLJfsIRBhteAaUuvfxlTODh1HrXD3NYPYn6xKD5TohDO6G9-jPm6FmrbCgcC9S7PJaB-KNsnFw76bhNSMQxE6_fvge7R8yIwFsyD0rOnQIqM/s320/Fuente.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Al reducir la intensidad máxima nos ofrece la resistencia que opone todo el circuito interno y los cables que se usan en la fuente aplicando la Ley de Ohm, ya que ha ido reduciéndose automaticamente la tensión.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidzfNZjuc4MNGD33SiicOmq0OT298Q39D6d1fVkQBBm7HxRvVTaY36NuVDuc_lBmx1yDv6Az6E3zFO7twhySWBX4BKWmdVjBDPffyjuYR8kN99CSuDhjh8PdagVOnDRWLChMPW/s1600/f1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;66&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidzfNZjuc4MNGD33SiicOmq0OT298Q39D6d1fVkQBBm7HxRvVTaY36NuVDuc_lBmx1yDv6Az6E3zFO7twhySWBX4BKWmdVjBDPffyjuYR8kN99CSuDhjh8PdagVOnDRWLChMPW/s320/f1.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora solo queda aplicar la alimentación a una resistencia y medir la caída de tensión existente en ella. Con la caída de tensión no tenemos el problema de apretar más o menos los terminales. Es despreciable aunque interesa apretar bien.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Lo mejor es verlo con un caso práctico:&lt;/div&gt;
&lt;h2&gt;
La construcción de una resistencia de bajo valor&lt;/h2&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El caso práctico que se pretende es limitar la intensidad de unos diodos led. Su consumo máximo es de 2 A a una tensión máxima de 10 Voltios. Se pretende limitar con un LM317T. La configuración de este estabilizador de tensión para limitar la intensidad es:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Aqd007v7Vvy6m8_MFf6qihwUp35z8c6LcSuGyPZt6zEhGHoCgSCEgw4W3BliKaV0KKi_MKyfjc11FCBKiML7pCNPkckVYaJaVOtKfFnq1wiOPCJNZY4jylE3At78Hfz_1F_1/s1600/f2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;116&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Aqd007v7Vvy6m8_MFf6qihwUp35z8c6LcSuGyPZt6zEhGHoCgSCEgw4W3BliKaV0KKi_MKyfjc11FCBKiML7pCNPkckVYaJaVOtKfFnq1wiOPCJNZY4jylE3At78Hfz_1F_1/s320/f2.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Con el datasheet del LM317T Indica que la caída de tensión entre la patilla de ajuste y la salida es de 1,25 voltios. Por tanto la resistencia necesaria es:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW5FVJq9RJ0qspTHeCa0yHJ4TdO8_7R7SmfB1ytV2IMoTEj8DMujuXlrMrDvRzXJWOtJDLmT0pVdDDWXoWH7_B9Tk7eWXjyZPXsybg0QvGehS32sIFdTzVBD6ZAZHguVy_rZJ8/s1600/f3.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;56&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgW5FVJq9RJ0qspTHeCa0yHJ4TdO8_7R7SmfB1ytV2IMoTEj8DMujuXlrMrDvRzXJWOtJDLmT0pVdDDWXoWH7_B9Tk7eWXjyZPXsybg0QvGehS32sIFdTzVBD6ZAZHguVy_rZJ8/s320/f3.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
¿Donde encontramos un&amp;nbsp; valor que se aproxime y económico? En algún rincón del taller seguramente (Todo depende del orden que se tenga)&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Buscando encontré un trocito de alambre y unas regletas de empalme de luz. y se le retira el aislamiento a dos.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0kCfGt6FjvLzARel-HhCRLN5WJuk9Qhv2OAjVuNkN7GfNFtOKcsstqZivBZfiTDGNNyUgxqqOMHHZyirQiAyCAu8ggmZjkhC0xFhDGA5UM3i6A0DhdDaIJNniak4illUkHt3M/s1600/f4.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0kCfGt6FjvLzARel-HhCRLN5WJuk9Qhv2OAjVuNkN7GfNFtOKcsstqZivBZfiTDGNNyUgxqqOMHHZyirQiAyCAu8ggmZjkhC0xFhDGA5UM3i6A0DhdDaIJNniak4illUkHt3M/s320/f4.JPG&quot; width=&quot;260&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Se sueldan los dos conectores a una placa taladrada y se atornilla fuertemente una punta del alambre a una de ellas. La otra punta se mete por el otro conector. Se aprieta bien el otro extremo y se aplica tensión.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgTn4SYQKhqew8GstFhtcJatbn38zqv6R3pyf3OCeTPjoreds41YArWqOCBQ7RH2Lr5xKC4MMn2vvyCjqeJOAtUju5x_ZHpvhLR1z0TyCfsNdocDxrrPeAPwXyllMt1CFIGfvZ/s1600/f5.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;185&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgTn4SYQKhqew8GstFhtcJatbn38zqv6R3pyf3OCeTPjoreds41YArWqOCBQ7RH2Lr5xKC4MMn2vvyCjqeJOAtUju5x_ZHpvhLR1z0TyCfsNdocDxrrPeAPwXyllMt1CFIGfvZ/s320/f5.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora solo queda ir ajustando. Si el valor es más elevado se tira afloja y se tira del alambre reduciendo la Resistenica. Si el valor es inferior al deseado se va alargando la curva de la resistencia. El valor que nos indica el tester se corresponde con el valor de la resistencia. Cada vez que se ajusta hay que apretar bien el tornillo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Una vez ajustada la resistencia se corta al placa y queda más o menos así&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjseYA4lsZuPclxNT3gEJXT5SS8umlLMvc94a9aVW8nXBFoiEunmsqhwhR29SYlh_dOljF1vTiBhrhVi9F7N4zmz6VHZShjCXOUkv1x4psW0h8DE_gcmSRb9itT17PXuCNkVuJP/s1600/f6.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;209&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjseYA4lsZuPclxNT3gEJXT5SS8umlLMvc94a9aVW8nXBFoiEunmsqhwhR29SYlh_dOljF1vTiBhrhVi9F7N4zmz6VHZShjCXOUkv1x4psW0h8DE_gcmSRb9itT17PXuCNkVuJP/s320/f6.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Si se están realizando pruebas no es necesario cortar el sobrante (la parte larga). Así sirve para más cálculos. Para recoger la resistencia no hay nada como una broca.&amp;nbsp;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga5aRvJTxg8Z6b2uGd6YR6kjoQNmmsh2qfVQ3CVAQ4s04QjGZyl8gPLfx_q6p7NbvfSdHQISNef7B-1y3oJLiFxOHghs5b2QdOu2oWJm65U5bpCswob3GN6tWvUTrcBt7PwZRu/s1600/7.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga5aRvJTxg8Z6b2uGd6YR6kjoQNmmsh2qfVQ3CVAQ4s04QjGZyl8gPLfx_q6p7NbvfSdHQISNef7B-1y3oJLiFxOHghs5b2QdOu2oWJm65U5bpCswob3GN6tWvUTrcBt7PwZRu/s1600/7.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sin soltar la resistencia que hemos creado vamos enrollando el hilo a la broca. Es muy importante no variar la longitud ni la presión de los dos tornillos que sujetan la Resistencia. Los dos de abajo se usan para la conexión al circuito. El resultado es:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0F1zoZjZ9JLZmSlT6mYiuSl4Ei4zAOaic4JWCop8rwYDUOYGcJ1XIa5i6iJli72sWEv9oRiXpSHENBsajQKSYKz1LI_hmh5xJtwWERiHcsxWd-SlK1Qr-MFDQBQSzYBslxXOo/s1600/8.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0F1zoZjZ9JLZmSlT6mYiuSl4Ei4zAOaic4JWCop8rwYDUOYGcJ1XIa5i6iJli72sWEv9oRiXpSHENBsajQKSYKz1LI_hmh5xJtwWERiHcsxWd-SlK1Qr-MFDQBQSzYBslxXOo/s1600/8.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
El resultado es una resistencia de gran potencia del valor deseado sin tener que combinar varias. &lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/2825323805790494059/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/09/medir-y-construir-resistencias-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/2825323805790494059'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/2825323805790494059'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/09/medir-y-construir-resistencias-de.html' title='Medir y construir resistencias de valores muy pequeños (inferiores a 1 ohmio)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-USabEJIOHoyrSgBzjpkJEwQ7vLJfsIRBhteAaUuvfxlTODh1HrXD3NYPYn6xKD5TohDO6G9-jPm6FmrbCgcC9S7PJaB-KNsnFw76bhNSMQxE6_fvge7R8yIwFsyD0rOnQIqM/s72-c/Fuente.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-6030744467473558693</id><published>2015-09-04T17:55:00.001+02:00</published><updated>2024-02-16T22:00:13.517+01:00</updated><title type='text'>Códigos Postales en una tabla excel y acces.</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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La tabla acces se puede pegar directamente (copia de seguridad primero) en la base General de Datos.&lt;/div&gt;
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Chafa la tabla F_POS. de la base de datos General.&lt;/div&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/6030744467473558693/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/09/codigos-postales-en-una-tabla-excel-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/6030744467473558693'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/6030744467473558693'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/09/codigos-postales-en-una-tabla-excel-y.html' title='Códigos Postales en una tabla excel y acces.'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-1938536471505066744</id><published>2015-07-19T11:13:00.001+02:00</published><updated>2024-02-16T22:00:40.648+01:00</updated><title type='text'>Alarma GSM con USB programable (5a)</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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Alarma GSM con USB programable (5a)&lt;/h2&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
Arrancar el Terminal GSM&lt;/h3&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Para conectarnos al móvil, y ya que tiene un montón de problemas la conexión serie que comenté en un post anterior, realizamos una ampliación del circuito que ya se presentó en la Alarma Gsm. Consta de un terminal para la conexión estandar de módulos gsm y otro que se abilitó en la última versión para poder encender el móvil. Podría usarse el RA4 que es una salida a colector abierto. Cuando se descargan las baterias el móvil no arrancaba solo.&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/AVvXsEgwlXY_i9U8uhSkco4TdEIaUwBxVPpTy0QxR9UiUPp-dgoZjNmU8F8OKNDIszHsZl1PYqRDdN1uzveib_2WIpC-Y9OwkU1Y0PYPlBDEyEMzh8DNPF5yrmZe_zq86DtgX5gyRtgC/s1600/9000000008.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;352&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwlXY_i9U8uhSkco4TdEIaUwBxVPpTy0QxR9UiUPp-dgoZjNmU8F8OKNDIszHsZl1PYqRDdN1uzveib_2WIpC-Y9OwkU1Y0PYPlBDEyEMzh8DNPF5yrmZe_zq86DtgX5gyRtgC/s400/9000000008.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;En esta versión se sustituyen las dos resistencias que se calcularon en el apartado 5 por una resistencia de 1k y un diodo zener. La función es la misma: que no sature la entrada de datos del terminal.&lt;br /&gt;
&lt;br /&gt;
Como bien digo siempre: &quot;No es tan difícil como parece... pero se las trae&quot;&lt;br /&gt;
&lt;h3&gt;
Módulo GSM mt 55&lt;/h3&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;El primer contacto fue hace muchos años con un teléfono Nokia. Después con los módulos Telit y ahora ha caído un siemens mt55.&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/AVvXsEjaVyny_rzQ8MiVDfU2ODhzeI61EKI3isBpy_HoXd9gw5xyh6jez_gtbI9JJiFfT8rv7mW04FipnFjtArKZvKrMdBq5TF8ogZLJRBx4uH4a8pGbK-e6XqPSyAvdHA6LQfUuIr9v/s1600/900002.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaVyny_rzQ8MiVDfU2ODhzeI61EKI3isBpy_HoXd9gw5xyh6jez_gtbI9JJiFfT8rv7mW04FipnFjtArKZvKrMdBq5TF8ogZLJRBx4uH4a8pGbK-e6XqPSyAvdHA6LQfUuIr9v/s1600/900002.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;El primer problema es conectarlo a una placa para prototipos. Veamos las características físicas del módulo y del conector.&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/AVvXsEhBHHsKGFoQ2DiWy8XRjlRt66POwhTFotJ09Bp2dabW59_UYi0MYdVxzPzhNgfzSq2GXsvuuXf8C_dVkd0GCuS5yXVghhnY6Z1_2vDnWcbo35prqFKvgpJ2iRWp1yJSlrhVaMb0/s1600/900003.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBHHsKGFoQ2DiWy8XRjlRt66POwhTFotJ09Bp2dabW59_UYi0MYdVxzPzhNgfzSq2GXsvuuXf8C_dVkd0GCuS5yXVghhnY6Z1_2vDnWcbo35prqFKvgpJ2iRWp1yJSlrhVaMb0/s640/900003.JPG&quot; width=&quot;476&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;¿Eso tan pequeño en una placa de prototipos? ¿Esa que está toda taladrada?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ¡¡Difícil&lt;/b&gt;!!. Dando vueltas lo mejor es hacer una placa para ese conector. La solución ha sido (a parte de romperse la impresora láser y no poder imprimir el Circuito para realizar la placa) desmontar el conector y colocarle unos cables.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglMnkJCR7bBsEJo3WAXwwt4Ogrih37oJtBdQbHzpXij6ozb8WF571vwTHCx1PvnvDiDDnoHfLvxL8oV3XGEvOL9pqXvNYyQHZ3Wlna648Mnh_8gtxwFLuaTHLjNB7sCl4jJjEv/s1600/900004.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;206&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglMnkJCR7bBsEJo3WAXwwt4Ogrih37oJtBdQbHzpXij6ozb8WF571vwTHCx1PvnvDiDDnoHfLvxL8oV3XGEvOL9pqXvNYyQHZ3Wlna648Mnh_8gtxwFLuaTHLjNB7sCl4jJjEv/s320/900004.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Con los medios técnicos tan precarios que tengo (Esto no me da para más) no he consigo más detalle. El conector no está soldado. Se desmontan los pines que lleva el conector para soldar (salen sin mucha dificultad) Con los alambres de cable flexible (el que lleva muchos hilitos) se van pasando por el orificio que queda. se dobla hacia el exterior se fija y se corta. Cuidado con ese corte. Si te resbala la cuchilla puedes cortar el cable por abajo.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6GzWt2eUjtLzw6rVXYDze0agMfG8XtHej-4C77HQ2MYwV_6rGtq1hZRZseFoCH6irZNWosUWKy3mpVkLxw2G_ixb6Pq3ZLHjWKxmobWekdowQowq-woM0OcJBI9AlaoNFjiDw/s1600/900006.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;262&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6GzWt2eUjtLzw6rVXYDze0agMfG8XtHej-4C77HQ2MYwV_6rGtq1hZRZseFoCH6irZNWosUWKy3mpVkLxw2G_ixb6Pq3ZLHjWKxmobWekdowQowq-woM0OcJBI9AlaoNFjiDw/s400/900006.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiN51AmaHiIHeAXeGh8ZIhAq6DtQAABEZQ1BbIH4-548JN3VI0eZt0O2nR9qfx-pafPAjfYKb6yUXWKZV_EzFtQO5xF8fIRIP-FrykX9vLzhCRSsXYjDF1M_Um4-JasobXZWsn/s1600/Detalle+CorteCable.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;210&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiN51AmaHiIHeAXeGh8ZIhAq6DtQAABEZQ1BbIH4-548JN3VI0eZt0O2nR9qfx-pafPAjfYKb6yUXWKZV_EzFtQO5xF8fIRIP-FrykX9vLzhCRSsXYjDF1M_Um4-JasobXZWsn/s320/Detalle+CorteCable.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Es algo de tiempo (bastante) Claro que realizar la placa para el conector. Soldarla (Sin cortocircuitos ni cortes) lleva también su tiempo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El resultado final con el esquema&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6k0zw7F5HZN0nCQnMWoWHUCVlLNvm3lWBu1AKiDYN-zgCIVhNFjGI3HzdPLRffvdrmKAPw7sdWdHoE6rncg4hk32AyuaTj1kuau3lgkDfEDZ-Jn646o_4HMzD1jR48MIkwhIF/s1600/900007.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;295&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6k0zw7F5HZN0nCQnMWoWHUCVlLNvm3lWBu1AKiDYN-zgCIVhNFjGI3HzdPLRffvdrmKAPw7sdWdHoE6rncg4hk32AyuaTj1kuau3lgkDfEDZ-Jn646o_4HMzD1jR48MIkwhIF/s400/900007.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Es este. Ya lo tenemos funcionando (El conector ha ido &quot;de cine&quot;)&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiakQ_rhZgD3WPwYrzE6u6g1e0-6KFlWR-S-1t7XJXy9UYxb9l1gD-HM8APKvboWCg8usiji61nK56SdrywG7jO5cCTF7VzS9-3bQoAGeqOP1AW4ko3J7cUYRjBVy5C_u1pJvtU/s1600/900001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;620&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiakQ_rhZgD3WPwYrzE6u6g1e0-6KFlWR-S-1t7XJXy9UYxb9l1gD-HM8APKvboWCg8usiji61nK56SdrywG7jO5cCTF7VzS9-3bQoAGeqOP1AW4ko3J7cUYRjBVy5C_u1pJvtU/s640/900001.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;h3&gt;
Puesta en marcha del MT 55 de SIEMENS&lt;/h3&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Una vez conectado el módulo a los terminales del puerto serie, hay que conectar un montón más. De momento no se conectan los de voz ni sonido. Los terminales son: (sacados del datasheet de siemens)&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_3kI0UpHlSsXAazWImKoV3Y1CO8_N1AxPFFnZo-kaX1MXNNSRopa07wUThkyzZTpBvRkC5hRdyKNdPz3q8DkeAsU8q6mzBP7Dy8qpW3ak6k8SQsvjp640pZDHzemyVDY_Mfxp/s1600/900008.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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_3kI0UpHlSsXAazWImKoV3Y1CO8_N1AxPFFnZo-kaX1MXNNSRopa07wUThkyzZTpBvRkC5hRdyKNdPz3q8DkeAsU8q6mzBP7Dy8qpW3ak6k8SQsvjp640pZDHzemyVDY_Mfxp/s400/900008.JPG&quot; width=&quot;396&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Como siempre hay que leerse el manual antes de empezar a manipular ni conectar. Te llevas gratas sorpresas si no se hace. En algún sitio ley:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&quot; El 50% de las personas leen el manual de instrucciones una vez han roto el aparato. El otro 50% ni aun así lo lee&quot;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Prestar atención a los dos arranques del módulo mt55 que son el &lt;b&gt;/EMERGOFF&lt;/b&gt; Y /&lt;b&gt;IGT&lt;/b&gt;. El resultado, una vez arrancado y enviado el primer comando AT es:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmpFcsQ5Q9f9_l7NG3Nu4trvEChL1mnogKCmQSsh4G-PU2ybZiTQO_2ytB6c07BGmPQmpRG2JXIK-AMTXFfWFHCgfVfZUCcLmDpl8qnK2J0XdQx7mFMCPN7XSktbWJD1-OsCxs/s1600/900009.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;171&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmpFcsQ5Q9f9_l7NG3Nu4trvEChL1mnogKCmQSsh4G-PU2ybZiTQO_2ytB6c07BGmPQmpRG2JXIK-AMTXFfWFHCgfVfZUCcLmDpl8qnK2J0XdQx7mFMCPN7XSktbWJD1-OsCxs/s400/900009.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span id=&quot;goog_437164558&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_437164559&quot;&gt;&lt;/span&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;El envío al LCD lo realizo en decimal así que revisando la tabla ascii nos ha respondido: &lt;b&gt;AT.&amp;nbsp; &lt;/b&gt;(65 = A, 84 = T).&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;No ha sido sencillo. La conversión de tensiones se descuidó un poco.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;La comunicación del 18F4xxx con MT55&lt;/b&gt;&lt;/h3&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Una vez leído el datasheet (el del hardware) En la página 30 empieza a explicar el protocolo de arranque del módulo. Antes de enviar ningún comando AT hay que inicializar el GSM (igual que se hace con el I2C, el LCD...). Este es el procedimiento:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGZZLMwec0esmFoKTIMgK6Q5TGBVi9M4j44pW6zUBkYzGhVcnXjWnv16VQY8_CJNl6bQhSN9VCf0GtSTIpb5L6gTB8EsSfoL9nLzmnfqzoXA3WPgMJgDMz2kLkFmK5kAufqLeI/s1600/900011.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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGZZLMwec0esmFoKTIMgK6Q5TGBVi9M4j44pW6zUBkYzGhVcnXjWnv16VQY8_CJNl6bQhSN9VCf0GtSTIpb5L6gTB8EsSfoL9nLzmnfqzoXA3WPgMJgDMz2kLkFmK5kAufqLeI/s400/900011.JPG&quot; width=&quot;346&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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por tanto, como de momento no se identifica si está el cargador enchufado o no le daremos un segundo (o más).&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdI8k4pg8OvW9nC26X8PwjQvOfdOOE3kSFADdjcJzkVoYCAUXPth-1MtEipidTGnNRsH2EDKjGMKzKMCY6-a-i313LP5y7g7Es_UzZlKoFr5EAvFVIi02vu-spHlCwwmNvjrQ/s1600/900010.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;88&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdI8k4pg8OvW9nC26X8PwjQvOfdOOE3kSFADdjcJzkVoYCAUXPth-1MtEipidTGnNRsH2EDKjGMKzKMCY6-a-i313LP5y7g7Es_UzZlKoFr5EAvFVIi02vu-spHlCwwmNvjrQ/s640/900010.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;No cabe recordar que el arranque, según tenemos en el esquema, se encuentra en el RC0 y por tanto hay que definirlo para poder usarlo.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinFsimwzhzb2_9pXuPSzrP2-VaGyFhCtPAfavXJGAZPt-IiSyyRgDWM1ru4iputERU496f_6Hai06KraLQ81Fg-_dBmLZK3iVivZa-i7nvUFEOV6VtubMRrebNAHr0oOG-SrfG/s1600/900012.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;24&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinFsimwzhzb2_9pXuPSzrP2-VaGyFhCtPAfavXJGAZPt-IiSyyRgDWM1ru4iputERU496f_6Hai06KraLQ81Fg-_dBmLZK3iVivZa-i7nvUFEOV6VtubMRrebNAHr0oOG-SrfG/s640/900012.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Ahora queda activar la interrupción de recepción del puerto serie&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdfRO1z69z5JTEbu_r8wcQgQUEDKUQtgmHBnCugVswttoNHTiSeR1Y4RHcXhDvqururD0hN4_piCuIYoPyV8_jqFOcoIko6v3WyaSYg12jNyo443krK7FZ6DeYx2ZNgYLw-5Vu/s1600/900015.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;16&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdfRO1z69z5JTEbu_r8wcQgQUEDKUQtgmHBnCugVswttoNHTiSeR1Y4RHcXhDvqururD0hN4_piCuIYoPyV8_jqFOcoIko6v3WyaSYg12jNyo443krK7FZ6DeYx2ZNgYLw-5Vu/s640/900015.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;enviar los datos conforme van llegando al LCD con la interrupción&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqM5UOE4YHTmUqEl48K0QF1mp92JPyBNqpbrKuIinuzZt4IdlIEJ_oknBRsYp4CN-HNH4I7pfAh2h71uz3Q_6qwhEDbsYi6iSDf7tpO_F55_UTI6kkvCEZNv83ojt5kCS5HeT_/s1600/900016.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;211&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqM5UOE4YHTmUqEl48K0QF1mp92JPyBNqpbrKuIinuzZt4IdlIEJ_oknBRsYp4CN-HNH4I7pfAh2h71uz3Q_6qwhEDbsYi6iSDf7tpO_F55_UTI6kkvCEZNv83ojt5kCS5HeT_/s320/900016.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;Nótese que a la hora de enviar el dato al LCD coloco &quot;%U&quot; y por eso envía los datos en Decimal. El motivo es que hay datos que envía el módulo y no son visibles en el LCD. Unos de ellos son el retorno de carro y nueva línea.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Y enviamos un comando AT y esperamos la respuesta.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtOuxtvTLnRxnSY911_YweoCZtQhtwMctShJv690TgJKzsiPzrgdWycdeZncJbmoCYqcZNWZw4ALjKmfTNMPZVGDc2-4_uIrTAoNazNazt3oqaEHqdfhrKPJfmkSxj7l2hQSUH/s1600/900014.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtOuxtvTLnRxnSY911_YweoCZtQhtwMctShJv690TgJKzsiPzrgdWycdeZncJbmoCYqcZNWZw4ALjKmfTNMPZVGDc2-4_uIrTAoNazNazt3oqaEHqdfhrKPJfmkSxj7l2hQSUH/s1600/900014.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;El resultado no era el esperado. El módulo gsm devovía un cero (0). Analizando el circuito y las tensiónes del puerto serie del mt55 algo no cuadra. Es necesario subir la tensión de salida. En la foto del circuito montado se ven tres transistores 2N2222 uno (el de la derecha es para el arranque /IGT. Los otros hacen de amplificador.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmjl6PDhUVUhploLAx2w0KNYD1pJ36H9Fe3O7vFfRppR0Fs-lChwmNjVF7hcx361zDCXBTnkiGdV6hlJHzOq035cyNSqER5LTwoS5V4Q2PWfTKEE2JWi1dk_FWdcu7hKC_WX30/s1600/900017.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;241&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmjl6PDhUVUhploLAx2w0KNYD1pJ36H9Fe3O7vFfRppR0Fs-lChwmNjVF7hcx361zDCXBTnkiGdV6hlJHzOq035cyNSqER5LTwoS5V4Q2PWfTKEE2JWi1dk_FWdcu7hKC_WX30/s320/900017.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Con un transistor 2N2222 invierte la señal y con otro se restablece. Como los transistores son molestos de montar y vamos camino de usar más (falta el encendido de emergencia que sepamos ahora mismo) se implementa con un circuito integrado. El ULN2803 puede servir. Queda así por ahora.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyUIXhVciRyms4OnBNAbBt4FzlKpXR2oKiWsuWsegFkGao5TvcW4_b0_pihYzr8eDOFNs20kYGTaipokC1_5QksZlsY-qM-gGSTfteHfYhrsdFYsYyPbsQPn9gc8nS05ZHo0u7/s1600/900018.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyUIXhVciRyms4OnBNAbBt4FzlKpXR2oKiWsuWsegFkGao5TvcW4_b0_pihYzr8eDOFNs20kYGTaipokC1_5QksZlsY-qM-gGSTfteHfYhrsdFYsYyPbsQPn9gc8nS05ZHo0u7/s320/900018.JPG&quot; width=&quot;277&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La señal se recibe del módulo mt55 por la resistencia 19 y sale por la patilla 13 del ulm2803. &lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; De momento ya tenemos bastante. Se ha comunicado con el módulo GSM y en una placa de pruebas. Eso sí tiene mérito (Es lo que tiene la falta de medios. Los pobres jamás saldremos de pobres pero agudiza el ingenio)&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/1938536471505066744/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-5a.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1938536471505066744'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1938536471505066744'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-5a.html' title='Alarma GSM con USB programable (5a)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwlXY_i9U8uhSkco4TdEIaUwBxVPpTy0QxR9UiUPp-dgoZjNmU8F8OKNDIszHsZl1PYqRDdN1uzveib_2WIpC-Y9OwkU1Y0PYPlBDEyEMzh8DNPF5yrmZe_zq86DtgX5gyRtgC/s72-c/9000000008.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-6238239718349650111</id><published>2015-07-15T05:00:00.000+02:00</published><updated>2015-07-15T10:17:54.760+02:00</updated><title type='text'>Alarma GSM con USB programable (5)</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;h2&gt;
Alarma GSM con USB programable (5)&lt;/h2&gt;
&lt;h3 style=&quot;text-align: justify;&quot;&gt;
Identificar los Timers del microcontrolador.&lt;/h3&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Comenzamos con las interrupciones. Lo primero es identificarlas para los microcontroladores pic18Fxxxx. Lo mejor para ello es ir (como estamos programando usando Ccs) al datasheet del Ccs y ver cuantos timer se pueden programar.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY6ev2v4JDLsh3LhDH4MGtNHTtXF7I6TWafJSuSYb0bgtjvZZl9_4975CHm8s7Jj4MbPn6N6imtTaGb_jNPRY5SJp-XL3KgwHrbOUZWVlj-cuLhifWbHsbbS-rU1vogzSxsVzk/s1600/9000000001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;152&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY6ev2v4JDLsh3LhDH4MGtNHTtXF7I6TWafJSuSYb0bgtjvZZl9_4975CHm8s7Jj4MbPn6N6imtTaGb_jNPRY5SJp-XL3KgwHrbOUZWVlj-cuLhifWbHsbbS-rU1vogzSxsVzk/s640/9000000001.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Como el manual del Ccs es genérico hay que ver uno por uno para comprobar que nuestro 18F4455 los soporta. Para ir al grano vamos al timer3 directamente ya que los tres anteriores los soportan incluso los 16Fxxx. Para ello la activamos con estas lineas de código.&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/AVvXsEhWofV0-GbyjAbe_YsZcP8E8noLPn1g1OEaq0KGogv8rrIIMp4NELfNsDzmxZKe8MVZ2zIw9pA5TWRSylhGka4ZOLTdPAix7Oeso9NkKt-oAw_voVOgBYChyB3OuzU5lYya1P2P/s1600/9000000002.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;98&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWofV0-GbyjAbe_YsZcP8E8noLPn1g1OEaq0KGogv8rrIIMp4NELfNsDzmxZKe8MVZ2zIw9pA5TWRSylhGka4ZOLTdPAix7Oeso9NkKt-oAw_voVOgBYChyB3OuzU5lYya1P2P/s640/9000000002.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se genera la interrupción, colocamos un breakpoint, se compila y ejecutamos. El resultado es:&lt;br /&gt;
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&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR_8yxj7PZt0kBwFwyinZcQG4j3iZWfnpYRpLl-b4OP1CPhcCQcoQH-OXXHnmeO2DP-PXtVyRz3Ckkj_jiti0blSetgrxgFffE1BEWl1sw4odWkHJpY6fAozOsMLP-S9RUXoaX/s1600/9000000003.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;107&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhR_8yxj7PZt0kBwFwyinZcQG4j3iZWfnpYRpLl-b4OP1CPhcCQcoQH-OXXHnmeO2DP-PXtVyRz3Ckkj_jiti0blSetgrxgFffE1BEWl1sw4odWkHJpY6fAozOsMLP-S9RUXoaX/s400/9000000003.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo soporta perfectamente. Por ello probamos los demás realizando
la misma prueba a ver lo que sucede. Al compilar da fallo y vemos donde lo indica.&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguBaSwTwKvmFQsk5U8q230LwY5GJktRUOzneaRcoTBTeFNPXRoGRVmwPIvaBZoX7pKyz3kkYWXPF5Fvan6ClKhi9wtrGF5ixdrkGnqu3FCEdFLj_FvP1uvhXPUb502A1E9G3Nu/s1600/9000000004.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;116&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguBaSwTwKvmFQsk5U8q230LwY5GJktRUOzneaRcoTBTeFNPXRoGRVmwPIvaBZoX7pKyz3kkYWXPF5Fvan6ClKhi9wtrGF5ixdrkGnqu3FCEdFLj_FvP1uvhXPUb502A1E9G3Nu/s320/9000000004.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
hacemos doble clic sobre la primera línea del error y nos lleva al la interrupción del timer 4.&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/AVvXsEg1lx-zJ91J8aF2-pVlPpChLBbTi05jxtDD1j2yEzV6_Wj9dIRPrpcKOzOu91dSvtIz7WdR3ZzamJNh63rLk31Ft2XUm-u3AQ_hnkAPNW8AkxbPkTtUITH7FeIRXD9JF_EeDyn-/s1600/9000000005.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;139&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1lx-zJ91J8aF2-pVlPpChLBbTi05jxtDD1j2yEzV6_Wj9dIRPrpcKOzOu91dSvtIz7WdR3ZzamJNh63rLk31Ft2XUm-u3AQ_hnkAPNW8AkxbPkTtUITH7FeIRXD9JF_EeDyn-/s320/9000000005.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Esto indica que no lo soporta. También se puede ir al datasheet del 18Fxxxx y, una vez leído, ver que el microcontrolador no lo lleva implementado. Esta es otra forma de comprobar las cosas.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; De momento, ya se ajustará cuando se necesiten, los dejamos así, bien identificados:&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/AVvXsEhmsmFWrX1d5M3nO_KorsYPPhs8hwKbO9ruC4g_2r9Aa_SoeG_I4GVm-07ZJL_TfylDrphVSk4p7lZn2dWfqAwB9NpOG1_S-0onULevjbaozhXqeviHBQHgy7fRX10WmIxweKN_/s1600/9000000006.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;424&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmsmFWrX1d5M3nO_KorsYPPhs8hwKbO9ruC4g_2r9Aa_SoeG_I4GVm-07ZJL_TfylDrphVSk4p7lZn2dWfqAwB9NpOG1_S-0onULevjbaozhXqeviHBQHgy7fRX10WmIxweKN_/s640/9000000006.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los he colocado después de la inicialización del USB y del LCD. De esta forma no molestaran los timers en el proceso de arranque de los periféricos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La configuración con las interrupciones queda así.&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/AVvXsEhRkLHPAg506UHnvKHs5RbjpfN8eyAWo0RriB8HC24keib3GKX8j7kYkJuUhwMaVM6W8XqvmRibKNxv-O_2iDnqpwJ64OQJ0j-EwfpL_1-Pn0CVbtqMAIATWsqcEiKIpCupXuqH/s1600/9000000007.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRkLHPAg506UHnvKHs5RbjpfN8eyAWo0RriB8HC24keib3GKX8j7kYkJuUhwMaVM6W8XqvmRibKNxv-O_2iDnqpwJ64OQJ0j-EwfpL_1-Pn0CVbtqMAIATWsqcEiKIpCupXuqH/s640/9000000007.JPG&quot; width=&quot;628&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Con esto queda terminado el proceso de identificación de los timers. Ahora queda ajustarlos conforme se vayan precisando. Cada uno cumplirá una o varias funciones y tiempos dependiendo el cometido que esté realizando en cada momento.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/6238239718349650111/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-5.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/6238239718349650111'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/6238239718349650111'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-5.html' title='Alarma GSM con USB programable (5)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY6ev2v4JDLsh3LhDH4MGtNHTtXF7I6TWafJSuSYb0bgtjvZZl9_4975CHm8s7Jj4MbPn6N6imtTaGb_jNPRY5SJp-XL3KgwHrbOUZWVlj-cuLhifWbHsbbS-rU1vogzSxsVzk/s72-c/9000000001.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-8278914549823284344</id><published>2015-07-15T00:00:00.001+02:00</published><updated>2024-02-16T22:01:49.906+01:00</updated><title type='text'>Alarma GSM con USB programable (4a)</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Alarma GSM con USB programable (4a)&lt;/h2&gt;
&lt;h3 class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Puerto Serie 232. Conexión con terminal GSM&lt;/h3&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; A estas alturas ya está casi todo. Hay lcd para poder visualizar datos. Hay un teclado para poder introducir los datos. Hay comunicación con periféricos por I2C para ampliaciones. Hay un puerto para USB para conectarnos con un Ordenador. Ahora queda la comunicación con los gsm. Por lo general, sin entrar en detalles de momento, la comunicación se realiza via&amp;nbsp; Serie. Para poder simular con el PC colocamos un puerto serie virtual COMPIM.&amp;nbsp;&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/AVvXsEhoRwX2bxCSdFihvOE2TTXqMWCjwxX55qcts0vu4zS-2rawCqzQvU5HA4u8b30s-GzdvR9PWQcitRnjn5F1bTKU4dSDiK9W-LH92IcscUeTpNVC0QQK7kLz8yaXeL6YZAoeFbst/s1600/90000000004.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;166&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoRwX2bxCSdFihvOE2TTXqMWCjwxX55qcts0vu4zS-2rawCqzQvU5HA4u8b30s-GzdvR9PWQcitRnjn5F1bTKU4dSDiK9W-LH92IcscUeTpNVC0QQK7kLz8yaXeL6YZAoeFbst/s320/90000000004.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
y se configura para trabajar como sigue. Seguramente, si no se dispone de puertos virtuales, habrá que descargar algún programa que lo realice. El que usé es &lt;a href=&quot;http://zonaglobal.org/index.php?topic=55084.0&quot;&gt;Eltima Software&lt;/a&gt; Elegir el que más conviene y a trabajar. Es gratis por 14 días.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El COMPIM se configura así:&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/AVvXsEhQI2HKAZY0IXTSJZqwKYl9Kjl9t4E2aIpjhsUxBP1X0z8ibe2wcW709JCLsL7g3eAzAXsS2vMkUGC2boxRi-k_NNZ5R4N68tMfw5biOjGqFCBMw_QzJObYlZVjFZvR-hXz0_kS/s1600/90000000005.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;368&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQI2HKAZY0IXTSJZqwKYl9Kjl9t4E2aIpjhsUxBP1X0z8ibe2wcW709JCLsL7g3eAzAXsS2vMkUGC2boxRi-k_NNZ5R4N68tMfw5biOjGqFCBMw_QzJObYlZVjFZvR-hXz0_kS/s400/90000000005.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La velocidad de transmisión no es crítica por el momento. De momento lo dejamos así. Para el programa con el MPLAB necesitamos implementar el puerto serie. En esta ocasión se usan los pines que vienen por defecto en el hadware del microcontrolador 18F4455.&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/AVvXsEiqj9SRYu0H16PgGkEp6Z1CQyp2_RDVYrYkfn52OwBU8wE-yDg7_uo5zqPvMKj0c4I3u73oelJ0zEoMx2BX0eE8OE4N4-6JSoIdQeChmld8Fvz2SV0jVxu44ogc3FEdhYPOqOni/s1600/90000000001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;92&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqj9SRYu0H16PgGkEp6Z1CQyp2_RDVYrYkfn52OwBU8wE-yDg7_uo5zqPvMKj0c4I3u73oelJ0zEoMx2BX0eE8OE4N4-6JSoIdQeChmld8Fvz2SV0jVxu44ogc3FEdhYPOqOni/s640/90000000001.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Con esta línea que incorporamos después del I2C ya podemos usar el puerto serie 232 para comunicar con cualquier módulo GSM, incluso con los móviles. Para enviar código (comandos AT en este caso) usaremos la llamada a printf(dato a enviar)&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/AVvXsEj5TYTUl8UlpSLdE67BFUPpA-zJ6vwcnElFLkigSocCbq4WkmwvLB5iNbYVb2YxKqT4_04-qs6dit-4G_YN8rlIokKYqOrP9unrCSGmksNlmNeqIpzoyqdZy5F3zFa5znudmi0a/s1600/90000000003.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;130&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5TYTUl8UlpSLdE67BFUPpA-zJ6vwcnElFLkigSocCbq4WkmwvLB5iNbYVb2YxKqT4_04-qs6dit-4G_YN8rlIokKYqOrP9unrCSGmksNlmNeqIpzoyqdZy5F3zFa5znudmi0a/s320/90000000003.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En este caso enviamos ATD6 seguido del típico salto de línea y retroceso de carro. El resultado con el Hiperterminal es:&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/AVvXsEhJIvYtFCtwlF3MNCqUbIYKQatLFbb6lwGgQZEIKhxQB-767NmVsHQWWX4P79XcJrO1G_loQZBZynPLuWL2BOphVfjihZpbObycbv-alX82PwYJPhLjYVLQQobVOiYYy73hiCI4/s1600/90000000002.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;243&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJIvYtFCtwlF3MNCqUbIYKQatLFbb6lwGgQZEIKhxQB-767NmVsHQWWX4P79XcJrO1G_loQZBZynPLuWL2BOphVfjihZpbObycbv-alX82PwYJPhLjYVLQQobVOiYYy73hiCI4/s400/90000000002.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El dato ha sido enviado correctamente.&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El problema aparece con las tensiones. Los GSM suelen trabajar a 3,3V. Aunque el rango de trabajo de estos microcontroladores de&amp;nbsp;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;es&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;/span&gt;2.0V &lt;span class=&quot;hps&quot;&gt;a&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;5.5V&lt;/span&gt;&lt;span class=&quot;&quot;&gt;&lt;/span&gt;&lt;/span&gt; se va a realizar todo el circuito en base a los 5V. Así que usando la ley de Ohm se calculan las resistencias para el ajuste de tensiones para la transmisión. Para evitar molestias e interferencias se calcula para una intensidad que ronde 1mA. De momento nos valdrá. El ajuste final queda para... el final. Se parte de una R a GND en la que tienen que caer 4V aprox y se le da un valor de 4k7 (a ojo y se calcula a ver si es buena, si se sale de rango se pilla otra y se calcula. Además son de las que más tengo). Calculando la intensidad que pasará por ella cuando pasen los 4 V se calcula la otra resistencia.&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/AVvXsEgA_e2dgd4hhKD1plI3Xr0NjUhAEzNeLSvy7hPKtNuOXJLNXSBRnh1jjdShoDdeQ1MvEZVQeZql73UWbztW9ZqKgXhGwlnV8eMUV1uhg5fiFRLNmWQnC4YQOkfoXQEKY4myR5Wd/s1600/90000000007.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA_e2dgd4hhKD1plI3Xr0NjUhAEzNeLSvy7hPKtNuOXJLNXSBRnh1jjdShoDdeQ1MvEZVQeZql73UWbztW9ZqKgXhGwlnV8eMUV1uhg5fiFRLNmWQnC4YQOkfoXQEKY4myR5Wd/s1600/90000000007.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Casi un miliamperio. La aproximación ha sido buena. Ahora con esta intensidad se calcula la resistencia en la que debe caer 1V.&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/AVvXsEiX8JPCrYMfvB9VCnWck34A4DIk48W8TtSGl_bXvoe9i6nCJy2nK_vFqxj-mwfrE31wOIb_9PGoT8QYal1JLNjuUNXyOVoA13B6NaY2-pqLEm7sODIibqHsJXva_jdQlFcmtndK/s1600/90000000008.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX8JPCrYMfvB9VCnWck34A4DIk48W8TtSGl_bXvoe9i6nCJy2nK_vFqxj-mwfrE31wOIb_9PGoT8QYal1JLNjuUNXyOVoA13B6NaY2-pqLEm7sODIibqHsJXva_jdQlFcmtndK/s1600/90000000008.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora solo queda coger un valor estandarizado de la resistencia y calculamos a ver que pasa. El valor más idóneo es de 1k2 (1200 ohmios) Si se elige el valor inferior la caída de tensión será menor y cuanto mas caiga mejor.&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/AVvXsEjy7V0c6JMn08eyAsRKgQJT93sXMtg4kQfKgyByhUp3JtORqxZ3K7aDVnkph78o3GFFczzeBa39Huk35GHX0yDVrsGYf407AnWCvUuorCvW4gsJMY0NGCuTXFm2htWOG0J0BINb/s1600/90000000009.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7V0c6JMn08eyAsRKgQJT93sXMtg4kQfKgyByhUp3JtORqxZ3K7aDVnkph78o3GFFczzeBa39Huk35GHX0yDVrsGYf407AnWCvUuorCvW4gsJMY0NGCuTXFm2htWOG0J0BINb/s1600/90000000009.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Tres coma noventa y ocho voltios. La aproximación ha salido perfecta. Ahora la hora de la verdad. ¿Se equivocará la calculadora o yo?&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/AVvXsEggeNiihYMfE-95KUugaa4TJVNYdGfW01ZgmVBnFdthPHbbljjj9bhWAoazmryrnjuUMVkbv_xSouPM5bvHgdVLXzGVdWq8tIWcxoqNhMoy55-5X4q60gG0gb0k-kRvyF9phGwt/s1600/90000000006.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;194&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggeNiihYMfE-95KUugaa4TJVNYdGfW01ZgmVBnFdthPHbbljjj9bhWAoazmryrnjuUMVkbv_xSouPM5bvHgdVLXzGVdWq8tIWcxoqNhMoy55-5X4q60gG0gb0k-kRvyF9phGwt/s320/90000000006.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pues ya tenemos bien calculada la caída de tensión. El módulo GSM o lo que coloquemos en el puerto de comunicaciones serie 232 nos entenderá perfectamente.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/8278914549823284344/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-4a.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8278914549823284344'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8278914549823284344'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-4a.html' title='Alarma GSM con USB programable (4a)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoRwX2bxCSdFihvOE2TTXqMWCjwxX55qcts0vu4zS-2rawCqzQvU5HA4u8b30s-GzdvR9PWQcitRnjn5F1bTKU4dSDiK9W-LH92IcscUeTpNVC0QQK7kLz8yaXeL6YZAoeFbst/s72-c/90000000004.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-7149632924575611357</id><published>2015-07-14T00:00:00.001+02:00</published><updated>2024-02-16T22:02:08.050+01:00</updated><title type='text'>Alarma GSM con USB programable (3d)</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Alarma GSM con USB programable (3d)&lt;/h2&gt;
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Ampliación a través de I2C de la alarma&lt;/h4&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En ocasiones hay que tener una memoria que se pueda sustituir, ampliar, modificar, etc. Es posible la necesidad de más entradas o salida. Colocar un reloj independiente al microcontrolador. El puerto I2C no está de más implementarlo en el circuito.&amp;nbsp;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUTdgxIh3k3W50iSDxeB9QIvCycP9_FCgPSFo0qiLcmM6aQWjJHDYywpej7UV-kBntvkLuRk3wzx5MALe2Yte72ANyZ6o_gybEbwv4m00K0j1X8THZJlUs7ZU0ptuLSb2r7Ubg/s1600/900000000001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;203&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUTdgxIh3k3W50iSDxeB9QIvCycP9_FCgPSFo0qiLcmM6aQWjJHDYywpej7UV-kBntvkLuRk3wzx5MALe2Yte72ANyZ6o_gybEbwv4m00K0j1X8THZJlUs7ZU0ptuLSb2r7Ubg/s400/900000000001.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En la búsqueda por el famoso Internet no he podido localizar como conectar dos memoria &lt;b&gt;24LC256&lt;/b&gt; al mismo controlador usando la librería estándar de &lt;b&gt;Ccs.&lt;/b&gt; Veamos que hay que hacer para poder conectar dos o más memorias (sirve para saber que hay que modificar en otras estándar de otros modelos de &lt;b&gt;I2C&lt;/b&gt;).&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Por lo general los pic tiene el hadware del I2C en el puerto N. Como está ocupado por el teclado, lo primero es cambiarlo a otro puerto. Como en el esquema se puede apreciar se ha colocado en el puerto E. Para poder trabajar por el hay que hacer una pequeña modificación en la librería estándar 24256.C del Ccs.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzqSmnPADiWjbS0ZNzwvMbbVSDDj_crSPNpZTgeQeArFidGxslf7LEwuQgIt_sJVrB1qYZQj7w03Bx8WwlIDg9vtAPlJFaaQxve62nqZzGwgg-RLMKfPzSdOHukpCceQ6vrZag/s1600/900000000012.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzqSmnPADiWjbS0ZNzwvMbbVSDDj_crSPNpZTgeQeArFidGxslf7LEwuQgIt_sJVrB1qYZQj7w03Bx8WwlIDg9vtAPlJFaaQxve62nqZzGwgg-RLMKfPzSdOHukpCceQ6vrZag/s1600/900000000012.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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modificamos la original cambiando las patillas del SDA y SCL. por el puerto E según la conexión que se realice de las EEprom. El archivo quedaría así:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHnmeGZ3QMtnIdLXuLn7tP3SIGvnBxvHK3t3pzsvuMy30-BvpiJImNCcxcPkhpYXiq0aimqHbybFJbMjFmi1hh-2FYAqokB9kN6H-nrdHrcEhCg-zS8Bop3vK-lgyF5qzvhz5W/s1600/900000000002.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHnmeGZ3QMtnIdLXuLn7tP3SIGvnBxvHK3t3pzsvuMy30-BvpiJImNCcxcPkhpYXiq0aimqHbybFJbMjFmi1hh-2FYAqokB9kN6H-nrdHrcEhCg-zS8Bop3vK-lgyF5qzvhz5W/s640/900000000002.JPG&quot; width=&quot;396&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El protocolo de escritura dice que hay que enviar el primero el número de dispositivo. El número se programa con la conexión de las patillas del &lt;b&gt;24LC256 A0, A1&lt;/b&gt; Y &lt;b&gt;A2&lt;/b&gt;. Colocando todas a GND sería el dispositivo 0 y en forma binaria si colocamos A0 a Vdd sería el dispositivo 1, y así progresivamente.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El envío del número de dispositivo se envía en la &lt;b&gt;línea 42&lt;/b&gt;&amp;nbsp; de la escritura y en la &lt;b&gt;línea 58&lt;/b&gt; que es de la lectura.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtuW5nSlhhdxp1AiUGRri12l1nweSaipIMuz74jyu8xhAqAvaijMmahDutqAcFBor1HX5xRL-Fl7qXXGUJA0TzUCkA0ivNLwDS1ZHZmcRA8Je12bVVmSdaHQZSYM3qpn62LWIM/s1600/900000000003.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;38&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtuW5nSlhhdxp1AiUGRri12l1nweSaipIMuz74jyu8xhAqAvaijMmahDutqAcFBor1HX5xRL-Fl7qXXGUJA0TzUCkA0ivNLwDS1ZHZmcRA8Je12bVVmSdaHQZSYM3qpn62LWIM/s400/900000000003.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El dato en hexadecimal empieza por &#39;a&#39; lo que indica que es una memoria... (Ver datasheet del dispositivo) que no se ha de modificar. De esa forma el dispositivo sabe que se le está ablando a el. Como hay un cero no se puede enviar datos a otro dispositivo. Lo mismo ocurre con la lectura de un dato. Para poder manejar más dispositivos hay que realizar unas modificaciones.&amp;nbsp;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo primero es poder enviar un dato más. Para ello modificamos las dos funciones (subrutinas, para mi).Como es un número lo que enviamos le asignamos a cada subrutina una variable más a la que llamaremos &#39;dispositivo&#39;. (Aunque aparecela&amp;nbsp; variable como int hay que poner byte).&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb-qb8Zqv7dGOdqIjMPYb465x7WU2uIE_yAVejNW_QfOmCfAqz1-7Y3GItdd9gSf0lPDT6ve1nOkrXL2cGIk5FVsCacgXmC53Szc4oNhHb1_ec9PBfZMfhIaj2yVO7JVXggojf/s1600/900000000005.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;32&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb-qb8Zqv7dGOdqIjMPYb465x7WU2uIE_yAVejNW_QfOmCfAqz1-7Y3GItdd9gSf0lPDT6ve1nOkrXL2cGIk5FVsCacgXmC53Szc4oNhHb1_ec9PBfZMfhIaj2yVO7JVXggojf/s640/900000000005.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0pTARM-WoaEE5qkNOl16kuV3afz63RMwjsG8PLsrKbbCbQyytvuKqjKRSMPYfBlpf_IlLjqGfhbnzCMzkCIw6A3_nvinf73MYsxfXYsLlCHTy04pjwOETD4-iNTtBQ127tfG_/s1600/900000000006.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;48&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0pTARM-WoaEE5qkNOl16kuV3afz63RMwjsG8PLsrKbbCbQyytvuKqjKRSMPYfBlpf_IlLjqGfhbnzCMzkCIw6A3_nvinf73MYsxfXYsLlCHTy04pjwOETD4-iNTtBQ127tfG_/s640/900000000006.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora manipulamos el dato para adaptarlo. Se enviará el número de dispositivo (del 0 al 7). Según el protocolo&lt;b&gt; I2C &lt;/b&gt;el bit de menos peso representa la lectura o escritura.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAl09azlLrx7E26VirT2VC68_bZ-vk0i7l9HE0HWpe3h5p2_8D9lhfWcn4lz8WDRFx1psKq3_bY1p-IK92R2NbYVMTAEYmdAzg6tmlq4DIbREVwtKzM6BQdMiAc2rOD7h3gFRY/s1600/900000000004.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;231&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAl09azlLrx7E26VirT2VC68_bZ-vk0i7l9HE0HWpe3h5p2_8D9lhfWcn4lz8WDRFx1psKq3_bY1p-IK92R2NbYVMTAEYmdAzg6tmlq4DIbREVwtKzM6BQdMiAc2rOD7h3gFRY/s320/900000000004.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Corremos a la izquierda el número que enviamos y se le suma el tipo de dispositivo (recordar que la &lt;b&gt;EEprom&lt;/b&gt; es el &lt;b&gt;0xA0&lt;/b&gt;). Con eso ya podemos escribir en la &lt;b&gt;EEporm&lt;/b&gt;.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHc7LYrUnH2cH-Xi3ERdaN8utb-7RdzC4sKYUC0gu5ayg7bQvoxCSJlwwQBmsabQvzN07XFl1s_VCQ5Bq_ZpMYGq4rzaoM26Nk9LzAm3vJGCfqyXZMrpjn3myphFVPS3by-e9x/s1600/900000000007.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;252&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHc7LYrUnH2cH-Xi3ERdaN8utb-7RdzC4sKYUC0gu5ayg7bQvoxCSJlwwQBmsabQvzN07XFl1s_VCQ5Bq_ZpMYGq4rzaoM26Nk9LzAm3vJGCfqyXZMrpjn3myphFVPS3by-e9x/s400/900000000007.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Realizar lo mismo en la lectura de la &lt;b&gt;EEprom&lt;/b&gt;. Y modificar la línea en la que pide la lectura (las primeras son para identificar el dispositivo).&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqiPfx8J7fEKx7y8Zr9je3OQ-rJLaouW0bu4syn_VGRLUoYz_piej3nqfD6cbX3KjiKn9Kel4nQpyet-hEQZSr1fR7Vd8pi4qFq592wMEhUDy-1EkrQ0CzP3lDAFlEhQ4KgvyS/s1600/900000000008.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;202&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqiPfx8J7fEKx7y8Zr9je3OQ-rJLaouW0bu4syn_VGRLUoYz_piej3nqfD6cbX3KjiKn9Kel4nQpyet-hEQZSr1fR7Vd8pi4qFq592wMEhUDy-1EkrQ0CzP3lDAFlEhQ4KgvyS/s400/900000000008.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora solo queda realizar la llamada al dispositivo cero (0) que funcionaba correctamente y llamar al dispositivo uno (1) que no funcionaba. Llamamos a la escritura y a la lectura del dato que escribimos&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxx7Q_R3mEwf6vWYqslp50YvOZWvdoPt8Tpid7aTsABqg-SLLnheCtV7A0tqq_afRvarrgWxawz_f1JiZ6dEk9J-GhK2lttfeX3Tsp2zNJBX4BAG_AVT5mNuyg3qqOQeca2QN_/s1600/900000000010.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;48&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxx7Q_R3mEwf6vWYqslp50YvOZWvdoPt8Tpid7aTsABqg-SLLnheCtV7A0tqq_afRvarrgWxawz_f1JiZ6dEk9J-GhK2lttfeX3Tsp2zNJBX4BAG_AVT5mNuyg3qqOQeca2QN_/s640/900000000010.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;i&gt; Indica la escritura en el registro 21 el dato a guardar es 0xD1 en el dispositivo 1. La lectura es del registro 21 del dispositivo 1.&lt;/i&gt; Se pasa al LCD&amp;nbsp;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXnGihJp75ZJVYm-kqpHzTXjIaxFtZxmtq-rLkXFIf8YwlxU27JXmjFIf3LlNR7qI47emSH_SNWAN81LWgSCKCLT_60N3R8_fJRE8ykh6j0w-s0Y_QKyfk522wxy_y63-941Wi/s1600/900000000009.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;198&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXnGihJp75ZJVYm-kqpHzTXjIaxFtZxmtq-rLkXFIf8YwlxU27JXmjFIf3LlNR7qI47emSH_SNWAN81LWgSCKCLT_60N3R8_fJRE8ykh6j0w-s0Y_QKyfk522wxy_y63-941Wi/s400/900000000009.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y el resultado una vez ejecutado el programa es:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihEUxG8x28rT6V_4-cSb5O0THCzbgLTM88hY4foMzjfL2t103m5LSbRvR-I-_22b8O5mvu7msH6QlIWmLMDLSF8qj0CCFpeOBhwjsIm_pHTHXrwOZY4uDv85w4vNsCQjAc45PY/s1600/900000000011.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;328&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihEUxG8x28rT6V_4-cSb5O0THCzbgLTM88hY4foMzjfL2t103m5LSbRvR-I-_22b8O5mvu7msH6QlIWmLMDLSF8qj0CCFpeOBhwjsIm_pHTHXrwOZY4uDv85w4vNsCQjAc45PY/s400/900000000011.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span id=&quot;goog_1756127792&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1756127793&quot;&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El dato enviado se visualiza en el LCD sin errores.&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;h2 class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;Alarma GSM con USB programable (3b)&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;3b.- Activación del teclado&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Si llego a saber la que se venía encima para activar un puñetero teclado con los microcontroladores 18Fxxxx Me parece que lo iba a implementar su ...(piiiiii...piiii...)&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Empezamos por una conexión al puerto B ya que, después, podremos activarla por medio de interrupciones. de momento hacemos un escaneado cada 200ms.&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/AVvXsEhrbXBaia2W1kujFTDVdOd2pGCXQZwBiDMUl_2QjfiLCDG4K2sRswbii7UCVudgg7rKfpFeVUIAmluRmfpO4ctsq3ttoGjkU76Bb9CYp8LLUjfbmAqiSLLWGBsIg0sdha8KXgyF/s1600/Proteus31.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;201&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrbXBaia2W1kujFTDVdOd2pGCXQZwBiDMUl_2QjfiLCDG4K2sRswbii7UCVudgg7rKfpFeVUIAmluRmfpO4ctsq3ttoGjkU76Bb9CYp8LLUjfbmAqiSLLWGBsIg0sdha8KXgyF/s400/Proteus31.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se descartan las librerías que trae el &lt;b&gt;Ccs &lt;/b&gt;ya que son difíciles de implementar en las interrupciones. No he podido. Quizás me haya rendido pronto pero el tiempo es lo que más valoro.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Justo después del &lt;b&gt;include&lt;/b&gt; del &lt;b&gt;lcd&lt;/b&gt; colocamos las variables que vamos a usar y seguido se colocan las funciones. De esta forma ya se encuentra casi en el sitio para, luego, poder usar las interrupciones. Quedaría así:&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/AVvXsEg56_diyqjQREzfbk-q_xEOjQo_5UcflCqSmnMRP4O1lG0VH5-DEztTlSvPijOSea5yqjHvgXbJfuFd6qx8MqKw7-33g2Q8mLsKnoR__bcckHABrAaGrXWFutn2vuvdWR9GDKKO/s1600/Proteus32.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg56_diyqjQREzfbk-q_xEOjQo_5UcflCqSmnMRP4O1lG0VH5-DEztTlSvPijOSea5yqjHvgXbJfuFd6qx8MqKw7-33g2Q8mLsKnoR__bcckHABrAaGrXWFutn2vuvdWR9GDKKO/s640/Proteus32.JPG&quot; width=&quot;540&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora, como no hay activada ninguna interrupción, hay que llamar a la &lt;b&gt;subrutina &lt;/b&gt;(&lt;b&gt;función&lt;/b&gt;, para otros) y devolverá la tecla pulsada.&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/AVvXsEhEK4VBt0IXBMvlnBufVU05q6pF3LLDfkh7brjncCVktgy1MKd2CYFBapu-fpUmfioBY0Y0vTOogmB53LTfchZjjklarBAX_Vz_J1ARy8tacD4Tncumx3fO32jQDDuD_nRjk6lb/s1600/Proteus33.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;602&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEK4VBt0IXBMvlnBufVU05q6pF3LLDfkh7brjncCVktgy1MKd2CYFBapu-fpUmfioBY0Y0vTOogmB53LTfchZjjklarBAX_Vz_J1ARy8tacD4Tncumx3fO32jQDDuD_nRjk6lb/s640/Proteus33.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La llamada se realiza así: &lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Tecla=Teclas[Test_Teclado()]; &lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En la variable &lt;b&gt;Tecla&lt;/b&gt; está el valor pulsado, si lo hay, o devuelve un espacio (&lt;b&gt;ascii 0x20&lt;/b&gt;, en &lt;b&gt;decimal 32&lt;/b&gt;). Colocando un condicional evitamos darle trabajo al &lt;b&gt;LCD&lt;/b&gt;. Así solo escribe si hay una tecla pulsada manteniéndola hasta que se pulsa otra.&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/AVvXsEidOjvEAAVL3uPWj7jjEiI3AesdnxiNN4qPXMk78h-xddwsHGtwwP2AUwq0nWpQC0a1s3pRo-1lJMTGBJ8OslmT4CSvViNlCSRsEvgYJWhcGyG0gYxXzTBHb-xgUPQ6Xo4uQnul/s1600/Proteus34.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;216&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidOjvEAAVL3uPWj7jjEiI3AesdnxiNN4qPXMk78h-xddwsHGtwwP2AUwq0nWpQC0a1s3pRo-1lJMTGBJ8OslmT4CSvViNlCSRsEvgYJWhcGyG0gYxXzTBHb-xgUPQ6Xo4uQnul/s640/Proteus34.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora falta la conexión con el terminal &lt;b&gt;GSM&lt;/b&gt;. Se incorporara un puerto &lt;b&gt;I2C&lt;/b&gt; para otras ampliaciones de memoria y puertos.&lt;br /&gt;
&lt;h2&gt;
¡¡CUIDADO con el output_x(xx)!! &lt;/h2&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pos anda que no funciona mal la rutina anterior para el teclado!! ¿Quién habrá sido el programador que la ha pasado? Esto me pasa por usar el &lt;i&gt;&lt;b&gt;pega y copia&lt;/b&gt;&lt;/i&gt;. No puedo ser más tonto.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Al probarla daba errores. Sobre todo al pasarla al timer1. Sin pulsar nada salían números aleatorios y de vez en cuando. A poco que se simula se observa que el uso de:&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;output_b(xxx)&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt; &lt;/b&gt;cambia el &lt;b&gt;TRISB&lt;/b&gt; por tanto cambia las entradas y salidas... Monta un follón de tres pares de cojones (perdón por la expresión) ¿No hay ningún sitio en que indique lo mal que lo hace?&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La interrupción queda así: &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/AVvXsEhMKEw6axgsFE3B7m9t3Fp8u8dy1lIigxUD-oPfMjZw8a2sZvT558oQCe7vGKITMq64jasZUgqgh2Ef11Gb-aT4MRu66TCLGbOLpTmr2rlQeDIlp2UcSTL7AmOIBTFYNWGugQVi/s1600/9000000009.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMKEw6axgsFE3B7m9t3Fp8u8dy1lIigxUD-oPfMjZw8a2sZvT558oQCe7vGKITMq64jasZUgqgh2Ef11Gb-aT4MRu66TCLGbOLpTmr2rlQeDIlp2UcSTL7AmOIBTFYNWGugQVi/s640/9000000009.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y la rutina que hemos colocado más abajo queda de la siguiente forma:&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/AVvXsEhh3RpTpXsNtOEw75GZT_wQWIaY2YWuN9bOi8wO67F5VhUpYqpjLk9IaLG3eNZm6wXo7o9Lya0SlYBUsD-bw-n7IVMq6xQmug6zdCyBQ_aJQylxP6TB002BWVC0jbIC6opjAJWT/s1600/9000000010.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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhh3RpTpXsNtOEw75GZT_wQWIaY2YWuN9bOi8wO67F5VhUpYqpjLk9IaLG3eNZm6wXo7o9Lya0SlYBUsD-bw-n7IVMq6xQmug6zdCyBQ_aJQylxP6TB002BWVC0jbIC6opjAJWT/s400/9000000010.JPG&quot; width=&quot;345&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; No olvidar cargar el TRISB CORRECTAMENTE. Quedaría así:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora si podemos estar tranquilos con el &lt;b&gt;puerto B&lt;/b&gt;. Anda que no se ha perdido el tiempo por culpa de los problemas con &lt;b&gt;output_b(x).&lt;/b&gt; Para manejar el el puerto entero puede valer (para mi queda descartado para siempre su uso en cualquier programa) &lt;i&gt;&lt;b&gt;(no es tan difícil como parece pero se complica bastante)&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/1793131698997534735/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-3b.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1793131698997534735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1793131698997534735'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-3b.html' title='Alarma GSM con USB programable (3b)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrbXBaia2W1kujFTDVdOd2pGCXQZwBiDMUl_2QjfiLCDG4K2sRswbii7UCVudgg7rKfpFeVUIAmluRmfpO4ctsq3ttoGjkU76Bb9CYp8LLUjfbmAqiSLLWGBsIg0sdha8KXgyF/s72-c/Proteus31.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-2858476085012517781</id><published>2015-07-11T17:35:00.001+02:00</published><updated>2024-02-16T22:03:01.718+01:00</updated><title type='text'>Alarma GSM con USB programable (3a)</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;Alarma GSM con USB programable (3a)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
Arrancando el LCD de la alarma&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo primero es configurar el esquema en Proteus para la visualización con el lcd. Con 2 lineas por 16 caracteres es más que suficiente de momento. Se usará para ver la configuración y los datos que se van enviando.&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPrmhlOFgfJcQhWFB9vsi7UpGkXO0KGgxZYoGPMpQBp9Xre49ItO_luKY5RGLbagEy_9g-1qBOui_ImAnVy2onBUBx6O1qAVwqPTmFSkXdxGf5wVnqTb6_Ic1lnOLO0Z1S7Ml_/s1600/Proteus25.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;332&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPrmhlOFgfJcQhWFB9vsi7UpGkXO0KGgxZYoGPMpQBp9Xre49ItO_luKY5RGLbagEy_9g-1qBOui_ImAnVy2onBUBx6O1qAVwqPTmFSkXdxGf5wVnqTb6_Ic1lnOLO0Z1S7Ml_/s640/Proteus25.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La R3 Es para dar el contraste al LCD. Con 1k se ven estupendamente los caracteres. El archivo para el control se llama flex_lcd.c. A parte de no dar problemas en la simulación es muy facil de configurar. Basta con asignar las patillas como las tenemos conectadas en Proteus. Lo descargamos de:&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://app.box.com/s/bqx22m6htw0iyvltmkqn7meeotkstrcf&quot;&gt;&lt;b&gt;Descargar archivo flex_lcd.c&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
y pegamos al principio de nuestro programa las definiciones de las patillas del LCD&lt;b&gt; &lt;/b&gt;como nos indica el mismo archivo descargado.&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/AVvXsEhVmdh1Y9yTNdNjbAo1M5FeCtMZ17i15YY5XBXQDVk7MkFI4CiHsxBJrRpNfNBl_CyY1Lt3GHMOLTgvUiiCmyU23m0N7rKpcI73YMw8L49oo-Ml1cg-ZrFfkZk_l4QwJ7gLnM4p/s1600/Proteus26.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;231&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVmdh1Y9yTNdNjbAo1M5FeCtMZ17i15YY5XBXQDVk7MkFI4CiHsxBJrRpNfNBl_CyY1Lt3GHMOLTgvUiiCmyU23m0N7rKpcI73YMw8L49oo-Ml1cg-ZrFfkZk_l4QwJ7gLnM4p/s400/Proteus26.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Colocando el valor del los PIN_xx igual que la configuración que realicemos en Proteus arranca y se visualiza sin problemas. Solo hay que llevar cuidado con las patillas a colector abierto del microcontrolador y las del MCRL.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Realizamos un programa que nos inicialice el lcd y el usb y nos imprima en el lcd el dato enviado por usb y que lo devuelva al usb. El programa puede ser:&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/AVvXsEiBMVhSguDDtxjALURySK-GKaPd2HoqkRdbtI9nuOlyt1xPl4MgT7kaj8LR-UIUvqxBK2IbVNGLKG66xpjx-CfTc2Xj1BWWUCDz8nE8QBgGBUqpkWX9q_wN88aSosa448qaPOBB/s1600/Proteus27.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;452&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBMVhSguDDtxjALURySK-GKaPd2HoqkRdbtI9nuOlyt1xPl4MgT7kaj8LR-UIUvqxBK2IbVNGLKG66xpjx-CfTc2Xj1BWWUCDz8nE8QBgGBUqpkWX9q_wN88aSosa448qaPOBB/s640/Proteus27.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Compilamos el programa, Arrancamos la simulación Proteus y arrancamos el Hiperterminal.&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/AVvXsEh11H5a-7JuHMxJ06CIM2OStlgg7X7CiRhSyozdQ-rulVPzDn5BKVhwZXMZH-1-wNBE30za-rmixk2Y8VZ6yy7o_cO4pjiOo5uTpZS5dtba7qpmy3WCNfFAOGVgTXo3wFA7uEyE/s1600/Proteus28.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;283&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh11H5a-7JuHMxJ06CIM2OStlgg7X7CiRhSyozdQ-rulVPzDn5BKVhwZXMZH-1-wNBE30za-rmixk2Y8VZ6yy7o_cO4pjiOo5uTpZS5dtba7qpmy3WCNfFAOGVgTXo3wFA7uEyE/s320/Proteus28.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nada más arrancar ha salido la bienvenida. Como el cursor está en la segunda Línea, lo que enviemos se va a plasmar allí &lt;b&gt;(lcd_gotoxy(1,2);&lt;/b&gt;). Se envía 6 9 4 L 7 T. y el resultado es:&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/AVvXsEhdnsLzYCrWKBMchdVZ1pq3iMji_fHAHLFtuL0te5ByICZzsCG6Mpb-qtCnruAB1Dze2l_EtmO7W1Q0a238YQ2QBwTa6h4NJrdbKqvQL1AzT8tcTfyNRQklR-ElhE20_2w6e8Oy/s1600/Proteus29.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;330&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdnsLzYCrWKBMchdVZ1pq3iMji_fHAHLFtuL0te5ByICZzsCG6Mpb-qtCnruAB1Dze2l_EtmO7W1Q0a238YQ2QBwTa6h4NJrdbKqvQL1AzT8tcTfyNRQklR-ElhE20_2w6e8Oy/s400/Proteus29.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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El 54 pertenece al valor decimal del número 6&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
El 57 pertenece al valor decimal del número 9&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
El 52 pertenece al valor decimal del número 4&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
El 76 pertenece al valor decimal del número L&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
El 55 pertenece al valor decimal del número 7&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
El 84 pertenece al valor decimal del número T &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/AVvXsEhucpfZopzmR8vRm9N1R_AXjNUsIzX2skzxKsrDzQcXEmegPchI0P3HmSR2VjJnDkXmzu2dPw9MzPqz4hFth8nblUXia77fwCbuSaX3F4N_uKywpv6XvDETt3pQ6rRutmMVua70/s1600/Proteus30.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;442&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhucpfZopzmR8vRm9N1R_AXjNUsIzX2skzxKsrDzQcXEmegPchI0P3HmSR2VjJnDkXmzu2dPw9MzPqz4hFth8nblUXia77fwCbuSaX3F4N_uKywpv6XvDETt3pQ6rRutmMVua70/s640/Proteus30.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ha salido todo junto en el LCD al no preveer los espacios. De momento queda así.&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ya tenemos dos cosas en marcha: El USB y el LCD. En estos momentos podemos transmitir, recibir y visualizar con el microcontrolador Pic 18F4455 sin usar un solo componente electrónico.&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/2858476085012517781/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-3a.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/2858476085012517781'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/2858476085012517781'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-3a.html' title='Alarma GSM con USB programable (3a)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPrmhlOFgfJcQhWFB9vsi7UpGkXO0KGgxZYoGPMpQBp9Xre49ItO_luKY5RGLbagEy_9g-1qBOui_ImAnVy2onBUBx6O1qAVwqPTmFSkXdxGf5wVnqTb6_Ic1lnOLO0Z1S7Ml_/s72-c/Proteus25.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-3933854830436244058</id><published>2015-07-11T00:46:00.002+02:00</published><updated>2024-02-16T22:03:55.612+01:00</updated><title type='text'>Alarma GSM con USB programable (1)</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;br /&gt;
&lt;span style=&quot;font-size: 24.0pt;&quot;&gt;Alarma GSM con USB programable &lt;/span&gt;&lt;br /&gt;
(1.- El
usb Pic-PC con XP)&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Empezar es lo más complicado. Lo primero es ver
como funciona el usb en el microcontrolador. Conectar al PC un microcontrolador
y que &lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;windows&lt;/span&gt; lo reconozca. En esta ocasión se utiliza un 18F4455. Para usar otro Pic
simplemente hay que cambiar el micro en el esquema y en el programa.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Aunque cambiará se empieza por lo más básico: El
Mplab y Proteus Isis.&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/AVvXsEjVH_H-XlfsfMRb_qZR_pQ0aTvi-5OgH27DCet_YkW_xxQfhZ_vp-SBMHYIvX82XVtqTgSBzjtMy2lS0eBpW2pHOcRtgv43gsIFfCUBfPTxtow-xkiZIC2QjVc3K8YaUvAhI9ln/s1600/CapUSB1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;297&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVH_H-XlfsfMRb_qZR_pQ0aTvi-5OgH27DCet_YkW_xxQfhZ_vp-SBMHYIvX82XVtqTgSBzjtMy2lS0eBpW2pHOcRtgv43gsIFfCUBfPTxtow-xkiZIC2QjVc3K8YaUvAhI9ln/s400/CapUSB1.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Con Mpalb creamos un proyecto y en main.c colocamos el siguiente código:&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/AVvXsEi9KaySuLyO7KKhMAJ_fHufuoGdnNVyv6AX5yymaLupVYMovvTgevWhnLNGfbVWo4go2XB5Nnv29w9Ixac7r59G-FgF7UN0skNkYIyEPVSL_ZwVp_Bl1MulW2HoS6lNEwTbcMCT/s1600/CapUSB14.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;434&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9KaySuLyO7KKhMAJ_fHufuoGdnNVyv6AX5yymaLupVYMovvTgevWhnLNGfbVWo4go2XB5Nnv29w9Ixac7r59G-FgF7UN0skNkYIyEPVSL_ZwVp_Bl1MulW2HoS6lNEwTbcMCT/s640/CapUSB14.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&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;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora compilamos, indicará unos avisos y al final
el tan esperado&lt;b&gt; BUILD SUCCEEDED.&lt;/b&gt; Con esto ya tenemos, de momento,
terminado el programa del microcontrolador. Ahora vamos al esquema anterior del
circuito y realizamos doble clic sobre el microcontrolador. Se abre el editor de
componentes y en &lt;b&gt;Program File &lt;/b&gt;colocamos la dirección del archivo que se
ha generado al compilar el programa en proteus: &lt;b&gt;main.hex&lt;/b&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/AVvXsEiNVXq0k6062aVFc428CYoiz3CSQfkv7fgiC2qmyQ2jNZdSTnWFw1SZTEzvSeAO7fRqXnLEo8JCD6kAn6OQbRdkQjKUG9uuo_1OYio8tdc1RGr5x9OwEEBmuTQwdHA6UCT67kOU/s1600/Proteus15.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;226&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNVXq0k6062aVFc428CYoiz3CSQfkv7fgiC2qmyQ2jNZdSTnWFw1SZTEzvSeAO7fRqXnLEo8JCD6kAn6OQbRdkQjKUG9uuo_1OYio8tdc1RGr5x9OwEEBmuTQwdHA6UCT67kOU/s320/Proteus15.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Guardamos con clic OK y salvamos el esquema (Ctrl + S). Instalamos los
drivers del VIRTUAL USB de Proteus. Suele estar en la &lt;b&gt;carpeta de
instalación\Virtual USB\Install USB Drivers&lt;/b&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/AVvXsEiyNvNJTjxl0CV_F5UBRz5Wznnsk1nAvzU03tYDxyVgKViFLQElDx-2PI5H8lh3rpr5RKFFeV_F-PLpkvn4oECm3-PUBhCxD1Ik39ZrMwlIXfkDxb5Hfv-qTMo3FR755yyRrt6c/s1600/Proteus16.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyNvNJTjxl0CV_F5UBRz5Wznnsk1nAvzU03tYDxyVgKViFLQElDx-2PI5H8lh3rpr5RKFFeV_F-PLpkvn4oECm3-PUBhCxD1Ik39ZrMwlIXfkDxb5Hfv-qTMo3FR755yyRrt6c/s1600/Proteus16.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span id=&quot;goog_511875661&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_511875662&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Con esto ya podemos, no es verdad de momento, simular el microcontrolador
sin usar nada de electrónica. Ningún componente electrónico físico va a
participar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Vamos a Proteus isis y simulamos:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Abre correctamente el analizador de USB y ahora conectamos nuestro
dispositivo al ordenador. Para ello hacemos clic en el conector de USB.&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/AVvXsEhHCSmQ9CsDdcfu7vVlphOccSf4KoI24sX3_Cx5jokJc7Z59QQpkap9gwOPezz0GpF9p1Nrp5LtDBBnWEefP2h256IFNIsgo7ThqNkD0XowsngqOs2lbXs2ZoVU05R37bgIONDJ/s1600/Proteus19.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;115&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHCSmQ9CsDdcfu7vVlphOccSf4KoI24sX3_Cx5jokJc7Z59QQpkap9gwOPezz0GpF9p1Nrp5LtDBBnWEefP2h256IFNIsgo7ThqNkD0XowsngqOs2lbXs2ZoVU05R37bgIONDJ/s400/Proteus19.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Windows detecta que hay algo
conectado. Seleccionamos No por el momento y Siguiente&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/AVvXsEh_gAqkQETBbTCrpUrEVNKR8vXh8GkkFyn74poLtCJYVetR0dxY0dOMHqxDEqVO88TegdxKb7sWw1wNSmLYwh5_3Lkw2sG6MEhnxibQ0z_30kLWz6FrxlSrN3gs0Kl4ekmajKXy/s1600/Proteus17.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;298&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_gAqkQETBbTCrpUrEVNKR8vXh8GkkFyn74poLtCJYVetR0dxY0dOMHqxDEqVO88TegdxKb7sWw1wNSmLYwh5_3Lkw2sG6MEhnxibQ0z_30kLWz6FrxlSrN3gs0Kl4ekmajKXy/s400/Proteus17.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora seleccionamos Instalar desde una lista o ubicación especifica.&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/AVvXsEjb2VW4ag7XtHtepG3sOD4seSfVWNEPFs9fHGIhPjSNQisiihtv_nq21oGNcAskyKNepOFPxLC5ftUkAssCGaPqTeemTrO6Vgt1XyZ3g9FKZCcB51nFx06d8ZqIofdQeyH3DtnM/s1600/Proteus18.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;298&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb2VW4ag7XtHtepG3sOD4seSfVWNEPFs9fHGIhPjSNQisiihtv_nq21oGNcAskyKNepOFPxLC5ftUkAssCGaPqTeemTrO6Vgt1XyZ3g9FKZCcB51nFx06d8ZqIofdQeyH3DtnM/s400/Proteus18.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora solo queda asignar el camino donde hemos descomprimido el archivo que hemos o vamos a bajar con el nombre de mchpcdc.inf que uno se puede descargar desde:&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&lt;a href=&quot;https://app.box.com/s/e3qzbdilda6xea3egp63i9lgltzvs7jl&quot;&gt;DRIVER_WIN_USB. (mchpcdc.inf)en formato rar&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hay ocasiones, sobretodo cuando se han realizado unas cuantas pruebas, en
que ya no informa del nuevo hadware conectado. Nos dirigimos al Administrador
de dispositivos y allí está lo que hemos conectado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Si le pedimos que instale los drivers que se han descargado,&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt; seguramente no
los reconocerá.&lt;/b&gt;&lt;/span&gt;&lt;b&gt; y pedirá que busquemos otros. Probemos los que probemos no va a
funcionar ninguno. Hay que realizar unas pequeñas modificaciones y también
personalizaremos nuestro dispositivo. &lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Abrimos&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;el archivo
usb_desc_cdc.h que se ha cargado a nuestro proyecto al compilar&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/AVvXsEjwvj9ETtVjKJeh72dIdFGOZ5evHLN6nPwBksITJs_YHTu3UCREoWe3E6a-wCYp6loKJ2HVQ-4JSiAoVc4lEhKl9zOx64xCtls6em0wjhLr6Q7n2Dy8XqCt9wz4mXr1Tj4P3bNL/s1600/CapUSB2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwvj9ETtVjKJeh72dIdFGOZ5evHLN6nPwBksITJs_YHTu3UCREoWe3E6a-wCYp6loKJ2HVQ-4JSiAoVc4lEhKl9zOx64xCtls6em0wjhLr6Q7n2Dy8XqCt9wz4mXr1Tj4P3bNL/s320/CapUSB2.JPG&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y nos vamos al final del archivo. Aquí es donde lo
personalizamos.&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/AVvXsEirjU0QolUoIrcXx_9LGJj6ExSFg5NU5wK-G4X2Sb0yxkweuLbcZeoD0v0neoZUDbh4_2DYBzib-4c9nPMlP-DHIVGfsDiW_AH1U-Lh8s05A9syCCOPuKkZQ8t9v4VkTDiebLqU/s1600/CapUSB3.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://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirjU0QolUoIrcXx_9LGJj6ExSFg5NU5wK-G4X2Sb0yxkweuLbcZeoD0v0neoZUDbh4_2DYBzib-4c9nPMlP-DHIVGfsDiW_AH1U-Lh8s05A9syCCOPuKkZQ8t9v4VkTDiebLqU/s400/CapUSB3.JPG&quot; width=&quot;395&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La longitud
de la cadena tiene que ser exacta. Si el número de la cadena es mayor saldrán caracteres
que no tienen que ver con nuestro dispositivo. Se suprimirán caracteres si el
número de la cadena es inferior, para ello hay una fórmula muy sencilla que es:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;(Número de
letras + 1)*2 = longitud a poner&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;

&lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Ejemplo en
string1 queremos poner JVMA, esta tiene 4 caracteres por tanto:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;

&lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;longitud a
poner = ( 4 + 1 ) x 2 = 5 x 2 = 10&lt;/span&gt;&lt;/b&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/AVvXsEiNJUyDy0jzRZy5x9_FFPT3twauzzunaov1O0zJt1KRmClLhHtXGlmhD9YCpSgTh6djeJojIzNhxCNNBnpMoLOXiglgLaTZuhwnGIq8KrgUkyz3Nki7sH12NhyphenhyphenpRvswrE_iJaCq/s1600/CapUSB4.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNJUyDy0jzRZy5x9_FFPT3twauzzunaov1O0zJt1KRmClLhHtXGlmhD9YCpSgTh6djeJojIzNhxCNNBnpMoLOXiglgLaTZuhwnGIq8KrgUkyz3Nki7sH12NhyphenhyphenpRvswrE_iJaCq/s320/CapUSB4.JPG&quot; width=&quot;316&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo mismo
ocurre con el string2. En este caso no cambia el valor del tamaño de la cadena
al coincidir la longitud que había.&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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzYoLl4Ag9qX6dCFtGIW0hsF4z_q3QIxic7oZINc2ElgSMQv7ux-bRRPf5V6b7-s0mWYWHALCOEYwJCu1VLYWmBVXsJEpxotlafWfxDoZRzp0pY7Juer8_RFCTioUH26avHWDf/s1600/CapUSB5.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzYoLl4Ag9qX6dCFtGIW0hsF4z_q3QIxic7oZINc2ElgSMQv7ux-bRRPf5V6b7-s0mWYWHALCOEYwJCu1VLYWmBVXsJEpxotlafWfxDoZRzp0pY7Juer8_RFCTioUH26avHWDf/s320/CapUSB5.JPG&quot; width=&quot;316&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Volvemos a
guardar y compilamos de nuevo (Built All). Cargamos otra vez el main.hex en el
18F4455 (con detener la ejecución del simulador y reanudarla es suficiente)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Ahora le toca
al Driver. Abriremos con el archivo mchpcdc.inf, que una vez descargado se ha
de descompilar, y nos dirigimos al final del archivo.&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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhChtNJiaZiprtYLtarBcoWPxLWiXKJz2WkCMtMUWPlqqxuSCvtzIx5_XutTMzn6SJA5_ADJxNpBUPF2eCt3icS7MYJz0bdsPHGxhL2K3LG4CDyPsPiH4eRHEfB-FoS5CgIzE_U/s1600/CapUSB6.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;273&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhChtNJiaZiprtYLtarBcoWPxLWiXKJz2WkCMtMUWPlqqxuSCvtzIx5_XutTMzn6SJA5_ADJxNpBUPF2eCt3icS7MYJz0bdsPHGxhL2K3LG4CDyPsPiH4eRHEfB-FoS5CgIzE_U/s400/CapUSB6.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cambiamos el
DRIVERFILENAME y lo personalizamos cambiando DESCRIPTION. Una vez reconocido
del dispositivo se verá que se ha personalizado el dispositivo. Lo aceptaremos
naturalmente. ¿Cómo no va a pasar la firma si lo estamos haciendo nosotros?&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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9AnOERR5q3Fdp4X3WJbZbiMGLVoO3Bz-tZMcSStij2Ef2hcVDAdXjbC638jrcq2fQ1PpVqmF1Yc8gtdZmy864-XsKfoe9L5lKOo_18FXgpZy_DyyoERW5gI_m4aWJRke0yFcY/s1600/CapUSB7.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9AnOERR5q3Fdp4X3WJbZbiMGLVoO3Bz-tZMcSStij2Ef2hcVDAdXjbC638jrcq2fQ1PpVqmF1Yc8gtdZmy864-XsKfoe9L5lKOo_18FXgpZy_DyyoERW5gI_m4aWJRke0yFcY/s320/CapUSB7.JPG&quot; width=&quot;210&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Es posible
que quede una última cosa por hacer y no cuesta nada revisarlo. Si el
dispositivo no es reconocido es que no coinciden unos datos que ahora mismo
vamos a ver.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;estilo8&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Abrimos el
archivo usb_desc_cdc.h y buscamos este trozo de programa.&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;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx00PTrlbPNibzXe5lcmWZ3BUDWOfquXzfl4SEVlaCLpO4TECcCjGKVOPiUyJluBBQrHqwHqr2zn5_Bf7OlzmHMJRskQ0w2w84t0lnS8eBD_ItMlnMps44oRoKflJ5UwxdFRjk/s1600/CapUSB8.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;174&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx00PTrlbPNibzXe5lcmWZ3BUDWOfquXzfl4SEVlaCLpO4TECcCjGKVOPiUyJluBBQrHqwHqr2zn5_Bf7OlzmHMJRskQ0w2w84t0lnS8eBD_ItMlnMps44oRoKflJ5UwxdFRjk/s320/CapUSB8.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;0x61,0x04, //vendor id (0x04D8 is
Microchip, or is it 0x0461 ??)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;==8,9
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
Se intercambian los valores en el archivo mchpcdc.inf (0x0461)&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;0x33,0x00,
//product id&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;==10,11&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
Se intercambian los valores en el archivo mchpcdc.inf (0x0033)&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
Mucho cuidado con eso. Abrimos el archivo mchpcdc.inf y al
principio tiene que estar el dispositivo.&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/AVvXsEgaRELsxSFDT7Asr9rMHnJG4-37XKXq_Vme6RLCP_ZUMcD07VlwzQLV-LGcjAWRNrpxwpaF3EGikMhm47t3JjSR2iVcRQPaC-gdfTeHsvpRy78slHuIe0GqpjCMZMtAXfUVrF-H/s1600/CapUSB9.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;249&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaRELsxSFDT7Asr9rMHnJG4-37XKXq_Vme6RLCP_ZUMcD07VlwzQLV-LGcjAWRNrpxwpaF3EGikMhm47t3JjSR2iVcRQPaC-gdfTeHsvpRy78slHuIe0GqpjCMZMtAXfUVrF-H/s320/CapUSB9.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Si no está hay que añadirla. De otra manera: EL DRIVER NO
NOS SERVIRÁ. Windows no lo reconocerá como válido. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Notese que los valores se han puesto acorde con el archivo usb_desc_cdc.h&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/AVvXsEguzO0NWOV5bjd1q4YzWYH2eSPiOy2zE4U_AnEJPvrFAhzkDDjszZ5qNiSJBnjX42v4tngG8ddcbsUzFV6Dgd8h4_GriB1Pho9f0ui31zFRWBxGkrPeEIfcEVYYKAzGhaBSaK4h/s1600/CapUSB10.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;66&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguzO0NWOV5bjd1q4YzWYH2eSPiOy2zE4U_AnEJPvrFAhzkDDjszZ5qNiSJBnjX42v4tngG8ddcbsUzFV6Dgd8h4_GriB1Pho9f0ui31zFRWBxGkrPeEIfcEVYYKAzGhaBSaK4h/s640/CapUSB10.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Los otros valores que aparecen indicando el cambio (no los
he quitado para que se vea que pueden cambiar) son los que tenía el driver en
un principio. Dependiendo del archivo cargaremos SIEMPRE los valores que nos
marque usb_desc_cdc.h&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Una vez terminado de cargar ha de salir la ventana de
Finalización del asistente&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/AVvXsEirAq4SIsEXN2yymYTCLPlKfxQatI5j5pe30uh6wEXUKa1FNCPwdBHw_4bIlMKHO2OMYUpqLGDphf_P3NOq5V-HijRFpTEmB46huteNsXtAePuo5zAVxzjT65QIaXTNBdYOX5hV/s1600/CapUSB11.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;170&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirAq4SIsEXN2yymYTCLPlKfxQatI5j5pe30uh6wEXUKa1FNCPwdBHw_4bIlMKHO2OMYUpqLGDphf_P3NOq5V-HijRFpTEmB46huteNsXtAePuo5zAVxzjT65QIaXTNBdYOX5hV/s320/CapUSB11.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ya se puede ver recompensado el esfuerzo con la
personalización de nuestro prototipo.&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/AVvXsEjwUT2PIcc0tgEyQX2oUpcqYs-W4CItpIeaWsEI2uoSf8YDcA8rgy6SE1lyeH1E9Ig7xSE0xvMbtXKIdZ3e-EitJkQKdK3U269xECLOPCMZxQXNBN8PEK_X8iUh33BpkN8wyNB3/s1600/CapUSB12.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwUT2PIcc0tgEyQX2oUpcqYs-W4CItpIeaWsEI2uoSf8YDcA8rgy6SE1lyeH1E9Ig7xSE0xvMbtXKIdZ3e-EitJkQKdK3U269xECLOPCMZxQXNBN8PEK_X8iUh33BpkN8wyNB3/s320/CapUSB12.JPG&quot; width=&quot;316&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora ya podemos disfrutar de una simulación completa sin el uso de componentes electrónicos ni cables. Si enviamos el 1 nos devuelve el texto perteneciente al uno y si mandamos 2 nos devuelve el texto perteneciente al dos.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtn1z_gc7qVbAeIyeiV8WNzRObJfexM2rgR4CiQy3UqzvV9kS8Ej-hUandM52X5dVwkqU60M7F93x-W7L1c44hugSRYdni7AmFr53chVunfvo9bW8DI73ZrqWkBz_aIpGaJK_U/s1600/CapUSB13.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;224&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtn1z_gc7qVbAeIyeiV8WNzRObJfexM2rgR4CiQy3UqzvV9kS8Ej-hUandM52X5dVwkqU60M7F93x-W7L1c44hugSRYdni7AmFr53chVunfvo9bW8DI73ZrqWkBz_aIpGaJK_U/s320/CapUSB13.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp; &amp;nbsp;&amp;nbsp; Para configurar el puerto a nuestro gusto (en mi pc solo dispongo de un puerto COM y algunas veces, dependiendo del dispositivo que conecto, me cambia el puerto, se puede personalizar. Es decir: podemos asignar el puerto de comunicaciones que queramos. Para ello ir a:&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Inicio -&amp;gt; Panel de Control -&amp;gt; Sistema -&amp;gt; Hardware -&amp;gt; Administrador de dispositivos&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/AVvXsEilut3_c0tXGFH8eJjMZq2CZzO6-KmBCJZKPvd9yOnW0eHpUBgrdYRsXwMD2Oou__CkZdnHHtqlj2VWKWDPgBjNoxIU2J5MXSp0jKe0xHkacN7L2QUUbuqkHPFWZlj1vEyTIDFM/s1600/Proteus20.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilut3_c0tXGFH8eJjMZq2CZzO6-KmBCJZKPvd9yOnW0eHpUBgrdYRsXwMD2Oou__CkZdnHHtqlj2VWKWDPgBjNoxIU2J5MXSp0jKe0xHkacN7L2QUUbuqkHPFWZlj1vEyTIDFM/s320/Proteus20.JPG&quot; width=&quot;266&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; y expandimos el puerto de comunicaciones &lt;b&gt;Puertos (COM &amp;amp; LPT)&lt;/b&gt; Y doble clic sobre nuestro dispositivo.&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/AVvXsEhsEac4EflN-_4cPqxA_IKZKenRgm6-AiiCIb4vP4v7yhRmx_DTt_dTrqA2lS1P31VpaSk-gDTISgGUQ7VKHuQbylDp7U4DsV_8uDfa5WmGWTDzhiY9ShRSENVuVVgX8o57ICl0/s1600/Proteus22.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsEac4EflN-_4cPqxA_IKZKenRgm6-AiiCIb4vP4v7yhRmx_DTt_dTrqA2lS1P31VpaSk-gDTISgGUQ7VKHuQbylDp7U4DsV_8uDfa5WmGWTDzhiY9ShRSENVuVVgX8o57ICl0/s320/Proteus22.JPG&quot; width=&quot;277&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nos vamos a la pestaña configuración de Puerto \ Opciones avanzadas&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimeMdBaIjGSgQqSjQt5YdCB4RzkkjeeQTHecBHXpPfsL9LMcitaOdHtSelJhVVRVPFOxLTHfCzkhq9WZKoRwZDs9qWNjEWyq8YjyZHSkf16P3VuMmvPiUODASvjIrSSvKFA4y1/s1600/Proteus23.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimeMdBaIjGSgQqSjQt5YdCB4RzkkjeeQTHecBHXpPfsL9LMcitaOdHtSelJhVVRVPFOxLTHfCzkhq9WZKoRwZDs9qWNjEWyq8YjyZHSkf16P3VuMmvPiUODASvjIrSSvKFA4y1/s320/Proteus23.JPG&quot; width=&quot;317&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; y se puede cambiar el puerto COM en la pestaña: Número de puerto COM.&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/AVvXsEg4F9H7OdPfQbMTrYDk8YD8Im4zz7VPuLk81j-98lLpGxSScgZugmS9OnDmX4Ohmvd-TfQ32c4JefUxvfrfajcgpOTjy9OTA3ej0wL4FroVEWuGnMhN4YRV6mgf21EbNMYPOtAs/s1600/Proteus24.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4F9H7OdPfQbMTrYDk8YD8Im4zz7VPuLk81j-98lLpGxSScgZugmS9OnDmX4Ohmvd-TfQ32c4JefUxvfrfajcgpOTjy9OTA3ej0wL4FroVEWuGnMhN4YRV6mgf21EbNMYPOtAs/s400/Proteus24.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;La configuración del HyperTerminal, que es lo que puede dar problemas, está explicada en otro post.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;(próximamente)&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
CONFIGURAR EL HIPERTERMINAL PARA RECIBIR DATOS Y ENVIAR UN SOLO BIT &lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/3933854830436244058/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-1.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/3933854830436244058'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/3933854830436244058'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/alarma-gsm-con-usb-programable-1.html' title='Alarma GSM con USB programable (1)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVH_H-XlfsfMRb_qZR_pQ0aTvi-5OgH27DCet_YkW_xxQfhZ_vp-SBMHYIvX82XVtqTgSBzjtMy2lS0eBpW2pHOcRtgv43gsIFfCUBfPTxtow-xkiZIC2QjVc3K8YaUvAhI9ln/s72-c/CapUSB1.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-7623606614158560664</id><published>2015-07-07T00:00:00.001+02:00</published><updated>2024-02-16T22:04:27.931+01:00</updated><title type='text'>Factusol: Eliminar la búsqueda de actualizaciones</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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Búsqueda personalizada
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;Factusol: Eliminar la búsqueda de actualizaciones&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;La incomodidad de que nos avise de la existencia de actualizaciones si el programa funciona correctamente es fácil de eliminar.&lt;/span&gt;&lt;/div&gt;
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&quot; 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&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;Basta con dirigirnos a&amp;nbsp; la instalación del programa que por defecto está en:&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;C:\Archivos de programa\FactuSOL 2000 &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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y localizamos el archivo &lt;i&gt;&lt;b&gt;Actualizaciones&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtcqPlixR9ipatApIh9zAckyuAFspLGrYeXKlVRwqTZjon1k_gx31gSrgQ6bpz5UvFbYbU3FSPRZ5fdvZifAKbsYonUjIzhz2yS8tJt5d6qiXZcPedamT-ejEX0mu2l6ZV-f-o/s1600/cap2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;266&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtcqPlixR9ipatApIh9zAckyuAFspLGrYeXKlVRwqTZjon1k_gx31gSrgQ6bpz5UvFbYbU3FSPRZ5fdvZifAKbsYonUjIzhz2yS8tJt5d6qiXZcPedamT-ejEX0mu2l6ZV-f-o/s400/cap2.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
lo abrimos con el &lt;i&gt;&lt;b&gt;Bloc de notas&lt;/b&gt;&lt;/i&gt; y cambiamos el &lt;i&gt;&lt;b&gt;True&lt;/b&gt;&lt;/i&gt; por &lt;i&gt;&lt;b&gt;False.&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2UzTu3iTaj5jYD8ogw_EW_bN2TsazNszRNFlKmjyxaKdm8KIhRgxmxUFVMCCOGQPvPbXh6ZJjVMCnnwkdQ5kyEXsJhgNYDXnHCLmgQIxUIWVqmdx7duMmCO13cXr375kpKC4Q/s1600/cap1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2UzTu3iTaj5jYD8ogw_EW_bN2TsazNszRNFlKmjyxaKdm8KIhRgxmxUFVMCCOGQPvPbXh6ZJjVMCnnwkdQ5kyEXsJhgNYDXnHCLmgQIxUIWVqmdx7duMmCO13cXr375kpKC4Q/s1600/cap1.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Guardamos el documento (Archivo\Guardar) y no vuelve a aparecer el aviso de descarga de actualizaciones.&lt;/div&gt;
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En el Indice del blog encontrareis más sobre Factuso.&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
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     crossorigin=&quot;anonymous&quot;&gt;&lt;/script&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/7623606614158560664/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-eliminar-la-busqueda-de.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/7623606614158560664'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/7623606614158560664'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-eliminar-la-busqueda-de.html' title='Factusol: Eliminar la búsqueda de actualizaciones'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtcqPlixR9ipatApIh9zAckyuAFspLGrYeXKlVRwqTZjon1k_gx31gSrgQ6bpz5UvFbYbU3FSPRZ5fdvZifAKbsYonUjIzhz2yS8tJt5d6qiXZcPedamT-ejEX0mu2l6ZV-f-o/s72-c/cap2.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-8589562238995192225</id><published>2015-07-06T12:09:00.002+02:00</published><updated>2015-07-06T12:09:56.936+02:00</updated><title type='text'>Proteus Ares: Circuito impreso, Ruteado</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Proteus Ares: Circuito impreso, el comienzo&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Al arrancar el programa &lt;b&gt;Ares&lt;/b&gt; para realizar el circuito impreso y una vez tenemos colocados los componentes (o antes si sabemos las medidas de la placa) colocamos las dimensiones de la placa &lt;b&gt;(Board)&lt;/b&gt;. Clic sobre &lt;b&gt;2D Graphics Box Mode&lt;/b&gt;, desplegamos el cuadro y buscamos &lt;b&gt;Board Edge&lt;/b&gt;&lt;/div&gt;
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&quot; /&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora solo queda hacer clic en una de las esquinas y terminar en la contraria. El resultado se ve en amarillo.&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;215&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Al principio el ruteado (realización de las pistas) salen muy finas por defecto. para poder agrandar y poder rutear con pistas a nuestro agrado vamos a &lt;b&gt;Technology \ Desing Rules&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4T6mkbeJJ1xF_q2uISPkiCzYKOfvdx8YRgN0X6HfdufMaqWCNztML5CKWv8CUPXPLbKju0BgTQCTzFK4qElpT46ks52IIX_xqPngvK9Km5r7udCVax4A8ovmzPyEfhBNRzHsC/s1600/Proteus11.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4T6mkbeJJ1xF_q2uISPkiCzYKOfvdx8YRgN0X6HfdufMaqWCNztML5CKWv8CUPXPLbKju0BgTQCTzFK4qElpT46ks52IIX_xqPngvK9Km5r7udCVax4A8ovmzPyEfhBNRzHsC/s400/Proteus11.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y aparece la ventana &lt;b&gt;Desing Rute Manager&lt;/b&gt; y selecionamos la pestaña &lt;b&gt;Net Classes.&lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEOyHjEZNWq7Qbwh9-3VJjx9OJ970DuSXWYD_c7qUcrpNBxEw3Fm9hkuzDaBgEY0532qLWUecvytgzIOJcEfQk8MiIQn4_sRzKsLKG65eZg-WpRfhqk0Ie2pJszrnDmdmHDlwB/s1600/Proteus03.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;353&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEOyHjEZNWq7Qbwh9-3VJjx9OJ970DuSXWYD_c7qUcrpNBxEw3Fm9hkuzDaBgEY0532qLWUecvytgzIOJcEfQk8MiIQn4_sRzKsLKG65eZg-WpRfhqk0Ie2pJszrnDmdmHDlwB/s400/Proteus03.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En &lt;b&gt;Net Clas&lt;/b&gt; podemos diferenciar entre el ruteado de las tensiones o las demás. En la imagen sale &quot;las demás&quot;. Desplegamos &lt;b&gt;Neck Style&lt;/b&gt; y seleccionamos el ancho que queramos. Por defecto me venía &lt;b&gt;T8&lt;/b&gt; y de esta forma rutea en &lt;b&gt;T40.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Errores al rutear &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cuando estamós en pleno trabajo y nos acercamos demasiado (o no tanto al principio) aparecen errores del ruteado.&lt;br /&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;252&quot; 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&quot; 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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y aparecen los errores en el diseño de la placa.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2MKdX_KTXqN8SyoZAt9dpq1WTEjGeUUvJJUp-pqoUyfTLUnrxHSlPLfyU4CCtUWsYf7O_Is9a21bv_6112QaX3SVqXY4xUFYvqQu-NsG73S61VvQjXmaqLGRU2Qdh6yDVFKDV/s1600/Proteus1.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;281&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2MKdX_KTXqN8SyoZAt9dpq1WTEjGeUUvJJUp-pqoUyfTLUnrxHSlPLfyU4CCtUWsYf7O_Is9a21bv_6112QaX3SVqXY4xUFYvqQu-NsG73S61VvQjXmaqLGRU2Qdh6yDVFKDV/s320/Proteus1.bmp&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Para disminuir la distancia de advertencia en el ruteado o aumentarla está en Technology \ Desing Rules que aparece &lt;b&gt;Desing Rute Manager&lt;/b&gt; y por defecto aparece en la pestaña &lt;b&gt;Desing Rute&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBCkwowNUzaJCI3If7qWTUJSP5iOtBxqLGLTQ5o6G9nA8otetYs16C3QvVB5HGAALi-Uv8pVRB_TGiZ2cL7cMezO2_8wO_gejXHNPY_ZSVdsA1na9x6VqUm5pyv-UEnViccFIw/s1600/Proteus12.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;352&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBCkwowNUzaJCI3If7qWTUJSP5iOtBxqLGLTQ5o6G9nA8otetYs16C3QvVB5HGAALi-Uv8pVRB_TGiZ2cL7cMezO2_8wO_gejXHNPY_ZSVdsA1na9x6VqUm5pyv-UEnViccFIw/s400/Proteus12.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/b&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cambiamos en el apartado &lt;b&gt;Clearances&lt;/b&gt; los valores y nos van desapareciendo los errores.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNn-MHAlHWfLb9YHh3BNTOHWM4GLgD0dz3l-FXbL4-zBbhPOxxU2O1O64B3bhOGDJONTdQmX_tCEDLDbRbQUXEkY4M6aRQ4JUULEqMLS-UvR_uFTtOJiUNcvWWYtK8aPBSC8UD/s1600/Proteus13.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;282&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNn-MHAlHWfLb9YHh3BNTOHWM4GLgD0dz3l-FXbL4-zBbhPOxxU2O1O64B3bhOGDJONTdQmX_tCEDLDbRbQUXEkY4M6aRQ4JUULEqMLS-UvR_uFTtOJiUNcvWWYtK8aPBSC8UD/s320/Proteus13.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora la distancia con la placa (de paso las dejamos todas iguales)&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzqW9gWLA-ZQH_SAefCjrPl56-yMrBkTVWq5MHMKQG7xbC6KwtaPkXRqZZh7CHZApQ_fYFW7s4Y8SGx6_FlSEBWFUkUiupieV4k9vFNtnLd8Z_qh7YQ1gvKV_tUry-JGUvUD8g/s1600/Proteus14.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;284&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzqW9gWLA-ZQH_SAefCjrPl56-yMrBkTVWq5MHMKQG7xbC6KwtaPkXRqZZh7CHZApQ_fYFW7s4Y8SGx6_FlSEBWFUkUiupieV4k9vFNtnLd8Z_qh7YQ1gvKV_tUry-JGUvUD8g/s320/Proteus14.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
y por fin la placa (o circuito impreso) nos saldrá sin errores y nos podremos acercar un poco más entre pistas, pistas y borde de la placa, entre pads...&lt;br /&gt;
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&lt;img alt=&quot;&quot; height=&quot;348&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hay que recordar que muchos tipos de circuitos (por frecuencias y demás) no permiten acercarse tanto. Llevar cuidado con los diseños ya que pueden llegar a dar más de un problema de funcionamiento.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/8589562238995192225/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/proteus-ares-circuito-impreso-ruteado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8589562238995192225'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8589562238995192225'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/proteus-ares-circuito-impreso-ruteado.html' title='Proteus Ares: Circuito impreso, Ruteado'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4T6mkbeJJ1xF_q2uISPkiCzYKOfvdx8YRgN0X6HfdufMaqWCNztML5CKWv8CUPXPLbKju0BgTQCTzFK4qElpT46ks52IIX_xqPngvK9Km5r7udCVax4A8ovmzPyEfhBNRzHsC/s72-c/Proteus11.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-8818400144708222402</id><published>2015-07-05T10:00:00.000+02:00</published><updated>2015-07-05T10:37:29.359+02:00</updated><title type='text'>FACTUSOL no reacciona (¿deshabilitado?)</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;FACTUSOL no reacciona (¿deshabilitado?)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hacemos clic en cualquier parte del programa y no hace nada ¿Qué ha pasado?&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
NADA que no tienes la empresa abierta. Si te encuentras con los botones y pestañas deshabilitados es por falta de empresa abierta. No se ha perdido nada.&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/AVvXsEiaOVIja9HNkjwK5OptsucuJxhF2-bVPkF2oNB3aaiQyycMEPPxpPSYOyj7RiB84fAA0rAW_a-qnWB5-8TR6hXC0bQh4-uaMQlfsjQYqfvIO3UWxWJ6ifsJEmEZnFYdKIrUbIWI/s1600/captura22.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;96&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaOVIja9HNkjwK5OptsucuJxhF2-bVPkF2oNB3aaiQyycMEPPxpPSYOyj7RiB84fAA0rAW_a-qnWB5-8TR6hXC0bQh4-uaMQlfsjQYqfvIO3UWxWJ6ifsJEmEZnFYdKIrUbIWI/s640/captura22.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Seguramente se ha cerrado sesión con la empresa.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora hay que abrir una empresa&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlS8ZUQxNvMSMr8bs09rQ6sapyM1vCcJfUoyNU6s7YMeRMSQ0F-9pSv-9YJHtVzbFrrGY4Kf2VL8Crykat15CqkwjAqRIbu7WT2Jt_VPYT7QBgVSCywSlGiwGzQLVCF4q6xz2r/s1600/captura21.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;97&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlS8ZUQxNvMSMr8bs09rQ6sapyM1vCcJfUoyNU6s7YMeRMSQ0F-9pSv-9YJHtVzbFrrGY4Kf2VL8Crykat15CqkwjAqRIbu7WT2Jt_VPYT7QBgVSCywSlGiwGzQLVCF4q6xz2r/s640/captura21.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Arriba en el centro de la pantalla aparece &quot;FactuSOL 2015 - `[Fondo de FactuSOL]&quot; Eso indica que no hay empresa abierta. Para abrir una nos vamos al Botón del sistema (arriba a la izquierda)&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUXbnmOcWpmV5kPfgk7lxjK1lCLOZCZApSnbzNPEizje3J5jFzRBgH8fzBlqPeP2J2oW_GLBUrTQ5Mi6NZY0ZhtcjqpICDpq7UKcewFGju-7hS0TeMjc0TN0ArAum1L5_4f9B-/s1600/captura23.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;114&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUXbnmOcWpmV5kPfgk7lxjK1lCLOZCZApSnbzNPEizje3J5jFzRBgH8fzBlqPeP2J2oW_GLBUrTQ5Mi6NZY0ZhtcjqpICDpq7UKcewFGju-7hS0TeMjc0TN0ArAum1L5_4f9B-/s640/captura23.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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y buscamos&lt;b&gt; &quot;Abrir empresa existente&quot;&lt;/b&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb8f9yw9z-7Me_R1wzKbOBeNVIQaJgh4Lo1O51MXMFmnLhTMQSxyHnTDCx894ngE2VXLUmINtnx4n5zrBz52r6S8XxPtLaiWUfy3M2SMuahX7-0lBlfDSnB01kQIY1trYKQMg9/s1600/captura24.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb8f9yw9z-7Me_R1wzKbOBeNVIQaJgh4Lo1O51MXMFmnLhTMQSxyHnTDCx894ngE2VXLUmINtnx4n5zrBz52r6S8XxPtLaiWUfy3M2SMuahX7-0lBlfDSnB01kQIY1trYKQMg9/s320/captura24.jpg&quot; width=&quot;239&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En la ventana siguiente se selecciona la empresa que queramos y a trabajar de nuevo sin haber roto nada.&lt;br /&gt;
&lt;br /&gt;
FactuSol lo sirven con toda su potencia totalmente gratuito. Tan solo hay que saber hacer las cosas. Mas quisiera saberlo todo sobre este programa.&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/8818400144708222402/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-no-reacciona-deshabilitado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8818400144708222402'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8818400144708222402'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-no-reacciona-deshabilitado.html' title='FACTUSOL no reacciona (¿deshabilitado?)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaOVIja9HNkjwK5OptsucuJxhF2-bVPkF2oNB3aaiQyycMEPPxpPSYOyj7RiB84fAA0rAW_a-qnWB5-8TR6hXC0bQh4-uaMQlfsjQYqfvIO3UWxWJ6ifsJEmEZnFYdKIrUbIWI/s72-c/captura22.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-4468126387978555024</id><published>2015-07-05T03:00:00.000+02:00</published><updated>2015-07-07T10:32:01.778+02:00</updated><title type='text'>FACTUSOL en un pen</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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NOTA DEL 07.06.2015 El mover la base de datos de un lado a otro realiza otra función que no me había dado cuenta. Te desfragmenta el archivo y, después de haber usado mucho la base de datos, le va bien para la velocidad (mis PC&#39;s son de principio de siglo y siguen corriendo bien)&lt;/div&gt;
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&amp;nbsp;&lt;span style=&quot;font-size: x-large;&quot;&gt;FACTUSOL en un pen&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;b&gt;&amp;nbsp;&amp;nbsp; Este factor es un poco delicado.&lt;/b&gt; Lo bueno es que llevas la empresa en el pen. Lo malo es que si haces un cambio no lo realizas en la base de datos del PC. Hay que actualizarla y se pierden las modificaciones que se han realizado en el PC.&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ES ALGO DELICADO. NO LO RECOMIENDO CUANDO SE USA EN MULTIPUESTO CON VARIOS USUARIOS.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En mi pequeña empresa estamos el que escribe todo esto y yo. Total de personal = 1Empleado. Tengo una Red en la oficina en la que se trabaja en multipuesto:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Un PC hace de servidor. Otro está en el Taller, otro en el Almacen y por último el portatil. Todos en red trabajan con los datos del PC que hace de servidor. En ocasiones se sale del taller con el protatil y tenemos el problema de no saber el stoc de algunos productos. La solución es pasar los datos al pen y con ellos poder visualizar la empresa. Claro que se puede hacer con MOVILSOL. pero carezco de internet en el portatil.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; La solución es:&lt;/b&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Vamos a la carpeta donde está instalado el programa y copiamos en el pen la carpeta Datos. Por defecto está en:&lt;/div&gt;
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&lt;b&gt;C:\Archivos de programa\Factuso 2000\&lt;/b&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Despues basta con crear, en el portatil, un enlace al pen. Parecido al trabajo en Multipuesto que explico en otra entrada (http://bactering.blogspot.com.es/2015/07/factusol-en-modo-multipuesto.html )&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;u&gt;&lt;b&gt; RECUERDA:&lt;/b&gt;&lt;/u&gt; Esto es solo para poder ver la empresa. No se actualiza la base de datos del PC servidor. Cuando realizas algún cambio en el pen se puede actualizar el PC servidor copiando la base de datos del pen. En la carpeta Datos (en mi caso) cree la empresa 999 del ejercicio 2015. Esto hace que la base de datos sea 9992015.&lt;/div&gt;
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XVleKFMQ9DF2kfjsQJWIVhOgTQJBHMTkd6Kl8Mb7Acp/XDJ5Ixmf9BSKT0u+5D/8h//THUqiiUk7/tGIMpkUYgJRcvOBWM5kQk8i8sIBKS6WiKAMRJ0hTYV5wc0r05GO0YFfUhjiHGEymdDANplMwqgWfL9woFqF0/kIqxkHlyDvB4oUFAbmXQRHrsgL+f6UK5QymUzoPV7pwB1Kobtu2WlhKWtXJKKHe+TA7AzE0WvDOpT/y0g6VT0mVIsD0g6hMF+EiVMhwUmr/bHancsWqvchicFCAjX/JUWhHMstLrM82CNSlSryRTRrxwjGaBb3SeTHCsJ/ymk8E/JJkn6KZNB4lJONaWigS0jemuDRtRoCewwv5yUsEnwR9TD3S6WOkhJXbCcY/AeBUiqpoyhKEcVMUpJkjKKelf95KLSdeoeJdQMgo+3hUp/UGQvyolz1lr6XR80tCQJsmkUbA5Lrld74E6YIURDwadWTCPGf0JjUgLA3EMDUQCDm5OKYd1cMCo0UQC8cYE8ZRA0RUwqCXOEwni74Vd0vnhf/p0DqfvlIIptIpb/4T0OIghQQT3EmUhlcDXzv/V9o1cD33v9FCWqAKAW0F7VqwDAiMbDywYFih+CK8JqhgRrQPllgVQPSkwIPn/aKncMTTj068CNH4gomvHzaF8n4VCNfoOhlFa+0ZHyRDO6DhdU52gCIyiIAj2symXzCDCjEFYPJY1uxkYA5e22a+EyNslC6zzTywdhyXHCE0qKc6Lfc4fT2QUCUAnHclRJ9FcpCmghUCsAjbgOYTCYkq00mExpU6AC92YuUgSgLhF1BccNA5WVT0n8KbYst6AjE1f84pKKem5RmNMLiRumMRQcseVZ3GDcshQUje2IFFX49KSdLC6kqVIKNikrAV1qYOFAqA1kxaxiRHtzKizziU2rcM0mqAqlwr5CXREETEJyf0L1F0RDJaPYVCKOVTK3UiMmBfdGsL5Lx8RmNVVLWKkmkNIC+qYBN/ZKzD2jCK325YJLYCoJJqAl8mIrCjSGoN1kEKN05VkzNzhZNs0qb5Oole1ilBjTjQlQPXqGtsU0mYWNAfkAgvPEXEl/7lwRB2WrAGUxgGwNRRyDqwJ8XYNsD+CSAJhykAxycICOwfQXBtmgqhwRBLn8YT+eVXUWY4V/+1htapcvHM4lk+otvDCRSaT6R4ROZRCqdSGU+aF3+4hsDX3xjQHyZQLE38IOffKBVAz/4yQcUNaDnznFHzqIG6DsKelsI0rHyxYIi1AD+SkHZakB8CuUOJd2hxMN975/9+Z87uRi6KAwPzeBHA9JkMnkVU5hA5OcE7y6OT+miT4wrRcd3znFVIQGfCuWL4gSNCwscHjFxbMyn3OGUyWQSXKw4eqV1ObYLJz8MQ3cf2n1/9md/fhCIaf2oJlZKZQm2+BYMQDrAZDI5uYSTi6MrSFxLsXCfrUkKc4chhS98sO/9sz/78wN/THJ+TpycfEz2keK7xKQZDZvOtJ4Yefqw0nkTHHZSkZGSZO0i1zO51EK5FIwLB3jBOeEArxa1PpBn85S0W+BVLIzSsoDmMS+i1QTyYlTrzuXdOK/mYbDslkQnp9DcCves9Yh6OxkZDRW+XCs1xMQlw1JePkUc77pygaxClCt4ul6R9+0l9yzVmFRpWD1EVOJAt+oEdyjrv5Sq0YnrftWM4ZLds7Cvjv2nfko9dqThg37YRx4mwvYAVi158c0GSQ2kMDUgzTmimBDfQqCqgaxW1rvDKfm9AZUaQH6di4vvEqYVOyLhtPiUIY5EwIE/iihqAmFYuUPJaDKXzRdiqZxX3bGFxn35tTeISjccTyeSaT6elraow4ls4+31v/5m6x+7lyPJrPYtwn/95f/WqoF//eX/pqsB4sa+3uMASjBimnpqgNO8r6B6Ywa/JckCXBAgaJ8RGEkB3ecFov+TOjQXdwUTbrRBJLxCQp4CpO0EIhVTlXIk0+MSpxh5cUaYCjGT0ATBK+dWbKpVD2bd1aTqVlLtU8nBEkSfp6bCh8UFZY1R3HNTeGijdJSbdYIvjBtR6UGlIkh+XbVXL69RUioDpIgE747VHll5kNWAegWPCwK8BjApoCp1glBGZXlJVonLmpCOe1A77xTqcqIgUPpj/GGzZhRodABJEAj9X3/cEceLKKlZRg11QKFckp5wkjRUUx4eSQT5QJWCj7SdQPT36s0GmaL9YansSYHCHJXEa0OSa+QpC6tA1TN4jRCUHyEpPDHWYUhzgvzveVo14MbUgLxJJjyVx//tMOfHHxNgNqg3sXjhiT561uBT/1Cx/PYA9nNq0rP/tEfxPwUxJxdzBKIOv0IQoOJoH+qhjQFHIOYQdcCBP3Lgjxz4UQrqecwt/YeCWsOlX3rt27R+KG+S5fhE5uPW2f/rHz6eWtoPJfJaNfCTa7/VqoGfXPst/UlB7VD7Fi3+wJHo1HE1oPNzaqw7BCbMpaHGi7m4uCuINAHqeYSJQJomNG+1kCYO0qzn1oxGFN2tEOma6ViVQjjlDksRk0Kamgfk4uBX+DDV4y4H2VOqPagimLzo1HG0hAUovlSNO0RlraaUCHFVLXlBPB0u7giIByoGYo5AXCApgGyz7Kfx5Qv+9ETcyRdskJ2xRrjgwbSeWHLzKjWgSFkjrbDfSA8q1IB+oQzFkNxY2FyPLb9CJFmJ7xJjU7PimQLmiVULTUJSipcYUioFRuj2Id2RoiPcadpdj4RBSg2sGfhacZ8hVBGFgg6QshAHu3bqUD/r0RREVXtE3alJSmwa6d17ozlBdn7igzPsWZukBvA3XdzhlKQGfNGcP5rHNpYENSBtVeK7AqKMkON68R8giqjeIhR/yxZ/ExB/9i/PRVFph8ARiDlxcSNtk4RSrmASRUE6wO6P2H0ChU0CcZ9Aqh/hRYSgurFeevXbCp8SVuoGcS+Bj6cTqfR//dKPPqofiSTE3xtQqoFffPgHrRr4xYd/ODk1wB0vlWpAIQXieYFqNYB+DybnE/7zHO1HlvIJFRO2lRoX3iXBWw7bA1eMrhDJlyv3zGlTDFMK8pY1vpvHkrVWDeArWnw1KbtJnESfSmBC6XFjJJ+ktzYVYh1oqFQDiPj3xNRuWJYCCkmhd4VYioRDli9JVxBbu6jepcCcsVPl5oOSj09hTDqDSZ11uZCRWg3IiSuKLAXGBIH41TWxCHJBWKh6xKBY5CmViuietS8uKHYRFC+Kqx45a1UsgQavTBJ6vrzhrFzOEqk/GPXMI+aotTyEh1TJGqlmdB8uyCqBV22iZKTtE4IuQVuYgoNJuENJ2c2onkCFU251NyO8aOJUygKXchORIDql0YQNfLlvY0pakAK85nsBITmA+B8NOflXYqI59IqDSkAopIBKDURy+JMC5ddu8F9bFx97hTOYa8cFAf4eANrtUD3+SzmDCQcXP/DH7EopgAuCA3/0wB878GOvFJCcy0uvvq5qWexuyhNOefl0IJoem1l94q9ffOKvX0ykMlw8r3CcyUMueZgtHF397SdaNXD1t59kC0fsPrgWGECUpQDp6waKX4czVgO+GIFKNcDJTgXTuYonYYQBZuCStYGx52Q6dxV74JpHxaSdZOUer+ZVOMyZpcRf5Jb6fcLBJSQHeSATuWQdlaAVDVIsf+zAjzv1+IHC++LuSjGbyHElCrEw96bxjiKxNBltxizXGCZkhC/B3fInX/Fvl2E2yEpCz0i1tyZmJHwbWpu+JAhIX1GTP8CqyYKdSjUgqhzlboROj1XIJo9yIYikgO7/dCieHGNSQE5B8ZaGYoAQRwejpCAIGhqVL8eobSYII6VJhO09MvV+PUK5Ua+gYmde9QRKsUGl7Lrqx0yaV2qEFMR0FAMNG0QHosIWDjBtLUtqoQXlHwnWfkBZlAvoHxrxqRx9d0BWA9ioTEkiA4/ljeY8kRz+gWMXr/jEreKDavJ2hSTBpZkEW5xI22bKnTknlzgIxO3+mKQA9n38vpdXyQI7JgvEJRP2H4zBhCuYePHV110hvBHxBy7ya5LheCaRTCdSaT6RDZA8aDZ/9Ovf12nVwK9/X5fNG/wycdV9P0EKJA4D8UP5CyniTxer3LnyQ8n4gf630UmywBfLm7ReSrFxqhxU2nmQSO0MRf0XcFWaSW2+LuVd1eM6zFR5qEgv4bvF6cYtOBvMeeA6wB87CMTsoj9mZsweiNn9SgbIKaBMDwKIeNbxA3/swC8eCNfFdlF9Ylz5PXKHWJYDTkwTHbNR6RcVX2eXJyx5/sK/7C5/B93Bqb6Gjn8WHQvDJVBIObAqlzCeiyapkDC9aowRsxByEY+LYMIRTDjU33QX8iV0Qo08kjszvi3MZ9zio2IXrf/jH7lRv/stLiJlnST2c8rTHMU/xRiOOyM1kFIobHLKetJf959uFI9CeMyxyf8xr3p9XSOGSA/OXNJOksEcRRDWFM0tqQHqVKASu+IgElof+7IwPqzEu24+I3x0G5vWpTcB1V0unBb+TUD4UQQxSiTn4XNuPusSmHGGM070zXvsM/aiGsA+eBhOi9paXVIHl3CgypHHfgpNoUgN7PuiIiMKeiN2X1SmP2pHWwWBmCOgeJb64iuva6d0SYLg71UI293xgj+OuUyRmfzRb/7UrP31od/8qTmTP9KGr13GD/04xef6vlgBX+srnX0OaUHpwEP+biFBJUg0pTJ5NbMSCxLTGqaU1AYogSljirYp7MyTzcgpqUonk09l8snjYU4kLZi2qpkCKxtCt1pI6RdHpvrXaQ4DI/MalpAXiyWlGV9yCqw93yCY3EsPMRqPi2MZdNWnXvHFYatfCdp+VXLXIiaFUWfY6gylkjqSugbkbkBuenL4w3Tu0KC7krqZoiqwkuqUCK+HHIFpkYS7al/z7TfepDQlXtIMYv4wkz/SctsTq+u+p/1l4rrue9ueGDHKKeFhRqehj5emuu57dd3D9d336rvvNfTca+gZaegdaewdbewbbeq/j9jcP9YyMNaMs1/DgbEWElF48dTcMmBuGRQ5oKCUrJSpSMGMpr7Rxr7Rxt6Rhp4RZGpj70hj7wgytVmMIuYy3nJrvPXWeOutiRb0d3C8ecDc1H9fSqS++15d93Bd19267uG67uG6ruEbXXdvyH8pvHu96+71zrvXO4eudw5d7xi63jEkHHfdvSFQDl/XNVzXfY/CG933bnSL4bvlwPU9I/U9Iw29ow199xv67jf23W/sv9/YP9bYL5w29N1v6L3f0DuKQhbB7pH6bsWVht5RlFFj31hj31hjP0Ypr777QjA99gmmCge0kKg4Y439Y039ZomN/WONfWMNUnZyweWQuGEsVtX30CgGG2noHcHNE0sx2qio+bGm/rHmfrPMAXPzgLozi13a3Dxg1gaWowyaWwbHxb460XprovX2ROvtydbbE6jHCokoxgVOYehRbJCHm4oDZvWg1ozuFonY4G1VEhvI4jDvJw12ddby3dZBc+ut8dZb4zdvT9y8PXnz9uTN2xOttydab41L6aN5oBmbFhRzgjgzNPaNNmETF52NeNw+qQNo2CPMFfXdw3Xdw+ivhvfq0YDtvoeGVYM8bEflkSt1KkUHu486VVO/uXlA6g8TrbcmW25NyL1oAIUZa0KT7aC5ZRD1GVRjk623p1puTTYPTjQNjDf2mxsQ+8YE9psb+81NA+PNA+PNA+MtgxNCRoPj4sQ41tQ/1ohs6xmp70ElklzDCM76npG67ns3uu5Ks99nHXcEtiN+LvHT9s+vd9yRJskbnUMoWcHd9KgrHM3qTcKsPtYyMNYyaG69NdF2e7Lt86m2O9Ptd6bbh6bbh2YkdgzNdAzN9I+v3F+2r3jy9x7lJK548veX7f3jKx1isJpiux7v4Jxu+3y67fOpm7cFtt6ebL092XprsvXWZIvAiZZbEy2DE82D482DqH0npAMa5RQmTQu7YetueGE3bN3lrY952x5v248s7UeXD2LLjviKI77iiK86E7p06N/ScM2ZXHMm11winQoKqUmZilx2xJcP4sv22LI9upzeGhYAACAASURBVGSPLu1HbPsR0c7Isj26bI8u22MrjviKYAxKP7XmSq+70+vu9JoLMbXqSCwfxJf2o0v7Udt+ZHGPR2WXaNkJaRgWiV8Mzj8Kzj8Kzj3i5h5xc9vc3DY394ibfxS0PAriERcQhfR58a8ew5ZdPDC/8Ji37kWse1HbftRmj9nsMZs9vmSPL9nj6Ni2H7PtR2370cX96OKemta9qHUvwsjFfSkXIYslQl5CdjgXFacx7IAQWL4rpX+QQFx2oAMpx5jNHreJueMhBQq2xfGMFkm07hEpF1yqPdlCwYCYzR5bsseX0N+D+NJBfNmRWHEkVxzJFafAVQodyVVHYtWRXHWob4m9NCX0T3d6zZ1e92TWPZk1T0bosUIiiRVHYkUcGiITKw5pAGLJqujSJcOAFf4KdCXXXcl1V0pJaSwnNEyKUQSuKQJjd92pdU963ZPZ8GQ2PJl1T2bdk153p9ddKcFOR2IVmxNWHfHlg/gKNjMs22NL9ugSmg0OYmj6WnbElw9iywfx5YO4cCrNJ0LEmBTRhiYWkYt7EdtexLYXWdzjrXu89XHYuitwYTe8sBta2A3hU4dVPuDRXLq4F1mU+1hE7Ip64y6KOtiyI7HsQJNYes2VFrqQM7HqTKw4Esj+FWGWS6250uuu9Lo7s+7OrLkzq670siO55Eja7PFFe9y6L3PRHrehUeNILDvUnXbFkVg+iC/b40v7Mdt+dHEvsviYtz7mxeII3kHgLm/d5Rd2wpad4Pwjbm47MLcdmHuo4OxDP04UZv4RZ3nEWR4FF3aC1t3w4h5v2+PRfL60j+Z2sQXtUdS+Qvdzpdbd6Q1PZtOb3fTmNn25LV9uy5fXctmVm9zL3n2YkTi5l1125bZ8+VV3rga5osNlV1amM7vkzNgcGZsjbXOkFw9Si/bUoj1ltSclLuwnFvYTC3sJy17cshe37CUse4l58UDFBZz7SYH2lKlp0tE86WiecrZMuVqnXW2zno55X6fF32UNdC8Ge2zBHluwdynUtxzuWw73r/B9K3zfMo9OZa7w/frE7kYQBwRGB1aiA+jicqR/me9bCvcthXttoV5bqM8Wkk57bMFuK9e9EOha8Hcu+DrmfR3z3k6Lr2vB170Q6LZyPYvBXluodynct4xyiQ6sxgbWYgNrccTBtXj/SrRvme+xhToXAp0LgQ6Lv33ee3PW3Trjbpl2ITZPOZunnE2TjsaJg8YJR+Oko3HS0TQpHAicOGgYt9eP2+vH9+vM+3Xm/bqxvRtjj+vG9hrM9obxg8YJR+OEo3HC2TQp0dU0JbB52t0y7W6ZdjdPu5un3M1T7uZpgVIYgdPu5mlPy4y3ddZ3c853c97XZgm0WwLtC1z7QqDNEmiz+NvmBd6c992cw+m/OeeXTlvnfK2zvtZZL4U3UVKWQLuFE7jAtS9w7RYO5ds2H5CyIzHQNo+sCrQJgfWjoFwWuI6FYMdCsMMa7LSGOq2hDmuwYyHYvsC1C2YEJEvEkKEOa1CgEJJrl7ITc78570cUK8d/c97fiupBqhCJs77WWaHGJAvbLYGOBa5tPoAOOq3BTmuw0xrqWgx128I9S3zPEt+zHOlZjvQuR3qWI33LkV4tlyK9SzzGSN8yzmj/arR/NTqwGlN01/X4wFp8YDXWvxrtW4n0LfN9y3zvUrhXGAsh4XgpjDo8xkifOMSEMaUYbgr2r0Q0w1Ma3YoB3r8cHljhB1b4gdXI4Gp0cE3J1cjAKkqTR+wXDwZWIoOrag6syiEHhIvRwbXY4Hrs1nr81kbi1kbi1np8cD0+uBYbXIsOrEb6VzQTzlKoxxbstQV7bMHuxUC3NSD/XeS6F7keW6hnKYSmrx5bsHuR614MyrRyiF0Lga6FQKfF3yGyfd7XNueVeHPW0zrjFulqmXZKs0TzlLN50tE86cROncLppLN5yoWGeeuMp3XGIx/MeFpmPMLAx8PMetvmfO3z/g4L17nAdS+Gemxh1G16bOEeW6hnKdxjC/WIHaBvme9fjkidp38l2rcS7VmKdNrCHdZQ20KwbSHYOh9omQ+0zAdaLdzNBa7NwrVbgx0Lwc6FYNdiqMcW7rHx3bZwjy3cvRjqXOA6FwIdlkDHvL9tzts6426ddjVPOVumnC3TrpYpV8uUSziYdrVMuZomHA3j+/Xmvbqxx+ivxBv3d2/c371xf0c6qBvbrRvbrTc/bhjfa5zYb5o8aJl23px1t815OizeTouvw+Lrsga6rP7uxUDPItdj43pFv9O/EhlYjQ6uxW6tJ25vJD/fSH6+mfp8M31n6/j5edWYQry9mby9mby9mUK8tZG8tZEcXE8MricG1uL9q7H+1Zg0vfQs8d22MM6uxRCaqToWuI4FrsMaRHO4PGdi7FwMiQwjmhonHE2TzsZJZ5PYg2/Oetvn/e0Wf6eV61oMdttCPUvh3mW+d5nvW4n0rUT6xFlDvChdZ2L/SlRFbH7klbMn37vE99rCPbYQGsNdC1znQqBzwd9h8XUu+LsWuG5rsFuYoMO9S3zvcqRvJSpwNdaPUa6+xRCqr3ZL4Oac7+ast2XG0zztRn+bplyNk86GCYfASUcDfjrhaJg4qB8/qB8/qBs/qBu315ntN8z7N8z7dWZ7/fhBw4SjYcLZOOFsnHQ2TrqIRG6+acqt4LSnacrdKLJpyt007W6a9jTPeJtnvC2zvpZZX+u8v1XybYhzvtY5X4vKvQn0S2yZ86EU6Lw5H7g5H7g5zwm0cDctHLrYOu9vnfOLAY6BbRauzcK1WYJo5moX2WYJirc0lMIgYrdUieNlV5FeAyjMzXk/UhWSHkL5SiOny8Z32fjupUj3crR7OdK9HOleivQwsHc5ipPUUeP9a/H+1VjfaqxvJdq7Io98LXuXeYIEWVFqDtKI61+JUgepKAtkrRBBk7Ie+3EVgtEwpHxrLTa4FhuUdUBsYDUmhe8VZxuM4W5bqNsWRA5ScPO2YNdiULi4hAKEum2hrsWgkqHuxVCXNdi5wCF2LATaLf52i79t3od4c857c87bOutBbJlxt8y4m6ddiE1TzuYpFyb3MdEvHjdiFxsnpQnB2TjpkiYT8bqzcdLZNIXUv6d11tuGZIE12InNb+hvz1K4R6iBSN9yVGLvcrRrie9cDLdbQ2jktswFBM4HWi1c63ygTerJVuQ2Qp0LQdl/WLh2pJ5nva0z3tYZT/O0q2XarSypq2nS1TTpbJxwNEwcNIzbhRWRef/G2B7Gx1rWmffqx/cbJuyNkwfN086WGVfrrLttztth8XcsBDqtXKeV61rkum3BbluwdyksORdxdRcfXEsMriWQd7y1njwhDlabA0r2ryX61xJ9q/HelVjPcrR7KdK9FOmy8V2LfKc13LEQ6lgIocVSu4VD6yJhNSjOhNQZmGu3BBFNdeMH9eaDOvNBw4SzYcLZOOlqnvagpVKHhZNERJct3GULdy/x3UvhnmWexIgO1Xfxaat3KdKrmC75niW+x6agoHpsoa7FoDR0OxYCnQtcpxUNbKSM+O4lXpiUlyM9y1ENI91Lka7FcOeisL5sX+DQkrFlxts87Wma9jRNexqn3A2TrvoJZ/2Es27cQeJBnfnghtl+Q/iL86Bu3FE/7kTR6yec9RMuLRsm3QROicSPpzyNU57GaU/jtLdx2ts0422a8TXPSkRXvE0zXnRKoq95xtc842tiYMusv2UOMYDR3zLrb571N8t3tQwUy9a5QOs8IqdhoHVOSXLIAAqpl0WzaDZOeg2IwXyoXGhWbUUKycK1W0OIHYt8xyLfaYt02SJdtkgnxi4FeeVppBtxKdK9FBFkBLmvyj22eynSvcR3L/HdNiWXJEZUJKkQAqkDVs1eUVv0rWCCG50S90WWI73Lqr0QQkgxTSFBtFmCpy+aqrRniRf8oi3cvRjqXgyKLj/UZUOTlXCALYBC6uXRAtexwLUvcKr9pNY5b+uct2XW0zLraZn1Ns94mmfcTdOupmlX07S7adrdOOVqmHQ2IC8+5WyYdGB01k84BI6jZYMDsc58gPPGmF0iulI/7kAzsDwJz/vbLIEOKyeu5ISpuHsJTcV8j9wH+K4lvmMx3G4NtS0EWy3yMBHUwHygdT5w08LdtAieoH2Ba18Ior032X/M+W/O+eRST4lSZkpd0voJh7AWGttHvD62d31s7/p9gZ9peH1s/4bZLqyaJp2NU66maXfLrPfmvK/N4m9fCHRYuc7FIGq7niXZs/SuRHpXor0r0b6V2Klgb3nsWY6qTpEIQIuQzsVwhzUkLpyCN+e51rlAy6y/ZdYvHQhz/rRXOmia9urMeAJb5vymG2MHN8YObozZUZcVuuOUu3nG2zrnv2kJtC1wbQtcuzXYsRjqtIU7beGuJb58Cj3YxsJwpy3cuRjqWBQUUMcCGsnBDmuo0xrqXAx3LYa7FvmuRSFKt43vlmZeecrmO218hzXULu6ktS8EW+cDrXN+VF+N056GKXf9pKtuwnlj3HFj3HHdfEDg2MH1MftnY3b89PqY/frYwXXzwQ2z44bZeWOcxroJF4GT7rpJd92EkpPuukl3/aRH4JSnfsrTMO3VslGXvsZpXyMpCiERoYv4lfQ1imya9R8jm2f9zbMBLdlDNlPTb8Qsl2hYA3hJW+a5lnmueS7QMse1zHE3F0KIbdZwmzXcvsgjWdCOsYOBqCt22niSgJCJBeM7bXznopJMY0dkMaOSQuKGh2GsIpJFigRbHpCjyIsE0d/bwh2LoQ7J8YtstwYloqlM4k1LABFts7XM+RCRjG6a8SA2Trsbp90NUy6J9ZPOugkHYv2EerVww3yAeH3Mft0s87OxfZyf3t+TiK5cN9tvjB/cGD+om3DUTzobp91oU/DmPDYJW0Odi2E0D3fawp02XjqWpMDNhSAumqXtAaQJkMwVdhbR2nHeL5VaKPu0p3HK3Tjlqp904oVF5km8brZfH7N/dn8fUSjOqC4/u7+Ppkph1TThbJh0NU17WtBjSksA7WmjFsQ7rSx5lytCjbyuALswdtp41WmnTZB6QhNbOOkxUPOcv2nW1zjjbZzxNs340LTfMOVpmPLUT7qlg/pJN3IfKmJTn9f02X37p/f3P72/j3zbjXFH3YSzftLVMOUWVpxz/lYL12rhbi4E261hcW0UVpLvsOkQzYDiqXqCEykGDusz1G4NtS9IDKKDDmtYQTTbKilM2dZwuzXcthBCvGkJ3rQE0WhpnvU3Tnsbprz1U566SfeNCdf1cednZgfip2MHMu/bJX42dkCgGOszs+Mzs1PL6yJvjLsQryOaXfhFmRMaiTDhrpv0aFk/5aWzzogoWMO0T8X6aV/9lE/vrkh/w0wRbKSSMZgqsIr1yHINGepBKBRKv2k2gA6a57jmOa5lPtg6H2y1hG4uhNsWwu1Wvg1xIUygNdwmBbDy7RhZdIMsNaxhLaUOT+721BHXqTtaw51a2ozFhzZ9w5AsOkaUQSSrFsNondRhDUlzZTsm94VhviBQmMcwtooOshlx1t80422c9khEywOJdRPOuknXjQln3YSTsmb4bMwuEc2un97f/2R0D+efRh6r+MnonmoqluZhtE3VauHarCFENCu2L0qdIdRuDbVZhWlNnNyCrfNBJGTxpwZoM6951oe2yppnfdIWo16ppZJ+JhErGl46bblUZUTFRKspVMbGaQ8qI9q9EJZq1lC7NUzvwLVLzWBkJG0eEJ0X7rak/U5RBHgbprz1kx7kJm6Mu6QD6VjPldRPeU2rdn7VHlm1R1YPBK45ImuO6LojuuGMbbrim+74pjux5U5seZIPEL2ph9XgA0SPzIeIRUVXprDlSW65k5vuxKYrvuGKbzjj647YuiO25oiuOaJSnZCprDcFHVFDrpEZK5nrznjFuOE6HSyxdIpiJjbdiQ1XAh1supOb7uQWoie15VF0JwK9J86qDMaapaJyxClrSyKaykRuKhjfdMc3XQLlXuSMbThj64iOKKJyzFJnCWGu4BFXVNwPyxTDYFMxPg+rJ2FlSSUm5cnNLZVaIlZqYW4XSo0XVlVevKS0wkr26xWTUMAIKuCG1tGcy75NG+nIW4mtuYm1o9h28XWn5AVi607kF3C3YuBfTP/z1X+udb7CxpJTO17bql5dQOD5IQxAvB7U13+AURkMagyooSmbLwCBQCAQCDzPNBUOj4BAIBAIBJ5nmqr9C8xAIBAIBAKrTFMiewQEAoFAIPA80xTPHAGBQCAQCDzPNMXSh0AgEAgEAs8zTZH0IRAIBAKBwPNME586BAKBQCAQeJ5pCiULQCAQCAQCzzNNwUQBCAQCgUDgeaaJi+eJ7PnxpbeGybeqwAd9X76gtOdB35cvfNxTdcNKL86pNR4IBAKBZ44mfyxPZPePLr05TL5VBW71ffnCpScufNytuIKdni6eauOBQCAQeOZo6ormfBu9X75w6QsXLn3hwqU37+Z80Zwvmuv60aU3f/Sx6iIh5Ebvly9//OblS09c+FgIcxLc6P3yhY+77n78xI/mFFfwA9VxdO7NC5e+cOHSE1Kwy70Lwq2DDy+/9+EGueAYpRTe+3DDuPhd0bk3L3z84WfvKaJoLdEaRrMBCAQCgcATp8kTmXvjwnv/vpHzRHKejd4vXfi4I5LzRHId71964nLvvOIiKeRG75cuXHrjbs4TOUmK2XW8L+alMECwWWX/lz498ERy85++98T7c57Iwb9fxoy/3DuvU3CRB/9+Wczr7sdP6IVXFH/ujQtipd39+AldS4yqFAgEAoHAytLk5rMY57594f/r4LNuPtvx/qVvDwnX8WN1yPXeL4lRTpByLnPfvtw7h1/BDcCDXXjv39cVps59+t6XPrW7sQNiwTU5Ekks/ty3L0gVZf/3y8gAgiU6iWtsAAKBQCCwIjTtuOM77njTe8Jm9RMXftskXHn33xbi0t3X+uPkkAudT4lRTpBYLuO/f/ep3+/IV3AD5OOp18Tt9y9cuPTEhXf/bSG+s9D51LOd4+6df3tWUTRVweUcn+0c11hCLf7Uaxe0laZjCZadrg1AIBAIBFaEJuSuBGePeSlMAez827OyY1OHrLga2EHuvN9QDWitEiMKbp5ccFKOiIbFx9WApDlIlihVi64NQCAQCARWhCaNNxX8WdN7l554b0q8SPS7hGXuSVGVy0LnU/JKWvbB479/F9vbuPTU73d23PGd/t8+Ia7yx3//7hcuiNd1Ci5S0kBiSOPiT712Qaw0LFOCJfQqrXafAAKBQOB5o2lH9JFfuHDpiWd/+5roApveu/Tae7+VN7fdcXLIqqgBpeOXrHrq952vKX2zyn6VxyUWHKM6BaPiT7124d3X3ntXnSnBkp1/e1ZQM0Y2AIFAIBB44jRV3YIzRMV7A0AgEAgEnhaCGjhGghoAAoFA4KmkacedAAKBQCAQeJ4JagAIBAKBwPNO044nAQQCgUAg8DwT1AAQCAQCgeedoAaAQCAQCDzvNO14kkAgEAgEAs8zTbu+FBAIBAKBwPNMkzOcAwKBQCAQeJ5pWtz2A4FAIBAIPM801fdOAoFAIBAIPM805Rmw6UqwBAMAAJXEnj9VbRMAakCj1CCgUXDo1QaoAUD+/33p+9U2AVAKYI6rQUCj1CCgUXCAGgCQ8d+ff+frn5qf/1VDtQ0BFA2Y42oQ0Cg1CGgUHKAGAAT8939868U/fH51LvDbBe6Tz6erbQ6gOMAcV4OARqlBQKPgADUAUOPJF97+oH96+CB+ezc65Yhb3IlJJzT0aQLMcTUIaJQaBDQKDlADAMBZA8xxNQholBoENAoOUAMAwFkDzHE1CGiUGgQ0Cg5QAwDAWQPMcTUIaJQaRBUb5avf/Bfpb42gampAWwtl1ktNVSsAUEXojeqvfvNfcBaV5mkZnlJGeI6lFZmSeAkgNoqqRSQjYTarDIpqlGNEbbZyNdWAqi5Oy3QDANQ47AFdNVBymqdleB77MuO4oNcoCDVi5HkDNAoOvdqo0N6ASr/jxyq5IIXHtT89gDaXExJ6AEBNoVg1QBwXLONLL642EcaVuuEwN7RWtTegt+AuNlk8zdJQlOMhlsLQWkCxKLZRivVKjLH0QlYYtagG9C7qHRd7MV/eqAYAahwOLk28TnHAqmP28UVJvIRhyDLM6dbSi2B4wB6sWOg1CjHlcqodwA72RinZKxnGoudVSejVRuXeGyh2ZBYVwDAWAHD24AwavzeAX9QeU1w78S57FEYBUVT0Yn05ffgzVkKx0GsUYsqlTWuAYlFUo2ivF+Vfar9N9Wqjom8RflW5T3ByaoA4GwIAZwzuUHF7A9pxUZSf1htTlIVRUVHyJU0OxaqBYiuhWOg1CjHl2vccZwPFNgqlh7APkJptU73aOJtqoGRrAYBTBB+fIV5nXNMTLx7XQp9xXV5UjuWrAUZTy5lD9BqFmDJMa5UBe6OctFeqhTbVq41K/4dhydJJteYoNhYAcPbARUtUA4welHj35AQEuxmMRaAfFCUj2KHXKMSUS5vWAMWCvVHoLUIJzBirFtpUrzaq/HsDX2V7upnX1CYlFjFZAODsIRgrQg3kdcYF+wCUhh4lZfroZsmFxVp2X04pLyVYOUJBr1GI0enTWh6msmNCsY2i6iGlDZCiOnYloVcb8FuEAMBpBZ/IVtsEgBqlNQr4+xMFjBQcerUBagAAOK2IJWGOqzmU1iigBk4UMFJw6NUGqAEA4LQikc5V2wSAGtAoNQhoFBx6tQFqAAA4rUhlYI6rOUCj1CCgUXDo1QaoAQDgtCKThTmu5gCNUoOARsGhVxugBgCA04ocTHG1B2iUGgQ0Cg692gA1AAAAAADAeQeoAQAAAAAAzjtADQAAAAAAcN4BagAAAAAAgPMOUAMAAAAAAJx3gBoAAAAAAOC8A9QAAAAAAADnHaAGAAAAAAA47wA1AAAAAADAeQeoAQAAAAAAzjsqoQZSXE/C85u488Po/rXI419Fdq+FH10NPfwFt/VT/8b7gQe/jnrul5M+AAAAAACAcnDiaiCXyyY8H+aS/YWcL+7/U3Dvg53F97KJkUJ2AjET/9y7cbXk9AEAAAAAAJSJSuwNJDwf5lK3cqlbR0f5o6P8/sLrGzM/ToZ68pmxXOpeNn7HufjdctIHAAAAAABQDiqqBnKpW0dHR7tzL6+Y33Wt/iwbv5OJ9qfCXQfWt8tJHwAAAAAAQDmoiBpw42ogvz31/PL97zmW3k+FuxJcS8x3w265omufEtq7lCj0kOgKJU161gBALeOKCJaLFYiCx9KG1N4qLUpR9lQFJ21MCSlX2JgaaQiAFpVQAzHXr5EUyCT6DgvxLfM/2kau2K3/HPPdiLr+yB98tDf/hq59+k6d6M61Aejp0NUAxRIAoGaBT7i456YEqEAUFn2gultUlKLsqQoqYEztqwFAzaISaiDq+BWSAqlIRz7rXR99ZvHut/bn3+YPPgo9vsZt//zA+h3/TjPZvmLUAKNrLyEKMSQAUPugr8/oXpN9bceSjt4GA8VslijsRaiuc6IrG+2eAV4D0l/6tgf9VJs7UdUZRqHoQr277FLSsIyAk0Ml1AC//0skBeJcUzIyszr89MLn33w88zq3/XP/1g+9a++4l9/amX6FbF95akB7i/EJAktIAKD2Ub4aIM7mhglqQ+rN8pSJvqgop04NEG8RPavqmB6LctcwF5YohtFZ7rLrA4pJgONFJdRA6PHPkBTgPZ9y9t8t37k4P/DszsRLSAc4F1/lOO7R5Etk+zSQruNhtBe16RADwHsDgDMM4pzOPu0aOiFKXG1IyqneRF9UFIoZtbC4ZDTA0BEyqgF61mW63jIFBH5QQnEAJ4RKqAHu0fuSFPA+uma79bdzvf+wPXbJufiqw/KCffZZjuO2J14k26f/vJ8uEbTpGL5noM2iiEICALUHQy/LPhcfuxooyk6WWzW+uDT0ryrVwqIGDGPpKSH2BEszkp4LfsBS3loQc+cBlVADvgfvSVLAuf5T68CXZrouPhx5xj777P70M3uTT3Mc93D8BbJ9DG//FftKYGnvDQAApwssrrR8NUA5BTWAg2JwUZbT183H4qcN7a+kGqBfBBwjKqEGPOvfl6TAvu0Hlr6nptq/8mD46b3Jpx+PX3w8fvHy3d0H5ufI9pHUQPlenyUYqAHA6QXL1FyUv9FGYcyF5ZRRDZTp4aruTlgqnLLK1wYmpkBJ0zB3YgB2I4uykOW4pprvzKMSasC58rYkBXbnv2PpfXKq7amtoYtICjwev/iVlrWtsctk+9ieCKi8uPZJ/7FEAQBOBa4oob0unRJjUS4SU6Pngl/Xs5NSEMMohlkb5lJJUCrnitFamaVoqsZSpUmMy9J2LEZqLSQe6wXQy72mmu9soxJqwG57U5IC21OvWXqfnGz9G1wN7I5/7dHsO+VkAQAAAGcV4AsBFUAl1IB788OHk89vmi9vjj23OfaCpffJ8da/Wx96Zsv83NbY5c37lx7Nfte/P1hOFgAAAHBWAWoAUAFUQg3k8/lUwu+3D23P/cg6+NWp3pe3l7oSEVeZaQIAAAAAADgWVEgNAAAAAAAAqFmAGgAAAAAA4LwD1AAAAAAAAOcdoAYAAAAAADjvADUAAAAAAMB5RyXUQIrrSXh+E3d+GN2/Fnn8q8jutfCjq6GHv+C2furfeD/w4NdRz/1y0gcAAAAAAFAOTlwN5HLZhOfDXLK/kPPF/X8K7n2ws/heNjFSyE4gZuKfezeulpw+AAAAAACAMlGJvYGE58Nc6lYudevoKH90lN9feH1j5sfJUE8+M5ZL3cvG7zgXv1tO+gAAAAAAAMpBRdVALnXr6Ohod+7lFfO7rtWfZeN3MtH+VLjrwPp2OekDAAAAAAAoBxVRA25cDeS3p55fvv89x9L7qXBXgmuJ+W7YLQa/u0n8qhA74PtDgPMG9g/AqD5yc0JR8qSf1yV+OKecKLX/2ZuTNqaElCtsTI00BECL4xSVOgAAIABJREFUSqiBmOvXSApkEn2HhfiW+R9tI1fs1n+O+W5EXX/kDz7am3+DZiJ8ZRgAKAZFfTtO9VW6k4vCog9Ud4uKUpQ9VUEFjKl9NQCoWVRCDUQdv0JSIBXpyGe966PPLN791v782/zBR6HH17jtnx9Yv+PfaSbbV+SXiNEx8aJeFADgDIO+PqN7Tfa1HUs6ehsMFLNZorAXobrOia5stHsGeA1If+nbHvRTbe5EVWcYhaIL9e6yS0nDMgJODpVQA/z+L5EUiHNNycjM6vDTC59/8/HM69z2z/1bP/SuveNefmtn+hWyffpum+jvcU9POaCnDACcGZSvBoizuWGC2pB6szxloi8qyqlTA8RbRM+qOqbHotw1zIUlimF0lrvs+oBiEuB4UQk1EHr8MyQFeM+nnP13y3cuzg88uzPxEtIBzsVXOY57NPkS2b7i1QD9IkvKAMDZAHFOZ592DZ0QJa42JOVUb6IvKgrFjFpYXDIaYOgIGdUAPesyXW+ZAgI/KKE4gBNCJdQA9+h9SQp4H12z3frbud5/2B675Fx81WF5wT77LMdx2xMvku07bjVgwlBOoQCA2oehl2Wfi49dDRRlJ8utGl9cGvpXlWphUQOGsfSUEHuCpRlJzwU/YClvLYi584BKqAHfg/ckKeBc/6l14EszXRcfjjxjn312f/qZvcmnOY57OP4C2T799wZKUAPwpABwfsDiSstXA5RTUAM4KAYXZTl93XwsftrQ/kqqAfpFwDGiEmrAs/59SQrs235g6Xtqqv0rD4af3pt8+vH4xcfjFy/f3X1gfk7XRP33AbXHjO8NwN4A4GyDZWouyt9oozDmwnLKqAbK9HBVdycsFU5Z5WsDE1OgpGmYOzEAu5FFWchyXFPNd+ZRCTXgXHlbkgK789+x9D451fbU1tBFJAUej1/8Ssva1thlmpU6e/sl/09BHvYGAGcXV5TQXpdOibEoF4mp0XPBr+vZSSmIYRTDrA1zqSQolXPFaK3MUjRVY6nSJMZlaTsWI7UWEo/1AujlXlPNd7ZRCTVgt70pSYHtqdcsvU9Otv4NrgZ2x7/2aPadcrKQAD4eAACcMYAvBFQAlVAD7s0PH04+v2m+vDn23ObYC5beJ8db/2596Jkt83NbY5c37196NPtd//5gOVlIADUAAADOGEANACqASqiBfD6fSvj99qHtuR9ZB7861fvy9lJXIuIqM00AAAAAAADHggqpAQAAAAAAADULUAMAAAAAAJx3gBoAAAAAAOC8A9QAAAAAAADnHaAGAAAAAAA476iEGkhxPQnPb+LOD6P71yKPfxXZvRZ+dDX08Bfc1k/9G+8HHvw66rlfTvoAAAAAAADKwYmrgVwum/B8mEv2F3K+uP9Pwb0PdhbfyyZGCtkJxEz8c+/G1ZLTBwAAAAAAUCYqsTeQ8HyYS93KpW4dHeWPjvL7C69vzPw4GerJZ8ZyqXvZ+B3n4nfLSR8AAAAAAEA5qKgayKVuHR0d7c69vGJ+17X6s2z8Tibanwp3HVjfLid9AAAAAAAA5aAiasCNq4H89tTzy/e/51h6PxXuSnAtMd8Nu6Xc392EHyQGAHCwfwBG9ZGbE4qSJ/28LvHDOeVEqf3P3py0MSWkXGFjaqQhAFpUQg3EXL9GUiCT6DssxLfM/2gbuWK3/nPMdyPq+iN/8NHe/BvlpA8AAHAU9e041VfpTi4Kiz5Q3S0qSlH2VAUVMKb21QCgZlEJNRB1/ApJgVSkI5/1ro8+s3j3W/vzb/MHH4UeX+O2f35g/Y5/p1nXRM23jPU+ZAwAAFSgr8/oXpN9bceSjt4GA8Vslijsjr+6zomubLR7BngNSH/p2x70U23uRFVnGIWiC/XusktJwzICTg6VUAP8/i+RFIhzTcnIzOrw0wuff/PxzOvc9s/9Wz/0rr3jXn5rZ/oVsn2im9ce6F0EAAASylcDxNncMEFtSL1ZnjLRFxXl1KkB4i2iZ1Ud02NR7hrmwhLFMDrLXXZ9QDEJcLyohBoIPf4ZkgK851PO/rvlOxfnB57dmXgJ6QDn4qscxz2afIlsn8bNEx0/qAEAQAvinM4+7Ro6IUpcbUjKqd5EX1QUetZV9yWMBhg6QkY1QM+6TNdbpoDAD0ooDuCEUAk1wD16X5IC3kfXbLf+dq73H7bHLjkXX3VYXrDPPstx3PbEi2T7dHw/PCkAAAxh6GXZ5+JjVwNF2cly6/TuDeRJ2x4sasAwlupuCQmWZiQ9F/yApby1IObOAyqhBnwP3pOkgHP9p9aBL810XXw48ox99tn96Wf2Jp/mOO7h+Atk+6huHp4UAAB6YHGl5asByimoAXruJVS+XgD26MUmyB7lhNQA/SLgGFEJNeBZ/74kBfZtP7D0PTXV/pUHw0/vTT79ePzi4/GLl+/uPjA/R7YP3hsAAIoHy9RclL/RRmHMheWUUQ2U6eGq7k5YKpyyytcGJqZASdMwd2IAdiOLspDluKaa78yjEmrAufK2JAV2579j6X1yqu2praGLSAo8Hr/4lZa1rbHLuibC/xQAAMXgihLa69IpMRblIjE1ei74dT07KQUxjGKYtWEulQSlcq4YrZVZiqZqLFWaxLgsbcdipNZC4rFeAL3ca6r5zjYqoQbstjclKbA99Zql98nJ1r/B1cDu+Ncezb5TThYAAABwVgG+EFABVEINuDc/fDj5/Kb58ubYc5tjL1h6nxxv/bv1oWe2zM9tjV3evH/p0ex3/fuD5WQBAAAAZxWgBgAVQCXUQD6fTyX8fvvQ9tyPrINfnep9eXupKxFxlZkmAAAAAACAY0GF1AAAAAAAAICaBagBAAAAAADOO0ANAAAAAABw3gFqAAAAAACA8w5QAwAAAAAAnHdUQg2kuJ6E5zdx54fR/WuRx7+K7F4LP7oaevgLbuun/o33Aw9+HfXcLyd9AAAAAAAA5eDE1UAul014Pswl+ws5X9z/p+DeBzuL72UTI4XsBGIm/rl342rJ6QMAAAAAACgTldgbSHg+zKVu5VK3jo7yR0f5/YXXN2Z+nAz15DNjudS9bPyOc/G75aQPAAAAAACgHFRUDeRSt46OjnbnXl4xv+ta/Vk2ficT7U+Fuw6sb5eTPgAAAAAAgHJQETXgxtVAfnvq+eX733MsvZ8KdyW4lpjvht1i8Lub2s8U5Y/vS0UmDY4l2RPFSVQI48ejAacC7B+AUX3k5oSi5Ek/r0v8cE45UWr/szcnbUwJKVfYmBppCIAWlVADMdevkRTIJPoOC/Et8z/aRq7Yrf8c892Iuv7IH3y0N/8GzUSdbxUeoxo4lnQqhhOqEFADZwZFfTtO9VW6k4vCog9Ud4uKUpQ9VUEFjKl9NQCoWVRCDUQdv0JSIBXpyGe966PPLN791v782/zBR6HH17jtnx9Yv+PfaSbbp3FC6Aq+OMb/5vXXzXrrfj0/h2eEJ0IJUI4xjBf1KkTPntJSVt2ln1IuAqoO+vqM7jXZ13Ys6ehtMFDMZonC7vir65zoyka7Z4DXgPSXvu1BP9XmTlR1hlEoulDvLruUNCwj4ORQCTXA7/8SSYE415SMzKwOP73w+Tcfz7zObf/cv/VD79o77uW3dqZfIdtn5PzyGodNCUlPUHudngX7RUNjSrvIaE+xKZdzl2ghoIooXw0QZ3PDBLUh9WZ5ykRfVJRTpwaIt4ieVXVMj0W5a5gLSxTD6Cx32fUBxSTA8aISaiD0+GdICvCeTzn775bvXJwfeHZn4iWkA5yLr3Ic92jyJbJ9bGqAHpfun0waaGOV6cLZjTEMyVIhRSVSgr9nvAuoOohzOvu0a+iEKHG1ISmnehN9UVHY71YFjAYYOkJGNUDPukzXW6aAwA9KKA7ghFAJNcA9el+SAt5H12y3/nau9x+2xy45F191WF6wzz7Lcdz2xItk+4pXA1q/jl9kyUJ7vWQ1wG4MY8hi1YBhIsT6NNRGRdUwoFow9LLsc/Gxq4Gi7GS5darVgHbbg0UNGMZS3S0hwdKMpOeCH7CUV88ewPGiEmrA9+A9SQo4139qHfjSTNfFhyPP2Gef3Z9+Zm/yaY7jHo6/QLavSDVAd5z0BCnXTacQlBKZjNRAsXFZ6hNQYbC40vLVAOW0dtRALfgSisHsla8XgD16sQmyRzkhNUC/CDhGVEINeNa/L0mBfdsPLH1PTbV/5cHw03uTTz8ev/h4/OLlu7sPzM/pmljqGt2ks9gFGIJSySadGia2EaBaYJmai/I32iiMubCcMqqBEnwPJfHKg6XCKat8bWBiCpQ0DXMnBmA3sigLWY5rsx3PKiqhBpwrb0tSYHf+O5beJ6fantoauoikwOPxi19pWdsau0yzUuOl8uDjawP0NgJUBVeU0F6XTomxKBeJqdFzwa/r2UkpiGEUetZ6RlYLlMq5YrRWNmwdVRhtmsS4LG3HYqTWQuKxXgC93Gun7c48KqEG7LY3JSmwPfWapffJyda/wdXA7vjXHs2+o7YMcCZQTs8BAAB5WBYDKoJKqAH35ocPJ5/fNF/eHHtuc+wFS++T461/tz70zJb5uWq7KkA1UU6nAgDOD0ANACqASqiB/Clf6JdZ9qqg2nVWFqpdeQAAAHDucCJqoNreRIGSqgUAjQgAAADnCMegBsA9nHNABwAAAIDTjhLVAEz3AEZAVwEAAIDaRxFqAOZxwPECehQAAADUCIxnT5ijARUGdDkAAACoMHQnzeOdiM1UpNPpkywj4NQDZAEAAACcKMi/M3/sE67ZbM7ncvl8rlDIFwr5w8PC4WEhn88dHhYsFsvw8HAkGjmB0gHOJkATAAAAwPGixN/6LTabsbGxXC6rFQSHh4Xp6elkMnnv3j2e54+vXIBzBNAEAAAAUCaK+0xfydmMjo5msxmiIBgeHh4aGhoaGhoeHj6OEgHOL0AQAAAAQGlg+spf+b9FODIyks2ks9lMLpvN57IqQeB2ufb39vTUAHEeP4mLeZ3vHRcVWBtLL2twTicHen+utnWVAPsHYFQfuWH55A8lit7FPOnndYmJl1AEeoI19dmboszQq5ZjyVfbiJTarp0KrB0Y1hhLFMoQoyRCvFJ+Y9HUgBSofDUwPDycSaeIgkDSBENDQwT7ivmEcTkX88pP9BIDaG/pRdcqAL0Ez4lzqhbOpxq4ouO5KQH07hKvUKJQcjFMtuQiMFpedX+mrTeW8MeVtV5zEBvX8NY5B300FRWl2AT1GqX8xjLlSTOmKlD5amBoaCidSmbSqUwmnc1ggiB/smqAmBQlelGuml0N6OVumAXgWHDeBAG712R0tCUkqL1Y8mxVQhFKyKUC0FNReBGIdxnVG31ByagG8vpVWlOVWTug90BtMGJIdtnKqBuORw1oA5WvBm7fvp1KJlWCIKcUBLdv3ybYVyk1oHdKqRZcQKjEBKiBWgOoAWIAFjXAMsuUlg7Fe7HnSE+Q6FCrBaIjp7QF5S6jPiCG0UoQYmDtrVqowxqEVo0Z9liWIWaYTgnjlI4K7Q0MDg4mE4lUMqEUBBlREOQKhfzg4CDBPuWT+GIvatOhHNNP9dIsQQ2cK89UCzhvdU6fd/SWlZQolFNKXPZ0KDOXntenh6Q71Kqg2Go3jEJx6seoBlRgKOg5gt5oyut0Nr1qpAxSelMSEy+5sSr03kB/f38yHpcEQTqdyqQVgiCfz/X395NNFI1R+WbGi9Itw2NiRMqtktUAY46A8kHv2GcVLLOS3oE2ygmpgTJv0Sc7Rh9ZSRBn6tpXA3r2ACQYalPtFfYhpuf1i0qEEcb/U5A/DjXQ3d2diMUS8XgyERcEQUopCHK57u5uA1up+/+Ui5RTUANnFfQufbZxjGqAZR3DmPXxuvzTqAa0x6AGzgDKVANF6Qb2dEpXA3nq7Fn+HNrV1RWPRhWCICkJgjT6KYKuri6CfcfxnwIsaRqesjh4FpcPauBEcaLd+LSA0fGwTCvHtU9APy1/daV3t0bUAN09q8LQjS+h1eiJH4ueO284Lm1XVEjilWOUbrovzR3vlHr9+vVYNKoQBIlESikIrl+/TjaRlCnjRT2z9QpCvKKNy3KgV13n0DmdNE6u355eXBFBuUi/qxdGG14Vi5iONilKyKISN8yakkvFwKIG8tgmsDYWi8uh1yflgFjV9FsAxs7G0j8ZE9cLL/WlMhuLvM1eLAyz+eijj2KRSCwaEQVBTCkIUtlM+qOPPiqhAIBziJPoogAAAHCeQXtMXjK0qV29ejXK85IgiJMEwdWrV0+ypIBTjOPtjQAAAABQwXiuLGcilvBDNlSgwIDax7F0uWoXAgAAAE4TmCZN9D8FxzJHw3wNwAGdCgAAAGoBRagBOc4J42RKCqgmoM8AAABALaMUNaBOoho4puIDjgfQAQAAAOBU4xjUgDrFWkKp1QLI56EpAQAA4Nzg+NUAOZtTizILXl1Uu/JKR7VrDgAAAM4XKqQGzGaz2WyOxZL4QbU9DqD6KLNfAQAAAOBYUDk1kM/lRkdHHzzYLhTy6CCfz42OjlosluHh4Ug0ojALcLZQZv8BAAAAwImiQmpgbGwsl8vu2x0ul7dQyKODw8PCvt0xPT2dTCbv3bvH8zx7gtX2bgAZZfYNAAAAAFQdFVIDo6OjWfFbhfl8rlDIFwr5w8PC4WFheHh4aGhoaGhoeHi4zFyIqLavPK04ibYAAAAAQG2iQmpgZGRE+FZhNpvPZVWCwO1y7e/tUdSAnoui+C3idZPm80KGqIYjPh4wFhBwVkH8ugnloymG360pNgq7PcV+uEUvzdr/vk45Fla+XJXJsfZbrfKola8WaVG+Gnjng0/mNvfxv1oODQ2RTWT+VLFeLMYoAMCZAcXrE4/pd7WJ6wWjpMOiD9ht0KbJEqW6qH0LVaiAkaeiHioMej/RG9eU8c6ISqgBfyjaen8Z/W29v3yt4c7cQ7+wQ5CXdwiIakDrv9EV1QpYOjaRVv8sd7U6g5g+JRYAUCPQemvtqeqioWsvP52iZisWe06XGqBM6/jaThWArq6Iqo6YCMtFbb70HCmmMlqIhyFqxxpsxwqDrgYofb4W1cA7H3yCpMA7H3yC2Dy68oe+We0Owe3btwn26btbrWtX+e+i7lJCMsYCAGoKxNlBz8HoXdSb0/XyYp+eiIkTA1MCnBk1oK1AlgP2RAwvMiZoGKVkC4kHNdiOFQZLbbOcsuDE1UA8mUJSIB6PJxLxdCp5reHOOx98kk6lc+i9wnyukM8VCvnBwUGCfcWoAeLFcu5SjlksBACqCKL3Vd0qwW0c12KF0cEQ70oXz4waoF8sNnyxKevZWawaKCERxq54PsHY86XrKhSbXYX2Bt754JOZjb2Zjb25zX2kBrR7A/39/QT7alUNwPt6gBoHi/dln4KPXQ3QbxW7GDWMUnVUSw0Q3QPFYRSVjqGp7GaDGtBCr4GIgoB9uOnhxNVALpdDaiAaiUSj0WQijtRALBbPpNPZTCYn/udhd3c3wT6d9waIB8d+t9gAAEDtoDJqgCUXSrJ6twzVgNY51bgXqZYaKNkq9nRADZwE9MpevvjWQyX2Bn7Xcvvu4v61hjuInw7MfnCjX7s30NXVRTaR2TcX9WYAy92icgQAagqGftpwWqFH0Z5S0mSxh/2uYbDa9CIUa1m8Y5lqgNHdlhOlHGOIB7XZjhUAu3RmlOksqMTewN3F/d+13JbeIvzl9VufDswmE4lUMplOpTLpNPopguvXr+taSdqT1+7b5/U9uioF4l29lBlzBABqCpQlNTGA6q5hFOICXS8dFnsM7xqmSU+wFqBXyXmS86MUn145hs3BWPMszUo0ld1CSteiB6vlVi4TeiNLuku8Qo/Fgkr8h2E2m2P5vYGPPvqonFwQwDcDAIDThTPs2MoE1EwlUaFfH7p69WqU52ORSCwaiUej8VgsEY8lE/GUvEOQunr1ammJwwt9AADg9AJ8Ho4yF7iAklEhNfBDNpSZCwAAAAAAgBJQITUAAAAAAACgZgFqAAAAAACA8w5QAwAAAAAAnHeAGgAAAAAA4LwD1AAAAAAAAOcdFVIDZrPZbDbHYkniQTqdLjN9AAAAAAAAJaNyaiCfy42Ojj54sF0o5NFBPp8bHR21WCzDw8ORaKTMLAAAAAAAAJSGCqmBsbGxXC67b3e4XN5CIY8ODg8L+3bH9PR0Mpm8d+8ez/Nl5gIAAAAAAKAEVEgNjI6OZsVvFebzuUIhXyjkDw8Lh4eF4eHhoaGhoaGh4eHhMnMBAAAAAABQAiqkBkZGRtCniXLZbD6XVQkCt8u1v7dHVAMmJYrK1DA8JWXD7yQBALUM9m/V4J+BObkoeZ2vrVB+g5blMzl6EYlRagHl/OZu5ctVmRzhd4iJoPR84pXT8dWifD7P8tWioaEhgn1lOGB6XPoXEQ2PAYCaBT4XXCF98017XIEoLPqAXgSWu7XsV+iFqkFUwMhTUQ+VB10HE0/1rrOjEmrAH4q23l9Gf1vvL19ruDP30C/sEOTlHYKi1IDe2h3/ZjHxo8PEjxpTrtNvAQA1DrqfZrxLTLDYXIqarUq2p2bVAEXT4Gs7VQC6uiJKNGIiLBe1+dJzpJjKaCEehqgda7MpTxr0slO6hF4wRpy4Gnjng0+QFHjng08Qm0dX/tA3q90huH37NsE+kgOme3fKgd5Feo6gBgCnF+WrAYpPYsxF75TiYAxzpISsTRdCVwOUFmFvrKKatTSrDKOUbCHxoDabsjIwVAOG46vYHE9cDcSTKSQF4vF4IhFPp5LXGu6888En6VQ6h94rzOcK+VyhkB8cHCTYZ/TSQLFretWxNnFQA4AzA8NlRJkOhjEXw1M9QUD3B9q7p1cN0C8WG77YlPXsLFYNlJAIY1c8h6CrAWKdq1BsjhXaG3jng09mNvZmNvbmNveRGtDuDfT39xPsM3pSUI4aMAxseAsAqGWUrwboFxlz0YtIucXuElj0Si2gWmqA6B4oDqOodAxNZTcb1IAKFDVAFATsw00PJ64GcrkcUgPRSCQajSYTcaQGYrF4Jp3OZjI58T8Pu7u7CfYV/6SAfgveGwCcE1Bmh2NUAyy5EE/pt0pTA+UsjE4a1VIDJVvFng6ogZMARQ0YHlOiU1CJvYHftdy+u7h/reEO4qcDsx/c6NfuDXR1dRHso6oB4t5Aae8NwP8UAM4SWCZow2mFHoUxF5bTYtUA+92aAqXCWbxjmWqA0d2WE6UcY4gHNduUFQCLGsjrVC8lOgWV2Bu4u7j/u5bb0luEv7x+69OB2WQikUom06lUJp1GP0Vw/fp1gn3UJwV5jbfWO9V7RUDvpQTidZMGxdUFAFAR6K2SVVe004d2/qVEYcwFv65nJ70UxBQocWvZhehVcp7k/IoqflEVxVjzjBVOMd7QQkrXoger5VY+FlCqmnhFbzyyoxL/YZjN5lh+b+Cjjz4qJxcAAAA4jTjzjq1kQM1UEhX69aGrV69GeT4WicSikXg0Go/FEvFYMhFPyTsEqatXr5aZCwAAAJw6gM/DUeYCF1AyKqQGfsiGMnMBAAAAAABQAiqkBgAAAAAAANQsQA0AAAAAAHDeAWoAAAAAAIDzDlADAAAAAACcd4AaAAAAAADgvKNCasBMRTqdLjN9AAAAAAAAJaNyaiCfy+XzuUIhXyjkDw8Lh4eFfD53eFiwWCzDw8ORaKTMLAAAAAAAAJSGCqmBsbEx9GkilSA4PCxMT08nk8l79+7xPF9mLgAAAAAAAEpAhdTA6OhoVvxWoUoQDA8PDw0NDQ0NDQ8Pl5kLAAAAAACAElAhNTAyMoI+TZTLZvO5rEoQuF2u/b3/v71zjZHluO770AESI7Gje+nYiRBbEfghDyuAkS9GECMOAuQFJEEUW5YtA0GCRCAQ2wsoBJL4RrIgK87QEgNlJFkiRWZkUw8qsmcSDSdDNnt3tZexlhIX1ssyr0iRzF6S2ktRV+HuzPRzunqYD7M77umqOnX6sTW9d/4/HFz0VNWpOl3V0+ffvXu3DpVqoMouQcb2/J6Vux8ViofeFrniqdEfqwzEiQG7NzUQ/l41un1lOC6FdsThlBg7ydUqt9Vp8l+0LRSbsnG5syMmn9jtpvpGOCBLoW+lbs51S1l9sSypAdd14yhUCoKlJnAcRxFfhUxD+/IzqNBnPn54hYIp1JtyL8e6BuLEADXQNJQJXpf1c1nB2I/I3H0KjaK83/Hj1zWgCxuFPG+c9nUNrVsO5qLXG88Gwv++0Ne/blGqL5YlNeA4ThQGcRTGcTSLM4JAlFQDxI7DcgNlpiTyunLv4xJe2ZCUPegi1PWj64TuX9mYeEUhTyPnjIq+LAHnBz+b5g44iYHZId05nRf5Q9AuTcM4D3LOJgpzJcuWuvlhqgGhn+oLMckXgrrUQL3SzZIaGI1GYRDkBEGyKghGo5EiPtN7dTkLEge6whKdFxpCmcjp2kKdFzprYgZ0OsAYs3FWgU1KqAHjxypqQOdIqwE6sSnTm86lISgTuU6Z0bVMfaBsI0sQZWO5qslze7GoRQ3wv7xMLKmB4XAY+H4Y+KuCID4TBEmaiuFwqIgvg7JnOrfJVcpHZ6KBfFDCS9dVURf57OT2Jfqnz6Jin8A+dErmJ2ymGij9sEKogaLDGQXQ2qnrKVAnC85JDeRgnCgwwPm+EBMui7+cS+nFsqQGBoNB4HlLQRBFYRytCAIhksFgoIjP9JOCKmqA39j47KtUCXWpgWz/uVpaDTBD0o3IDA9qoGkYU2OJxwvLasDYhqhtZtJS3qmbrwZ08YDSGL8vxqVUCoLqi2VJDfT7fX869T0v8L1TQRCuCoIk6ff7iviK/6SArtK1r64GisZZLrPmWjLfDdAhGWuhBi4WNtUAx0UXyaapAfkYamDTKPoVq1F8G7GkBnq9njeZrAiCYCkIosWfIuj1eor4TBmRyLLrUgO1vxswJmljLT1jhdyL9gnsw7zFGNOz0YV/q+IMx+lEV8sXEGuBTs+5NvRJcZIBJ8FzUj7kmGLnAAAgAElEQVTUQL3UcjHrFuXCqIFutzudTFYEge+Hq4Kg2+0q4iPfzAspP+k+yu/MdYXZcjkMItvRXekSKhEVp3M5Bs6JcM6OOFaekRweWCO5N9LKQk56Jly2VqGHZg5HdGIcQjduE+CoAZF5CSx7cVIFMQO0GlCuI10FilLo+8JZylxJ9cWypAY6nc50PJ5OxmeCYLoqCMJZHHU6nYqjAAAAAKAEltRAu92enJwsBYGnEgTtdrviKAAAAAAogSU1cIVHxVEAAAAAUAJLagAAAAAAjQVqAAAAANh0oAYAAACATQdqAAAAANh0oAYAAACATceSGrhKEkVRxf4BAAAAUBp7akAkiRBJmp7uXzyfp0Ik83l6cHDguu54Mq44BAAAAADKYUkN7O3tLbYmygmC+Tzd398PgmB7e/vk5KTiKAAAAAAogSU1sLu7OzvbqzAnCFzXdRzHcRzXdSuOAgAAAIASWFIDOzs7p3sVzmYimeUEwY2jo+uHh0o10Fql0KB1baIjb49k/HgeYQjN9kIAyPC3QpF3r1H2xnfR9aMsIXZYKVHb/P11CsXG3LSmXFfyIhLz2fBZvSgoJ7PolaxbyuqLZUkNuK672JpIFgRLTeA4jiK+Cmnv/NSAruRcwxBQA4BH7l5DFIrMrURZK6SN9WgXYhRlJ8oRy9XSLk1AnjdO+7qG1i0Hf12aOasXiFquZN2iVF8sS2rAcZwoDOIojONoFmcEgSipBohtf+UGxs156Z6NaoDuk97wV64lzgubCAMOxrwo30H4aoDZoVxI3J5K3CWZQzcKnYrKnoKylqne6AdKphoQ+glv5qxeFIwP+vR1TrvIXs1VA6PRKAyCnCBIVgXBaDRSxKfPoLljzkHFQjkZM92JZ3qdDlAeMPsEG06NasD45oDZj85RV8VP7RddDRBrQdQWXaNsG1mCKBvLVc2c1YvCVoZsoXysVIG6Zsqu5I8cLKmB4XAY+H4Y+KuCID4TBEmaiuFwqIgvg7JnOtHKVXQS5agB/ksCopAesWKfYMPhJIbccRU1UPFhxXjLY8oIpsu6KDTtHBciqdeoBnIwThSoMa4mrQJzvsryiotlSQ0MBoPA85aCIIrCOFoRBEIkg8FAEZ/pJwWl1UC2E12t8oBWA3RgUAPAAnWpgSpJS25ZSA2IzD2RqQaYLutCeaduvhrQxQOqkFusokupvMirL5YlNdDv9/3p1Pe8wPdOBUG4KgiSpN/vK+Ir/gRPV9Ed1vhugI7WWAs1AErDT8lGNUAnMPoj5/bEuWcVlRHMbi3DF2FMF6iBiwv9XThX8U1gSQ30ej1vMlkRBMFSEESLP0XQ6/UU8ZmSN/2DdrmTugqVJTp3jmQpGhItQcAmU+J+wbwBGe84hW5PzHTOlBFGlzVCp+dcG6NEU3ZbdAU5awo1UCP81eSrAZ2X0tGIJTXQ7Xank8mKIPD9cFUQdLtdRXzkTwqElCx1H+UX+NlCuWdjktaV6Nx1fXIGkoNX9gnAktwDfbaEeNOYc8lW5Q6UHdL96IYjBpV7Ljf02uGoAZF5CSx7cVJFoRU0TiZdBUpAT7KxcFmlLKm+WJbUQKfTmY7H08n4TBBMVwVBOIujTqdTcRQAAAAAlMCSGmi325OTk6Ug8FSCoN1uVxwFAAAAACWwpAau8Kg4CgAAAABKYEkNAAAAAKCxQA0AAAAAmw7UAAAAALDpQA0AAAAAmw7UAAAAALDpWFIDV0miKKrYPwAAAABKY08NiCQRIknT0/2L5/NUiGQ+Tw8ODlzXHU/GFYcAAAAAQDksqYG9vb3F1kQ5QTCfp/v7+0EQbG9vn5ycVBwFAAAAACWwpAZ2d3dnZ3sV5gSB67qO4ziO47puxVEAAAAAUAJLamBnZ+d0r8LZTCSznCC4cXR0/fBQqQZaqywLdQM1cxcf7DcI7KPc3US5PwpdW4sLHY9ukxXmKXBqG7LpTqEwajwRYjmI3W6qb4SzaTCvz2yDQl8icQvsWuS67mJrIlkQLDWB4ziK+Aqmz2amW6gBYBkihSuPlbX1unD0QblTMNY2JJnJ88ZpX9fQuuXgT3IT5rDJ0NensrDQl0hZwllHJpbUgOM4URjEURjH0SzOCAJRRg3QuxjLhUJQGw3rGugKdQPp3IWkBrATMThXlFmHvu8Y70rKfmiXXGGhu1Vdp7D82IRMplNR2VNQ1vKlGPFAyVQDQn8BNGEOLwpM7VtRDdQr3SypgdFoFAZBThAkq4JgNBop4iPVgPKAqDW2NHplS5iDGlsCcB7UpQaU2Ug3Fv/2tJWhyikYa4s+kZ8fykROrAVRy9QHyjayBFE2lquaMIcXBeWsyhd8FTVg/H4VjdmSGhgOh4Hvh4G/KgjiM0GQpKkYDoeK+KRfGhDki3d+Xtcle2a2LuTOVBgA1AhxP5LbEM+aREvCV25ZKLWXcGm4GqjrKVAnC85JDeRgnOimo5so4vqUXYgJ113P1RfLkhoYDAaB5y0FQRSFcbQiCIRIBoOBIj7euwFle/mnAMb3AfIx/ZMCelBmIQDnASeVGtUAXUg0owOgQy10CnQtEbZllHfq5qsBXTyAhp6rEt+7bIlSEFRfLEtqoN/v+9Op73mB750KgnBVECRJv99XxFeTGqB7NiZp5kC6QaEGgH3sqAF+wl6XGqjytFQj5e77hAvUQJM5VzVgPDYGoMSSGuj1et5ksiIIgqUgiBZ/iqDX6yniK/57A0QzYyGnQRV3/N4AsIYxlRpvK7SL/JHokxNPiVMoV2sfOj3n2pRLFczTp0eh+4EaoKmi7YyFupIapZslNdDtdqeTyYog8P1wVRB0u11FfKX+T4GuGZHglT8UYP7KgnHQnJfupw8A1IjuHSNx+5AfoAkX3WO37kHcGE+JU9CFxOnKJhw1IDIvgWUvTqrgnL7yQLmOdBVQUuL65BfKHWZLqi+WJTXQ6XSm4/F0Mj4TBNNVQRDO4qjT6VQcBQAAAAAlsKQG2u325ORkKQg8lSBot9sVRwEAAABACSypgSs8Ko4CAAAAgBJYUgMAAAAAaCxQAwAAAMCmAzUAAAAAbDpQAwAAAMCmAzUAAAAAbDqW1MBVkiiKKvYPAAAAgNLYUwMiSYRI0vR0/+L5PBUimc/Tg4MD13XHk3HFIQAAAABQDktqYG9vb7E1UU4QzOfp/v5+EATb29snJycVRwEAAABACSypgd3d3dnZXoU5QeC6ruM4juO4rltxFAAAAACUwJIa2NnZOd2rcDYTySwnCG4cHV0/PCTUgHJLofOm4nDYqxCskUL7o+hqdfugEC66QqHZbYXenaXQbi50h+X2camdQmEwN60p15W8iMRsl94IZwOhJ4q4dEsXbl2sXYtc111sTSQLgqUmcBxHHSK5s/D5ATUALii6zE000NUqSwgXYpRCGbpQ58YOG5LM5HnjtK9raN1yKBfXWAWU0FcaLXz5jZUfqy+WJTXgOE4UBnEUxnE0izOCQBjUgJxKOfsU8/cmzuZsestjZee6gYSkBrCLMbAGP2syE22JDuXC0nerEqcgN25CJtOpqOwpKGuZ6o14LuSrAaGf0ibMYZOh1R5RW1oN1CvdLKmB0WgUBkFOECSrgmA0Gini02dQZebOpeqiLXVeShdiIGNLAM6PetUA5y5Trh8ie/FHNHZI36NtokzkxFoQtUx9oGwjSxBlY7mqCXPYfOhZopeGLsz1UOJ7SmNJDQyHw8D3w8BfFQTxmSBI0lQMh0NFfPo3AcYUXjTZGxvo3hyUGB2A84NOybrHSsKF+Ej48vsh7lx1PTOtPZMVnXajC5HUa1QDORgnuunYUQO0Gi63WJbUwGAwCDxvKQiiKIyjFUEgRDIYDBTx6VNyaxW5Pb9lro1xaGIgZiEA54cx0RLPo7LLOamBilXMey6R8yyjvFM3Xw3o4gE6CqkBevl0X15CQDDDUGJJDfT7fX869T0v8L1TQRCuCoIk6ff7ivhINUC3L9GS9oIaABeCGtUAnaLoj9XVQDkBIVbPqyGPtsbbPdTArUFRNaDUiMRFy/yqNlcN9Ho9bzJZEQTBUhBEiz9F0Ov11CGacrAolY8L/TJBxdHxewPAJszEw7mtFH3+KOdLSxamSyERYxk6Pefa8J8XS2g4ehS6H6gBDoXUAF3OKaxRullSA91udzqZrAgC3w9XBUG329VGufoOnygnjomWIpOz5cxtfMpXDpTzUsYPwDmhfLCQH0E4LrqPuicYzjMN3bJQ55yhlaPbhKMGROYlsOxlVAOCd/rKA+VU01VAB/8bZCxnFi6vpYqLZUkNdDqd6Xg8nYzPBMF0VRCEszjqdDoVRwEAAABACSypgXa7PTk5WQoCTyUI2u12xVEAAAAAUAJLauAKj4qjAAAAAKAEltQAAAAAABoL1AAAAACw6UANAAAAAJsO1AAAAACw6UANAAAAAJuOJTVwlSSKoor9AwAAAKA09tSASBIhkjQ93b94Pk+FSObz9ODgwHXd8WRccQgAAAAAlMOSGtjb21tsTZQTBPN5ur+/HwTB9vb2yclJxVEAAAAAUAJLamB3d3d2tldhThC4rus4juM4rutWHAUAAAAAJbCkBnZ2dk73KpzNRDLLCYIbR0fXDw+VaoDeSJCGbmltDyFsYAjsQ29Ckyu04CI0u63QG+0Q+6/ItRdii51CgfF3sinRlbyIxFI2eUrXS9E1Ir4FxkKiB3GBdi1yXXexNZEsCJaawHEcRXzSxoNQAwDQ5HIkUSgyt5LzduHoA/oUStQ2CnneOO3rGlq3HHIe0gXQ2IldF7qrWjdRyqwvHxe6vDnryMSSGnAcJwqDOArjOJrFGUEgKqkB5U7H8t7EypbMfpQpXN6kmBMGtjYG9tHdLIhapkvRfkrfreTObxk1kCuRczZRmCtZttQtEFMNCP0F0NiJXReF1IBRC9LfO7kZcWzsRIklNTAajcIgyAmCZFUQjEYjRXyZhKpMrrljZXo2tiRqc8fKzok+jS0BOFfklMx/HKFdiFGULeWPRPYiHAuN0iiUiZzQOkQtUx8o28gSRNlYrmry3NqH0LiclE9UKb93uma6npurBobDYeD7YeCvCoL4TBAkaSqGw6EivrJqgF9odNFFVUsYAJwfhRKP7EW76EZRHtMfdXcu4w3ROEpz4IswpguR1GtUAzkYJ7op1KgGcnOr/N4Zh6i+WJbUwGAwCDxvKQiiKIyjFUEgRDIYDBTx1aQGsnBcsl66qEqEofQC4Jww5mmjGqALmaPoHDlVhUY0drVGlHfq5qsBXTwbTtHviNymaJ/ZEkKIcAbSYUkN9Pt9fzr1PS/wvVNBEK4KgiTp9/uK+Op+N8B0UbZUlkANgGZC3B1qVAOcUZQfmVXKWqb+aBT8GWa6QA2sEZ22Mz6a16IGjMf0QDosqYFer+dNJiuCIFgKgmjxpwh6vZ4iPvJH8kQzfmG53xugj4lXFLo+AagRzk3EeFuhXZijcD4W6ocTedOg03OuTQmJRhwbO69Fz20syjnhC9+KGlHnRcegw5Ia6Ha708lkRRD4frgqCLrdriI+U/KWX+bLPxRQtuT3QwRDHyt/NqH76QMAdaF7RpEfZZReRKGyN3qUbLkuTvoslD3oolV2tXY4akBkXgLLXpxUQcwnrQaU60hXgQX0bMsNmN8CzlLmSqovliU10Ol0puPxdDI+EwTTVUEQzuKo0+lUHAUAAAAAJbCkBtrt9uTkZCkIPJUgaLfbFUcBAAAAQAksqYErPCqOAgAAAIASWFIDAAAAAGgsUAMAAADApgM1AAAAAGw6UAMAAADApgM1AAAAAGw6ltTA1atXr169Op0GyoMoiir2DwAAAIDS2FMDIkl2d3effvpbaSoWB0Iku7u7BwcHruuOJ+OKQwAAAACgHJbUwN7eXpLMrr/w0tHRd9JULA7m8/T6Cy/t7+8HQbC9vX1yclJxFAAAAACUwJIa2N3dnZ3tVShEkqYiTcV8ns7nqeu6juM4juO6bsVRAAAAAFACS2pgZ2fndK/C2Uwks5wguHF0dP3wUKkGWhIlRqe9sIcQuPUwbkKTLeS45AqLughyvxbdJivMLV6I2qbtu1MlEvvx2xmxOavTKAp9KcQF2rXorrvv/9K169l/ZXMcRxEfuZtwLUANgFsMZbIXmvvL8lYiN6P7KerC0Qe5Wp0KUfrya9eFcS2ahoUgL8Q82IcvkZVfPfkjBxtq4LuvTh76/NcW/z70+a+978FHv/TMd0/fEIg/fkNQQg0QOxEL/QbEuV2Gc+2VVQBcIIx5mq5luhTtp9DdyuhSNMi1Zx0ipOyzXa4Bra6UEk3ZCadQHpcekQiVGWG2jVI7rn3V1gJ97sQloWvG5NzVwF1337+QAnfdff/CPrX79Y9+7ovyG4LRaKSIT68GcjlePlAWFnVRxgBAk9FlTd0NmnARZE5i9qP7SCcYugf6Zlf9zlg7tBqQJ5BzwO/EWMjs0OhSOkLlQRMWbl0Y1YDx+1V0xHNXA14QLqSA53m+70Vh8L4HH73r7vujMEoWv1coklQkaSqGw6EiPv3vDdCpXVmozOtGBQA1AC4WRfM9UUu3JHzlliVSezkXOsJ1wUmiusKi7Yv2rIuzqBoo0QnzUtxA6C+Fcs5zFB3R0ruBu+6+/4mnDp946vBL164v1ID8bmAwGCji02dlpUrgSASdqoAaALcGxvtplYfIutQAp6qEGig6tDXWpQaU6YFIGIX6MYbKDxtqIIdR79IXeRPVQJIkCzUwGY8nk0ngews1MJ16cRTN4jg5+5+H/X5fEZ+kAHRVRAPmKwGoAXBrYFMN8BP2utRAQzLKutRA6aj4/UANnAecL0W5r5sOG+8GPvTp0WNfvv6+Bx9d2AMPf/Hujw/kdwO9Xk8RH08N1PV7A8aBAGg+zHux8bZCu8gfiT7pj7WoAeZdco0QEXKyY0U1wEy3VVyqBKM8aM7a2afol+ICqIEkSR778vUPfXq0/C3C3+j+7wce/mLg+2EQRGEYR9HiTxF0u11FfOf8fwqU7YnOAbgQbJ1BFNK1RpetVeh+5OGIloVcjEM3KqMQEeomP9dM10/ROSFmvtCyKkPlR0hcWnSzRi3reUBMtbJE933kY+N/GM5mCefvDXQ6nSqjyCCRAwCazy2f2EqDmbGJpb8+1G63Jycn0/F4Ohl7k4k3nfreNPC98I/fEITtdrviKGL1Vwur9wYAAOcNcl6Wig+4oDSW1MAVHhVHAQAAAEAJLKkBAAAAADQWqAEAAABg04EaAAAAADYdqAEAAABg04EaAAAAADYdi2og/AMhxHzyVSFEOn5ECCHC59PgqRp6BgAAAEAFLKmBmfdofP+Pi2t/29/5aSFE/IU3xY//w/g77wwe/8Xk+GMVOwcAAABAFSypgfThH3ztc386+fU/k37qTyb/5vtf++ifit76F4N3/qXXHrktefvtr/2f11fsHwAAAAClsaEGXv2Ddx585VvuF5743Ycfu//Bz3Xuu/dd7/3gO/7Tf/6Vf/euf/X2rZ/9F3f+/X/0M8/vv6fKEAAAAIzgD/wBHTbUwCPDRx55zP3s737mvvvu297d/t5Lv+e/2j/+3mMP/o/PvPktb3nzz/7MP/mnb/7h111WxydRJZLS4O8cg4uF7m+70iXKWmIfoEI74jA7Nw5N/83aoqNYhhNGjRvz6BYONIei1/nF3rXowU988uMff/D9H/zI9Pffe/yld/hPvzt46QPRK5+Ix5+Ojh/9qb/z9376p/7W6173OnV85B6G1oAaABcIXYKnkzSR9ZXHylr+0EYVwu+89CiWkeeNaAY2gRLXOSHNiWYcbKiBe/7rf3v3r78nePL9099+i/fov/SevCu89r7ZCw/EL/6O938f8J7rt77vtnJqQLk9schsUsxpqWuQ7Yc5KGMyALBK7mZB30o4qZR+XiFcCj3QG2vlEfmnsC50KionYnSTyXl81HWlbK8cHdjE+PTPFMpyy4aqgV9955UPf+ge7xtXxnt3nvz3Xwgef/fxk5959vDZ4VPH7/38jbf0D9/46ed+7l5XHZ9eDcj5WKzqgBItlV6clpACoJnQ9wj+xypqgHA0VhlHpMubrwZ0soZ5ULE9vazgvKHloFCtC/NlQEPVwNvv/KVnnrjPf/6/eF/+97Or7/joj/zYnX/2h37t7k++7XMvzdIkStPWR5750Z//qDo+/e8N0ClcaB7WlS2NDfiFADQE5TPfeaiBKg8rxgdT5XB8YdEcNcB5+jce0D0zMwdHugE70HJQ6NdU973IUjQYG2rg597689/++oe86x/0/uie8MkP/8cf/KHWn/i+n3jHx1q//WzrA099+3jaunP0o2/TqgHlsZCEAt2ebmlsADUALigW3g1Uf3VZourCvRtQ3qmrqAG6N6IHqIHmUGJdlit+Id8N/PBf+HM7n3nP9Nn7p1+5d/z5ez/7k3/zN37g8k/+299q3fONOz7yjR949xOtX3Z+7G33quOTcrauimhQ6C0C1AC4lThvNcDPvjWmfL5LcxJeve8Gigo1qIFmUk4NGI+VjkZsqIHbb7/9r/7lO8KDB7zff3D6lYeCP/qEeOYT//j9D7Q+8NRff+Daj7SfbP3KY3/+rb+ljo+nBpi/N1DoNwCgBsAFhXmPoG80ysbGOw7/9mRMRYU6Lz2KHXTnonyyL3pQqL2xENikohrQeSkdjdhQA5cuXWq1bnv6Cw8F3/xU/ML/DK53/afvPvzaJ//5PR/+Z+/6zX/wax/5/r/7S//hPb+pjq/W/1Mg9ClcbpDtnzMoAM0h9w45W648Jkp076K3Vik0NN2yUOccgaIbxRqEGhCrGV3os4J8ptlOlM34Uwc1sC6U1yf91VCW6L4yfOypgVar9a2v9efHD/k3P+bdeL//3K+mX/3X33ik3Wq1bmvddumS+q8PFQWJGQBwUUAOBs3Bhhp4/etff9ttty2ep9/0ph9/uHff17/yO/3P3vPX/srfWD5n33HHHVWGWAI1AAC4KEANgOZgadeiN7zhDZcvX750+dLtl2+/dMrtly5dunz50uXLl9/4xjdW7B8AAAAApbGkBgAAAADQWKAGAAAAgE2n9YyGF1544fj4eNEIagAAAAC4hWnNZonSPM978cUXb968KaAGAAAAgFuaVqQljsLo+eeeE1ADAAAAwC1NK4winc1ms2eeeUbUoQaukkRRVMe5AAAAAKAMrSAMdVavGhBJIkSSpiJNxXyezuepEMl8nh4cHLiuO56M6zgdAAAAABSm5QeBzuI4rksN7O3tJclMFgTzebq/vx8Ewfb29snJSR1nBAAAAIBitDzf11lUnxrY3d2dzWKlIHBd13Ecx3Fc163jjAAAAABQjNZUTxRFdamBnZ2dWRzNZnEym4lklhMEN46Orh8eympAt2VRaxXFWakcdVsZ0Rsjccr5YNtDYA3dPijEHjnM3VNKuMjx5ELinALRubG2IX8DuFAYNZ4IsRzEbjfVN8LZNDhzlfv26b6V/Ct5q65diyZ6alQDruvGUagUBEtN4DiOIj7GDsK63Qj5nchbFCojgRoAFwV+il3eSuQGysLSLhx9QJ+CrnNjbUOSmTxvnPZ1Da1bDv4kN2EOmwx9fS7LjTmef50LzVePCICgNdYTBEFdasBxnCgM4iiM42gWZwSBqEENyFVErqXVAOFOv4fI1vL3U65FYQCQg846/CzOfDRh9lPobmVMnIWCbKwayJXIOZsozJUsW+omhKkGhH5umzCHF4UqaoAuZ+qGMmrgWE+NamA0GoVBkBMEyaogGI1G6hClDG18t19aDdD9G1VC7lg+oFsCUCPMNCmXy1nc+NBjfDeg/EhkL2IsY5UyjCZkMmUil6dOKQ4IaUXoA2UbWYIoG8tVTZjDiwLxNaETvLGKuTpl1MCrenzfr0sNDIfDwPfDwF8VBPGZIEjSVAyHQ22UvGxNNJDLa1QD9HGhn1MAUBe1qAEiVyn7LKQG6FCJU+BLAaG/BVuG0FvyMceFSOo1qoEcjBPddIiJKqoGikqKiovV+p4ez/PqUgODwSDwvKUgiKIwjlYEgRDJYDBQh1jfu4FyaoB+iIcaAM2kFjVAFxLNiLGYoZZz0cWw9kymvFM3Xw3o4gE0/FlVlhDly+uHr7aZtL5786bOptNpXWqg3+/706nveYHvnQqCcFUQJEm/31fEV/D3BnQN6DacX0tcwolQFy3UALAG56ZTXQ0QH9eiBuRBG/Joy59hpgvUQJMxPrsTLfnl5b5uOlqv6JlMJnWpgV6v500mK4IgWAqCaPGnCHq9niK+4v+noERJiVcLxn6MagC/NwDOFaMaMN5W5ELjHYd/eypxQzS6lFAPdqDTc65NCYlGHBs7r0XPAcG7pOWqildyjdKt9R09NaqBbrc7nUxWBIHvh6uCoNvt5oPT//yeeFiXHXXtOY/7unLjU75yoJyXLn4AqlNIDYjMswtRmLvf6Z51lA/ixNNSoVPQPVrp4tF1ZROOGhCZl8Cyl1ENCHI+aTWgmzd6SoEMcX3qSoiLnP89MnpxaL2sZzwe16UGOp3OdDyeTsZngmC6KgjCWRx1Op2KowAAAACgBK2joxs6q1ENtNvtycnJUhB4KkHQbrfrOCMAAAAAFKN1pOGVV145Pj5+/vnnRR1q4AqPOs4IAAAAAMVonWg4Pj5+8YUXbt68KepQAwAAAABoLK1nNDz/3HMLKSCgBgAAAIBbGtYvtEMNAAAAALcw56IGZon45svJ488mzjUYDAaDwWDrscefTb75cjJL1qQG/vDbybWXxTRKRTqHwWAwGAy2FptG6bWXxR9+2ywHzkUNbD+dxMl8lqRLu0oSRnG2MQwGg8FgsFosTubbT69JDTjXEpHO4yRd2tWrV0WSCJGk6en+xfN5KkQyn6cHBweu6x5PJtn2MBgMBoPBqptI58619amBRKyogb29vcXWRDlBMJ+n+/v7QRBsb2+/ejxe+6zBYDAYDHYrWSLWqpACp9cAAATKSURBVAZmYh7N0qXt7u7OzvYqzAkC13Udx3Ecx3XdrAsMBoPBYLCKNlu7Gghn6dJ2dnZO9yqczUQyywmCG0dH1w8PXdfNuoSztNVqKUtyuxDl2ugc5ca6Hgh35XB8W7pX7AcGo225eYmyMFu+PKZdcoVFXbJedDzGfkoM3RwrFJtuWmoZV15E+oJp8qw2xzhzxfyKEd8LZQmxWOtXA0GcLs113cXWRLIgWGoCx3GyLgtrtVrycbZQ+ZFooOwkd5xzl4cobbpTgMFqtK2tLeNxrlDZjO6nqIs8ujIeTtiFhm6OyfPGX8fqQ+uWIzcKMY3NnNXmGOcKlBdCPuZf/Dqv3Mc1q4E4mftxujTHcaIwiKMwjqNZnBEEYkUNZF0W1mq15ONsobJKbkB3QrsTvWVdsp3IPeR6lr1gsPOwra2t3IGxlt+S2c/iIOeo7EdZW9cprN3keciVLFKFXEu4yO66Wcq5ELOqq2rmrDbTdHOlXE3Cl1gdumX2Y5ysVQ1EydyL0qWNRqMwCHKCIFkVBKPRKOuytFartfw3WyK3IRrIVUSH8sclyg6zfcr962qVkcBg9drW1tbyYImyVi7U9cOszbWUP8rxKBsrG5Q4hbXbIqpcnHL8uSVT1sonS59+tk2uva6xcQVhhBFXtXLtdMtXenWyH6P1qoFwNp+G6dKGw2Hg+2HgrwqC+EwQJGkqhsNh1iVrrVaL+MhpIJfrjumP9NDKY34hDFavbW1t0cfyQe64Sm2uJfGR6HNxo9Sdne6kdC5NW4sSE5s7KNSV/C9n8rOsfRqbb/QVK69UuS+jsly3WOFs3WpgEqZLGwwGgectBUEUhXG0IgiESAaDQdZlaa1Wa/lvtkRuQzSQy4kOde7GoZXH/EIYrF7b2tqiy+UDpVe52lxLXTC6qsUdjXaUR+S4rGstspSe2NxBoa7kf+lx+SsI080hPav0Euv6UV7kxMc1q4FgNh8H6dL6/b4/nfqeF/jeqSAIVwVBkvT7/azLwlqtlnycLVSWyA3oNhx3ztDGaOlCGKxG29raMlbJB7Jj6Y90S2ZVuVraZe3LwZl2o8vioFBX8r/0uPwVhOnmMFuSRW5W5aqQW2Y/ButVA348PwnSpfV6PW8yWREEwVIQRIs/RdDr9bIuC2u1WvJxtlD+WKKE7pBoSdQqo80W6k4HBqtuW1tbRMniWC6hj40fS/sW6kdXS7s0cznoEyl0mswZo0cptIIw3STTc2VcNf7Fr/PKffTjdauBYz9dWrfbnU4mK4LA98NVQdDtdrMux37aarWUJa1Vcm1kR117XQ/KEtlXbkwc53rInogcPwxWxXJPIXL58qPSi+iHrtX1oxyOaEnEQ/vSHa53RZQlyvh150sUGk9fds8eKNeRroIpjb5o+avGWcpcCbFYa1YDXjR/1U+X1ul0puPxdDI+EwTTVUEQzuKo0+lkXWAwGAwGg1U0L1q3Gvh/Xrq0drs9OTlZCgJPJQja7XbWBQaDwWAwWEVbsxqYRvPveenSrvDIusBgMBgMBqto0/WqgUk0vzlNYTAYDAaDrdEmTDXw1es+DAbbZHsNALDxtJ589TUYDLbJBgAArQf+1wEMBttkW/ddCACwflrrDgAAAAAAawZqAAAAANh0/j/i/CT46J4GOQAAAABJRU5ErkJggg==&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Si copiamos del pen la carpeta al PC servidor se ha quedado actualizada.&lt;/div&gt;
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CUIDADO!!! Siempre y cuando no se haya modificado la base de datos del PC servidor. Se perderían dichas modificaciones de la base de datos.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Si damos a todos los PC la ruta de los datos del Pen se relantiza demasiado el sistema. No es nada recomendable.&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/i&gt;&lt;u&gt;&lt;i&gt;&lt;b&gt;Cuidado con todo esto. Realiza copias de seguridad antes de tocar nada, que te llevarás más de un susto y luego vienen las lamentaciones. Úsalo responsablemente. Las prisas te llevan a...&amp;nbsp;&lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;u&gt;&lt;i&gt;&lt;b&gt;&quot;las pruebas en casa y con gaseosa&quot; &lt;/b&gt;&lt;/i&gt;&lt;/u&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/4468126387978555024/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-en-un-pen.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/4468126387978555024'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/4468126387978555024'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-en-un-pen.html' title='FACTUSOL en un pen'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-1259545606090694055</id><published>2015-07-03T23:49:00.001+02:00</published><updated>2015-07-05T10:46:15.956+02:00</updated><title type='text'>FACTUSOL en modo multipuesto</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Como usar Factusol en multipuesto&lt;/span&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;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Lo primero es tener claro donde está instado el programa. Por defecto se encuentra en&lt;b&gt;:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;C:\Archivos de Programa\Factusol 2000&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
con en explorador vamos y compartimos la carpeta de Datos. Botón derecho del ratón y compartir Avanzado (Windows 7). Se le asigna el nombre (siempre lo dejo igual ya que se busca en la red) y aceptamos.&lt;/div&gt;
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&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;320&quot; 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&quot; width=&quot;314&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ahora aparece la ruta que hay que buscar en el otro PC por la red. Con este terminal ya se ha terminado. así que cerramos y ya tenemos la base de datos compartida.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;320&quot; 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&quot; width=&quot;246&quot; /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ahora viene la configuración con los demás terminales. Una vez configurada la red (este no es el propósito de esta entrada por lo que no entraré en detalles) Vamos al PC desde el que queremos acceder a la misma base de datos. &lt;b&gt;Instalamos el Factusol como hemos hecho antes&lt;/b&gt; y entramos en el programa. Una vez abierto la base de datos es la que tiene por defecto el PC. Si abrimos la de prueba tendremos la de prueba.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Vamos al&lt;b&gt; botón del sistema&lt;/b&gt; (arriba a la izquierda) y hacemos clic en &lt;b&gt;Opciones de Factusol.&lt;/b&gt;&lt;/div&gt;
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&quot; 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&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Directamente abre &lt;b&gt;Ubicaciones &lt;/b&gt;si hemos entrado como &lt;b&gt;Superviso&lt;/b&gt;r. Si se entra con otro usuario y no aparece es que no tiene los privilegios. Entrar en Usuario como Supervisor y asignarle todos los permisos a dicho Usuario.&lt;/div&gt;
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&quot; 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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Clic a Nueva y rellenamos los datos. Lo primero es la identificación de la red en&lt;b&gt; Descripción.&lt;/b&gt;&amp;nbsp;&lt;/div&gt;
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&lt;/div&gt;
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&lt;img alt=&quot;&quot; height=&quot;217&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ahora le damos a &lt;b&gt;Examinar&lt;/b&gt; de &lt;b&gt;Ubicación de base de datos&lt;/b&gt; y aparece la ventana de Búsqueda de carpeta. Buscamos la Red y aparecerá la carpeta compartida de la base de datos del otro PC&lt;/div&gt;
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&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Se selecciona y se &lt;b&gt;ac&lt;/b&gt;epta. Con &lt;b&gt;Examinar&lt;/b&gt;&amp;nbsp; de &lt;b&gt;Ubicación de copia de seguridad&lt;/b&gt; hacemos lo mismo.(se encuentra dentro de la carpeta Datos)&lt;/div&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Al haber compartido solamente la carpeta Datos no encontraremos la carpeta para Ubicación de descargas automáticas. Por tanto le asignamos la que hay en el PC&amp;nbsp;&lt;/div&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Podríamos haber realizado la misma operación con la Ubicación de copia de seguridad. Ahora damos a Verificar rutas y guardamos. Ahora aparece en Ubicaciones la nueva que acabamos de crear.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Se puede crear en un Pen del mismo modo. Es mas lento pero puedes llevártelo en el portátil.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;208&quot; 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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ahora Salir (abajo a la derecha) y la próxima vez que arranquemos el programa nos pedirá que base de datos queremos usar.&lt;/div&gt;
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&quot; 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&lt;span style=&quot;font-size: x-large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Seleccionamos la RED DE OFICINA y aceptamos.&amp;nbsp;&lt;/div&gt;
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&lt;b&gt;Ya podemos trabajar dos al mismo tiempo. Para añadir más terminales hay que ir configurándolos uno a uno de la misma forma.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://bactering.blogspot.com.es/2015/07/factusol-en-un-pen.html&quot;&gt;¿Cómo llevarla en el Pen?&lt;/a&gt; &lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/1259545606090694055/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-en-modo-multipuesto.html#comment-form' title='10 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1259545606090694055'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1259545606090694055'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/07/factusol-en-modo-multipuesto.html' title='FACTUSOL en modo multipuesto'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-1448155156759137533</id><published>2015-06-26T22:23:00.001+02:00</published><updated>2015-07-04T12:44:05.960+02:00</updated><title type='text'>Tutorial PROTEUS8 (ISIS, ARES) Crear un componente electrónico</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se va a realizar la creación de un componente en Proteus Isis.
El componente es el módulo GSM de Siemens MT 55&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/AVvXsEjUHOJaTVRydsM4pNpaJgzXcUODXy4rZuWja89SvE5tkLC4O1hOUwBUY_LdHBGdLpc8QDymRpTvHmXnH29n5VW0QnrZ5Xuth1nNzoPhHHrKbDMe62CW4xZp204nuMOeDR5UUVk_/s1600/CAPTURA1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;277&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUHOJaTVRydsM4pNpaJgzXcUODXy4rZuWja89SvE5tkLC4O1hOUwBUY_LdHBGdLpc8QDymRpTvHmXnH29n5VW0QnrZ5Xuth1nNzoPhHHrKbDMe62CW4xZp204nuMOeDR5UUVk_/s320/CAPTURA1.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Una vez abierto el programa Isis de Proteus se hace clic
sobre el icono de creación de componentes (&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;2D
Graphics Box&lt;/i&gt; Mode) que se encuentra en la barra de herramientas (a la
izquierda vertical)&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/AVvXsEhCUZj6OmDY96zWyFB9M6qpVpbLG8kamkcyVYurY-T1mQCvKH-EJBxpQ_vuHQJgQHcktt16hxCMsdb4eKc4qj9H5H_qvTIQkGprH40d5dShyuilmjEqkfk4F75-fu9IGPWpMpS4/s1600/CAPTURA2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCUZj6OmDY96zWyFB9M6qpVpbLG8kamkcyVYurY-T1mQCvKH-EJBxpQ_vuHQJgQHcktt16hxCMsdb4eKc4qj9H5H_qvTIQkGprH40d5dShyuilmjEqkfk4F75-fu9IGPWpMpS4/s1600/CAPTURA2.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Si hacemos doble clic sobre Component se abre el&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt; selector de objetos fija una lista que
determina la&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;apariencia del gráfico
en términos de anchura de líneas, color, estilo de relleno, etc.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Para ver el editor global de estilos
gráficos, solo hay que hacer doble clic con el botón izquierdo en cualquiera de
los estilos que aparecen en el editor de objetos&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/AVvXsEhSR8paHzCJdVPakTDUtSaK4F130WtjfyCcEUbtUVuOWqT5i0JPyU-QrBuBgQoFK6WfapS63p2q7fpxpivLeX3ujhqOY2KdqzOccn_lHkP0r-ZzVMs19Ss7Wtaskkk_kXFBQ15d/s1600/CAPTURA4.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;158&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSR8paHzCJdVPakTDUtSaK4F130WtjfyCcEUbtUVuOWqT5i0JPyU-QrBuBgQoFK6WfapS63p2q7fpxpivLeX3ujhqOY2KdqzOccn_lHkP0r-ZzVMs19Ss7Wtaskkk_kXFBQ15d/s320/CAPTURA4.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; De momento no realizamos ningún cambio. Cerramos la ventana
y realizamos el cuerpo del componente. En este caso es alargado al igual que el
datasheet.&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/AVvXsEj26pPc4jmsJBPPl2q5ZXMbs223xHJxDHggu72Ha79FddFOB-Lec7wE9jKwAp4pJWhBOXXWgA7eoSOrykOnag0-cWAl_cEe0taUR1NX1sqrtZKKtjxYq9KQVTexiyUWVGdf41ZC/s1600/CAPTURA3.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;288&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj26pPc4jmsJBPPl2q5ZXMbs223xHJxDHggu72Ha79FddFOB-Lec7wE9jKwAp4pJWhBOXXWgA7eoSOrykOnag0-cWAl_cEe0taUR1NX1sqrtZKKtjxYq9KQVTexiyUWVGdf41ZC/s320/CAPTURA3.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora vamos a ponerle los pines a nuestro chip.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Seleccionamos el icono Device
Pin y en el selector de objetos nos aparece la lista con los tipos de pines
disponible. &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/AVvXsEgwGLP1qAK8tpJg4AglZCXJCwxma9UU1oCvH9jF5BUqoADasUvs2FaUwXAn-UEumqF6BfDrZ7z1YsfCqo9-bsGzNmaVKoJKUP7cgtMKgUGSzWG18gWMTFbFEk52GaJqcgWnycdv/s1600/CAPTURA5.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwGLP1qAK8tpJg4AglZCXJCwxma9UU1oCvH9jF5BUqoADasUvs2FaUwXAn-UEumqF6BfDrZ7z1YsfCqo9-bsGzNmaVKoJKUP7cgtMKgUGSzWG18gWMTFbFEk52GaJqcgWnycdv/s1600/CAPTURA5.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Si hacemos doble clic sobre cualquiera de los tipos de pin o un clic
sobre el botón “P” se abre la ventana de librería y objetos.&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/AVvXsEj8jlXZP4tK7JYnCeNv4ZTTmljWpwe_dWiqAr1ybkhqjCNTEaL7qBRaFsetRdyZyndJe-WRVx2vqwCPEQtT7a2F-l3J6SvS33HoV0tQvZbUoQTlqaTGBBMEdP3C9NPnB_nfUhYO/s1600/CAPTURA6.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;169&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8jlXZP4tK7JYnCeNv4ZTTmljWpwe_dWiqAr1ybkhqjCNTEaL7qBRaFsetRdyZyndJe-WRVx2vqwCPEQtT7a2F-l3J6SvS33HoV0tQvZbUoQTlqaTGBBMEdP3C9NPnB_nfUhYO/s320/CAPTURA6.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Vamos a dejar ese que esta por defecto.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ponemos el puntero en el editor y con el botón izquierdo vamos
colocando todos los pines. Para colocar los de la parte derecha del chip,
deberemos girar 180º en el “set rotation”. Con el + gira en un sentido y con el
– en el otro al igual que los componentes.&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/AVvXsEgEs8DiRYKBeVALkuZJwiODsDWP3vD7FKmKE_X3VxB3-kdmOWz_d7K5JCiMY965V2bl9PsOM-mPcMQbRn3Sq7pUg8H13t7D5lcuvCsVi_i3yTImdBAF0DGYqQ6rjs2J9jmd617y/s1600/CAPTURA7.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEs8DiRYKBeVALkuZJwiODsDWP3vD7FKmKE_X3VxB3-kdmOWz_d7K5JCiMY965V2bl9PsOM-mPcMQbRn3Sq7pUg8H13t7D5lcuvCsVi_i3yTImdBAF0DGYqQ6rjs2J9jmd617y/s320/CAPTURA7.JPG&quot; width=&quot;306&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora vamos a mover algunas y dejarlo igual que está en el datasheet.
Le da una mejor vista y comprensión del componente.&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/AVvXsEguz9EBBAToEHCYdtnXmfyYeJIHnA_Au9V9wF4iI0RbjZVIgOoXAYKF5V5jhIUPOs-ZEp5Ptq6m8oVmyQiHFpuTVgdcTayjy9p49-moGku_xQhIBZNBkodG4FF4-hUdNh9VkCGW/s1600/CAPTURA8.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;307&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguz9EBBAToEHCYdtnXmfyYeJIHnA_Au9V9wF4iI0RbjZVIgOoXAYKF5V5jhIUPOs-ZEp5Ptq6m8oVmyQiHFpuTVgdcTayjy9p49-moGku_xQhIBZNBkodG4FF4-hUdNh9VkCGW/s320/CAPTURA8.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora hay que nombrar los pines con su número y su nombre, además
deberemos darle un atributo de tipo eléctrico (Passive, input, output…), que es
utilizado por la herramienta de control de reglas eléctricas para comprobar la
interconexión de las patas y comprobar que el tipo es compatible. &lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Seleccionamos un pin y le hacemos clic. Se abre el editor de pines y
definimos el nombre el número y el tipo eléctrico.&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/AVvXsEi26n3YqztiuFVpUuIQ9Fg83bJMPrrkZTenEifHDz2X0bA2Ouu3MbZqu_nWL3ILO89EGRPadCWosm6fDiAHE9qLjB585a3TuNo5hQkIN-UQxjUwP_vynQ6_NLH-9rvmIHFLAObq/s1600/CAPTURA9.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;308&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi26n3YqztiuFVpUuIQ9Fg83bJMPrrkZTenEifHDz2X0bA2Ouu3MbZqu_nWL3ILO89EGRPadCWosm6fDiAHE9qLjB585a3TuNo5hQkIN-UQxjUwP_vynQ6_NLH-9rvmIHFLAObq/s320/CAPTURA9.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Como es el de la batería le
asigno entrada. Damos a aceptar.&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/AVvXsEgZaNeP_DTCyacOMYyUCUeMcJiTfHvICfgz_NudN0qD85maPWE5c4e8cIcnqtxaDARHLsbpicq1Yc-PGF8Hu-a3yhWw68wcML8wch3k9fQJCWbRrtwMopOFETwiSYW0XtqEqHBo/s1600/CAPTURA10.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;259&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZaNeP_DTCyacOMYyUCUeMcJiTfHvICfgz_NudN0qD85maPWE5c4e8cIcnqtxaDARHLsbpicq1Yc-PGF8Hu-a3yhWw68wcML8wch3k9fQJCWbRrtwMopOFETwiSYW0XtqEqHBo/s320/CAPTURA10.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Esto debemos repetirlo para cada uno de los pines&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/AVvXsEhrA5y8AjQeFk229lfuhY9bERK4ubfUoZh31K-1f91GdCkssWoAILvHkbT4no92KF0XKsuVgdypxaNWsWScONndv5VZluCe905Hd_QnNDDuIzk2WNknjhcRH-kduQILq9E_gRoU/s1600/CAPTURA11.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrA5y8AjQeFk229lfuhY9bERK4ubfUoZh31K-1f91GdCkssWoAILvHkbT4no92KF0XKsuVgdypxaNWsWScONndv5VZluCe905Hd_QnNDDuIzk2WNknjhcRH-kduQILq9E_gRoU/s320/CAPTURA11.JPG&quot; width=&quot;232&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Por último vamos a crear el componente en la librería.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Seleccinamos todo el componente creado.&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/AVvXsEhPZ5qiYYYJk-_lVT8pgblrEL7qBSEWrSaPgHLWLVS5QcnRrYi1LZMtN0opJuP5IwckuUVAUQnMWb6j4LzpJFhTJTn_eqwO1kCqAWBDdsV6YenGzf7eDzePcGQdt-jtihlf0qlT/s1600/CAPTURA14.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPZ5qiYYYJk-_lVT8pgblrEL7qBSEWrSaPgHLWLVS5QcnRrYi1LZMtN0opJuP5IwckuUVAUQnMWb6j4LzpJFhTJTn_eqwO1kCqAWBDdsV6YenGzf7eDzePcGQdt-jtihlf0qlT/s320/CAPTURA14.JPG&quot; width=&quot;232&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y nos aparece la ventana siguiente en la que aceptamos&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/AVvXsEiTnWv31BsBhlxFeECjW3FIORsiWmHmeHCcwYqsYg72mtGccSArWDKqdojofIxzqGg7ywd-RHrKlBPV4algo4WRWTYFsPamWWNfxUQ1C9OTZJduQWqt8MQVfXzTJequBdleDBuV/s1600/CAPTURA12.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;109&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTnWv31BsBhlxFeECjW3FIORsiWmHmeHCcwYqsYg72mtGccSArWDKqdojofIxzqGg7ywd-RHrKlBPV4algo4WRWTYFsPamWWNfxUQ1C9OTZJduQWqt8MQVfXzTJequBdleDBuV/s320/CAPTURA12.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Nos vamos al menú “library” y
click en “Make Device”. Se abrirá el asistente para crear componentes.&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/AVvXsEjh8EO2KY9IlPG6H5xEtX06ML-utwgvsoRKoQN78JFc4vhEXWgxAb0km5QoCkNikqyxHhpM00yhobCMJKJ5-sB7icFbc6iNtL-cgov5kuass4WD26puqL0XztMiaWrC2mSkTNXB/s1600/CAPTURA15.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh8EO2KY9IlPG6H5xEtX06ML-utwgvsoRKoQN78JFc4vhEXWgxAb0km5QoCkNikqyxHhpM00yhobCMJKJ5-sB7icFbc6iNtL-cgov5kuass4WD26puqL0XztMiaWrC2mSkTNXB/s320/CAPTURA15.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ponemos un nombre y un prefijo de referencia. El campo activar
propiedades de componentes supongo que es para poder emular el circuito (aquí
me pierdo). Clic en next.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nos aparece la ventana de package pero está vacía, no hay seleccionado
ningún encapsulado por lo que tendremos que editar y elegirlo.&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/AVvXsEg6bmSLAMC2QVHTkF8cLMcQMUvXtoO-kHVW4C8VnKWduUtm-hRriHeKu0iGSR35BsTlyz31CW3Nu4Gs1yf4fUGmE4RyDUNVpFDoDioWys-QkRac6imX48rBXO4McG2g5ImiUKxd/s1600/CAPTURA16.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6bmSLAMC2QVHTkF8cLMcQMUvXtoO-kHVW4C8VnKWduUtm-hRriHeKu0iGSR35BsTlyz31CW3Nu4Gs1yf4fUGmE4RyDUNVpFDoDioWys-QkRac6imX48rBXO4McG2g5ImiUKxd/s320/CAPTURA16.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Clic en add/edit y nos aparece el editor.&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/AVvXsEhN3PRQQpkX1wiBo1pIJhfiVa1wWM2RGWi2JWOfBsqWfdf0CUStIGHeCBAaDn-R7b9YoCDdP-Rqs501dSMsxWJppA_d-2BAPz-_s_BEqNic3Gd40bDF746pAIuyb57JRzvNohIF/s1600/CAPTURA17.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;238&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN3PRQQpkX1wiBo1pIJhfiVa1wWM2RGWi2JWOfBsqWfdf0CUStIGHeCBAaDn-R7b9YoCDdP-Rqs501dSMsxWJppA_d-2BAPz-_s_BEqNic3Gd40bDF746pAIuyb57JRzvNohIF/s320/CAPTURA17.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Clic en Add, y se abre la librería de objetos. En librerías
seleccionamos” package” y en objetos doble clic en (En este caso aun no he
realizado el package del componente así que paso a otro componente. Que es lo
mismo.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Clic en Add, y se abre la librería de objetos. En librerías
seleccionamos” package” y en objetos doble clic en “DIL16”.&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/AVvXsEjFEZRf_BjH6Y_K4IRF-D4KLUP966joQKNoG7rZwkIdJw7XlABXc9HZuuUazRCC3Tu74f52cQL3sdiscldTZlK74jdXP9_dbu3Bb37N_PXY3V5QWSwO_XkqcmCnfDG_nJXv0C3B/s1600/CAPTURA18.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;204&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFEZRf_BjH6Y_K4IRF-D4KLUP966joQKNoG7rZwkIdJw7XlABXc9HZuuUazRCC3Tu74f52cQL3sdiscldTZlK74jdXP9_dbu3Bb37N_PXY3V5QWSwO_XkqcmCnfDG_nJXv0C3B/s320/CAPTURA18.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El editor se nos quedará configurado como vemos en la siguiente
captura, y podremos editar los pines si fuese necesario.&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/AVvXsEjPMFvN_9BPObgbTUK1kf6-ZTeFwIs8IAMz1Tqc8Nj25Tgy3gyO4eYEydbS2faLGLnihLHD0gxgi5MEv1paoxSWAaJ7GUhPn8_jYEe2tink-xNUWUCPdsw5UzvMqMWIjWbcP2X6/s1600/CAPTURA19.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;205&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPMFvN_9BPObgbTUK1kf6-ZTeFwIs8IAMz1Tqc8Nj25Tgy3gyO4eYEydbS2faLGLnihLHD0gxgi5MEv1paoxSWAaJ7GUhPn8_jYEe2tink-xNUWUCPdsw5UzvMqMWIjWbcP2X6/s320/CAPTURA19.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Click en asignar packages y volvemos al asistente que queda así:&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/AVvXsEjnEtcnB8k0UMHYYNgGF2_iPt_IZaeLEJELSggY3ajzlmSLGd7a3iSHX1Q7TfUW4kKoZ3FQTBGr5le6Me3eK8g9-XFuyutNcQ05sQWFMEP3vTYBRetdWMU8fScjrhg0GJwVUIc7/s1600/CAPTURA20.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;273&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnEtcnB8k0UMHYYNgGF2_iPt_IZaeLEJELSggY3ajzlmSLGd7a3iSHX1Q7TfUW4kKoZ3FQTBGr5le6Me3eK8g9-XFuyutNcQ05sQWFMEP3vTYBRetdWMU8fScjrhg0GJwVUIc7/s320/CAPTURA20.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Click en next y pasamos a la ventana de propiedades y definición de
componentes en el asistente.&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/AVvXsEgs22O-y8fj1Qfhga-8y-JjxlfCUDOSs4ZpYHKy_g2QMw2Jkn1pvdD3ATACqgmbXM8Yyem8yqMk2T5RTqjxgPxwLnd1NmoJn0cSPdmG34UuKhxWEw0i4TMbi5J-tgLr9L_VTTZX/s1600/CAPTURA21.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;273&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs22O-y8fj1Qfhga-8y-JjxlfCUDOSs4ZpYHKy_g2QMw2Jkn1pvdD3ATACqgmbXM8Yyem8yqMk2T5RTqjxgPxwLnd1NmoJn0cSPdmG34UuKhxWEw0i4TMbi5J-tgLr9L_VTTZX/s320/CAPTURA21.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo dejamos como veis configurado y clic en next.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La siguiente ventana que se abre es para linkar el componente a un
datasheet.&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/AVvXsEgKche0OtietvR6qA9SJW0L2YG1hzt-o-uNX-Nj4KqbpZD1rXZv3rQNgnxul1IGD0x1il1XTL3m-rdidiwTzM5cNyLkBFOgdihsfi3sUzKJAGQWn_8r1Y5CWyAtV5QTxSNoRKDl/s1600/CAPTURA22.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKche0OtietvR6qA9SJW0L2YG1hzt-o-uNX-Nj4KqbpZD1rXZv3rQNgnxul1IGD0x1il1XTL3m-rdidiwTzM5cNyLkBFOgdihsfi3sUzKJAGQWn_8r1Y5CWyAtV5QTxSNoRKDl/s320/CAPTURA22.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Click en next y se abre la ultima ventana del editor donde le diremos
en que librería queremos ubicar el componente.&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/AVvXsEgBqc5aaWkp4YvzJufx97hGVnLB0aqfH4TfCewfe62SzO3YWI2Ufg_ZVLbX7qXALpk85hLxqlKRsh2m12PfHotzWUy_HNssIMGX9-q2zrkauPGC7hfa8YfiIsxt3YGD9wUztRsC/s1600/CAPTURA23.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;271&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBqc5aaWkp4YvzJufx97hGVnLB0aqfH4TfCewfe62SzO3YWI2Ufg_ZVLbX7qXALpk85hLxqlKRsh2m12PfHotzWUy_HNssIMGX9-q2zrkauPGC7hfa8YfiIsxt3YGD9wUztRsC/s320/CAPTURA23.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Pulsamos OK y&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;tenemos creado
nuestro componente en la librería elegida.&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/AVvXsEhIXABoy1m7VMzc3uBVTzj4GQ0pVeSJfTwiwB1fq9FmAecURye7yqYjlO4NrSWih4UNSSGbc5ZDQESakSQxwDngi2cArF8Mxx9lTXW6eb2CR3ysDqr6W3j4Ni38HobzI9IKHO6y/s1600/CAPTURA24.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;167&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIXABoy1m7VMzc3uBVTzj4GQ0pVeSJfTwiwB1fq9FmAecURye7yqYjlO4NrSWih4UNSSGbc5ZDQESakSQxwDngi2cArF8Mxx9lTXW6eb2CR3ysDqr6W3j4Ni38HobzI9IKHO6y/s320/CAPTURA24.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y aquí está el MT 55 terminado&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/AVvXsEgvnuNBxEz4AthBmB_zZFssLiL9IBf8ROaAzzwTYO1G4R6BOXNeASha4aRMc6dK8BXyX6RUVpGLqE-EcNYHDK6xa9Ju_FYci4WCMQmyOAXFdVkywMD_skwVJgF5S8zY-KMrtN9t/s1600/CAPTURA25.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvnuNBxEz4AthBmB_zZFssLiL9IBf8ROaAzzwTYO1G4R6BOXNeASha4aRMc6dK8BXyX6RUVpGLqE-EcNYHDK6xa9Ju_FYci4WCMQmyOAXFdVkywMD_skwVJgF5S8zY-KMrtN9t/s320/CAPTURA25.JPG&quot; width=&quot;246&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span id=&quot;goog_1391667744&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1391667745&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ya solo nos faltaría atribuir un pequeño circuito SPICE al componente
para poder emular circuitos con él. Si consigo saber cómo funciona, monto otro
tutorial.&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Este manual está basado en una versión antigua del proteus que ya subí
a&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&amp;nbsp;&lt;a href=&quot;http://www.forosdeelctonica.com/&quot;&gt;www.forosdeelctonica.com&lt;/a&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
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&lt;![endif]--&gt;</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/1448155156759137533/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/06/tutorial-proteus8-isis-ares-crear-un.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1448155156759137533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1448155156759137533'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/06/tutorial-proteus8-isis-ares-crear-un.html' title='Tutorial PROTEUS8 (ISIS, ARES) Crear un componente electrónico'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUHOJaTVRydsM4pNpaJgzXcUODXy4rZuWja89SvE5tkLC4O1hOUwBUY_LdHBGdLpc8QDymRpTvHmXnH29n5VW0QnrZ5Xuth1nNzoPhHHrKbDMe62CW4xZp204nuMOeDR5UUVk_/s72-c/CAPTURA1.JPG" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-790457046084829892</id><published>2015-06-24T21:11:00.002+02:00</published><updated>2016-02-17T19:04:06.683+01:00</updated><title type='text'>Tutorial PROTEUS8 (ISIS, ARES) instalación y puesta en marcha</title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://depositfiles.com/folders/G3IZ3UM0F&quot;&gt;&lt;img alt=&quot;https://app.box.com/s/letvj9om2ajsyi1l61xegu09d2ah3bru&quot; border=&quot;0&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9xxtbMuDPS8pobgp_XRNTA-EMc5L0YQdY8cgiFnzKxxGrQ0ha6D9SmW7w3GAztbTBdfIDoWAEwp-wybLyvggW5amLdwQuk1rPrfw9741SMVRX5Kdm3VSjT7d02dY64pF8mKq7/s640/titleslide.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;h2&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;Pincha en la imagen para bajartelo&lt;/span&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo primero
es descomprimir el archivo en una carpeta ya que dependiendo del sistema
operativo pedirá instalar una actualización. Al&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;iniciar la instalación aparece la primera pantalla:&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIxiZUqnRs_Ca5EckrrghakykZorZW9avkzaEB5xIvmgC2UD0sGqnUuzrFbYwnOanNIcbFN4lTcPyhY_DoLm7kNMz4s53Z7J0Npd5hpA1hsKjbygDp3jIt4jgy0lphKQ_jTysA/s1600/captura1.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIxiZUqnRs_Ca5EckrrghakykZorZW9avkzaEB5xIvmgC2UD0sGqnUuzrFbYwnOanNIcbFN4lTcPyhY_DoLm7kNMz4s53Z7J0Npd5hpA1hsKjbygDp3jIt4jgy0lphKQ_jTysA/s400/captura1.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Al
instalarlo en Windows XP me ha pedido instalar una actualización. Se acepta y
solicita el reinicio del equipo cosa que se acepta también. Una vez reiniciado
el PC la instalación empieza automáticamente (si se ha descomprimido el archivo
previamente. Al dar a continuar (Next&amp;amp;gt;) aparece la pantalla de la licencia.
Se activa la casilla por la cual aceptamos los términos y se activa la casilla
continuar.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyfGolCi-1lCTAkFT9b8IreqM6MXHBoKiCFIiv2KrkaIW3gozTv51eWbOoQN6nCJg1gitv-zZVhjDarofDxF4HNCZZ2hd94ymSJ2RT9hIXDpum74evBa_v_X_-8D1Aoo8vyhbN/s1600/captura2.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyfGolCi-1lCTAkFT9b8IreqM6MXHBoKiCFIiv2KrkaIW3gozTv51eWbOoQN6nCJg1gitv-zZVhjDarofDxF4HNCZZ2hd94ymSJ2RT9hIXDpum74evBa_v_X_-8D1Aoo8vyhbN/s400/captura2.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ahora viene
el tipo de instalación. Se deja en &lt;b&gt;Use a locally installet licence key&lt;/b&gt; y le
damos a continuar&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwRLruZtPqJ6sq1LmxICYKk0xJ-LMIGz5Lboc2u38V-dd94C826nRirkPWllbtTPGtm6yJLJPIyz6UOKK3tQiSmmiAB9lHHw3PZpATqkxkn_pRLamRUbtqZ9dTsX8lumU0wMVy/s1600/captura3.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwRLruZtPqJ6sq1LmxICYKk0xJ-LMIGz5Lboc2u38V-dd94C826nRirkPWllbtTPGtm6yJLJPIyz6UOKK3tQiSmmiAB9lHHw3PZpATqkxkn_pRLamRUbtqZ9dTsX8lumU0wMVy/s400/captura3.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Aparece la
información y la licencia del producto antiguo (proteus 7.9) &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBYjT5dzsnGjuAlQoaCBPgq_YACkOnSJDldwYACxMr0VgNTfO4kzhpsP9R8sB7qAmbYoSFU34io1kmmnx_OcCI1qXT101vxmnmIIPBO4GNtzCRP2Jj7-JyLVULVX9C4U6UuCwY/s1600/captura4.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBYjT5dzsnGjuAlQoaCBPgq_YACkOnSJDldwYACxMr0VgNTfO4kzhpsP9R8sB7qAmbYoSFU34io1kmmnx_OcCI1qXT101vxmnmIIPBO4GNtzCRP2Jj7-JyLVULVX9C4U6UuCwY/s400/captura4.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Si no
aparece tampoco hay que preocuparse. Continuar otra vez y nos lleva al apartado
donde hay que cargar la licencia. Como antes, aparecen los datos de la licencia
antigua.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn9hG_dOkyNIcNlJtpV3lHB2NqP9b6f-YO-9JBbbEAnuWfC9P75_tuRND7VRilrNaAx_PYbuAgH1eDRbxP3B45Bphznzk9V8zNqVVinfkuqx8xKl40yeUHuVqGuCfC9oqZPyMQ/s1600/captura5.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;252&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn9hG_dOkyNIcNlJtpV3lHB2NqP9b6f-YO-9JBbbEAnuWfC9P75_tuRND7VRilrNaAx_PYbuAgH1eDRbxP3B45Bphznzk9V8zNqVVinfkuqx8xKl40yeUHuVqGuCfC9oqZPyMQ/s400/captura5.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Para cargar
la licencia le damos &lt;b&gt;Browse for key&lt;/b&gt; file y abre una ventana donde iremos a la
carpeta en la que hemos descomprimido el programa y lo dirigimos a la carpeta:&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;&quot;&gt;Crack\(Step1) Before Installing Proteus&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;y
usar &quot;LICENSE.EXE&quot;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWilVmXwtn5BvWYa5faC4ci_b7fhXecGH-13oOlmlvZRAusajn6mabpWj08K6mOrp_jXWnxizQy32gjzyarpjU1N6X-WOZG2t0UTFSiriwUNVB5mHkNVouEK7n7rCTK9KXn8ck/s1600/captura6.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;296&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWilVmXwtn5BvWYa5faC4ci_b7fhXecGH-13oOlmlvZRAusajn6mabpWj08K6mOrp_jXWnxizQy32gjzyarpjU1N6X-WOZG2t0UTFSiriwUNVB5mHkNVouEK7n7rCTK9KXn8ck/s400/captura6.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Y lo
abrimos. Veremos aparecer la nueva licencia a la izquierda (lo dicho, si
no hay instalación de otra versión a la derecha no aparece nada).&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5QE2bfYzLJU17_K5z35eJkNMrTKrpz1DUIe9poBYL0ngIU7JW0ymW2dEVR4t5yAfY9OpxIl9H0uetxJdzO_B6djQy-lZ_bH0R_lx0A2SP7WH2vk6QBCh86Yd82VvLAIq15MxH/s1600/captura7.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;252&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5QE2bfYzLJU17_K5z35eJkNMrTKrpz1DUIe9poBYL0ngIU7JW0ymW2dEVR4t5yAfY9OpxIl9H0uetxJdzO_B6djQy-lZ_bH0R_lx0A2SP7WH2vk6QBCh86Yd82VvLAIq15MxH/s400/captura7.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Seleccionamos
la primera línea de arriba de la izquierda Y ahora clic en instalar. Y nos
recuerda lo que vamos a realizar. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYqBuM-Z-lQWh7dbk4n-uXK4bJQiLafl8hReCYe5r7R1L0nSlcugCFUWqs5IPcu0WMr8Nk17H2-8J5DoxL43h_ZsgcWwSSKrV9XaHhyphenhyphenARFNZsb6FLijNpJstwXw_7dovyTOFD/s1600/captura8.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;283&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZYqBuM-Z-lQWh7dbk4n-uXK4bJQiLafl8hReCYe5r7R1L0nSlcugCFUWqs5IPcu0WMr8Nk17H2-8J5DoxL43h_ZsgcWwSSKrV9XaHhyphenhyphenARFNZsb6FLijNpJstwXw_7dovyTOFD/s400/captura8.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Lo aceptamos
y nos aparece la licencia cargada a la derecha. Aceptamos y nos lleva a:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCDVqOsuCbq2FK8RWwdF8xcCsf_pRS6PtQBN3JLNhl-ixXSK_YiVnz30QGCir6a23Iigj4hSGr7OORDIxkyDKDJH3bAflf7X-xdI7G5qGIf8u1LDGWrJAjKAl9RVUNQksxOndL/s1600/captura9.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCDVqOsuCbq2FK8RWwdF8xcCsf_pRS6PtQBN3JLNhl-ixXSK_YiVnz30QGCir6a23Iigj4hSGr7OORDIxkyDKDJH3bAflf7X-xdI7G5qGIf8u1LDGWrJAjKAl9RVUNQksxOndL/s400/captura9.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Lo dejamos
tal cual y le damos a continuar con lo que llegamos a la instalación. Para
evitar problemas le damos a Tipicall para la instalación. Es indiferente.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu7gCSxehyphenhyphen7S-u3Mu43yaik6o4dyg9dfI4oQ-nu-NuZQMldrfYr-GCDAEfP2w7MKNo1gvpii3LeEi0yo2PDy_QkdP1X56k_ZPeYkkO65pAntt0iJrZ_iK2s8Ev7g3Rg9nwQZJt/s1600/captura10.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhu7gCSxehyphenhyphen7S-u3Mu43yaik6o4dyg9dfI4oQ-nu-NuZQMldrfYr-GCDAEfP2w7MKNo1gvpii3LeEi0yo2PDy_QkdP1X56k_ZPeYkkO65pAntt0iJrZ_iK2s8Ev7g3Rg9nwQZJt/s400/captura10.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Así se
inicia la instalación del producto&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikICLEI2JfGvnnPBtBreH0Q98JMfIscQzglixeC4OMHl-iGAor8hnl7ecpO_D4jz9AjCG2bFnOWlRA1-d3gI4HwTtliYJ_qCRnwutPPQFILE-hwdXvZguc06iRLqwKWMO3RQsk/s1600/captura11.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;337&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikICLEI2JfGvnnPBtBreH0Q98JMfIscQzglixeC4OMHl-iGAor8hnl7ecpO_D4jz9AjCG2bFnOWlRA1-d3gI4HwTtliYJ_qCRnwutPPQFILE-hwdXvZguc06iRLqwKWMO3RQsk/s400/captura11.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Como hay una
versión anterior pide que importemos algunos archivos. &lt;b&gt;Impor&lt;/b&gt; y a continuar la
instalación&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnY93giCl3BWBknA-XVOxlEEaF3Rz63RfrjgR50sPOXFFUDIXx-0LM-n97wYlhpGKetFeRC1DI51HwA3Ix8Yq8nbI7kYJHLJ-bwSJqmJL6SmHr-s8dmxDpbRlDIHZnEa5pf7BZ/s1600/captura12.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;273&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnY93giCl3BWBknA-XVOxlEEaF3Rz63RfrjgR50sPOXFFUDIXx-0LM-n97wYlhpGKetFeRC1DI51HwA3Ix8Yq8nbI7kYJHLJ-bwSJqmJL6SmHr-s8dmxDpbRlDIHZnEa5pf7BZ/s400/captura12.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Cuando ha
terminado la instalación aparece la ventana en la que indica que se ha
instalado correctamente. &lt;b&gt;NO INICIAMOS EL PROGRAMA, CERRAMOS LA VENTANA&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipI3mKHCaQxkFNYyOoEfiUc1OYVx-Ik9iHs9KlicBJgG9taefeaWnC6SSW0df76mDdQDwQKfoJVBsipZU8lU2LrKK9EKXhum16hWNXfRYgr38UtfqPfKREX5N9zZD8GPA8cLpx/s1600/captura14.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;338&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipI3mKHCaQxkFNYyOoEfiUc1OYVx-Ik9iHs9KlicBJgG9taefeaWnC6SSW0df76mDdQDwQKfoJVBsipZU8lU2LrKK9EKXhum16hWNXfRYgr38UtfqPfKREX5N9zZD8GPA8cLpx/s400/captura14.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ahora nos
vamos a la carpeta &lt;b&gt;&quot;Crack\(Step2) After Installing Proteus&quot;&lt;/b&gt; y
encontramos dos carpetas&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&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/AVvXsEjDGIVxa9DzqxIVJzEmm8IYFVkWn3pYccPVFiaR0dsdlZMd3EjqPJspSjCi56BRun7FJxG2wSll3lNt6zvEsyOeyRyjY-NZfxax1_DJ-ChdtxkydoFd_k668l4HP7VOPh7WbI2M/s1600/captura15.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;56&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDGIVxa9DzqxIVJzEmm8IYFVkWn3pYccPVFiaR0dsdlZMd3EjqPJspSjCi56BRun7FJxG2wSll3lNt6zvEsyOeyRyjY-NZfxax1_DJ-ChdtxkydoFd_k668l4HP7VOPh7WbI2M/s320/captura15.bmp&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Copiamos la
primera que es&lt;b&gt; BIN&lt;/b&gt; en&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;&quot;&gt;C:\Program Files\Labcenter Electronics\Proteus 8
Professional&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;O en &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;D:\Archivos de programa\Labcenter
Electronics\Proteus 8 Professional&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Todo depende
de la forma en que se ha instalado.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;El programa
indicará que ya existe otra carpeta. Lógicamente aceptamos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Ahora le
toca a la carpeta &lt;b&gt;MODELS&lt;/b&gt; que la copiaremos en:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12.0pt; line-height: 115%; mso-ansi-language: EN-US;&quot;&gt;C:\Documents and Settings\All Users\Application
Data\Labcenter Electronics\Proteus 8 Professional&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Bueno, eso
es lo que dice el manual. De momento no lo he pegado en ningún lado y me ha
funcionado a la perfección.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Arrancamos
el proteus 8&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1UHkHctSBZBysBQp4eVoBfkyRjOM662nmMbvG9ucQSQmovM8cRlQH6D-_c0kNc1c9hTvMA-efTQPxycO-NTk3fiNfoFkjFFkqu76H86Qiq9ne-nzOIbtic_hRuRhVlaKFbUlE/s1600/captura16.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;198&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1UHkHctSBZBysBQp4eVoBfkyRjOM662nmMbvG9ucQSQmovM8cRlQH6D-_c0kNc1c9hTvMA-efTQPxycO-NTk3fiNfoFkjFFkqu76H86Qiq9ne-nzOIbtic_hRuRhVlaKFbUlE/s400/captura16.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Y nos
aparece la ventana del nuevo proteus.Cuando
termina de cargar nos deja ver la nueva vista de proteus&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiU-wAVlS-sxDz6Wf251G3uyWcHVnj7-6Z2qXIqA5lNCY-DV8NaS7YZhOoroI4K5aUOHFRIEY84N3dEm2swmtfdmO4SDsaYc2WehMYGkP4WIjACiY2p4Q-Y2B-QE93tunurod9/s1600/captura17.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;252&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiU-wAVlS-sxDz6Wf251G3uyWcHVnj7-6Z2qXIqA5lNCY-DV8NaS7YZhOoroI4K5aUOHFRIEY84N3dEm2swmtfdmO4SDsaYc2WehMYGkP4WIjACiY2p4Q-Y2B-QE93tunurod9/s400/captura17.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Y se puede
disfrutar de la nueva versión de proteus. Dale un buen uso y bajo tu
responsabilidad.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;La nueva
versión solo deja en el interfaz abrir proyectos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhnCv9mPS6gKi66NXu6yjsJHyP-XPk9HQq3j-dG914k1T1EMKwdTZ-2YVWsCapGzfiVpg2YzvD2ayST0J1L6YvJDNFZQ3uCnj1R_iiuokbr6YlfolCIqxxo5hN9amPN_fEEt0C/s1600/captura18.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;285&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhnCv9mPS6gKi66NXu6yjsJHyP-XPk9HQq3j-dG914k1T1EMKwdTZ-2YVWsCapGzfiVpg2YzvD2ayST0J1L6YvJDNFZQ3uCnj1R_iiuokbr6YlfolCIqxxo5hN9amPN_fEEt0C/s400/captura18.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Para abrir un esquema o
circuito que tengamos antiguo basta con cambiar el tipo a &lt;b&gt;Design Files&lt;/b&gt; para los
esquemas o &lt;b&gt;Layout Files&lt;/b&gt; para las placas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWoB0EekkLKDkEXQUzK7D0aOMpV-axoJMzVFlWFoed8kuNBDwrP6S6GQRLJ63h_GIrdVO8RLtsqMlvzuShoW-XkoJjr4mseCzR9gy7igseiWvqnWKwfrfm7SpyDn007-V98NmZ/s1600/captura19.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;292&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWoB0EekkLKDkEXQUzK7D0aOMpV-axoJMzVFlWFoed8kuNBDwrP6S6GQRLJ63h_GIrdVO8RLtsqMlvzuShoW-XkoJjr4mseCzR9gy7igseiWvqnWKwfrfm7SpyDn007-V98NmZ/s400/captura19.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Por lo demás
todo es igual&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrUO0ZiQtHmGotVpLMygIvdvZxE83m58mk97JclNvm_aYAT_aY0ugNXaX-h-79U1UZO5FI-txJvTmJvwWfyKRa08539KrT_qr6Rp4dyl8UJ1UgOkL54DxeZ1WjIgGbq5XGNnal/s1600/captura20.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;285&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrUO0ZiQtHmGotVpLMygIvdvZxE83m58mk97JclNvm_aYAT_aY0ugNXaX-h-79U1UZO5FI-txJvTmJvwWfyKRa08539KrT_qr6Rp4dyl8UJ1UgOkL54DxeZ1WjIgGbq5XGNnal/s400/captura20.bmp&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Recuerda que
si guardas con la nueva versión no podras abrirlo con la anterior.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;El Proteus que tenias antes instalado
continua funcionando igualmente. Primero adáptate al nuevo y luego cámbiate.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;/div&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis&amp;nbsp;&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El programa FactuSol es completamente gratuito con toda su potencia de trabajo, que no es poca. El pequeño inconveniente es que hay que ir indicando, como mucho, cada mes que no queremos suscribirnos a las actualizaciones. Aparece la ventan:&lt;/div&gt;
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&amp;nbsp; &lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEeqwI4QdyRdsuBSS1T8GWGO57sSR4-UMeqDYbN3AAy-Fp4SpnySddGIR7vEjYoTL0KRl67eifBh0De4_cv-V8saorjt3ySEbTLZ16WA1-YRMOTRLdr9Xi6pB1U2Q7C0AUid-p/s1600/Captura0.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;223&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEeqwI4QdyRdsuBSS1T8GWGO57sSR4-UMeqDYbN3AAy-Fp4SpnySddGIR7vEjYoTL0KRl67eifBh0De4_cv-V8saorjt3ySEbTLZ16WA1-YRMOTRLdr9Xi6pB1U2Q7C0AUid-p/s400/Captura0.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hay que abrir Empezr a utilizar el programa y seleccionar la opción correcpondiente. No es molesto realizarlo una vez al mes, pero si no aparece mucho mejor.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La forma es sencilla. Lo primero es ir al directorio donde se encuentra instalado el programa. Por defecto está en:&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;C:\Archivos de programa\Factusol 2000&lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Localizar el archivo llamado FactuSol&amp;nbsp;&lt;/div&gt;
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&amp;nbsp; &lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hay que abrirlo con el Bloc de Notas y buscar la línea [Bienvenida]&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; La primera línea (AvisarEn=4) indica al programa el tiempo que ha de tardar en mostrarlo. En la siguiente línea (UltimoAviso=21/06/2015) indica al programa la fecha en que se mostró por última vez. La solución está en cambiar el año y colocar uno superior a la fecha actual.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En esta ocasión le he puesto 2030, no durará tanto el programa. Incluso cambiando el més y el año funciona.en la versión del 2015.&amp;nbsp;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Una comprobación del programa que se le ha pasado al programador de FactuSol. Otras mejoras no las realizan si les das la idea. A ver lo que tardan en solucionar este fallo.&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt; &lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt;
 haz el favor de hacer clic en los anuncios de google que aparecen al 
principio de cada entrada y date una vuelta por por ellos. Son céntimos 
lo que aporta pero me ayudas a seguir subiendo cosas. Gracias.&lt;/div&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://api.hostinger.es/redir/9946001&quot;&gt;Alojamiento web Gratis &lt;/a&gt;&lt;/span&gt;&lt;/div&gt;

</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/9158339630229725455/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/06/factusol-desconectar-la-bienvenida.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/9158339630229725455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/9158339630229725455'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/06/factusol-desconectar-la-bienvenida.html' title='FactuSol: Desconectar la bienvenida (nunca mas lo recuerda)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEeqwI4QdyRdsuBSS1T8GWGO57sSR4-UMeqDYbN3AAy-Fp4SpnySddGIR7vEjYoTL0KRl67eifBh0De4_cv-V8saorjt3ySEbTLZ16WA1-YRMOTRLdr9Xi6pB1U2Q7C0AUid-p/s72-c/Captura0.JPG" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-674798387843069585</id><published>2015-06-19T18:44:00.000+02:00</published><updated>2015-06-21T20:06:58.534+02:00</updated><title type='text'>Pasar Tarífas a Factusol Fácilmente</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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        &lt;input type=&quot;hidden&quot; name=&quot;cx&quot; value=&quot;partner-pub-7959198423110109:sump4solxa4&quot; /&gt;
        &lt;input type=&quot;hidden&quot; name=&quot;ie&quot; value=&quot;ISO-8859-1&quot; /&gt;
        &lt;input type=&quot;text&quot; name=&quot;q&quot; size=&quot;31&quot; /&gt;
        &lt;input type=&quot;submit&quot; name=&quot;sa&quot; value=&quot;Buscar&quot; /&gt;
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    Búsqueda personalizada
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&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En este ejemplo se van a pasar un listado de artículos compuesto de varias características a Factusol. En este caso no hay precios. Lo que se pretende es enseñar como usar el excel para la unión de datos dispersos por una tabla.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En este caso se trata de una tabla de Transsistores MosFet de Potencia que encontramos en &lt;a href=&quot;http://www.gmelectronica.com.ar/catalogo/pag108.html&quot;&gt;http://www.gmelectronica.com.ar/catalogo/pag108.html&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se obseva que los datos están dispersos por la tabla. El código sirve. Para la descripción (Y esto es lo interesante) vamos a usar la potencia de Excel para encadenar celdas y texto. Comenzamos por pensar que tiene que poner la descripción:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Transistor Mosfet Potencia &quot;Canal&quot; de &quot;Corriente&quot;, &quot;Tensión&quot;, &quot;potencia (El encapsulado se coloca en Programable1)&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo primero es seleccionar los datos:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se copian (Boton derecho / Copiar) y vamos a la casilla A2 de la tabla Excel y pegamos (Boton derecho / Pegar)&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora vamos a manerjarnos con el Excel. Lo primero, para no liarse uno con sigo mismo, es ir a H1 y colocar las cabeceras de columna que ayudan a saber lo que hay, Código, Descripción...&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se situa en la primera casilla de traspaso de datos que va a se H2 y colocamos =A2 y se observa que a la casilla A2 se le pone el borde de color. Al aplican la tecla intro (o el tabulador, la cuestión es selir de ella) se observa que se han copiado los datos en H2 que hay en A2.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora viene los divertido: Realizar el enlace de diferentes celdas y datos de la tabla al mismo tiempo. Comencemos:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Empezaremos por algo sencillo y vamos explicando. Se empieza por un&amp;nbsp; = Seguido del texto entre comillas (las que suelen haber encimas del 2) el texto se termina con un espacio antes de cerrar comillas para que el siguiente dato no quede pegado:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora le añadimos el AND que es &amp;amp; (El que está encima del 6) y el número de celda del Canal. En este caso es A2. También funciona haciendo clic con el raton sobre la celda en cuestión.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora nada más hay que seguir montando toda la Descripción. No olvidar colocar los &amp;amp; (And) y los espacios para que no se junten las palabras.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahi está la descripción que se pretende juntando varias celdas de una tabla. Ahora se copia y se pega en toda la columan y el resultado es:&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora se complertan las demás columnas como la Familia, Tipo de Iva... Los datos que queramos subir. Con el Programabele (que en mi programa Factusol lo uso para guardar los encapsulados) Se ha realizado la misma operación que con la descripción.&lt;/div&gt;
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y Guardamos en formato xls.(Libro de Excel 97-2003)&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Una vez guardado vamos al Falcusol Articulos/Precios/Importar Tarifas y aparece la ventana Importar archivos de tarifas.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En ella colocamos la dirección donde se ha guardado el archivo. La fila donde ha de empezar a coger los datos. en este caso es la seguda (en la primera se han colocado las cabeceras de las columnas). Ahora se le indican las columnas donde están los datos. El Código está en H. La descripción en I. Continuamos con los demás datos a importar. La cosa quedaría de esta forma aproximadamente:&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora nada más queda Aceptar y el programa se encarga de importar los datos.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se va la programa (lo tengo configurado asi con las secciones y familias) a la sección de Electrónica, la familia MOS y aparecen todos los que se han importado y los que había en un principio.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Gracias por visitar mi blog personal. Si te ha gustado:&lt;/b&gt; haz el favor de hacer clic en los anuncios de google que aparecen al principio de cada entrada y date una vuelta por por ellos. Son céntimos lo que aporta pero me ayudas a seguir subiendo cosas.&lt;/div&gt;
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&lt;b&gt;Gracias&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt; &lt;/b&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/674798387843069585/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/06/pasar-tarifas-factusol-facilmente.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/674798387843069585'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/674798387843069585'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/06/pasar-tarifas-factusol-facilmente.html' title='Pasar Tarífas a Factusol Fácilmente'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKMYlKkpZep-NNndji7QH0_ldWHyb-IRQt_GCxJFts0XUI4HoMtgSloLOOkIEYmrim9GK90OLyrskN1ya_VAgNGkdmKga9CHuE3EG80MepL9cYjQ5zP24IY4SuapHnftVhzF3t/s72-c/Captura1.JPG" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-2015930412276958430</id><published>2015-06-19T12:05:00.000+02:00</published><updated>2015-06-21T20:06:30.384+02:00</updated><title type='text'>PROTEUS ISIS: Quitar Text del esquema</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;br /&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; El programa Proteus Isis, diseño y simulación de circuitos electrónicos, presenta en cada componente su número identificativo en el esquema, su valor y una posibilidad que no se usa, más bien molesta, &lt;text&gt; que viene a ser las Observaciones del componente. En algunas circunstancias es cómodo tenerla (en pocas). Aquí vemos es esquema.&lt;/text&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/AVvXsEgCmeDXBBj31fz9fOFvBZUbpqP-xpg3zQBqkoBHk4YsvTPdcMUCNhMwy5BFMl60FPF6ckb5Qn1ujVtF-vowgkEOea47Y0Z_syOGJXLmTFxnC0JR3tWrJR9sc7OKaPU5M_mDdutN/s1600/Desconectar+Texto+con+detalle.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;158&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCmeDXBBj31fz9fOFvBZUbpqP-xpg3zQBqkoBHk4YsvTPdcMUCNhMwy5BFMl60FPF6ckb5Qn1ujVtF-vowgkEOea47Y0Z_syOGJXLmTFxnC0JR3tWrJR9sc7OKaPU5M_mDdutN/s320/Desconectar+Texto+con+detalle.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En un esquema sencillo, como este, no molesta mucho. El problema es cuando se complica el circuito. Ocupa un preciado espacio y a la hora de imprimir no aparece (Con la configuración &#39;por defecto&#39;).&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Para que no aparezca en los componentes (o para que aparezca si lo necesitamos) nos vamos a: &lt;/div&gt;
&lt;h2 style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;Template / Set Design Defaults ...&lt;/b&gt; &lt;/span&gt;&lt;/h2&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgovfdF6zgdI5yjbj_3KCYenJw56p1n_hnnGOMNyS2R1da8Cj6ZWm2dK04Atk5RiXnzT0FXzI8f9JS3ETmPr0KmnH1I4RuwpoKkkWCTQnJKu2sFQpYBjWVFTcSFlOq8VvGtSM7D/s1600/Desconectar+Texto+con.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;341&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgovfdF6zgdI5yjbj_3KCYenJw56p1n_hnnGOMNyS2R1da8Cj6ZWm2dK04Atk5RiXnzT0FXzI8f9JS3ETmPr0KmnH1I4RuwpoKkkWCTQnJKu2sFQpYBjWVFTcSFlOq8VvGtSM7D/s400/Desconectar+Texto+con.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp; Aparece la ventana &#39;Edit Desing Defaults&#39; y en ella, a parte de poder cambiar todos los colores (fondo, componentes...) podemos desactivar la pestaña &#39;Show hidden text&#39;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIXOej8c006y3LmvrOeG4KP3MDh28zalViaohsunJXxHztcwPWvabDktT2aGImz0sk1D5pImKLlkiktj1qPZ6qKRhwSb-tQIIXqVb07ljNcXA5JuS80zDPEHg2is_J6TDuWxJz/s1600/Desconectar+Texto.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;293&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIXOej8c006y3LmvrOeG4KP3MDh28zalViaohsunJXxHztcwPWvabDktT2aGImz0sk1D5pImKLlkiktj1qPZ6qKRhwSb-tQIIXqVb07ljNcXA5JuS80zDPEHg2is_J6TDuWxJz/s400/Desconectar+Texto.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora podemos disfrutar de un esquema completamente limpio. Es agradable a la vista del diseñador. Así es como queda una vez desactivada la casilla:&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/AVvXsEgY21FPn1ZvnJktRGKjGu1mh7z9t1g9Bb21lbcZL-1ef7HHdGcBI6EVrRtSLCGxbRZqIAtLG3066PwFQc_toxEo50GkiN-t9Itp0Qlp5avv6ifzAyAgTjuuqTHctbXLgb9lTkLU/s1600/esquema+Ok.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgY21FPn1ZvnJktRGKjGu1mh7z9t1g9Bb21lbcZL-1ef7HHdGcBI6EVrRtSLCGxbRZqIAtLG3066PwFQc_toxEo50GkiN-t9Itp0Qlp5avv6ifzAyAgTjuuqTHctbXLgb9lTkLU/s640/esquema+Ok.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp; &lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;Como siempre: No es tan difícil como parece.&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;Gracias por visitar mi blog personal.
Si te ha gustado:&lt;/b&gt; haz el favor de hacer clic en los anuncios de google que aparecen al principio de cada entrada y date una vuelta por por ellos.
Son céntimos lo que aporta pero me ayudas a seguir subiendo cosas.
Gracias.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/2015930412276958430/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/06/proteus-isis-quitar.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/2015930412276958430'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/2015930412276958430'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/06/proteus-isis-quitar.html' title='PROTEUS ISIS: Quitar Text del esquema'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCmeDXBBj31fz9fOFvBZUbpqP-xpg3zQBqkoBHk4YsvTPdcMUCNhMwy5BFMl60FPF6ckb5Qn1ujVtF-vowgkEOea47Y0Z_syOGJXLmTFxnC0JR3tWrJR9sc7OKaPU5M_mDdutN/s72-c/Desconectar+Texto+con+detalle.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-8410769387730822001</id><published>2015-06-10T04:00:00.000+02:00</published><updated>2015-06-21T20:06:01.485+02:00</updated><title type='text'>El trabajar con buena herramienta (Capacímetro¨)</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&amp;nbsp;&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&amp;nbsp;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp; Lo bueno de los trabajos con la herramienta adecuada es... que te gastas un dineral.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En esta ocasión se realiza un Capacímetro para los famosos condensadores electrolíticos. Al ser de alta capacidad se hace imposible medirlos con un tester normal. Por lo general llegan a los 100 uF. ¿Cómo saber si uno de 220 uF o más está defectuoso? Cara es la respuesta.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En mi anterior trabajo (&lt;b&gt; y este post va dedicado a esos compañeros de trabajo al igual que a los encargados y jefes, no daban un céntimo por mi... ¿para qué? valgo algo menos&lt;/b&gt;) se tenía la necesidad de comprobar constantemente los condensadoes electrolíticos de la fuente conmutada de las televisiones. La solución estaba en el cajón de despiece (Si, Si... ese donde se tira todo lo que no es reparable, o eso decimos, jejeje)&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Un simple transformador, una resistencia, uno diodo y el voltímetro. Lo ideal es un trafo de 1A a 12Voltios. Como se verá el resultado puede ser el mismo con uno menos potente. Lo primero es conseguir un transformador de esos que no solemos unar. En este caso es uno que alimentaba algo(que no recuerdo) de 6V y 500mA. Algo pequeño pero el resultado y la idea es la que valen. Comprobamos que funciona.&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQtjtCdhTUHpTEzFTd95uzEg9Mk3El17XUEGNIg_cvxjYNTZlIW7FvnEDZh1AgPjxRzSZ8cS3N6yxl_9a0HlDN39OP-tsHCPv3besSCLkURVDjNp5Ti0QnZKTf3eYKh7HjAzMl/s1600/07062015_+067.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQtjtCdhTUHpTEzFTd95uzEg9Mk3El17XUEGNIg_cvxjYNTZlIW7FvnEDZh1AgPjxRzSZ8cS3N6yxl_9a0HlDN39OP-tsHCPv3besSCLkURVDjNp5Ti0QnZKTf3eYKh7HjAzMl/s400/07062015_+067.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se quitan los tornillos y, como está pegado, unos golpecitos y se rompe el sello que lleva.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHLnHLhVOIM2_0sqAyGTh7Bn4mHj4bwYAiXfKXqcAp6aGSea_d0a00MIHc3XcGKvhkNskX1HADH5cpaVmGCithWQN5xA5XrXVZ-dNV6XPA7pKvC88_8CcXxkaAlbpTYNIoOMxx/s1600/07062015_+053.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHLnHLhVOIM2_0sqAyGTh7Bn4mHj4bwYAiXfKXqcAp6aGSea_d0a00MIHc3XcGKvhkNskX1HADH5cpaVmGCithWQN5xA5XrXVZ-dNV6XPA7pKvC88_8CcXxkaAlbpTYNIoOMxx/s400/07062015_+053.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo primero es quitar el condensador electrolítico que realiza el filtro. Con ello hemos conseguido un rectificador de onda completa sinfiltra. Ahora queda convertirlo en un rectificador de media onda. Eso se consigue cortando uno de los diodos. Al cortar la conexíon del Puente Graez (aunque hayan tres diodos) se corta uno de los semiciclos. No importa cual ya que el positivo estará en el positivo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora es cuestión de buscar la carga. Disponemos de Ohm para ello así que manos a la obra. Si disponemos de una tensión de 6V y una intensidad de 500mA (0.5A) la resistencia máxima será de:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;R=V/I = 6/0,5 = 12 ohmios&lt;/b&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;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Hay que acercarse lo máximo a esta resistencia para que el condensador trabaje bien. Ahora la potencia:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;P=V*I = 6*0,5 = 3W&lt;/b&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;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ese es el problema de trabajar con el cajón de inservibles: Es dificil encontrar lo que se precisa. En mi caso pillo una de una TV B/N y a continuar.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se prueba que la tensión es bája ya que al rectificar en media onda la tensión eficaz es muy baja (pasaremos de más formulas)&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNsMIxKH_DvsrG86Wlr7Z52T1ceH5tN09G1eYrFX6eUcWCzpaTskM1ZhVRXEUoIDntUP_QAsBVog-y5EtpZI8IWmW-iL7qZDlQ-0zULuui6Mj5LpQJKZllYKv4z0xo5c-N18mF/s1600/07062015_+009.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNsMIxKH_DvsrG86Wlr7Z52T1ceH5tN09G1eYrFX6eUcWCzpaTskM1ZhVRXEUoIDntUP_QAsBVog-y5EtpZI8IWmW-iL7qZDlQ-0zULuui6Mj5LpQJKZllYKv4z0xo5c-N18mF/s320/07062015_+009.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Ahora empieza lo divertido: El calibrado de nuestro invento. (Se ve en la foto que cambié el transformador ya que el anterior... para que más explicaciones. Este es de similares características.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
El calibrado empieza con condensadores que sabemos que funcionan correctamente y anotando, en una tabla, su tensión eficaz. Comenzamos con uno de 100uF y anotamos la tensión.&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&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/AVvXsEhTbwImd24ufqkrlJqWKx_NOqbM78rgr3nbGaJOibyw0QtWSpR-7A2kJPCvNpesxTJ7pGkXdj9srebfnQxmfXRxWZySIdeDV9bGoXLabXu9WK_rBTSUMURgu3PvyTqjVsrbch9S/s1600/07062015_+016.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTbwImd24ufqkrlJqWKx_NOqbM78rgr3nbGaJOibyw0QtWSpR-7A2kJPCvNpesxTJ7pGkXdj9srebfnQxmfXRxWZySIdeDV9bGoXLabXu9WK_rBTSUMURgu3PvyTqjVsrbch9S/s320/07062015_+016.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Seguimos con otro y repetimos.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj650hN2ENWQVuNvEJ3aooAMrvHBiwIdoGIV2huEL-nVEljsfH4Xhfkf6WdO78IoXnpZKuvD-RlOym1DDN6HQ6vwurQ9htgvt_Zgp0tJcOypsLPbH_xNO6_ojsc2Bt6F1KK6PXX/s1600/07062015_+023.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj650hN2ENWQVuNvEJ3aooAMrvHBiwIdoGIV2huEL-nVEljsfH4Xhfkf6WdO78IoXnpZKuvD-RlOym1DDN6HQ6vwurQ9htgvt_Zgp0tJcOypsLPbH_xNO6_ojsc2Bt6F1KK6PXX/s320/07062015_+023.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y así hasta realizar una tabla con los valores más comunes o que necesitemos. De esta forma si colocamos un condensador y vemos la tensión eficaz sabremos de que valor estamos ablando. Para la prueba final medimos este:&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/AVvXsEgpiKwF2zw12BrN6V8vd0flgSYPGLNHBDpB9n444CwxeEDrtnDVBfIuHwzZvSuT-4QyXHbLxvfwaZ8gTxa2rDUecurbwtbsGq0Tx09gh32rDPm7XiIPQO6K20CPDMJD6FyOz28o/s1600/07062015_+029.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpiKwF2zw12BrN6V8vd0flgSYPGLNHBDpB9n444CwxeEDrtnDVBfIuHwzZvSuT-4QyXHbLxvfwaZ8gTxa2rDUecurbwtbsGq0Tx09gh32rDPm7XiIPQO6K20CPDMJD6FyOz28o/s320/07062015_+029.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ¿De que valor es el condensador electrólitico?&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Como mide muy parecido al primero que hemos colocado debe ser de aproximadamente 100uF.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Fácil de hacer, Fácil de identificar condensadores electrolíticos...&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ¿Verdad que no es tan difícil como parece? &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;
&lt;b&gt;---Si
 te ha gustado el post (me lo he currado,eh!??) date una vuelta por la 
publicidad que hay, así me ayudas con el manteminiemto de este blogger 
y´, si todo va bien, puedo terminar programas. Gracias.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/8410769387730822001/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/06/el-trabajar-con-buena-herramienta.html#comment-form' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8410769387730822001'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/8410769387730822001'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/06/el-trabajar-con-buena-herramienta.html' title='El trabajar con buena herramienta (Capacímetro¨)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQtjtCdhTUHpTEzFTd95uzEg9Mk3El17XUEGNIg_cvxjYNTZlIW7FvnEDZh1AgPjxRzSZ8cS3N6yxl_9a0HlDN39OP-tsHCPv3besSCLkURVDjNp5Ti0QnZKTf3eYKh7HjAzMl/s72-c/07062015_+067.jpg" height="72" width="72"/><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-3692470584431446418</id><published>2015-06-06T17:44:00.000+02:00</published><updated>2017-04-11T20:28:09.963+02:00</updated><title type='text'>EXPORTAR DATOS DE FACTUSOL A FACTUSOL (ACTUALIZAR BASE DE DATOS) </title><content type='html'>&lt;script async=&quot;&quot; src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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Búsqueda personalizada
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&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Como pasar la versión xxx de Factusol&amp;nbsp; a 2017 &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;LO ENCOTRARAS POR LA MITAD DE LA ENTRADA. ES CONVENIENTE LEERLO ENTERO PARA SABER Y COMPRENDER EL COPIADO DE ARCHIVOS. (APROVECHARLO CON CONOCIMIENTO)&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Acualización 11-4-2017&lt;br /&gt;
&lt;h4&gt;
&lt;a href=&quot;https://app.box.com/s/5nj75bm6hdh5p2s2uwsd0raonshx5bgd&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;Este pasa la gran mayoria a la versión 2017&lt;/b&gt;&lt;/a&gt;&lt;/h4&gt;
(Siempre Hay que seguiur los pasos de las carpetas) (Recordad hacer una copia de seguridad antes)&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; A la hora de actualizar el Factusol nos cobran 120€ que es lo que hay que pagar por las actualizaciones. De otra forma se hace pesada la maniobra. El problema vino al desaparecer desde la versión 2012 a la 2015. Podría seguir con el programa antiguo, que me va perfecto pero quería actualizarme al nuevo. El problema es pasar la base de datos al completo. En el ejemplo que se propone y se puede descargar desde:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://app.box.com/s/svahj99pl5be921mk8zo9yzumykgjlz0&quot;&gt;14/08/2015 Descargar el rar que es de Acces2007 reparado y ampliado&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp; Descarga del rar que es de Acces200&lt;a href=&quot;https://app.box.com/s/769q2943fay21k11epn5wyz77qzdyrxc&quot;&gt;7&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp;&amp;nbsp; Al ejecutar el archivo no funciona si no se quita la advertencia de Seguridad de Acces. Esta aparece cuando se ejecuta en cualquier área no asignada al acces. NO CONTIENE CÓDIGOS MALICIOSOS NI VIRUS. Ir a opciones y habilitar el contenido. Está programado en Visual Basic y se puede ver el programa. Está realizado de forma rudimentaria y a toda prisa así que no asustarse jejeje.&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/AVvXsEjaO4R6_PMVRJT8_1zweDiJeQoQTzoTrwmbw5F44YtPaoyU_HHtcdodAeNS7S0-AWK0hDUPH-iyjm1Kuz_56Nqk9TQgIpIR0ZwzwjMw38qEGFgeJzr95efDlcaBkZcjLfUKmlqE/s1600/seguridad.bmp&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;243&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaO4R6_PMVRJT8_1zweDiJeQoQTzoTrwmbw5F44YtPaoyU_HHtcdodAeNS7S0-AWK0hDUPH-iyjm1Kuz_56Nqk9TQgIpIR0ZwzwjMw38qEGFgeJzr95efDlcaBkZcjLfUKmlqE/s320/seguridad.bmp&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se realizan unas tablas generales que &lt;a href=&quot;http://www.sdelsol.com/programa-facturacion-factusol/&quot;&gt;Factusol&lt;/a&gt; puede leer y ya tienen su formato .xls. Con más dedicación se puede mejorar (falta de tiempo y dinero) y se pueden generan todas las tablas que hacen falta. Claro que también se puede realizar la actualización directa de una base a la otra. Como los de &lt;a href=&quot;http://www.sdelsol.com/programa-facturacion-factusol/&quot;&gt;FactuSol &lt;/a&gt;ya tienen a su personal que se encarga muy bien de ese trabajo y para eso cobran he pensado que cada uno que se lo amolde a su gusto. Todo está realizado con el Access así que no es tan difícil. Os animo a que lo intentéis. &lt;b&gt;Antes de comenzar hay que hacer una copia de seguridad de la carpeta Datos del programa Factusol&lt;/b&gt;. Por defecto está en:&lt;br /&gt;
&lt;br /&gt;
C:\Archivos de programa\Factusol 2000\Datos&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nunca se sabe lo que puede pasar y menos por aficionados como yo. Todo empieza copiando la base de datos a manipular en C:\&lt;br /&gt;
&amp;nbsp;Por lo general lleva el numero de empresa y el año. En mi caso es la empresa 001 y el año el 2012.&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/AVvXsEjUJfxWn5VdLNKXTCjS1PV3VQvM8xRLJVCuGwjl8PB1yJv5T0toJjkwHpEUEbuLqrAsCKqNAAPzx9wG3-chVttEPK2hChzpNNLu-ClYQyAWq6H-0VO2aBDRJXazEV8u0Yyis5nR/s1600/222.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;127&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUJfxWn5VdLNKXTCjS1PV3VQvM8xRLJVCuGwjl8PB1yJv5T0toJjkwHpEUEbuLqrAsCKqNAAPzx9wG3-chVttEPK2hChzpNNLu-ClYQyAWq6H-0VO2aBDRJXazEV8u0Yyis5nR/s400/222.JPG&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
la copiamos en C:\ (es lo más sencillo de realizar, sin carpetas ni tonterías) y le cambiamos el nombre llamándola 123456.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZPdlFK8BeVitlUGcqM5sxhrem5KdTeA_iBuWNIP5bRQrn-xDQ9UYFhFsC76k9v5APGgPWjD03Jsw5oYt-S3UWw6cMdpfxmB4LC_I3ZXNCFwVLQ_921vhaD-t2KeWvek-rSM_k/s1600/capura1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZPdlFK8BeVitlUGcqM5sxhrem5KdTeA_iBuWNIP5bRQrn-xDQ9UYFhFsC76k9v5APGgPWjD03Jsw5oYt-S3UWw6cMdpfxmB4LC_I3ZXNCFwVLQ_921vhaD-t2KeWvek-rSM_k/s1600/capura1.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Al cambiarle nombre no hay que ir con tonterías de nombres que se asignan según qué. Y se hace más sencillo programarlo. Ahora que ya está la base de datos en su sitio le clicamos a la tabla que queremos generar. &lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2iP6zuATzEdoe_R1uS_Af_je-29w-4fZwY_sph4NpK3FSLpXa9ZRTQQD8mzO-Sonx_SbcH9PHqeVG9vMn9lvbNFxTa6LY1oV1gFkkMopjNbiI2s7Hknb6sxspQ5gAA5lIAovZ/s1600/capura2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2iP6zuATzEdoe_R1uS_Af_je-29w-4fZwY_sph4NpK3FSLpXa9ZRTQQD8mzO-Sonx_SbcH9PHqeVG9vMn9lvbNFxTa6LY1oV1gFkkMopjNbiI2s7Hknb6sxspQ5gAA5lIAovZ/s1600/capura2.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLiEHRYjeChO7JtLbxBqySqFlw68qGmNpsiMyAl50esohoufEwJyZcNyUFSEp91Qmz1KVi99vHt_f_nQVuKj5Yxh_OTLPWr9YpPZzdPSwLkxlsZeeWARPvVZnqLPXAaf5RXesZ/s1600/capura3.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLiEHRYjeChO7JtLbxBqySqFlw68qGmNpsiMyAl50esohoufEwJyZcNyUFSEp91Qmz1KVi99vHt_f_nQVuKj5Yxh_OTLPWr9YpPZzdPSwLkxlsZeeWARPvVZnqLPXAaf5RXesZ/s1600/capura3.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: center;&quot;&gt;
No realiza nada (para eso es de prueba)&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNLu7IZPMQVvaT0T3Ds_9fms5viRPipJeU68ozfwJ3dnDQaDE1Vn-SbWsvLw0SQ1BNwBsO1pMvQUfv3-c6dnaMIuC0gBxUJ6qhPzBUUhKdlKFDzJjy8zdnQG50z6xsI5q0E_wV/s1600/capura4.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNLu7IZPMQVvaT0T3Ds_9fms5viRPipJeU68ozfwJ3dnDQaDE1Vn-SbWsvLw0SQ1BNwBsO1pMvQUfv3-c6dnaMIuC0gBxUJ6qhPzBUUhKdlKFDzJjy8zdnQG50z6xsI5q0E_wV/s1600/capura4.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Genera la tabla SEC.xls en C:\&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoGxZ3J3qnwbF-Eejdy1qaT_cMFwNZhCcfx_BSCFqWrsHHFcw2e91akY77267TJPaFDDyvt0fYZLLxVUlFnErKYzlctZAqUXCWIuIhA45KfyyCBW7o08uifIBgOVU5ncEVx5SG/s1600/capura5.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoGxZ3J3qnwbF-Eejdy1qaT_cMFwNZhCcfx_BSCFqWrsHHFcw2e91akY77267TJPaFDDyvt0fYZLLxVUlFnErKYzlctZAqUXCWIuIhA45KfyyCBW7o08uifIBgOVU5ncEVx5SG/s1600/capura5.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Genera la tabla FAM.xls en C:\&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7XK0m_kQmNyuRbWB74xKnHf-ISkyGGTIoksUE9KnF4tV243D5MXtpTBKuDhQnW2BAFYvpCmRVc2Qjb__D8wKhyL9R9l8r3otYQATH3ICxxuOVKmTcVcIVbShsolVVqea6bDXB/s1600/capura6.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7XK0m_kQmNyuRbWB74xKnHf-ISkyGGTIoksUE9KnF4tV243D5MXtpTBKuDhQnW2BAFYvpCmRVc2Qjb__D8wKhyL9R9l8r3otYQATH3ICxxuOVKmTcVcIVbShsolVVqea6bDXB/s1600/capura6.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Genera la tabla ART.xls en C:\&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis4g7tvXHU5Fnq9afYw8dyNaGGV2uX22CjUAfUs3aaT5ooulzHW0MPmiV8AbJnWF7DBE37c4pgPtIy9ZNTzdGksJMOT22_S6EYjGOz7EYaWuIqZaD3ouc29tDBkH5opBdOHz8v/s1600/capura7.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis4g7tvXHU5Fnq9afYw8dyNaGGV2uX22CjUAfUs3aaT5ooulzHW0MPmiV8AbJnWF7DBE37c4pgPtIy9ZNTzdGksJMOT22_S6EYjGOz7EYaWuIqZaD3ouc29tDBkH5opBdOHz8v/s1600/capura7.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Genera la tabla ALM.xls en C:\&lt;/div&gt;
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Genera la tabla STO.xls en C:\&lt;br /&gt;
&lt;b&gt;NO OLVIDAR QUITAR LA ALERTA DE SEGUIDAD O NO FUNCIONA&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;text-align: justify;&quot;&gt;NO CONTIENE CÓDIGOS MALICIOSOS NI VIRUS&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Abre el Excel automáticamente, carga los datos, y lo cierra. En la imagen se va viendo cómo van cargando los campos. &lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; En algunos casos, suele ser en Artículos y en Stock ya que son los que más pesan, suele tardar un poco. No cerrar o provocará un error en la carga. Todos los errores los avisa y cierra.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Al finalizar muestra la ventana: &lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLDDRJrzjjPpWO7potv9HbXt7M_r5YjFbl8V7iU4LdH9rNcES5S1WUXB6zg0mGLmCoKshTx984eZOwTsa1rl8JV-MGKgULhQSiKYnYNuKpMZRMXpVXk4voBHMUMl71tiY8EcxK/s1600/capura10.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLDDRJrzjjPpWO7potv9HbXt7M_r5YjFbl8V7iU4LdH9rNcES5S1WUXB6zg0mGLmCoKshTx984eZOwTsa1rl8JV-MGKgULhQSiKYnYNuKpMZRMXpVXk4voBHMUMl71tiY8EcxK/s1600/capura10.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora solamente queda cargar los datos en Factusol. Para ello vamos a la pestaña de Utilidades/Importaciones/Archivos. &lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcdALppKGozhyE83CmbfmXKlHnqhnUzt_rYKk3uzbDC1P1QFKWq-ucL8Vh7qPX5oWOJfREwJsrQFjUBvvCdCTxBSBeAUwBOi33G6s2BfX820GuUxKkodb11-2pbg4_O3xlhdk_/s1600/capura12.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; height=&quot;151&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcdALppKGozhyE83CmbfmXKlHnqhnUzt_rYKk3uzbDC1P1QFKWq-ucL8Vh7qPX5oWOJfREwJsrQFjUBvvCdCTxBSBeAUwBOi33G6s2BfX820GuUxKkodb11-2pbg4_O3xlhdk_/s320/capura12.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Y seleccionamos la opción de .xls la cual abre por defecto la ventana: &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUS0Sz1ylKSMg5_tUEnDEkhvz6zTbyHMuMNNv0X0wZbmCYxpXeTqxyKRSxWpOvSv8Byh6ZEzhyphenhyphenAfg5WAF1wm1VFdVxwRDf8V1fwvGciHFpFrcvMryCZhBntrNHlYz1WKiMMn0m/s1600/capura13.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; closure_lm_769329=&quot;null&quot; height=&quot;263&quot; mua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUS0Sz1ylKSMg5_tUEnDEkhvz6zTbyHMuMNNv0X0wZbmCYxpXeTqxyKRSxWpOvSv8Byh6ZEzhyphenhyphenAfg5WAF1wm1VFdVxwRDf8V1fwvGciHFpFrcvMryCZhBntrNHlYz1WKiMMn0m/s320/capura13.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Solamente queda seleccionar las casillas de Artículos y objetivo cumplido. Ahora solo queda realizar todas las demás tablas. Eso queda para otro. &lt;b&gt;¿Verdad que no es tan difícil como parece?&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Como pasar versión 2015 a 2015 E.V.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Empezamos igual que antes. Copia de seguridad es lo primero que hay que hacer. No es que el programa borre nada, el que realiza los cambios es el que puede hacer algo que no estaba previsto.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Se copia la base de datos que hay que transformar en C:\&amp;nbsp; y se cambia el nombre a&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;123456&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;(ya se ha explicado al principio del post).&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinrh-UAjh2ke9_gkeJVP4kSb5Bgr7Uvtpgj41KW8QUKb25kZXCxmP63ATjEhn2xGPcyvrgR_Xjqr5C2WMMuWV_sRhIVutlD0XRbWoVX5unhreTWRjdQQulrdmU_B1zoMGzNH8_/s1600/La0002.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;172&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinrh-UAjh2ke9_gkeJVP4kSb5Bgr7Uvtpgj41KW8QUKb25kZXCxmP63ATjEhn2xGPcyvrgR_Xjqr5C2WMMuWV_sRhIVutlD0XRbWoVX5unhreTWRjdQQulrdmU_B1zoMGzNH8_/s640/La0002.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Se crea una empresa nueva con la versión 2015 E.V,&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;La base ha de estar completamente vacía. Solo hay que rellenar los datos de la empresa (nombre, identificación, etc.)En el ejemplo se ha creado &lt;b&gt;0042015.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;Para evitar conflictos con las versiones es conveniente cambiar la ubicación de instalación de la versión 2015 E.V.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAhphXCS7jb7KCmLS5sH44xnZBWsYmMJ52OIKoKh_nT-k-VjvZ3SQQ80ZZ1aHRFIPKB0L59jWUaCvj34y-8a-Nb9EyFsb3yKVdPlVG-J4SV4SdIMAJk8399dxJtT3PYP0thAwi/s1600/La0001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;153&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAhphXCS7jb7KCmLS5sH44xnZBWsYmMJ52OIKoKh_nT-k-VjvZ3SQQ80ZZ1aHRFIPKB0L59jWUaCvj34y-8a-Nb9EyFsb3yKVdPlVG-J4SV4SdIMAJk8399dxJtT3PYP0thAwi/s640/La0001.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/span&gt;(Importantísimo que esté vacía) La copiamos y pegamos en C:\&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;y le cambiamos el nombre para evitar líos (y que la reconozca el programa)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgA3kelQaw2-1M7qL6nTxn_esYI6Bz7hhe1RJ8042ZkQZ6JGlYKNEfpZizDHAiYFZwgvHXe_dh9wBNI4F9iHuMn2oUXZBCVuzeQ6FRAkwjVE5-InoMUaDHsANgt13-OepXP5pm/s1600/La0003.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;144&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgA3kelQaw2-1M7qL6nTxn_esYI6Bz7hhe1RJ8042ZkQZ6JGlYKNEfpZizDHAiYFZwgvHXe_dh9wBNI4F9iHuMn2oUXZBCVuzeQ6FRAkwjVE5-InoMUaDHsANgt13-OepXP5pm/s640/La0003.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Un clic y cambiamos el nombre por: &lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;789987 &lt;u&gt;(importantísimo) &lt;/u&gt;&lt;/b&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_87dOjNx2BXAqE80kQKBVtdGcrx_MMFLB4H4M3ukSFinF8hSDoQGB3jnpHawSDuMq4jdsWZTc41fNY8eMXPfurNgQpnCy79nb_dWoEaGgyFSNUW9vhYAivspnbgdC7eYldv7/s1600/La0004.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;148&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgj_87dOjNx2BXAqE80kQKBVtdGcrx_MMFLB4H4M3ukSFinF8hSDoQGB3jnpHawSDuMq4jdsWZTc41fNY8eMXPfurNgQpnCy79nb_dWoEaGgyFSNUW9vhYAivspnbgdC7eYldv7/s640/La0004.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Ahora ya podemos descargar el programa para pasar las bases de datos&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;https://app.box.com/s/6jht5bt10dgdsecaz19fpyoinuo63bm5&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Programa que pasa la versión de 2015 a 2015 E.V.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Me ha quedado el probar el programa en otro PC. Al igual no funciona correctamente. Un aviso de posibles fallos y se repara.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;El programa (Sin terminar del todo como es normal para no tener problemas con nadie) es fácil de usar si se han copiado bien las bases de datos en&amp;nbsp; C:\ (sólo se debe cambiar el nombre del archivo como se ha indicado)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizTBdErHyzmotMpleuu9kpPXTNq4KWL4kF90EfV72e-czKsU-4lqyazlIlc-0aEyOhyphenhyphen6YBLOsiaUr6oV1ZI7bjZoH004-C2Fqc2OOqOV_qnruT6LlEpmIshH4zZj_zzia5uCgP/s1600/La0005.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;435&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizTBdErHyzmotMpleuu9kpPXTNq4KWL4kF90EfV72e-czKsU-4lqyazlIlc-0aEyOhyphenhyphen6YBLOsiaUr6oV1ZI7bjZoH004-C2Fqc2OOqOV_qnruT6LlEpmIshH4zZj_zzia5uCgP/s640/La0005.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Basta con hacer clic y el programa empieza la conversión.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;No se ha puesto ningún indicador del tiempo que falta para el final de la conversión. El programa parece que se ha quedado bloqueado. Incluso, si realizamos otras funciones con el PC y volvemos al programa puede aparecer la etiqueta&lt;b&gt; No responde&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRJsONNcrgDA_6An83yvneocpTUQc1Ww5qH6cQAqKzX10vgkjKoZqb5xOjLPVMoYYvP-HuB2BFCIXabyXWh1wSL2BYl_POfN9FEttfynwEUWnD26oEsw3L00KzY6qepJ2vNOMg/s1600/no+responde.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;284&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRJsONNcrgDA_6An83yvneocpTUQc1Ww5qH6cQAqKzX10vgkjKoZqb5xOjLPVMoYYvP-HuB2BFCIXabyXWh1wSL2BYl_POfN9FEttfynwEUWnD26oEsw3L00KzY6qepJ2vNOMg/s640/no+responde.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;No hay que hacer caso. Hay que esperar a que termine.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;La empresa que trae el programa Factusol de prueba (XD12014) la pasa en tres segundos. Una empresa con gran cantidad de facturación y de artículos tarda algo más.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Esta con más de 35.000 Artículos y doble tarifa (sin facturación) tarda unos seis minutos en transformarla.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1xS4UMzWgM9zoeTVXSf0sDJih1HFE68yrr0o4zQhsRKIotOyGOIPmuId9PDqr5ltBb7fHX7AI0Ti0DrCc3JLpxVgu4jhJRIo9rEoD5Rbm0uzahngEY9UvMiEc3AXdyvhEoNPG/s1600/base+datos+mediana.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1xS4UMzWgM9zoeTVXSf0sDJih1HFE68yrr0o4zQhsRKIotOyGOIPmuId9PDqr5ltBb7fHX7AI0Ti0DrCc3JLpxVgu4jhJRIo9rEoD5Rbm0uzahngEY9UvMiEc3AXdyvhEoNPG/s640/base+datos+mediana.JPG&quot; width=&quot;586&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Una vez han aparecido esos datos significa que ha terminado. Ahora solo queda hacer proceso inverso de la carpeta. Cambiamos el nombre de la carpeta al suyo original (de 789987 a 0042015 en esta demostración) y la pegamos en su sitio.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeVAAw3QsLizO9qzEts-5upE-6t9lDtK_zZT9VWmz2y6zuNUeuUPGEUFbknPAFtBgKzPfEmY1TIAEAmZuPXkbmpB8FmtKw6ovehKtHIRpuYqcQoiNoCmO8OevWCzKsAGTevtc8/s1600/La0006.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;290&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeVAAw3QsLizO9qzEts-5upE-6t9lDtK_zZT9VWmz2y6zuNUeuUPGEUFbknPAFtBgKzPfEmY1TIAEAmZuPXkbmpB8FmtKw6ovehKtHIRpuYqcQoiNoCmO8OevWCzKsAGTevtc8/s320/La0006.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Aparecerá el aviso de que existe una carpeta&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs7pncT0qFi3qcySmvaRkZQz6-TZoy4HRKNJGPN9pV9oh5gUi5iBqHJgSq0Yq1kgK8cQBHXSbLPWVuK7DB9BM3gQHUFDJahwVx-udbIrX-BCopW6c5WpNu06x7rYH3eQfrxl_r/s1600/La0007.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;189&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjs7pncT0qFi3qcySmvaRkZQz6-TZoy4HRKNJGPN9pV9oh5gUi5iBqHJgSq0Yq1kgK8cQBHXSbLPWVuK7DB9BM3gQHUFDJahwVx-udbIrX-BCopW6c5WpNu06x7rYH3eQfrxl_r/s320/La0007.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Le decimos que SI y ya podemos disfrutar de la nueva versión con nuestros datos actualizados. En la imagen se observan los artículos pasados a la versión 2015 EV&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6-fPfCRbg8350QGkDfUIhG5lkmb5ZMjAj_tKDNBp5gx_bebaFxUW2Rq2cupquJsGNp6V_YsZ17csJIziYpvVsskgObd11ajUAs_4bUVwczPkeMmD-vB88jmKo2JrjMH2waKko/s1600/La0008.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;448&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6-fPfCRbg8350QGkDfUIhG5lkmb5ZMjAj_tKDNBp5gx_bebaFxUW2Rq2cupquJsGNp6V_YsZ17csJIziYpvVsskgObd11ajUAs_4bUVwczPkeMmD-vB88jmKo2JrjMH2waKko/s640/La0008.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;---Si te ha gustado el post (me lo he currado,eh!??) date una vuelta por la publicidad que hay, así me ayudas con el manteniniemto de este blogger y´, si todo va bien, puedo terminar programas. Gracias.&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;verdana&amp;quot;;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt; &lt;/b&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/3692470584431446418/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/06/exportar-datos-de-factusol-factusol.html#comment-form' title='58 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/3692470584431446418'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/3692470584431446418'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/06/exportar-datos-de-factusol-factusol.html' title='EXPORTAR DATOS DE FACTUSOL A FACTUSOL (ACTUALIZAR BASE DE DATOS) '/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaO4R6_PMVRJT8_1zweDiJeQoQTzoTrwmbw5F44YtPaoyU_HHtcdodAeNS7S0-AWK0hDUPH-iyjm1Kuz_56Nqk9TQgIpIR0ZwzwjMw38qEGFgeJzr95efDlcaBkZcjLfUKmlqE/s72-c/seguridad.bmp" height="72" width="72"/><thr:total>58</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-261351984047918880</id><published>2015-05-30T01:11:00.003+02:00</published><updated>2015-06-21T20:04:33.251+02:00</updated><title type='text'>Curso de Proteus (isis)</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://bactering.blogspot.com.es/p/indice.html&quot;&gt;Indice del blog&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: left;&quot;&gt;
En este caso presentamos el programa Proteus 7.9 SP1 y un manual de funcionamiento de Sánchez Calero del Instituto Cavanilles de Alicante. Currado como nunca. Enhorabuena por el trabajo.&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;a href=&quot;http://dfiles.eu/files/tw53nbv80&quot;&gt;Manual de funcionamiento de Proteus&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;a href=&quot;http://dfiles.eu/files/34109p40k&quot;&gt;Descarga de Proteus7.9&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Espero que sean de ayuda. Con el curso hemos aprendido más de uno.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/261351984047918880/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2015/05/curso-de-proteus-isis.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/261351984047918880'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/261351984047918880'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2015/05/curso-de-proteus-isis.html' title='Curso de Proteus (isis)'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuGV-t65-cYvBR4CB8U-e9uyWZLflDHN_p8GVTCO4bRzEGvwtGKRn0dDqdr8E-h3tZ9gL39Quk_ZWASvce9hN2IzGc16SHb4_raewv0byrrC2_rL8eErYAxUXdxjdVQArg91sf/s72-c/Curso+Librerias.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-32715821.post-1395461346812339255</id><published>2011-10-02T23:37:00.003+02:00</published><updated>2015-06-21T20:04:14.297+02:00</updated><title type='text'>El Tiristor como triac</title><content type='html'>&lt;script async src=&quot;//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js&quot;&gt;&lt;/script&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cuando se manejan cargas inductivas, como los motores, se hace aconsejable el uso de tiristores en vez de triacs. Esto de debe al desfase entre la intensidad y la tensión que provoca una carga inductiva. Si el desfase es grande se pude producir el redisparo del Triac (corriente dt) lo que provoca el descontrol de la carga. Los tiristores aguantan mejor el desfase (mayor corriente dt) por lo que colocando dos en sentido opuesto hacen la misma función que el triac.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBWjCu5ESIpsw5U1kNe9fXRi0g6b33lC4PVxPRGOY2HTztAVvkCLrqx5o5yiaP5EVEh4ii7r1h7xbX_-rJbYSAV6X7ft4cKiulER3DT5Z0xTS6cgBOMpSpZk6NoxLEBBnJOZNM/s1600/triac1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; hca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBWjCu5ESIpsw5U1kNe9fXRi0g6b33lC4PVxPRGOY2HTztAVvkCLrqx5o5yiaP5EVEh4ii7r1h7xbX_-rJbYSAV6X7ft4cKiulER3DT5Z0xTS6cgBOMpSpZk6NoxLEBBnJOZNM/s1600/triac1.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se pude observar que el simbolo del triac son dos Tiristores.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Uniendo las dos puertas del tiristor ya podemos disfrutar de un triac mejorado.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ahora vamos a mejorar la excitación del disparo para garantizar que NO se van a producir redisparos. La idea final es poder arrancar un motor trifásico.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDmXWR8Tfeu97tL_tlPP5eXnpE3-tDqMiiiCY-VekJtKwwTya9_SFaPVI0E1_ilGJ_aylM-GT2zDV0fgcDAk1fxqEFxyGEPNvjNenxU8u-Nf7oPiIdeJ2_CTg_X7ji3Wtn29NC/s1600/triac1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; hca=&quot;true&quot; height=&quot;320&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDmXWR8Tfeu97tL_tlPP5eXnpE3-tDqMiiiCY-VekJtKwwTya9_SFaPVI0E1_ilGJ_aylM-GT2zDV0fgcDAk1fxqEFxyGEPNvjNenxU8u-Nf7oPiIdeJ2_CTg_X7ji3Wtn29NC/s320/triac1.JPG&quot; width=&quot;226&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Por el cable que viene de la izquierda vendría la alimentación y la carga la colocaríamos por la parte de abajo. Se pude colocar un solo opto acoplador. La finalidad de colocar dos es poder ir chequeando el estado en que se encuentra el circuito de potencia. Esto vendrá más tarde. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo que vamos a ver ahora es como simular una tensión Trifásica con Isis de Proteus&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Simulación de tensión trifásica&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lo primero es ir al generador de funciones y pulsar sobres &lt;i&gt;SINE&lt;/i&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis69Wcl81fi6G9ED12iDgoiYDIPTMUh2hj4kpAf0OUx__kQTOBJAr5Cp5gn3bhyEUr8jkzJFf_5cFa2lnBvybQhzOMwdBAlKm8KnhiRvgjIycnt7nyUM7pdDDj1B5VewEwzK2d/s1600/Trifase2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; rda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis69Wcl81fi6G9ED12iDgoiYDIPTMUh2hj4kpAf0OUx__kQTOBJAr5Cp5gn3bhyEUr8jkzJFf_5cFa2lnBvybQhzOMwdBAlKm8KnhiRvgjIycnt7nyUM7pdDDj1B5VewEwzK2d/s1600/Trifase2.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
En Generador &lt;i&gt;Name Identificamos&lt;/i&gt; la tensión (R, S o T) en la primera la identificamos como R. En &lt;i&gt;Amplitude&lt;/i&gt; hay que colocar la tensión. En este caso, al ser una tensión compuesta, tenemos 230V por fase. Por tanto&amp;nbsp;hay que colocar 325.266 que es la tensión de pico (se obtiene de multiplicar la tensión eficaz por la raiz cuadrada de dos). Esto nos dará la tensión entre fases de 400V. En &lt;i&gt;Frequency&lt;/i&gt; colocamos la frecuencia de la Tensión. En este caso 50 Hz. En &lt;i&gt;Phase&lt;/i&gt; colocamos el desfase que ha de tener. En caso de la R serán 0 Grados.&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2RQAnj5DQ7rhW8s7xTe3zpCAc9XcB9hZX9UGXEKZ5jH9Vpv0K81kbZSr5t5zvbx4g8bQJTM2jvbPN-ikrKR6zdrfDJo8jLXgDcFrGq57v2F3uB8L1OvrrMxCTsVJzuKxNAVqm/s1600/Trifase3.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; rda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2RQAnj5DQ7rhW8s7xTe3zpCAc9XcB9hZX9UGXEKZ5jH9Vpv0K81kbZSr5t5zvbx4g8bQJTM2jvbPN-ikrKR6zdrfDJo8jLXgDcFrGq57v2F3uB8L1OvrrMxCTsVJzuKxNAVqm/s320/Trifase3.JPG&quot; width=&quot;268&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Con la Fase S procedemos igual. El único cambio es en &lt;i&gt;Phase&lt;/i&gt;. Como son 360 grados el ciclo total tenemos que colocar la tercera parte que son 120 Grados. Con la Fase T son dos terceras partes por lo que son 240 Grados&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhVino4uZlKmTNAndqdQb6I9Wa6WWPmgKrVovdOWhQmSn6UY05JfdmT6cyTtIypcdiCi6STqHr-im1hDqgrziCEP8P41Aebh91hg4x3eaKXlf_UoPV9LSUWqgiMxDTyuUMZh3/s1600/Trifase5.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; rda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhVino4uZlKmTNAndqdQb6I9Wa6WWPmgKrVovdOWhQmSn6UY05JfdmT6cyTtIypcdiCi6STqHr-im1hDqgrziCEP8P41Aebh91hg4x3eaKXlf_UoPV9LSUWqgiMxDTyuUMZh3/s320/Trifase5.JPG&quot; style=&quot;cursor: move;&quot; unselectable=&quot;on&quot; width=&quot;268&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuLKraYoMzwHa0jXWyJeP90hUiuRSDXpQB0bA6mttngNKZY14eyHh_1wpkQmb7zyRLBs0lVAV_72dBsB_x3hw6zKMKr18E3RSSpVblVtAZ6qKDT-_jPn_nq05aoL6sUYIbtYUN/s1600/Trifase4.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; rda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuLKraYoMzwHa0jXWyJeP90hUiuRSDXpQB0bA6mttngNKZY14eyHh_1wpkQmb7zyRLBs0lVAV_72dBsB_x3hw6zKMKr18E3RSSpVblVtAZ6qKDT-_jPn_nq05aoL6sUYIbtYUN/s320/Trifase4.JPG&quot; width=&quot;272&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;background-color: yellow;&quot;&gt;Ya&lt;/span&gt; tenemos la red trifásica creada. Se procede a simular a ver si es verdad&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguSoXpBkbwkoPy3uF92opb9i7E_hDHXxjP1liGK8SjU_nabnftatZDcLNZZsMBWZog4xW0taAJBOfL2v73L6qite12JrWXH79Jozun-6uXG3TUsTRNqJfTaCfqyGpNvfztywvO/s1600/Trifase1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;312&quot; rda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguSoXpBkbwkoPy3uF92opb9i7E_hDHXxjP1liGK8SjU_nabnftatZDcLNZZsMBWZog4xW0taAJBOfL2v73L6qite12JrWXH79Jozun-6uXG3TUsTRNqJfTaCfqyGpNvfztywvO/s320/Trifase1.JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se puede observar que, respecto a un punto neutro que seria el Neutro de la Red eléctrica, existe la tensión monofásica de 230V y entre fases se obtienen los 400V de la red trifásica.&lt;br /&gt;
&lt;br /&gt;
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/* Anuncios */
google_ad_slot = &quot;2405739844&quot;;
google_ad_width = 400;
google_ad_height = 250;
//&lt;/script&gt;

--&amp;gt;
&lt;script src=&quot;http://pagead2.googlesyndication.com/pagead/show_ads.js&quot; type=&quot;text/javascript&quot;&gt;
&lt;/script&gt;

&lt;style type=&quot;text/css&quot;&gt;
@import url(http://www.google.com/cse/api/branding.css);
&lt;/style&gt;
&lt;br /&gt;
&lt;div class=&quot;cse-branding-right&quot; style=&quot;background-color: #999999; color: black;&quot;&gt;
&lt;div class=&quot;cse-branding-form&quot;&gt;
&lt;form action=&quot;http://www.google.es/cse&quot; id=&quot;cse-search-box&quot;&gt;
&lt;div&gt;
&lt;input name=&quot;cx&quot; type=&quot;hidden&quot; value=&quot;partner-pub-7959198423110109:sump4solxa4&quot; /&gt;
&lt;input name=&quot;ie&quot; type=&quot;hidden&quot; value=&quot;ISO-8859-1&quot; /&gt;
&lt;input name=&quot;q&quot; size=&quot;61&quot; style=&quot;height: 22px; width: 439px;&quot; /&gt;
&lt;input name=&quot;sa&quot; type=&quot;submit&quot; value=&quot;Buscar&quot; /&gt;&lt;/div&gt;
&lt;/form&gt;
&lt;/div&gt;
&lt;div class=&quot;cse-branding-logo&quot;&gt;
&lt;img alt=&quot;Google&quot; src=&quot;http://www.google.com/images/poweredby_transparent/poweredby_999999.gif&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://bactering.blogspot.com/feeds/1395461346812339255/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://bactering.blogspot.com/2011/10/el-tiristor-como-triac.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1395461346812339255'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/32715821/posts/default/1395461346812339255'/><link rel='alternate' type='text/html' href='http://bactering.blogspot.com/2011/10/el-tiristor-como-triac.html' title='El Tiristor como triac'/><author><name>Bactering</name><uri>http://www.blogger.com/profile/07384173666295935310</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBWjCu5ESIpsw5U1kNe9fXRi0g6b33lC4PVxPRGOY2HTztAVvkCLrqx5o5yiaP5EVEh4ii7r1h7xbX_-rJbYSAV6X7ft4cKiulER3DT5Z0xTS6cgBOMpSpZk6NoxLEBBnJOZNM/s72-c/triac1.JPG" height="72" width="72"/><thr:total>0</thr:total></entry></feed>