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	<title>Azul School | Sixto Adolfo Gorjón | Actividad</title>
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				<title>Sixto Adolfo Gorjón respondió a la discusión Duda respecto al tema 1.4 Permutaciones distinguibles en el foro Introduccion a la probabilidad</title>
				<link>https://www.azulschool.net/todos-los-grupos/introduccion-a-la-probabilidad/forum/topic/duda-respecto-al-tema-1-4-permutaciones-distinguibles/#post-35457</link>
				<pubDate>Wed, 24 Nov 2021 14:38:04 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/introduccion-a-la-probabilidad/forum/topic/duda-respecto-al-tema-1-4-permutaciones-distinguibles/#post-35457"><span class="bb-reply-lable">Reply to</span> Duda respecto al tema 1.4 Permutaciones distinguibles</a></p> <div class="bb-content-inr-wrap"><p>si, lo que no entendia era el por que por 1 queria multiplicar, entonces lo hace para simplificar esa ecuacion, y por otra parte la multiplicacion no la entendia por que en otros ejemplos se multiplicaba y el resultado de multiplicar era una cifra mayor, no por ejemplo 10*9*&#8230;1=14!</p>
<p>si no que en otro ejemplo daria: 3,628&#8230;</p>
<p>no me queda muy claro&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-55133"><a target='_blank' href="https://www.azulschool.net/todos-los-grupos/introduccion-a-la-probabilidad/forum/topic/duda-respecto-al-tema-1-4-permutaciones-distinguibles/#post-35457" rel="nofollow">Lee mas</a></span></p>
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				<title>Sixto Adolfo Gorjón respondió a la discusión Duda respecto al tema 1.4 Permutaciones distinguibles en el foro Introduccion a la probabilidad</title>
				<link>https://www.azulschool.net/todos-los-grupos/introduccion-a-la-probabilidad/forum/topic/duda-respecto-al-tema-1-4-permutaciones-distinguibles/#post-35451</link>
				<pubDate>Tue, 23 Nov 2021 21:18:51 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/introduccion-a-la-probabilidad/forum/topic/duda-respecto-al-tema-1-4-permutaciones-distinguibles/#post-35451"><span class="bb-reply-lable">Reply to</span> Duda respecto al tema 1.4 Permutaciones distinguibles</a></p> <div class="bb-content-inr-wrap"><p>Claro es:</p>
<blockquote class="wp-embedded-content" data-secret="mMWWz1A2RC"><p><a target='_blank' href="https://www.azulschool.net/topic/1-4-permutaciones-distinguibles/" rel="nofollow">1.4 Permutaciones distinguibles</a></p></blockquote>
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				<title>Sixto Adolfo Gorjón inició la discusión Duda respecto al tema 1.4 Permutaciones distinguibles en el foro Introduccion a la probabilidad</title>
				<link>https://www.azulschool.net/todos-los-grupos/introduccion-a-la-probabilidad/forum/topic/duda-respecto-al-tema-1-4-permutaciones-distinguibles/</link>
				<pubDate>Tue, 23 Nov 2021 18:01:55 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/introduccion-a-la-probabilidad/forum/topic/duda-respecto-al-tema-1-4-permutaciones-distinguibles/">Duda respecto al tema 1.4 Permutaciones distinguibles</a></p> <div class="bb-content-inr-wrap"><p>No me quedo claro la parte donde el resultado de la multiplicación de 10*9*&#8230;*1=14!</p>
<p>y tampoco el por que buscamos el 1 y utilizamos su formula de (n-r)!/(n-r)!</p>
<p>me podrían apoyar con ese punto por favor.</p>
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				<title>Sixto Adolfo Gorjón publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/45955/#acomment-45956</link>
				<pubDate>Fri, 25 Sep 2020 02:39:44 -0500</pubDate>

									<content:encoded><![CDATA[<p><span class="mention-name"><span class="atwho-inserted">@victorug </span>&nbsp;me podría asesorar por favor?</span></p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/sixto-adolfo/" data-bb-hp-profile="560" rel="nofollow">Sixto Adolfo Gorjón</a> a publicado una actualización en el grupo <a href="https://azulschool.net/todos-los-grupos/grupo-de-sql/" data-bb-hp-group="13" rel="nofollow">Grupo de SQL</a> <p>Hola grupo buenas noches </p><p>Me surgió una duda existencia, quiero hacer un insert pero ocupo principalmente los datos de la tabla A y de [&hellip;]</p>					]]></content:encoded>
				
				
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				<title>Sixto Adolfo Gorjón a publicado una actualización en el grupo Grupo de SQL: Hola grupo buenas noches Me surgió una duda [&#133;]</title>
				<link>https://azulschool.net/activity/p/45955/</link>
				<pubDate>Fri, 25 Sep 2020 02:35:10 -0500</pubDate>

									<content:encoded><![CDATA[<p>Hola grupo buenas noches </p>
<p>Me surgió una duda existencia, quiero hacer un insert pero ocupo principalmente los datos de la tabla A y de las tablas C, D y E, pero estas últimas 3 no tienen un campo clave y ahí entra la Tabla B la cuál tiene las claves que requiero para hacer el Join, por lo que primero se me ocurrió hacer un Join primero entre A y&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-45955"><a href="https://azulschool.net/activity/p/45955/" rel="nofollow">Lee mas</a></span></p>
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				<title>Sixto Adolfo Gorjón inició la discusión Lección 7, tema 1.- Configurar VSCode para utilizar entorno virtual &#34;problema&#34; en el foro Django</title>
				<link>https://www.azulschool.net/todos-los-grupos/django/forum/topic/leccion-7-tema-1-configurar-vscode-para-utilizar-entorno-virtual-problema/</link>
				<pubDate>Thu, 23 Jul 2020 01:28:59 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/django/forum/topic/leccion-7-tema-1-configurar-vscode-para-utilizar-entorno-virtual-problema/">Lección 7, tema 1.- Configurar VSCode para utilizar entorno virtual &quot;problema&quot;</a></p> <div class="bb-content-inr-wrap"><p>Hola buenas tardes,</p>
<p>me encontraba realizando los pasos para activar el entorno virtual en VSCode pero me arroja el siguiente error, ya busque en internet pero no encuentro una solucion clara :$</p>
<p></p>
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" 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</div>]]></content:encoded>
				
				
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				<title>Sixto Adolfo Gorjón respondió a la discusión Paso 6: Explicación y creación de entorno de env en el foro Django</title>
				<link>https://www.azulschool.net/todos-los-grupos/django/forum/topic/paso-6-explicacion-y-creacion-de-entorno-de-env/#post-16253</link>
				<pubDate>Thu, 16 Jul 2020 16:03:18 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/django/forum/topic/paso-6-explicacion-y-creacion-de-entorno-de-env/#post-16253"><span class="bb-reply-lable">Reply to</span> Paso 6: Explicación y creación de entorno de env</a></p> <div class="bb-content-inr-wrap"><p>Muchas gracias yo igual andaba buscando sobre eso jeje 😀</p>
</div>]]></content:encoded>
				
				
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				<guid isPermaLink="false">89abe1900a7774f44033e1ecd440fc3a</guid>
				<title>Sixto Adolfo Gorjón respondió a la discusión Framework Django and Python en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/groups/grupo-de-python/forum/topic/framework-django-and-python/#post-8100</link>
				<pubDate>Fri, 21 Feb 2020 19:01:36 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/framework-django-and-python/#post-8100"><span class="bb-reply-lable">Reply to</span> Framework Django and Python</a></p> <div class="bb-content-inr-wrap"><p>Perfecto lo estaré esperando, gracias 😀</p>
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				<guid isPermaLink="false">6ffe0ac6fd58bc857866abedd94872ce</guid>
				<title>Sixto Adolfo Gorjón inició la discusión Framework Django and Python en el foro Grupo de Python</title>
				<link>https://www.azulschool.net/groups/grupo-de-python/forum/topic/framework-django-and-python/</link>
				<pubDate>Fri, 21 Feb 2020 18:51:33 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-python/forum/topic/framework-django-and-python/">Framework Django and Python</a></p> <div class="bb-content-inr-wrap"><p>En algún momento integraran a este curso algo sobre Django o quizás sera otro curso aparte?</p>
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				<title>Sixto Adolfo Gorjón publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/4656/#acomment-4729</link>
				<pubDate>Fri, 21 Feb 2020 18:38:32 -0600</pubDate>

									<content:encoded><![CDATA[<p>perfecto, entonces ahí ignora mi pregunta por fb jeje es que no habia visto esta publicación&nbsp;<br /></p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/angel-sanchez/" data-bb-hp-profile="1" rel="nofollow">Angel Sánchez</a> a publicado una actualización Cuando estén usando la plataforma en la versión de escritorio (desde una computadora) van a poder ver en la parte derecha una opción que les muestra que datos les [&hellip;]					]]></content:encoded>
				
				
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				<guid isPermaLink="false">bb5f33acba940a039666d1169bb7c4d3</guid>
				<title>Sixto Adolfo Gorjón publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/4656/#acomment-4727</link>
				<pubDate>Fri, 21 Feb 2020 18:36:03 -0600</pubDate>

									<content:encoded><![CDATA[<p>Yo igual ya llene todos los campos y no se aplica el update a esa tabla XD</p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/angel-sanchez/" data-bb-hp-profile="1" rel="nofollow">Angel Sánchez</a> a publicado una actualización Cuando estén usando la plataforma en la versión de escritorio (desde una computadora) van a poder ver en la parte derecha una opción que les muestra que datos les [&hellip;]					]]></content:encoded>
				
				
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				<title>Sixto Adolfo Gorjón publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/4300/#acomment-4306</link>
				<pubDate>Tue, 11 Feb 2020 18:58:39 -0600</pubDate>

									<content:encoded><![CDATA[<p>Gracias Angel, precisamente te mande un inbox a fb ya que no sabia donde publicar este tipo de consultas.</p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/sixto-adolfo/" data-bb-hp-profile="560" rel="nofollow">Sixto Adolfo Gorjón</a> a publicado una actualización en el grupo <a href="https://azulschool.net/todos-los-grupos/grupo-de-sql/" data-bb-hp-group="13" rel="nofollow">Grupo de SQL</a> Buenos dias compañeros, una pregunta respecto a Mysql:
con la siguiente consulta tengo los datos de la imagen pero requiere que con las [&hellip;]					]]></content:encoded>
				
				
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				<title>Sixto Adolfo Gorjón a publicado una actualización en el grupo Grupo de SQL: Buenos dias compañeros, una pregunta respecto a [&#133;]</title>
				<link>https://azulschool.net/activity/p/4300/</link>
				<pubDate>Tue, 11 Feb 2020 17:02:31 -0600</pubDate>

									<content:encoded><![CDATA[<p>Buenos dias compañeros, una pregunta respecto a Mysql:<br />
con la siguiente consulta tengo los datos de la imagen pero requiere que con las columnas arme el siguiente dato:201912201353 que estaria compuesto por las 3 columnas pero se tendria que transformar la de DOB pero no se como :$<br />
<br />
SELECT OPENHOUR,OPENMIN,DOB FROM gmdb.STG_GNDTurn_H ;</p>
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				<title>Sixto Adolfo Gorjón inició la discusión Duda respecto funcion Order by y creacion de una tabla apartir del mismo select en el foro Grupo de SQL</title>
				<link>https://www.azulschool.net/groups/grupo-de-sql/forum/topic/duda-respecto-funcion-order-by-y-creacion-de-una-tabla-apartir-del-mismo-select/</link>
				<pubDate>Tue, 04 Feb 2020 21:51:25 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-sql/forum/topic/duda-respecto-funcion-order-by-y-creacion-de-una-tabla-apartir-del-mismo-select/">Duda respecto funcion Order by y creacion de una tabla apartir del mismo select</a></p> <div class="bb-content-inr-wrap"><p>Buenas tardes compañeros, tengo una duda, cree un query con la funcion order by que me ordena correctamente al hacer la consulta, pero al agregar un insert into nombre_tabla select * from tabla order by campo; al hacerlo los registros se ingresan desordenados, alguien sabe que estoy haciendo mal?</p>
<p>anexo una captura de pantalla&nbsp;</p>
<p></p>
<p></p>
<p></p>
<p></p>
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				<title>Sixto Adolfo Gorjón publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/2359/#acomment-2392</link>
				<pubDate>Tue, 10 Dec 2019 03:47:40 -0600</pubDate>

									<content:encoded><![CDATA[<p>Vale, muchas gracias</p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/sixto-adolfo/" data-bb-hp-profile="560" rel="nofollow">Sixto Adolfo Gorjón</a> a publicado una actualización en el grupo <a href="https://azulschool.net/todos-los-grupos/grupo-de-sql/" data-bb-hp-group="13" rel="nofollow">Grupo de SQL</a> soy el único que escucha los vídeos de las lecciones 3 y 4 super bajito???					]]></content:encoded>
				
				
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				<guid isPermaLink="false">f8f2fed3af8d1a57c6be04bf83b9b8e6</guid>
				<title>Sixto Adolfo Gorjón publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/2359/#acomment-2362</link>
				<pubDate>Mon, 09 Dec 2019 00:54:13 -0600</pubDate>

									<content:encoded><![CDATA[<p>LECCIÓN 4 DE 10<br />
<br />
Tipos de Datos.<br />
Recuperar algunos campos.<br />
Cláusula WHERE.<br />
<br />
las primeras lecciones si se escuchan bien, pero apartir de que empieza a usar el SQL ya noto muy bajo el audio, tuve que guardar el video y subirle todo con el VCL</p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/sixto-adolfo/" data-bb-hp-profile="560" rel="nofollow">Sixto Adolfo Gorjón</a> a publicado una actualización en el grupo <a href="https://azulschool.net/todos-los-grupos/grupo-de-sql/" data-bb-hp-group="13" rel="nofollow">Grupo de SQL</a> soy el único que escucha los vídeos de las lecciones 3 y 4 super bajito???					]]></content:encoded>
				
				
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				<title>Sixto Adolfo Gorjón a publicado una actualización en el grupo Grupo de SQL: soy el único que escucha los vídeos de las lecciones 3 y 4 [&#133;]</title>
				<link>https://azulschool.net/activity/p/2359/</link>
				<pubDate>Sun, 08 Dec 2019 23:26:28 -0600</pubDate>

									<content:encoded><![CDATA[<p>soy el único que escucha los vídeos de las lecciones 3 y 4 super bajito???</p>
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				<title>Sixto Adolfo Gorjón publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/2088/#acomment-2091</link>
				<pubDate>Tue, 03 Dec 2019 02:01:13 -0600</pubDate>

									<content:encoded><![CDATA[<p>Genial!&#x1f63c;</p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/sixto-adolfo/" data-bb-hp-profile="560" rel="nofollow">Sixto Adolfo Gorjón</a> a publicado una actualización A si esta buena la interfaz! es un Fb pero para aprender LOL genial, espero haya un curso de programación web para aprender hacer paginas como esta!&#x1f913;					]]></content:encoded>
				
				
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				<title>Sixto Adolfo Gorjón a publicado una actualización: A si esta buena la interfaz! es un Fb pero para aprender [&#133;]</title>
				<link>https://azulschool.net/activity/p/2088/</link>
				<pubDate>Tue, 03 Dec 2019 01:38:52 -0600</pubDate>

									<content:encoded><![CDATA[<p>A si esta buena la interfaz! es un Fb pero para aprender LOL genial, espero haya un curso de programación web para aprender hacer paginas como esta!&#x1f913;</p>
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