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	<title>Azul School | Luis Najarro | Actividad</title>
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				<title>Luis Najarro respondió a la discusión compatibilidad de navegadores en el foro Grupo de HTML, CSS Y JS</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-html-css-y-js/forum/topic/compatibilidad-de-navegadores/#post-23465</link>
				<pubDate>Fri, 23 Oct 2020 19:28:39 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-html-css-y-js/forum/topic/compatibilidad-de-navegadores/#post-23465"><span class="bb-reply-lable">Reply to</span> compatibilidad de navegadores</a></p> <div class="bb-content-inr-wrap"><p>(chrome y edge)</p>
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				<title>Luis Najarro respondió a la discusión compatibilidad de navegadores en el foro Grupo de HTML, CSS Y JS</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-html-css-y-js/forum/topic/compatibilidad-de-navegadores/#post-23462</link>
				<pubDate>Fri, 23 Oct 2020 19:25:38 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-html-css-y-js/forum/topic/compatibilidad-de-navegadores/#post-23462"><span class="bb-reply-lable">Reply to</span> compatibilidad de navegadores</a></p> <div class="bb-content-inr-wrap"><p><img 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" alt="" /></p>
<p>(firefox)</p>
<p><img 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" alt="" /></p>
<p>(edge)</p>
</div>]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">ab917131d8da5289e83eccd574185243</guid>
				<title>Luis Najarro inició la discusión compatibilidad de navegadores en el foro Grupo de HTML, CSS Y JS</title>
				<link>https://www.azulschool.net/todos-los-grupos/grupo-de-html-css-y-js/forum/topic/compatibilidad-de-navegadores/</link>
				<pubDate>Fri, 23 Oct 2020 19:21:26 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-html-css-y-js/forum/topic/compatibilidad-de-navegadores/">compatibilidad de navegadores</a></p> <div class="bb-content-inr-wrap"><p><img 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" alt="" /></p>
<p>BUENAS TARDES alguien me puede resolver este problemita, porque suelen moverse los objetos dependiendo el tipo de navegador usado  ( navegador edge microsoft)</p>
<p></p>
<p>(firefox)</p>
<p><img 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" alt="" /></p>
<p>de antemano gracias.</p>
<p></p>
</div>]]></content:encoded>
				
				
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				<guid isPermaLink="false">aa48551a55361e2bce0c8ecc330c4df8</guid>
				<title>Luis Najarro a publicado una actualización: </title>
				<link>https://azulschool.net/activity/p/45278/</link>
				<pubDate>Sat, 05 Sep 2020 20:50:06 -0500</pubDate>

				
									<slash:comments>0</slash:comments>
				
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				<guid isPermaLink="false">9f77c6f92c5a953b4d7e41d906349133</guid>
				<title>Luis Najarro respondió a la discusión Ejercicio 5. Array en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicio-5-array/#post-4047</link>
				<pubDate>Sun, 22 Dec 2019 04:06:23 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicio-5-array/#post-4047"><span class="bb-reply-lable">Reply to</span> Ejercicio 5. Array</a></p> <div class="bb-content-inr-wrap"><p>No se si esta correcto??? Jejeje</p>
</div>]]></content:encoded>
				
				
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					<item>
				<guid isPermaLink="false">584d7d3ef58c70674396f37a6033ac9c</guid>
				<title>Luis Najarro respondió a la discusión Ejercicio 5. Array en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicio-5-array/#post-4046</link>
				<pubDate>Sun, 22 Dec 2019 04:05:45 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicio-5-array/#post-4046"><span class="bb-reply-lable">Reply to</span> Ejercicio 5. Array</a></p> <div class="bb-content-inr-wrap"><p>Tambien se le podria asignar un valor al declarar variables, por ejemplo:</p>
<p></p>
<p>int menor= 100;&nbsp;</p>
<p></p>
<p>100 seria el.valor limite del sueldo diario de cada empleado.&nbsp;</p>
<p>Y luego hacer la comparacion.&nbsp;</p>
<p>If (sueldo[i]&lt;min){</p>
<p>min = sueldo[i];</p>
<p></p>
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				<title>Luis Najarro respondió a la discusión Ejercicio 5. Array en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicio-5-array/#post-4043</link>
				<pubDate>Sat, 21 Dec 2019 17:51:57 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicio-5-array/#post-4043"><span class="bb-reply-lable">Reply to</span> Ejercicio 5. Array</a></p> <div class="bb-content-inr-wrap"><p>El compañero luis me compartio:&nbsp;</p>
<p>Colocar despues del primer for</p>
<p>menor=sueldo[i];&nbsp;</p>
<p>Y luego comparar.&nbsp;&nbsp;</p>
<p>If(sueldo[i]&lt;menor){</p>
<p>menor=sueldo[i];&nbsp;</p>
<p>empleado =i+1;&nbsp;</p>
<p>Me funcionó excelente.&nbsp;</p>
<p>Y estaba probando tambien</p>
<p>If (i==0)</p>
<p>menor=sueldo[i];&nbsp;</p>
<p>}else if{ comparar.</p>
<p>&nbsp;Entiendo que&nbsp; debe existir un valor inicial para poder evaluar el valor y comparar si es&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-2653"><a target='_blank' href="https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicio-5-array/#post-4043" rel="nofollow">Lee mas</a></span></p>
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				<title>Luis Najarro respondió a la discusión Ejercicio 5. Array en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicio-5-array/#post-4042</link>
				<pubDate>Sat, 21 Dec 2019 17:05:56 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicio-5-array/#post-4042"><span class="bb-reply-lable">Reply to</span> Ejercicio 5. Array</a></p> <div class="bb-content-inr-wrap"><p>Jejeje, Gracias por el apoyo. Buen dia</p>
<p></p>
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				<title>Luis Najarro inició la discusión Ejercicio 5. Array en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicio-5-array/</link>
				<pubDate>Fri, 20 Dec 2019 22:00:42 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicio-5-array/">Ejercicio 5. Array</a></p> <div class="bb-content-inr-wrap"><p>Disculpen nuevamente les molesto&#8230; Al querer mostrar el valor minimo del arreglo me aparece a 0.&nbsp; Lo.he buscado pero no encuentro el error. Desde ya gracias por el apoyo.&nbsp;</p>
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				<title>Luis Najarro respondió a la discusión Arreglos. Ejercicios en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/arreglos-ejercicios/#post-4010</link>
				<pubDate>Wed, 18 Dec 2019 05:12:26 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/arreglos-ejercicios/#post-4010"><span class="bb-reply-lable">Reply to</span> Arreglos. Ejercicios</a></p> <div class="bb-content-inr-wrap"><p>Corregido!!! Gracias por el apoyo!!!&nbsp;</p>
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				<guid isPermaLink="false">97b020128fa0bdb51a3a47b3ecdad8eb</guid>
				<title>Luis Najarro inició la discusión Arreglos. Ejercicios en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/arreglos-ejercicios/</link>
				<pubDate>Tue, 17 Dec 2019 19:25:12 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/arreglos-ejercicios/">Arreglos. Ejercicios</a></p> <div class="bb-content-inr-wrap"><p>Disculpen en el ejercicio 1 de array, dice: operar todos los elementos con suma, resta, multiplicacion y division, como se utiliza un codigo funcional en la multiplicacion y division?? Buen dia. Gracias</p>
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				<title>Luis Najarro respondió a la discusión Proyecto 2. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-2/#post-4000</link>
				<pubDate>Tue, 17 Dec 2019 03:05:27 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-2/#post-4000"><span class="bb-reply-lable">Reply to</span> Proyecto 2.</a></p> <div class="bb-content-inr-wrap"><p>Gracias Carlos por tu comentario!!! Lo pondre en practica amigo.!!!&nbsp;</p>
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				<title>Luis Najarro respondió a la discusión Proyecto 2. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-2/#post-3963</link>
				<pubDate>Mon, 16 Dec 2019 02:55:56 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-2/#post-3963"><span class="bb-reply-lable">Reply to</span> Proyecto 2.</a></p> <div class="bb-content-inr-wrap"><p>Excelente amigo tocayo gracias por la observación lo tomare en cuenta.&nbsp; Saludos!</p>
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				<title>Luis Najarro inició la discusión Proyecto 2. en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-2/</link>
				<pubDate>Sat, 14 Dec 2019 20:35:23 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-2/">Proyecto 2.</a></p> <div class="bb-content-inr-wrap"><p>Para Cualquier corrección y recomendación. Gracias.</p>
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				<title>Luis Najarro respondió a la discusión Proyecto 1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1/#post-3921</link>
				<pubDate>Wed, 11 Dec 2019 21:07:28 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-1/#post-3921"><span class="bb-reply-lable">Reply to</span> Proyecto 1</a></p> <div class="bb-content-inr-wrap"><p>Gracias!!!</p>
<p>&nbsp;</p>
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				<title>Luis Najarro respondió a la discusión Proyecto 1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1/#post-3918</link>
				<pubDate>Wed, 11 Dec 2019 14:04:13 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-1/#post-3918"><span class="bb-reply-lable">Reply to</span> Proyecto 1</a></p> <div class="bb-content-inr-wrap"><p>#include&lt;iostream&gt;</p>
<p>using namespace std;</p>
<p>int main(){</p>
<p>	int d, m, a;</p>
<p>	int opcion;</p>
</p>
<p>    cout&lt;&lt;&#8220;POR FAVOR INTRODUZCA UNA FECHA:(MES (00), DIA(00),ANO(0000))&#8221;;</p>
<p>	cin&gt;&gt;m&gt;&gt;d&gt;&gt;a;</p>
<p>	cout&lt;&lt;endl&lt;&lt;&#8220;¿COMO LE GUSTARIA MOSTRAR LA FECHA?:&#8221;&lt;&lt;endl;</p>
</p>
<p>	cout&lt;&lt;endl&lt;&lt;&#8220;OPCION 1.- Mes completo, dia, ano (Enero-11-1990): &#8220;&lt;&lt;endl;</p>
<p>	cout&lt;&lt;&#8220;OPCION 2.- Mes Abreviado, dia,&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-2466"><a target='_blank' href="https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1/#post-3918" rel="nofollow">Lee mas</a></span></p>
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				<guid isPermaLink="false">9881de9c9aafe55390cee23ed8f255e3</guid>
				<title>Luis Najarro respondió a la discusión Proyecto 1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1/#post-3907</link>
				<pubDate>Wed, 11 Dec 2019 04:08:46 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-1/#post-3907"><span class="bb-reply-lable">Reply to</span> Proyecto 1</a></p> <div class="bb-content-inr-wrap"><p>Se visualiza la opcion llamada y ademas el default.</p>
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				<title>Luis Najarro respondió a la discusión Proyecto 1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1/#post-3905</link>
				<pubDate>Wed, 11 Dec 2019 04:07:13 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-1/#post-3905"><span class="bb-reply-lable">Reply to</span> Proyecto 1</a></p> <div class="bb-content-inr-wrap"><p>Tengo este problema!!! Me puede apoyar. Gracias</p>
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				<title>Luis Najarro respondió a la discusión Proyecto 1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1/#post-3903</link>
				<pubDate>Wed, 11 Dec 2019 04:05:27 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-1/#post-3903"><span class="bb-reply-lable">Reply to</span> Proyecto 1</a></p> <div class="bb-content-inr-wrap"><p>Seria de esta manera??&nbsp;</p>
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				<title>Luis Najarro inició la discusión Proyecto 1 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1/</link>
				<pubDate>Mon, 09 Dec 2019 22:15:28 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/proyecto-1/">Proyecto 1</a></p> <div class="bb-content-inr-wrap"><p>Buena tarde, concluido &nbsp;el proyecto 1&#x1f60a;&#x1f60a;. Les agradeceria sugerencias y recomendaciones sobre el codigo. Gracias bendiciones.&nbsp;</p>
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				<title>Luis Najarro respondió a la discusión Redondeo de decimales a 2 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/redondeo-de-decimales-a-2/#post-3741</link>
				<pubDate>Wed, 04 Dec 2019 17:06:01 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/redondeo-de-decimales-a-2/#post-3741"><span class="bb-reply-lable">Reply to</span> Redondeo de decimales a 2</a></p> <div class="bb-content-inr-wrap"><p>Excelente aplicado. Resuelto gracias</p>
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				<title>Luis Najarro inició la discusión Redondeo de decimales a 2 en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/redondeo-de-decimales-a-2/</link>
				<pubDate>Wed, 04 Dec 2019 16:42:35 -0600</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/redondeo-de-decimales-a-2/">Redondeo de decimales a 2</a></p> <div class="bb-content-inr-wrap"><p>Buen dia soy nuevo en &nbsp;este grupo me surge una duda, Como podre redondear a 2 decimales el siguiente problema.</p>
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