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	<title>Azul School | Adrian Baldiviezo Colque | Actividad</title>
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				<title>Adrian Baldiviezo Colque a publicado una actualización en el grupo Grupo de C++: Hola a todos! Les comparto mi código del Proyecto [&#133;]</title>
				<link>https://azulschool.net/activity/p/46224/</link>
				<pubDate>Tue, 06 Oct 2020 13:32:25 -0500</pubDate>

									<content:encoded><![CDATA[<p>Hola a todos! Les comparto mi código del Proyecto 4: Calculadora de matrices<br /><a target='_blank' href="https://onlinegdb.com/r1R0ZlqIv" rel="nofollow">https://onlinegdb.com/r1R0ZlqIv</a></p>
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				<title>Adrian Baldiviezo Colque a publicado una actualización en el grupo Grupo de C++: Hola a todos! Les comparto mi código del Proyecto [&#133;]</title>
				<link>https://azulschool.net/activity/p/33748/</link>
				<pubDate>Wed, 01 Jul 2020 22:31:11 -0500</pubDate>

									<content:encoded><![CDATA[<p>Hola a todos! Les comparto mi código del <b>Proyecto 3: Programa para calcular notas de alumnos</b>.</p>
<p><a target='_blank' href="https://onlinegdb.com/HyS9Tt9RL" rel="nofollow">https://onlinegdb.com/HyS9Tt9RL</a></p>
<p>Cualquier comentario, duda o recomendación es bienvenido.</p>
<p>Saludos! &#x1f603;</p>
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				<title>Adrian Baldiviezo Colque respondió a la discusión DUDA Proyecto 3. Programa para calcular notas de alumnos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-proyecto-3-programa-para-calcular-notas-de-alumnos/#post-14304</link>
				<pubDate>Wed, 01 Jul 2020 20:02:32 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-proyecto-3-programa-para-calcular-notas-de-alumnos/#post-14304"><span class="bb-reply-lable">Reply to</span> DUDA Proyecto 3. Programa para calcular notas de alumnos</a></p> <div class="bb-content-inr-wrap"><p>Muchas gracias!! </p>
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				<title>Adrian Baldiviezo Colque inició la discusión DUDA Proyecto 3. Programa para calcular notas de alumnos en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/duda-proyecto-3-programa-para-calcular-notas-de-alumnos/</link>
				<pubDate>Wed, 01 Jul 2020 13:37:45 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/duda-proyecto-3-programa-para-calcular-notas-de-alumnos/">DUDA Proyecto 3. Programa para calcular notas de alumnos</a></p> <div class="bb-content-inr-wrap"><p>Hola! Tengo una duda que espero me puedan aclarar.<br />A qué se refiere con &#8220;rango de promedio -1 a promedio +1&#8221;???</p>
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" alt="" /></p>
<p>Por favor espero sus respuestas.<br />Saludos! <img alt="Smiley" class="emojioneemoji" src="https://s.w.org/images/core/emoji/12.0.0-1/72x72/1f603.png" /></p>
</div>]]></content:encoded>
				
				
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				<title>Adrian Baldiviezo Colque inició la discusión Ejercicio Propuestos Lección 12 Tema 7: Arrays en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicio-propuestos-leccion-12-tema-7-arrays/</link>
				<pubDate>Wed, 01 Jul 2020 02:09:39 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicio-propuestos-leccion-12-tema-7-arrays/">Ejercicio Propuestos Lección 12 Tema 7: Arrays</a></p> <div class="bb-content-inr-wrap"><p>Hola! He aquí mis códigos de los cinco ejercicios propuestos de arrays: </p>
<p><a target='_blank' href="https://onlinegdb.com/rJ-6xXF08" rel="nofollow">https://onlinegdb.com/rJ-6xXF08</a></p>
<p><a target='_blank' href="https://onlinegdb.com/HJKarXYAI" rel="nofollow">https://onlinegdb.com/HJKarXYAI</a></p>
<p><a target='_blank' href="https://onlinegdb.com/Bk9qXDFAL" rel="nofollow">https://onlinegdb.com/Bk9qXDFAL</a></p>
<p><a target='_blank' href="https://onlinegdb.com/r19mBDYRU" rel="nofollow">https://onlinegdb.com/r19mBDYRU</a></p>
<p><a target='_blank' href="https://onlinegdb.com/rkE_rwYRL" rel="nofollow">https://onlinegdb.com/rkE_rwYRL</a></p>
<p>Saludos! </p>
</div>]]></content:encoded>
				
				
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					<item>
				<guid isPermaLink="false">84629f2fdf7926ed60a8913b00d4c392</guid>
				<title>Adrian Baldiviezo Colque inició la discusión Proyecto 2: Tablas de multiplicar, con menú en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-2-tablas-de-multiplicar-con-menu-4/</link>
				<pubDate>Tue, 30 Jun 2020 13:16:21 -0500</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-tablas-de-multiplicar-con-menu-4/">Proyecto 2: Tablas de multiplicar, con menú</a></p> <div class="bb-content-inr-wrap"><p>Hola a todos! Les comparto mi código del proyecto 2.</p>
<p><a target='_blank' href="https://onlinegdb.com/H1Spc3uCI" rel="nofollow">https://onlinegdb.com/H1Spc3uCI</a></p>
</div>]]></content:encoded>
				
				
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					<item>
				<guid isPermaLink="false">cccce130212fe707435508590ced1dcc</guid>
				<title>Adrian Baldiviezo Colque publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/32020/#acomment-32022</link>
				<pubDate>Sat, 16 May 2020 01:03:04 -0500</pubDate>

									<content:encoded><![CDATA[<p>Waooo! Genial&nbsp;&#x1f44d;</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 <p>Les tenemos una buena noticia. ¡Ya terminamos de crear nuestro curso de Videojuegos en 2D! Estará disponible la próxima semana 😉</p>					]]></content:encoded>
				
				
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				<guid isPermaLink="false">e1161219b8aa92c1a13712dc5d2ae4d1</guid>
				<title>Adrian Baldiviezo Colque publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/19683/#acomment-19693</link>
				<pubDate>Fri, 08 May 2020 00:22:30 -0500</pubDate>

									<content:encoded><![CDATA[<p>Excelente&nbsp;&#x1f44d;<br /></p>
				<strong>En respuesta a</strong> -
					<a target='_blank' href="https://www.azulschool.net/members/jorgel14/" rel="nofollow">Jorge Luis Copa Ramos</a> a ganado el reconocimiento estudiantil <a target='_blank' href="https://www.azulschool.net/estudiantil/comprometido/" rel="nofollow">Comprometido</a> <a target='_blank' href="https://www.azulschool.net/estudiantil/comprometido/" rel="nofollow"></a>					]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">f588a039380d80bc9e2b275fce996733</guid>
				<title>Adrian Baldiviezo Colque publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/19568/#acomment-19572</link>
				<pubDate>Sun, 03 May 2020 13:35:35 -0500</pubDate>

									<content:encoded><![CDATA[<p>Waooo excelente!<br /></p>
				<strong>En respuesta a</strong> -
					<a target='_blank' href="https://www.azulschool.net/members/vmmd31/" rel="nofollow">Víctor Martínez</a> a ganado el reconocimiento estudiantil <a target='_blank' href="https://www.azulschool.net/estudiantil/comprometido/" rel="nofollow">Comprometido</a> <a target='_blank' href="https://www.azulschool.net/estudiantil/comprometido/" rel="nofollow"></a>					]]></content:encoded>
				
				
							</item>
					<item>
				<guid isPermaLink="false">85fbc62b09da56a5c909b125dc3e38ac</guid>
				<title>Adrian Baldiviezo Colque publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/19535/#acomment-19560</link>
				<pubDate>Sat, 02 May 2020 22:37:48 -0500</pubDate>

									<content:encoded><![CDATA[<p>&#x1f44d;<br /></p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/salvador-de-la-cruz-cruz/" data-bb-hp-profile="158" rel="nofollow">Salvador de la Cruz Cruz</a> a publicado una actualización en el grupo <a href="https://azulschool.net/todos-los-grupos/grupo-de-c/" data-bb-hp-group="9" rel="nofollow">Grupo de C++</a> <p>una sugerencia a los vídeos se puede hacer zoom a la pantalla  a veces es difícil ver el código que se esta viendo en los vídeos y [&hellip;]</p>					]]></content:encoded>
				
				
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					<item>
				<guid isPermaLink="false">11cac09c0e41343ce614449fdd8d3589</guid>
				<title>Adrian Baldiviezo Colque inició la discusión Ejercicios propuestos FOR, WHILE, DO WHILE en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicios-propuestos-for-while-do-while/</link>
				<pubDate>Sat, 02 May 2020 22:34:18 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicios-propuestos-for-while-do-while/">Ejercicios propuestos FOR, WHILE, DO WHILE</a></p> <div class="bb-content-inr-wrap"><p>Hola! Les comparto mis códigos de los ejercicios propuestos del tema de Ciclos.</p>
<p>Ciclo FOR:</p>
<p><a target='_blank' href="https://onlinegdb.com/H1qCmwjtU" rel="nofollow">https://onlinegdb.com/H1qCmwjtU</a></p>
<p><a target='_blank' href="https://onlinegdb.com/H1454DsF8" rel="nofollow">https://onlinegdb.com/H1454DsF8</a></p>
<p><span><a target='_blank' href="https://onlinegdb.com/rJgkrDsFL" rel="nofollow">https://onlinegdb.com/rJgkrDsFL</a></span></p>
<p><span><a target='_blank' href="https://onlinegdb.com/HkECBvjtL" rel="nofollow">https://onlinegdb.com/HkECBvjtL</a></span></p>
<p><a target='_blank' href="https://onlinegdb.com/BkHf8DsKI" rel="nofollow">https://onlinegdb.com/BkHf8DsKI</a><span><br /></span></p>
<p>Ciclos WHILE,&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-19559"><a target='_blank' href="https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicios-propuestos-for-while-do-while/" rel="nofollow">Lee mas</a></span></p>
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				<title>Adrian Baldiviezo Colque inició la discusión Proyecto 1 - Traductor de fecha en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/proyecto-1-traductor-de-fecha-4/</link>
				<pubDate>Wed, 22 Apr 2020 22:07:07 -0500</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-traductor-de-fecha-4/">Proyecto 1 - Traductor de fecha</a></p> <div class="bb-content-inr-wrap"><p>Hola! Les comparto mi código respecto al primer proyecto.</p>
<p><a target='_blank' href="https://onlinegdb.com/SyN9kSAOL" rel="nofollow">https://onlinegdb.com/SyN9kSAOL</a></p>
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				<title>Adrian Baldiviezo Colque inició la discusión Ejercicios propuestos IF ELSE en el foro Grupo de C++</title>
				<link>https://www.azulschool.net/groups/grupo-de-c/forum/topic/ejercicios-propuestos-if-else-3/</link>
				<pubDate>Fri, 17 Apr 2020 14:07:57 -0500</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://azulschool.net/todos-los-grupos/grupo-de-c/forum/topic/ejercicios-propuestos-if-else-3/">Ejercicios propuestos IF ELSE</a></p> <div class="bb-content-inr-wrap"><p>Hola a todos, les comparto mis códigos de este tema para quien lo necesite, ya sea para su beneficio o el mío.</p>
<p>Sistema Solar: <a target='_blank' href="https://onlinegdb.com/HJfm_VvO8" rel="nofollow">https://onlinegdb.com/HJfm_VvO8</a></p>
<p>Semáforo: <a target='_blank' href="https://onlinegdb.com/ByB4uVPdU" rel="nofollow">https://onlinegdb.com/ByB4uVPdU</a></p>
<p>Saludos!</p>
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				<title>Adrian Baldiviezo Colque a publicado una actualización en el grupo Grupo de C++: Hola a todos! Les comparto las tareas de la Lección 5, [&#133;]</title>
				<link>https://azulschool.net/activity/p/14048/</link>
				<pubDate>Sun, 12 Apr 2020 13:48:53 -0500</pubDate>

									<content:encoded><![CDATA[<p>Hola a todos! Les comparto las tareas de la Lección 5, Tema 6. Sé que es bastante básico por el momento, pero trataré de mantenerme al día así como subir mis resultados, o bien mis dudas.<br />Saludos!</p>
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				<guid isPermaLink="false">740554f7cfa1be9cbe1d2752eda8eb36</guid>
				<title>Adrian Baldiviezo Colque publicó un nuevo comentario de actividad</title>
				<link>https://azulschool.net/activity/p/8292/#acomment-8302</link>
				<pubDate>Wed, 08 Apr 2020 19:45:53 -0500</pubDate>

									<content:encoded><![CDATA[<p>Gracias&nbsp;&#x1f603;</p>
				<strong>En respuesta a</strong> -
					<a href="https://azulschool.net/members/adrian-baldiviezo-colque/" data-bb-hp-profile="2827" rel="nofollow">Adrian Baldiviezo Colque</a> a publicado una actualización Hola! Soy nuevo en esta plataforma, y agradezco a Azul School por impertir gratuitamente el curso de C++, que comenzaré enseguida.<br />Sé que contaré con el [&hellip;]					]]></content:encoded>
				
				
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				<guid isPermaLink="false">bbd0eec319d2111b9390f05803a10b2d</guid>
				<title>Adrian Baldiviezo Colque a publicado una actualización: Hola! Soy nuevo en esta plataforma, y agradezco a [&#133;]</title>
				<link>https://azulschool.net/activity/p/8292/</link>
				<pubDate>Wed, 08 Apr 2020 15:19:24 -0500</pubDate>

									<content:encoded><![CDATA[<p>Hola! Soy nuevo en esta plataforma, y agradezco a Azul School por impertir gratuitamente el curso de C++, que comenzaré enseguida.<br />Sé que contaré con el apoyo de la comunidad si alguna problema o error me surge, así como espero poder ayudar a quien lo necesite.<br />Saludos desde Sucre, Bolivia! </p>
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