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	<title>Segundo Año - Grupo 7</title>
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		<title>Segundo Año - Grupo 7</title>
		<link>http://secusm27.wordpress.com</link>
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		<item>
		<title>Fórmulas tridimensionales</title>
		<link>http://secusm27.wordpress.com/2011/11/07/formulas-tridimensionales/</link>
		<comments>http://secusm27.wordpress.com/2011/11/07/formulas-tridimensionales/#comments</comments>
		<pubDate>Mon, 07 Nov 2011 15:59:03 +0000</pubDate>
		<dc:creator>ositopopi</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://secusm27.wordpress.com/?p=174</guid>
		<description><![CDATA[Las formulas tridimensionales: Definición: permite realizar formulas dentro de un mismo libro, utilizando hojas diferentes, Por ejemplo Hoja 1 y luego la cuenta en Hoja 2. Fórmula: =Hoja(numero de hoja en el cual se encuentra el nº)!y la celda con su numero (ejemplo A1) y luego la operación que se quiera hacer. Primer paso: Se [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=174&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Las formulas tridimensionales:</p>
<p>Definición: permite realizar formulas dentro de un mismo libro, utilizando hojas diferentes, Por ejemplo Hoja 1 y luego la cuenta en Hoja 2.</p>
<p>Fórmula: =Hoja(numero de hoja en el cual se encuentra el nº)!y la celda con su numero (ejemplo A1) y luego la operación que se quiera hacer.</p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/formulas-tridimencionales-paso-1.png"><br />
</a></p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/formulas-tridimencionales-paso-11.png"><img class="alignnone size-medium wp-image-177" title="Formulas tridimencionales, paso 1" src="http://secusm27.files.wordpress.com/2011/11/formulas-tridimencionales-paso-11.png?w=132&#038;h=300" alt="" width="132" height="300" /></a></p>
<p>Primer paso: Se coloca un número en cualquier casilla de la planilla, de la hoja, en este caso Hoja 1.</p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/formulas-tridimencionales-paso-2.png"><img class="alignnone size-medium wp-image-178" title="Formulas tridimencionales, paso 2" src="http://secusm27.files.wordpress.com/2011/11/formulas-tridimencionales-paso-2.png?w=113&#038;h=300" alt="" width="113" height="300" /></a></p>
<p>Segundo paso: Se coloca, en este caso, Hoja1!B6*2 y se realiza la cuenta</p>
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		<media:content url="http://secusm27.files.wordpress.com/2011/11/formulas-tridimencionales-paso-11.png?w=132" medium="image">
			<media:title type="html">Formulas tridimencionales, paso 1</media:title>
		</media:content>

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			<media:title type="html">Formulas tridimencionales, paso 2</media:title>
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		<item>
		<title>Controles nuevos de Excel</title>
		<link>http://secusm27.wordpress.com/2011/11/02/controles-nuevos-de-excel/</link>
		<comments>http://secusm27.wordpress.com/2011/11/02/controles-nuevos-de-excel/#comments</comments>
		<pubDate>Wed, 02 Nov 2011 15:07:14 +0000</pubDate>
		<dc:creator>ositopopi</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://secusm27.wordpress.com/?p=165</guid>
		<description><![CDATA[ALEATORIO: definición: devuelve un número aleatorio (al azar) mayor o igual a 0 y menor que 1 , distribuido (cambia al actualizar, con la tecla F9) ENTERO: Definición: redondea un número hasta el entero inferior mas próximo. ALEATORIO.ENTRE Definición:  devuelve el número aleatorio (al azar) entre los números que especifique. REDONDEAR Definición: Redondea un número [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=165&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>ALEATORIO:</p>
<p>definición: devuelve un número aleatorio (al azar) mayor o igual a 0 y menor que 1 , distribuido (cambia al actualizar, con la tecla F9)</p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/aleatorio.png"><img class="alignnone size-medium wp-image-166" title="Aleatorio" src="http://secusm27.files.wordpress.com/2011/11/aleatorio.png?w=261&#038;h=300" alt="" width="261" height="300" /></a></p>
<p>ENTERO:</p>
<p>Definición: redondea un número hasta el entero inferior mas próximo.</p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/entero.png"><img class="alignnone size-medium wp-image-167" title="Entero" src="http://secusm27.files.wordpress.com/2011/11/entero.png?w=266&#038;h=300" alt="" width="266" height="300" /></a></p>
<p>ALEATORIO.ENTRE</p>
<p>Definición:  devuelve el número aleatorio (al azar) entre los números que especifique.</p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/aleatorio-entre.png"><img class="alignnone size-medium wp-image-168" title="Aleatorio.entre" src="http://secusm27.files.wordpress.com/2011/11/aleatorio-entre.png?w=264&#038;h=300" alt="" width="264" height="300" /></a></p>
<p>REDONDEAR</p>
<p>Definición: Redondea un número al número de decimales especificado.</p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/redondear.png"><img class="alignnone size-medium wp-image-169" title="Redondear" src="http://secusm27.files.wordpress.com/2011/11/redondear.png?w=265&#038;h=300" alt="" width="265" height="300" /></a></p>
<p>&nbsp;</p>
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			<media:title type="html">Aleatorio</media:title>
		</media:content>

		<media:content url="http://secusm27.files.wordpress.com/2011/11/entero.png?w=266" medium="image">
			<media:title type="html">Entero</media:title>
		</media:content>

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			<media:title type="html">Aleatorio.entre</media:title>
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			<media:title type="html">Redondear</media:title>
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		<title>ConsultaV o BuscarV</title>
		<link>http://secusm27.wordpress.com/2011/11/02/consultav-o-buscarv/</link>
		<comments>http://secusm27.wordpress.com/2011/11/02/consultav-o-buscarv/#comments</comments>
		<pubDate>Wed, 02 Nov 2011 14:51:45 +0000</pubDate>
		<dc:creator>ositopopi</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://secusm27.wordpress.com/?p=162</guid>
		<description><![CDATA[El día 31/10/11 hoy nos han explicado como utilizar la función &#8220;consultav&#8221; que acontinuación les mostraremos: Su definición es:  busca un valor en la primer columna de la izquierda de una tabla y luego devuelve un valor en la misma fila desde una columna predeterminada, la tabla se ordena de forma ascendente. &#160;<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=162&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>El día 31/10/11 hoy nos han explicado como utilizar la función &#8220;consultav&#8221; que acontinuación les mostraremos:</p>
<p>Su definición es:  busca un valor en la primer columna de la izquierda de una tabla y luego devuelve un valor en la misma fila desde una columna predeterminada, la tabla se ordena de forma ascendente.</p>
<p><a href="http://secusm27.files.wordpress.com/2011/11/consultav-o-buscarv.png"><img class="alignnone size-medium wp-image-163" title="Consultav o Buscarv" src="http://secusm27.files.wordpress.com/2011/11/consultav-o-buscarv.png?w=300&#038;h=207" alt="" width="300" height="207" /></a></p>
<p>&nbsp;</p>
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		<title>Visual Basic</title>
		<link>http://secusm27.wordpress.com/2011/08/17/visual-basic/</link>
		<comments>http://secusm27.wordpress.com/2011/08/17/visual-basic/#comments</comments>
		<pubDate>Wed, 17 Aug 2011 15:57:47 +0000</pubDate>
		<dc:creator>ositopopi</dc:creator>
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		<description><![CDATA[&#160;<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=157&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p><a href="http://secusm27.files.wordpress.com/2011/08/controles-visual-basic2.png"><img class="alignnone size-medium wp-image-172" title="Controles Visual Basic" src="http://secusm27.files.wordpress.com/2011/08/controles-visual-basic2.png?w=452&#038;h=140" alt="" width="452" height="140" /></a></p>
<p>&nbsp;</p>
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			<media:title type="html">Controles Visual Basic</media:title>
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		<title>03/08/11</title>
		<link>http://secusm27.wordpress.com/2011/08/03/030811/</link>
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		<pubDate>Wed, 03 Aug 2011 15:58:00 +0000</pubDate>
		<dc:creator>ositopopi</dc:creator>
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		<guid isPermaLink="false">http://secusm27.wordpress.com/?p=152</guid>
		<description><![CDATA[Hola, hoy aprendimos a utilizar el Microsoft Word y Microsoft Excel 2011. Son muy parecidos a los 2007 y 2003, pero tiene otros elementos mas avanzados. Aqui podemos apreciar el nombre del conjunto de &#8220;Copiar&#8221;, &#8220;Cortar&#8221; y &#8220;Copiar formato&#8221;, se llama Portapapeles. Luego esta como siempre Negrita(N), Cursiva(K) y Subrayado(S). El rellenar, cambiar la fuente, [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=152&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Hola, hoy aprendimos a utilizar el Microsoft Word y Microsoft Excel 2011. Son muy parecidos a los 2007 y 2003, pero tiene otros elementos mas avanzados.</p>
<p><img 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" alt="" width="837" height="66" /></p>
<p>Aqui podemos apreciar el nombre del conjunto de &#8220;Copiar&#8221;, &#8220;Cortar&#8221; y &#8220;Copiar formato&#8221;, se llama Portapapeles.</p>
<p>Luego esta como siempre Negrita(N), Cursiva(K) y Subrayado(S).</p>
<p>El rellenar, cambiar la fuente, y cambiar el color de fuente sigue igual.</p>
<p>Agrandar y achicar la letra, cambio ahora agranda y achica de a 1.</p>
<p>&nbsp;</p>
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			<media:title type="html">ositopopi</media:title>
		</media:content>

		<media:content 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		<item>
		<title>EMERGENCIA !.</title>
		<link>http://secusm27.wordpress.com/2011/07/11/emergencia/</link>
		<comments>http://secusm27.wordpress.com/2011/07/11/emergencia/#comments</comments>
		<pubDate>Mon, 11 Jul 2011 15:44:23 +0000</pubDate>
		<dc:creator>ositopopi</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://secusm27.wordpress.com/?p=146</guid>
		<description><![CDATA[Hoy 11/07  realizamos un simulacro contra incendios. Los chicos de primaria, secundaria, y docentes participaron de este mismo. Sonó la alarma, y bajamos por el lado derecho por las escaleras, ya que si alguien necesita subir o transportar algo, pueda hacerlo cómodamente por el lado izquierdo. Luego, nos dirigimos a las escaleras de la iglesia. [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=146&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Hoy 11/07  realizamos un simulacro contra incendios. Los chicos de primaria, secundaria, y docentes participaron de este mismo. Sonó la alarma, y bajamos por el lado derecho por las escaleras, ya que si alguien necesita subir o transportar algo, pueda hacerlo cómodamente por el lado izquierdo. Luego, nos dirigimos a las escaleras de la iglesia.</p>
<p>Al terminar el simulacro, tuvimos una breve charla de las cosas que debemos y no a la hora de un incendio. Por ejemplo:</p>
<ul>
<li>En el momento que suena la alarma, debemos tomar calma y bajar sin ningún objeto.</li>
<li>En caso de que hubiera humo, debemos gatear hasta las escaleras.</li>
<li>Nunca correr, ya que podemos ocasionar una caída, por ende retrasar la evacuación.</li>
<li>Cerrar las puertas para que no se propague el fuego.</li>
<li>Dejar una silla en la puerta, para que se sepa que en el aula no quedan personas.</li>
<li>No hablar para no distraerse.</li>
</ul>
<p>Goodbye.</p>
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		<slash:comments>0</slash:comments>
	
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			<media:title type="html">ositopopi</media:title>
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	</item>
		<item>
		<title>Presentation !</title>
		<link>http://secusm27.wordpress.com/2011/06/15/presentation/</link>
		<comments>http://secusm27.wordpress.com/2011/06/15/presentation/#comments</comments>
		<pubDate>Wed, 15 Jun 2011 14:39:23 +0000</pubDate>
		<dc:creator>ositopopi</dc:creator>
				<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[presentation]]></category>

		<guid isPermaLink="false">http://secusm27.wordpress.com/?p=142</guid>
		<description><![CDATA[Somos Anto y Beel, este va a ser nuestro blog desde ahora. Vamos a contar los avances que hacemos en clase. Cambio y fuera, chau gente.<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=142&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Somos Anto y Beel, este va a ser nuestro blog desde ahora. Vamos a contar los avances que hacemos en clase. Cambio y fuera, chau gente.</p>
<br />  <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gocomments/secusm27.wordpress.com/142/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/comments/secusm27.wordpress.com/142/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godelicious/secusm27.wordpress.com/142/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/delicious/secusm27.wordpress.com/142/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gofacebook/secusm27.wordpress.com/142/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/facebook/secusm27.wordpress.com/142/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gotwitter/secusm27.wordpress.com/142/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/twitter/secusm27.wordpress.com/142/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/gostumble/secusm27.wordpress.com/142/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/stumble/secusm27.wordpress.com/142/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/godigg/secusm27.wordpress.com/142/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/digg/secusm27.wordpress.com/142/" /></a> <a rel="nofollow" href="http://feeds.wordpress.com/1.0/goreddit/secusm27.wordpress.com/142/"><img alt="" border="0" src="http://feeds.wordpress.com/1.0/reddit/secusm27.wordpress.com/142/" /></a> <img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=secusm27.wordpress.com&amp;blog=12648912&amp;post=142&amp;subd=secusm27&amp;ref=&amp;feed=1" width="1" height="1" />]]></content:encoded>
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