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	<title>Alova's Weblog</title>
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	<link>http://alova.wordpress.com</link>
	<description>Poesía, filosofía, pedagogía,relatos,carmavales,politica local e internacional.</description>
	<lastBuildDate>Mon, 30 Jan 2012 14:54:47 +0000</lastBuildDate>
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		<title>Alova's Weblog</title>
		<link>http://alova.wordpress.com</link>
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		<item>
		<title>EL VIDEO QUE NO QUIEREN QUE MIREMOS !!!</title>
		<link>http://alova.wordpress.com/2012/01/30/el-video-que-no-quieren-que-miremos/</link>
		<comments>http://alova.wordpress.com/2012/01/30/el-video-que-no-quieren-que-miremos/#comments</comments>
		<pubDate>Mon, 30 Jan 2012 14:54:44 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

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			<media:title type="html">alova</media:title>
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		<title>Los números de 2011</title>
		<link>http://alova.wordpress.com/2012/01/09/los-numeros-de-2011/</link>
		<comments>http://alova.wordpress.com/2012/01/09/los-numeros-de-2011/#comments</comments>
		<pubDate>Sun, 08 Jan 2012 23:16:08 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

		<guid isPermaLink="false">http://alova.wordpress.com/?p=899</guid>
		<description><![CDATA[Los duendes de las estadísticas de WordPress.com prepararon un reporte para el año 2011 de este blog. Aqui es un extracto Un tren subterráneo de la ciudad de Nueva York transporta 1.200 personas. Este blog fue visto alrededor de 3.800 veces en 2011. Si fuera un tren de NY, le tomaría cerca de 3 viajes [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=alova.wordpress.com&amp;blog=2030484&amp;post=899&amp;subd=alova&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Los duendes de las estadísticas de WordPress.com prepararon un reporte para el año 2011 de este blog.</p>
<div style="background:url('/wp-content/mu-plugins/annual-reports/img/emailteaser.jpg') no-repeat center center;height:300px;"></div>
<p>Aqui es un extracto</p>
<blockquote><p>Un tren subterráneo de la ciudad de Nueva York transporta 1.200 personas. Este blog fue visto alrededor de <strong>3.800</strong> veces en 2011. Si fuera un tren de NY, le tomaría cerca de 3 viajes transportar tantas personas.</p></blockquote>
<p><a href="/2011/annual-report/">Haz click para ver el reporte completo.</a></p>
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			<media:title type="html">alova</media:title>
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		<item>
		<title>THRIVE: documental revelador. ¿Qué nos están ocultando, quién y cómo cambiará el mundo con la energía libre?</title>
		<link>http://alova.wordpress.com/2012/01/07/thrive-documental-revelador-que-nos-estan-ocultando-quien-y-como-cambiara-el-mundo-con-la-energia-libre/</link>
		<comments>http://alova.wordpress.com/2012/01/07/thrive-documental-revelador-que-nos-estan-ocultando-quien-y-como-cambiara-el-mundo-con-la-energia-libre/#comments</comments>
		<pubDate>Sat, 07 Jan 2012 12:44:09 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

		<guid isPermaLink="false">http://alova.wordpress.com/?p=909</guid>
		<description><![CDATA[Thrive 11-11-11 (Prosperar / Medrar / Perfeccionarse) &#8211; en Español from Ani TALLO on Vimeo.<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=alova.wordpress.com&amp;blog=2030484&amp;post=909&amp;subd=alova&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p><div class='embed-vimeo' style='text-align:center;'><iframe src='http://player.vimeo.com/video/32511220' width='400' height='300' frameborder='0'></iframe></div>
<p><a href="http://vimeo.com/32511220">Thrive 11-11-11 (Prosperar / Medrar / Perfeccionarse) &#8211; en Español</a> from <a href="http://vimeo.com/user3824896">Ani TALLO</a> on <a href="http://vimeo.com">Vimeo</a>.</p>
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			<media:title type="html">alova</media:title>
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		<item>
		<title>SINFONÍA DEL ALMA.</title>
		<link>http://alova.wordpress.com/2012/01/06/sinfonia-del-alma/</link>
		<comments>http://alova.wordpress.com/2012/01/06/sinfonia-del-alma/#comments</comments>
		<pubDate>Thu, 05 Jan 2012 23:38:15 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

		<guid isPermaLink="false">http://alova.wordpress.com/?p=904</guid>
		<description><![CDATA[La paz inunda el alma de quien sabe oír. Silencios armónicos De dioses sin crear. Canciones sin componer esperan armónicas voces que las quieran cantar. La paz inunda el alma de quien quiere oír. Por laderas escarpadas, silva el viento con desgarro, como queriendo dar paso, a coros de silenciadas voces con destino a ninguna [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=alova.wordpress.com&amp;blog=2030484&amp;post=904&amp;subd=alova&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p style="text-align:center;"><a href="http://alova.wordpress.com/2012/01/06/sinfonia-del-alma/gaviotas-006/" rel="attachment wp-att-906"><img class="aligncenter size-medium wp-image-906" title="Gaviotas 006" src="http://alova.files.wordpress.com/2012/01/gaviotas-006.jpg?w=300&#038;h=224" alt="" width="300" height="224" /></a><br />
La paz inunda el alma<br />
de quien sabe oír.<br />
Silencios armónicos<br />
De dioses sin crear.<br />
Canciones sin componer<br />
esperan armónicas voces<br />
que las quieran cantar.<br />
La paz inunda el alma<br />
de quien quiere oír.<br />
Por laderas escarpadas,<br />
silva el viento con desgarro,<br />
como queriendo dar paso,<br />
a coros de silenciadas voces<br />
con destino a ninguna parte y,<br />
responde desde la cima<br />
el eco del viento,<br />
que cansado de silbar<br />
canta sus desvelos&#8230;&#8230;..<br />
Se libera de sus anhelos.<br />
La paz inunda el alma<br />
de quien sabe oír.<br />
La quietud del alma en paz<br />
descubre la melódica belleza<br />
del silencio.<br />
La paz inunda el alma<br />
de quien sabe oír y&#8230;&#8230;&#8230;&#8230;.amar</p>
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			<media:title type="html">alova</media:title>
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			<media:title type="html">Gaviotas 006</media:title>
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	</item>
		<item>
		<title>EL TESORO DE BOISSIER</title>
		<link>http://alova.wordpress.com/2011/11/14/el-tesoro-de-boissier-2/</link>
		<comments>http://alova.wordpress.com/2011/11/14/el-tesoro-de-boissier-2/#comments</comments>
		<pubDate>Sun, 13 Nov 2011 22:58:57 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

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		<georss:point>36.444982 -5.166664</georss:point>
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			<media:title type="html">alova</media:title>
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		<item>
		<title>EL TESORO  DE BOISSIER</title>
		<link>http://alova.wordpress.com/2011/11/14/el-tesoro-de-boissier/</link>
		<comments>http://alova.wordpress.com/2011/11/14/el-tesoro-de-boissier/#comments</comments>
		<pubDate>Sun, 13 Nov 2011 22:50:28 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

		<guid isPermaLink="false">http://alova.wordpress.com/?p=889</guid>
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			<content:encoded><![CDATA[<p><span style="text-align:center; display: block;"><a href="http://alova.wordpress.com/2011/11/14/el-tesoro-de-boissier/"><img src="http://img.youtube.com/vi/l-KLzoPcRrQ/2.jpg" alt="" /></a></span></p>
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			<media:title type="html">alova</media:title>
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		<item>
		<title>EL TREN DE CERCANIAS POR LA COSTA del SOL</title>
		<link>http://alova.wordpress.com/2011/11/01/el-tren-de-cercanias-por-la-costa-del-sol/</link>
		<comments>http://alova.wordpress.com/2011/11/01/el-tren-de-cercanias-por-la-costa-del-sol/#comments</comments>
		<pubDate>Mon, 31 Oct 2011 20:40:18 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

		<guid isPermaLink="false">http://alova.wordpress.com/?p=885</guid>
		<description><![CDATA[Una vez más, estos despilfarradores de dinero publico, pretenden convencernos. Una vez más, nos veremos obligados a &#8220;tragar&#8221;, ¿como pretenden que creamos que es más útil, un corredor de mercancías que, un tren de cercanías? ASAMBLEA LOCAL DE ESTEPONA equo@sierrabermeja.org EQUO DEFENDERÁ EN EL CONGRESO COMO PRIORITARIO Y URGENTE EL TREN DE CERCANIAS POR LA [...]<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=alova.wordpress.com&amp;blog=2030484&amp;post=885&amp;subd=alova&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Una vez más, estos despilfarradores de dinero publico, pretenden convencernos. Una vez más, nos veremos obligados a &#8220;tragar&#8221;, ¿como pretenden que creamos que es más útil, un corredor de mercancías que, un tren de cercanías?</p>
<p><img 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" alt="" /></p>
<p>ASAMBLEA LOCAL DE ESTEPONA<br />
equo@sierrabermeja.org<br />
EQUO DEFENDERÁ EN EL CONGRESO COMO PRIORITARIO Y URGENTE<br />
EL TREN DE CERCANIAS POR LA COSTA, NO EL PASILLO INTERIOR<br />
PARA MERCANCÍAS<br />
Ante la polémica levantada por los partidos mayoritarios y entidades económicas en<br />
relación al pasillo ferroviario para transporte de mercancías por el norte de la provincia<br />
y no por la costa, EQUO MÁLAGA ha dejado claro su compromiso con la defensa<br />
nítida del ferrocarril de cercanías litoral, en el marco de un plan de transporte<br />
colectivo público intermodal, y rechaza el pasillo intracomunitario de carga por la<br />
costa por insostenible, derrochador e innecesario. Los candidatos y candidatas<br />
malagueñas de EQUO cuentan para ello con el primer avance del informe técnico de<br />
su Equipo Asesor, destacado grupo de expertos, técnicos y profesores universitarios<br />
de la provincia en temáticas sociales, económicas y ambientales.<br />
Para el grupo de expertos de EQUO, coordinado por el abogado José Galán y el<br />
ingeniero y geógrafo Saturnino Moreno, “la costa no tiene vocación de corredor<br />
de paso para trenes de carga, ya que no exporta productos, sus puertos son<br />
deportivos y el de Málaga tiene escasa actividad de mercancías, sólo para la<br />
provincia y su entorno. Un corredor ferroviario para carga con destino intracomunitario<br />
es innecesario en una zona turística y de servicios y sería de un enorme impacto sobre<br />
el territorio por la orografía y su fuerte ocupación urbana, resultado de décadas de<br />
actuaciones urbanísticas irresponsables impulsadas por partidos de todos los colores<br />
políticos”. El informe técnico califica la alternativa del corredor ferroviario interior<br />
como “la que parece más razonable a expensas de conocer el estudio de<br />
impacto ambiental, al discurrir por un corredor ya existente, que no requiere de<br />
grandes obras antieconómicas y trasnochadas que no generan empleo estable<br />
ni de calidad, como ha demostrado la autopista de Los Montes”.<br />
Por tanto EQUO MÁLAGA reivindica el impulso del transporte de cercanías por<br />
ferrocarril, extender el tren de cercanías C1 de Nerja a Manilva y conectarlo con<br />
el interior de la provincia aprovechando la línea a Bobadilla que ya esta<br />
electrificada. Desde Bobadilla el Equipo Asesor de EQUO plantea crear dos<br />
conexiones, una a Ronda y otra a Antequera. Para Moreno y Galán, “toda la provincia<br />
debe estar unida para defender decididamente el transporte ferroviario, extendiendo el<br />
cercanías al corredor hasta Granada, con trenes de media velocidad y con una<br />
regularidad y unos precios que hagan atractiva la oferta”.<br />
Oficina de Prensa Electoral de EQUO MÁLAGA:<br />
Ángel Rodríguez (tfno: 616954982, correo-e angelrr@nodo50.org)<br />
OFICINA DE PRENSA<br />
EQUO &#8211; ESTEPONA<br />
Estepona, 26 octubre 2011<br />
ASAMBLEA LOCAL EQUO ESTEPONA<br />
equo@sierrabermeja.org</p>
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			<media:title type="html">alova</media:title>
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		<title>PUNSET A LOS INDIGNADOS: &#8220;ESTÁIS INICIANDO UNA RUTA NUEVA. NO PARÉIS&#8221; DRY OVIEDO 25 MAYO 2011</title>
		<link>http://alova.wordpress.com/2011/10/16/punset-a-los-indignados-estais-iniciando-una-ruta-nueva-no-pareis-dry-oviedo-25-mayo-2011/</link>
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		<pubDate>Sun, 16 Oct 2011 10:27:17 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

		<guid isPermaLink="false">http://alova.wordpress.com/2011/10/16/punset-a-los-indignados-estais-iniciando-una-ruta-nueva-no-pareis-dry-oviedo-25-mayo-2011/</guid>
		<description><![CDATA[PUNSET A LOS INDIGNADOS: &#8220;ESTÁIS INICIANDO UNA &#8230;, posted with vodpod<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=alova.wordpress.com&amp;blog=2030484&amp;post=883&amp;subd=alova&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p><span style="display:block;width:425px;margin:0 auto;">  <embed src='http://widgets.vodpod.com/w/video_embed/Video.9528105' type='application/x-shockwave-flash' AllowScriptAccess='sameDomain' pluginspage='http://www.macromedia.com/go/getflashplayer' wmode='transparent' flashvars='&rel=0&border=0&' width='425' height='350' />
<div style="font-size:10px;">     <a href="http://vodpod.com/watch/9528105-punset-a-los-indignados-estis-iniciando-una-ruta-nueva-no-paris-dry-oviedo-25-mayo-2011?pod=">PUNSET A LOS INDIGNADOS: &#8220;ESTÁIS INICIANDO UNA &#8230;</a>, posted with <a href="http://vodpod.com?r=wp">vodpod</a>  </div>
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		<title>Monumentos y esculturas</title>
		<link>http://alova.wordpress.com/2011/10/15/monumentos-y-esculturas/</link>
		<comments>http://alova.wordpress.com/2011/10/15/monumentos-y-esculturas/#comments</comments>
		<pubDate>Sat, 15 Oct 2011 16:21:48 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

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		<description><![CDATA[Joaquin F. Aguilera, es miembro del colectivo de artistas de Estepona. AlovArte Monumentos y esculturas, posted with vodpod<img alt="" border="0" src="http://stats.wordpress.com/b.gif?host=alova.wordpress.com&amp;blog=2030484&amp;post=882&amp;subd=alova&amp;ref=&amp;feed=1" width="1" height="1" />]]></description>
			<content:encoded><![CDATA[<p>Joaquin F. Aguilera, es miembro del colectivo de artistas de Estepona.  AlovArte</p>
<p><span style="display:block;width:425px;margin:0 auto;">  <embed src='http://widgets.vodpod.com/w/video_embed/Video.15555769' type='application/x-shockwave-flash' AllowScriptAccess='sameDomain' pluginspage='http://www.macromedia.com/go/getflashplayer' wmode='transparent' flashvars='&rel=0&border=0&' width='425' height='350' />
<div style="font-size:10px;">     <a href="http://vodpod.com/watch/15555769-monumentos-y-esculturas?pod=">Monumentos y esculturas</a>, posted with <a href="http://vodpod.com?r=wp">vodpod</a>  </div>
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		<link>http://alova.wordpress.com/2011/10/10/876/</link>
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		<pubDate>Mon, 10 Oct 2011 10:54:45 +0000</pubDate>
		<dc:creator>alova</dc:creator>
				<category><![CDATA[Poetas del Pueblo]]></category>

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