tag:blogger.com,1999:blog-15486845485486304302024-03-05T14:55:41.576+01:00Tablón del VegasUnknownnoreply@blogger.comBlogger27125tag:blogger.com,1999:blog-1548684548548630430.post-47309545176218691142014-01-15T07:46:00.000+01:002014-01-15T07:46:11.951+01:00SOSTUR: Turismo rural sostenible en Extremadura<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.fundacion-biodiversidad.es/images/stories/imagenes/empleaverde/2011/proyectos/fundecyt/sostur.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="174" src="http://www.fundacion-biodiversidad.es/images/stories/imagenes/empleaverde/2011/proyectos/fundecyt/sostur.jpg" width="320" /></a></div>
Mediante esta iniciativa se busca impulsar la sostenibilidad de las
actividades económicas relacionadas con el sector del turismo rural.
<br />
<br />
A través de una campaña itinerante de sensibilización en turismo
rural sostenible, se pretende potenciar los aspectos ambientales del turismo
rural y, posteriormente, analizar la sostenibilidad de las empresas en
materia de eficiencia energética, consumo de agua y separación selectiva
de residuos. De esta forma se podrán hacer recomendaciones que
minimicen el impacto medioambiental y favorezcan la sostenibilidad de la
actividad económica.<br />
<br />
Asimismo, se analizará el grado de innovación de las empresas, con
objeto de plantear líneas de negocio verde susceptibles de ser
financiadas mediante instrumentos de ayuda a la I+D+i medioambiental,
pudiendo de este modo explotar el potencial de reconversión del turismo
rural en una actividad económica sostenible.<br />
<br />
Por otro lado, los cursos de formación pretenden capacitar a
autónomos, directivos y trabajadores de pymes y alojamientos rurales,
especialmente de sectores desfavorecidos, en temas relacionados con el
turismo rural sostenible, el medio ambiente y la I+D+i, para promover un
tejido empresarial altamente competitivo y favorecer la incorporación
de prácticas sostenibles a sus actividades económicas<br />
<br />
<br />
Los sectores de los destinatarios que guardan relación con el
proyecto y a los cuales van dirigidas las acciones del proyecto son los
siguientes:<br />
<ul>
<li>Turismo</li>
<li>Medio rural</li>
<li>Medio ambiente</li>
<li>Hostelería</li>
<li>Energías renovables</li>
<li>Gestión de residuos</li>
<li>Gestión del agua</li>
<li>I+D+i ambiental</li>
</ul>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-22766981381709298782013-10-30T20:53:00.001+01:002013-10-30T20:53:22.904+01:00Formación y desarrollo económico en Extremadura<br />
<a 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" /></a>A partir de los datos del Censo, el Grupo de Estudios del BBVA ha realizado el siguiente gráfico, calculando los años medios de escolarización de cada uno de estos grupos de población.<br />
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Con estos datos se puede proyectar la evolución futura del nivel medio de formación en cada región y de las disparidades regionales en términos de la misma variable. Resulta instructivo, en particular, comparar el nivel de estudios del conjunto de la población adulta con el de la más joven que tiene la edad suficiente para haber completado cada nivel educativo puesto que esta segunda variable puede interpretarse como una estimación del nivel medio de formación en el futuro.<br />
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El gráfico muestra la relación entre la renta per cápita relativa de cada región en 2000 y dos indicadores: los años medios de educación del conjunto de la población adulta (25H+) y los de la población más joven incluida en este grupo, la que tenía entre 25 y 34 años de edad en el momento del censo.<br />
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A ello se une una flecha que señala hacia arriba o hacia abajo dependiendo de si el nivel relativo de formación de la región tiende a aumentar con el paso del tiempo o no,esto es, de si sus jóvenes están mejor formados en términos relativos que la población adulta en su conjunto. <br />
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El gráfico ilustra que existe una elevada correlación entre renta y nivel educativo y sugiere que, en términos generales, los niveles educativos regionales tienden a converger entre sí y a facilitar la convergencia en renta per cápita entre regiones.<br />
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En esta línea, vemos que la mayor parte de las comunidades de menor renta tienden a mejorar su posición, acercándose al nivel educativo medio del país. El caso extremeño encaja perfectamente en esta tendencia pues la región registra a la vez el menor nivel de renta per cápita del país y la mayor ganancia en términos del nivel relativo de formación (6,7 puntos) al comparar las cohortes más jóvenes con el conjunto de la población. En la parte inferior del ranking por renta, las excepciones a la norma son Murcia, Valencia y Canarias con variaciones muy pequeñas en los niveles de formación. En el otro extremo de la distribución de la renta, las regiones ricas tienden a perder parte de su ventaja educativa inicial, acercándose también al promedio nacional. En el caso de Baleares el descenso es preocupante puesto que la región parece evolucionar hacia niveles de formación claramente inferiores al promedio nacional. <br />
<br />
El caso catalán es menos extremo pero cualitativamente similar: la región también parte de un nivel educativo relativamente bajo dado su nivel de renta y registra un retroceso que podría dejarla prácticamente en la media educativa nacional a medio o largo plazo. <br />
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-1548684548548630430.post-23905455006998060232013-05-10T13:59:00.001+02:002013-05-10T13:59:05.273+02:00Globalización y nuevas oportunidades<a href="http://upload.wikimedia.org/wikipedia/commons/0/01/Geokeys.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="http://upload.wikimedia.org/wikipedia/commons/0/01/Geokeys.jpg" width="250" /></a>Hoy en día nuestro mundo se ha globalizado hasta límites insospechados,
todo está interrrelacionado, y en el terreno económico esto ha supuesto
que los mercados se hayan abierto y las empresas puedan llegar a
cualquier rincón del mundo con sus productos y servicios, compitiendo a
nivel general, no sólo con las empresas de su entorno.
<br />
<br /> De acuerdo con esto crear una empresa nueva exige ser diferente,
ofrecer algo que los demás no ofrezcan, y en este sentido las NN.TT. nos
ofrecen grandes oportunidades para darnos a conocer, para presentar
nuestro producto, para promocionarnos,... siempre que se nos perciba
como diferentes y se adquiera nuestro producto.
<br />
<br /> Por tanto, debes generar soluciones o propuestas para introducirte
en un mercado nuevo y conseguir las ventas que te plantees como objetivo
con estrategias basadas en el uso de las TIC,s.
Unknownnoreply@blogger.com9tag:blogger.com,1999:blog-1548684548548630430.post-54643607691366021252013-01-17T12:39:00.003+01:002013-01-30T10:12:36.523+01:00Turismo en Extremadura<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.turiex.com/images/contenidos/escapadas/03-valledeljerte.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.turiex.com/images/contenidos/escapadas/03-valledeljerte.jpg" /></a></div>
La realidad social, económica y cultural ha evolucionado mucho en las
cuatro últimas décadas en múltiples aspectos, de tal manera que hoy en
día, y a pesar de la crisis, tenemos más capacidad económica disponible,
nuestra forma de pensar sobre el trabajo es diferente y necesitamos
disponer de más horas de tiempo libre para nuestro ocio y familia, la
preocupación por usar ese tiempo en aspectos variados de acuerdo a
nuestras inquietudes es cada día mayor y cobra importancia nuestra
mejora en aspectos culturales; todo ello unido a la globalización y el
continuo desarrollo de los medios de comunicación y transporte han
llevado al desarrollo de un subsector económico: el <b>TURISMO</b>.
<br />
<br />
Nuestra Comunidad no ha sido precisamente un paradigma o centro de
atracción para el turismo y sus agentes, pero hayq ue reconocer que lo
que podemos ofrecer es mucho en este campo: gastronomía, manifestaciones
culturales, patrimonio histórico, arquitectónico,... además de unos
paisajes y un entorno rural y un cuidado del medioambiente envidiables.
<br />
<br />
Es una realidad que uno de nuestros puntos fuertes en el desarrollo
económico futuro es la potenciación del turismo y su adecuada gestión:
más turistas, más pernoctaciones, estancias más largas, cuidado de
nuestro patrimonio,...Se abre un amplio marco de posibilidades
profesionales y empresariales para todos y en el que uno de los aspectos
a desarrollar tienen que ver con actuaciones y soluciones informáticas
en todas vertientes anteriores y otra muchas que dejo a tu elección...
El conjunto de opciones para vosotros es amplio: ¿cuáles plantearías?
<br />
<br />
<div style="text-align: right;">
Julián Camacho</div>
Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-1548684548548630430.post-48059299009768959512012-10-03T13:24:00.003+02:002012-10-03T13:25:50.693+02:00El cultivo del tabaco en Extremadura<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.radiointerior.es/fotos/noticias/9598-070809021247.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="211" src="http://www.radiointerior.es/fotos/noticias/9598-070809021247.jpg" width="320" /></a></div>
Extremadura es la región de España que más cultivo de tabaco tiene, con
un 85% del total de la producción nacional,; se trata de un cultivo
intensivo en mano de obra, por lo que genera una gran cantidad de
puestos de trabajo y de jornales, lo que en la actual coyuntura
económica es de vital importancia para más de 20.000 familias que viven
de esto y de un número elevado de pequeños agricultores, pues las
plantaciones de este producto son de poca extensión.<br />
<br />
Uno de las dos fuentes principales de ingresos de los cultivadores
es el diferencial en el precio negociado entre cultivadores y empresas
de primera transformación, mientras que la otra son las primas
comunitarias que perciben por su cultivo en el precio unitario de la
venta.<br />
<br />
Últimamente la política de la Unión Europea en este sentido es el de
la disminución de estas ayudas, hasta su total desaparición en unos
años, salvo que se negocie otra cosa, lo que unido a que los precios que
pagan las empresas a los cultivadores cada vez son más bajos, están
llevando a tener que abandonar el cultivo y su desaparición, ya que
según los agricultores, lo que perciben por su venta casi no cubre los
costes de producción.<br />
<br />
Una de las finalidades de las ayudas europeas era mantener la renta
del agricultor, pero éste debe cuidar de mejorar el cultivo, su
eficiencia y productividad, con el objetivo de reducir costes, así las
plantaciones serían más rentables, pero en muchos casos no se ha actuado
de esta forma, así que los agricultores deben buscar caminos que les
permitan estas reducciones para hacer viable su plantación y poder
seguir viviendo de esto. La zona de cultivo en Extremadura son los
valles del Tiétar, Alagón y Jerte.<br />
<br />
<div style="text-align: right;">
Julián Camacho, profesor de economía del I.E.S. Vegas Bajas </div>
Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-1548684548548630430.post-20535420884697529872012-05-13T15:35:00.001+02:002012-05-13T15:35:41.996+02:00Aniversario del terremoto de Lorca.<span style="background-color: white; color: #080808; font-family: Arial, Helvetica, sans-serif; font-size: 15px; line-height: 21px; text-align: left;">Lorca vive la víspera del primer aniversario de los terremotos que devastaron la ciudad en 2011 con movilizaciones de los colectivos de damnificados que reclaman soluciones ante la falta de ayudas y denuncian la parálisis del proceso de reconstrucción un año después de la catástrofe.</span><br />
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">La Asamblea de Vecinos Afectados por los Terremotos, la plataforma de damnificados en la que se han integrado distintos colectivos organizados durante el último año, protagonizará esta tarde a las 20,30 horas una manifestación que recorrerá las principales calles de la ciudad.</span></div>
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">José Alberto Lario, uno de los portavoces de esta asamblea, ha explicado a Efe que "Lorca vuelve a la calle el 10-M" porque "queda mucho por hacer" y porque la plataforma no ha querido empañar con sus protestas los actos institucionales de homenaje a las víctimas que se celebrarán mañana con motivo del aniversario.</span></div>
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">La manifestación de esta tarde comenzará en la plaza de Colón y terminará en la plaza de Calderón donde se dará lectura a un manifiesto con sus principales reivindicaciones, entre las que se encuentra el pago de las ayudas públicas a los damnificados.</span></div>
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">Según Lario, unas 7.500 personas siguen desplazadas de sus hogares un año después de los terremotos y el aniversario de la tragedia "es el momento de unir fuerzas entre todos para conseguir que la ciudad recupere el esplendor perdido".</span></div>
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">Los afectados afirman que los 230 millones de euros en ayudas que incluye el último Real Decreto aprobado por el Gobierno es una cantidad "suficiente" para saldar la deuda pendiente con los damnificados y para reconstruir parte de las infraestructuras públicas que fueron demolidas, entre ellas dos institutos de secundaria, un centro de salud y un pabellón deportivo que sigue clausurado, entre otros edificios de la administración.</span></div>
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">La manifestación de esta tarde tuvo un prólogo ayer con el corte del tráfico en la avenida Juan Carlos I, la principal arteria de la ciudad, que protagonizaron profesores, padres y alumnos del instituto "Ramón Arcas", uno de los derribados tras los seísmos.</span></div>
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">La valla de seguridad que rodea las ruinas del instituto se llenó de crespones negros y los manifestantes, que gritaron consignas como "reconstrucción ya", colocaron una gran pancarta en lo que fue la puerta del centro en la que todavía hoy puede leerse "Un año después todo por hacer. Reconstrucción".</span></div>
<div style="background-color: white; color: #080808; font-size: 15px; line-height: 21px; margin-bottom: 20px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">Un acto similar convocado por la Federación de Asociaciones de Padres y Madres de Alumnos (Fampa) tendrá lugar esta tarde junto al solar que dejó el derribo del instituto "Ros Giner", para el que esta semana se ha anunciado el proyecto de reconstrucción, por cinco millones de euros, que permitirá que el centro reabra en el curso 2014-2015.</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://img.europapress.net/fotoweb/fotonoticia_20120512110230_500.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://img.europapress.net/fotoweb/fotonoticia_20120512110230_500.jpg" /></a></div>Anonymousnoreply@blogger.com1tag:blogger.com,1999:blog-1548684548548630430.post-49246527980016429802012-05-02T12:18:00.001+02:002012-05-02T12:19:05.803+02:00<b> RESUCITA, ABRE EL ATAUD Y SE PONE A COCINAR</b><br />
<br />
En China, una mujer de 95 años sorprendió terroríficamente a sus familiares y amigos al salir de su ataúd, impulasada por el hambre, seis días después de que todos la creyeran muerta, según publicó el diario británico Mirror.
En la ciudad de Beiliu, situada al sur del país, en la provincia de Guangxi, una mujer de 60 años descubrió una mañana que su abuela no respondía al llamado para desayunar, por lo cual, creyendo que se había quedado dormida, fue hasta su habitación para despertarla.
A pesar de sacudirla y repetir en varias ocasiones su nombre, la anciana no respondió. Si bien su cuerpo no estaba frío, había perdido el aliento vital. Chen Qingwang inició entonces junto con su hijo los preparativos para el funeral de Li Xiufeng, su pariente de 95 años.
Según la tradición, el ataúd para la mujer debe permanecer en la casa varios días antes del entierro, para que los familiares y amigos presenten sus últimos respetos. Así, no fue sino hasta dos días después de la muerte que Qingwang depositó dentro del féretro el cuerpo de la anciana.
Casi una semana después, un día antes de que Xiufeng fuese enterrada, su nieta se asomó al ataúd sólo para encontrarlo vacío. El supuesto cadáver se había esfumado.
Aterrorizada, la mujer buscó ayuda entre los vecinos, emprendiendo una búsqueda inmediata por los alrededores. Así, encontraron a la nonagenaria mujer en su cocina, sentada en un banco, preparando la comida del día. “Dormí por mucho tiempo. Después de despertar, sentí mucho hambre y viene a cocinar algo para comer. Empujé mucho la tapa antes de poder salir”, dijo Xiufeng.
De acuerdo con los médicos que la examinaron luego del incidente, la mujer sufrió una muerte artificial, durante la cual se pierde la respiración, pero la temperatura corporal se mantiene.
La tradición china le salvó la vida, al no haber sido enterrada inmediatamente. Aunque también la dejó sin nada, ya que, apenas una persona muere, la costumbre del país obliga a quemar sus pertenencias.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://m.onet.pl/_m/843b73b0ce209d73b135a352240f829d,37,1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://m.onet.pl/_m/843b73b0ce209d73b135a352240f829d,37,1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="660" src="http://m.onet.pl/_m/843b73b0ce209d73b135a352240f829d,37,1.jpg" width="524" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-7687536094729373842012-05-02T12:15:00.002+02:002012-05-02T12:15:58.765+02:00Montijo: el peor ejemplo para la crisis<h1 class="headline" style="font-weight: normal;">
<span style="font-size: small;">El periódico económico más influyente del mundo se refiere a Extremadura como la región más pobre de España</span></h1>
<h2 class="subhead">
</h2>
<span class="contenido_form_articulo" id="form-articulo-top">
</span>
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<div class="text">
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<span class="fgHl" style="height: 322px;"></span><span class="fgHr" style="height: 322px;"></span>
<img alt="Financial Times se fija en Montijo como el peor ejemplo de la crisis" height="301" id="U262135165314U9B" src="http://www.hoy.es/noticias/201204/25/Media/montijo-reportaje.jpg" width="647" /><div class="photo-caption">
<div class="p">
<span class="span" id="U2621351653140AG" style="font-weight: bold;"><a class="a" href="http://www.ft.com/home/europe" target="_blank">Financial Times</a></span> ha puesto el foco en la localidad pacense de <span class="span" id="U2621351653146mF" style="font-weight: bold;">Montijo</span> para utilizarla como el peor ejemplo de la dura crisis que atraviesa <span class="span" id="U262135165314fHI" style="font-weight: bold;">España</span>.
El diario económico más influyente del mundo se fija en el municipio
extremeño de 16.000 habitantes para mostrar la cara más amarga de la <span class="span" id="U262135165314Ve" style="font-weight: bold;"><a class="a" href="http://www.hoy.es/rc/20120423/economia/economia-espanola-recesion-201204231031.html"> recesión económica</a></span> en un artículo titulado <span class="span" id="U262135165314GHB" style="font-style: italic; font-weight: bold;">'<a class="a" href="http://www.ft.com/cms/s/0/53aeb57c-8e28-11e1-bf8f-00144feab49a.html?ftcamp=published_links/rss/world/feed//product#axzz1t2UbL0U3" target="_blank">Town reflects what went wrong with Spain'</a></span>.
El relato periodístico arranca con el triste día a día de los
comerciantes de las fértiles Vegas del Guadiana. Pequeños empresarios
que cubren los escaparates con papel de periódico, abocados al cierre
colgando en sus negocios carteles de 'se vende' o 'se alquila'.</div>
</div>
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<div class="p">
"En este jodido pueblo no hay trabajo para nadie", se queja al ser entrevistado <span class="span" id="U2621351653144D" style="font-weight: bold;">Edgar Rodríguez</span>,
un joven parado de 19 años. Asegura que su familia sobrevive gracias a
la herencia que les dejó su abuela. Mientras mendiga unas cuantas
monedas en la plaza de España. </div>
<div class="p">
El periodista <span class="span" id="U262135165314p3H" style="font-weight: bold;">Víctor Mallet</span>
se pregunta cómo escapará Montijo a un círculo vicioso de paro y
recortes impuestos por la Unión Europea para controlar el déficit,
siendo <span class="span" id="U262135165314wUF" style="font-weight: bold;">Extremadura</span> "la región más pobre de España" y dependiente de las transferencias financieras de las comunidades más ricas</div>
<div class="p">
El periódico también recoge el testimonio de <span class="span" id="U262135165314ZnG" style="font-weight: bold;">Manuel Gómez</span>,
ingeniero de 42 años y líder del PSOE en la oposición local. El
político explica que durante una década España vivió por encima de sus
posibilidades, y cita como ejemplo los préstamos hipotecarios que
concedían los bancos a ‘mileuristas’.</div>
<div class="p">
La <span class="span" id="U26213516531412B" style="font-weight: bold;">crisis de la construcción</span> también ha golpeado con fuerza en el municipio pacense. Julián Herrera Ardila, un empresario local y presidente de <span class="span" id="U262135165314UZ" style="font-weight: bold;"><a class="a" href="http://www.grupoherrera.es/" target="_blank">Grupo Herrera</a></span>,
es otro de los entrevistados. Fabricante de estructuras de hormigón,
confía en la exportación como única respuesta. Según el artículo, su
empresa solo emplea ahora a 80 personas, muy por debajo de los 475 de
"la época dorada de la construcción", cuando la empresa con sede en
Puebla de la Calzada tenía oficinas en toda España y Portugal. Herrera
negocia contratos para producir y vender casas prefabricadas en los
nuevos mercados de América Latina y Asia.</div>
<div class="p">
El reportaje refleja el creciente número de aspirantes
que se presentan a cualquier oferta pública de empleo, por precaria que
ésta sea. En el tablón de anuncios del Ayuntamiento de Montijo se
muestran los resultados de los exámenes para uno de los 19 puestos como
limpiadores temporales, a los que se presentaron nada menos que 381
solicitantes.</div>
<div class="p">
El sacerdote <span class="span" id="U262135165314B4E" style="font-weight: bold;">Juan Antonio Delgado</span> constanta al diario económico el enorme aumento de personas que recurren a la solidaridad para subsistir. El cura detalla que <span class="span" id="U262135165314lKH" style="font-weight: bold;">Cáritas </span>–la
ONG de la Iglesia- está ayudando a comer a unas 300 personas de la
localidad, el 25% de ellas inmigrantes. Y cita como una de las pocas
cosas positivas de la realidad extremeña que el clima y la tierra
permiten sobrevivir a muchas familias cultivando sus propias frutas y
verduras en <span class="span" id="U262135165314sLI" style="font-weight: bold;">pequeños huertos</span>.</div>
<div class="p">
El religioso concluye diciendo que los jóvenes extremeños están <span class="span" id="U262135165314AK" style="font-weight: bold;">emigrando al extranjero </span> y a otras regiones de España, “al igual que hicieron sus padres”. Con la diferencia de que ahora la “gente no viaja a <span class="span" id="U262135165314SBH" style="font-weight: bold;">Alemania</span> para desempeñar un trabajo manual, sino cualificado”. </div>
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</div>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-1548684548548630430.post-15324639422387800742012-04-19T17:49:00.000+02:002012-04-19T17:49:28.742+02:00Aparece un diente de unos 5.500 años en la cueva cacereña de El ConejarSe trata de un resto humano, en concreto un molar, que el equipo primeros pobladores, liderados por Antoni Canals ha encontrado en al cueva cacereña del Conejar. mediante tal descubrimiento se puede fijar el momento cultural, tecnológico y social en el que vivieron los primeros pobladores de la cueva cacereña.<br />
<br />
Canals ha comparecido junto a la alcaldesa de Cáceres, Elena Nevado y el presidente de la Diputación, Laureano León, para hacer un balance de la campaña de excavaciones realizada este año en la Cueva de "El Conejar", que ha permitido conocer que los habitantes del Paleolítico Superior se especializaron en la caza del caballo y el ciervo.<br />
<br />
Además del diente, Canls ha mostrado un resto de asta de ciervo, junto a molares de caballos, así como nuevas herramientas de tecnología lítica, con elementos en cuarzo para tratar la piel o la carne, un objeto de sílex, lo que supone la introducción de esta materia prima desde fuera, a través de un circuito comercial y además, ha señalado que se han encontrado conchas de origen marino y restos de pecten, más conocida como la "concha del peregrino", que podría ser de origen mediterráneo o atlántico.<br />
<br />
El hallazgo determina, además, que estas poblaciones realizaban una actividad económica y social en el que los habitantes se estaban transformando hacia el mundo moderno, al abandonar la caza y optar por la agricultura como modo de vida, que predominará en el Neolítico.Asimismo, han sido encontradas cerámicas que confirman la evolución de los habitantes de "El Conejar" hacia el mundo moderno.<br />
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Según Canals, quedan otras dos excavaciones más en la cueva de "El Conejar" antes de que el yacimiento se agote desde el punto de vista arqueológico, tras lo que se desarrollará un Centro del Conocimiento y la Investigación de la Prehistoria, de la mano del Ayuntamiento y la Diputación de Cáceres.<br />
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<a href="http://digitalextremadura.com/upload/img/periodico/img_16784.jpg" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"><img border="0" height="500" width="670" src="http://digitalextremadura.com/upload/img/periodico/img_16784.jpg" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-37761470294349300132012-04-17T15:44:00.002+02:002012-04-17T15:45:53.599+02:00Tapones solidarios.<div class="separator" style="clear: both; text-align: center;">
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<br />Muchos españoles guardan desde hace tiempo los tapones de las botellas de agua, de leche o refresco así como de los productos de limpieza entre otros… Los tapones solidarios, como ya se les conoce, no forman parte de ninguna campaña publicitaria, en realidad son varias iniciativas que pretenden recaudar fondos para ayudar a niños afectados por enfermedades raras.</div>
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<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />Javier necesita 300 toneladas de tapones</h2>
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<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Javier</strong> es un niño de 15 años afectado de una grave y extraña enfermedad, la Ataxia-Teleangiectasia, una dolencia neurodegenerativa . En <strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">España</strong> los afectados por este mal, sólo una veintena de personas, sienten que se les ha dejado de lado. No hay tratamiento ni nadie investiga nada porque los grandes laboratorios consideran que no es rentable destinar fondos para una enfermedad tan poco común. La familia de <strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Javier</strong>, junto a la de otros niños afectados por este tipo de ataxia, se ha puesto a recoger tapones y recaudar así<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> 60.000€</strong> que entregaran a un laboratorio para que inicie un estudio.</div>
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¿Por qué los tapones?</h2>
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Las familias venden a empresas recicladoras de plástico los tapones a un precio de 300€ la tonelada. Pero para conseguir una tonelada de tapones se requiere mucho esfuerzo y una dedicación casi exclusiva. En<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Ibi</strong> (Alicante) hay una recicladora que compra buena parte de esos millones de tapones solidarios. Allí podemos comprobar que el tipo de plástico de los tapones, de mejor calidad que el plástico de otros envases, puede reciclarse y convertirse en otros productos muy útiles y cotidianos como perchas de la ropa o papeleras.</div>
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El caso de Aitana: Cuando la Administración no responde, surge la solidaridad</div>
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<br style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;" />Una cadena de favores en forma de tapones de plástico</h2>
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<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Aitana </strong>tiene 11 años y padece una grave cardiopatía provocada por una <strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">anomalía genética</strong>. Hace unos años, <strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Aitana</strong> fue desahuciada por la sanidad española pero la familia de la niña no se resignó y encontró un rayo de esperanza en un hospital norteamericano. Aitana ha sido operada ya una vez con éxito y su estado de salud ha mejorado pero necesita aún 2 intervenciones que cuestan cada una<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> 200.000€. </strong>Los padres de<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Aitana </strong>luchan con uñas y dientes para que el Servicio Nacional de Salud sufrague los gastos médicos en el extranjero pero mientras la respuesta no llega se han volcado en la causa de los tapones porque si<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> Aitana </strong>no se opera pronto su vida volverá a pender de un hilo. <strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Necesita 1 millón de kilos de tapones</strong>.</div>
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Cadena de favores</h2>
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Los tapones se consiguen con la solidaridad de miles y miles de ciudadanos que, con el pequeño esfuerzo de guardar sus tapones usados, se convierten en un eslabón de una cadena de favores. En<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;"> A Guarda </strong>(Pontevedra) prácticamente todo el pueblo recoge tapones: un vecino se los entrega a otro y éste a otro y así sucesivamente…La cámara de<strong style="font-size: 14px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;">Repor </strong>sigue este eslabón hasta dar con la persona que los necesita.<br />
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Sin duda, es ésta una historia de solidaridad pero que a la vez pone de manifiesto la soledad de los enfermos cada vez que tienen que enfrentarse con la burocracia de la administración.<br />
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Esta iniciativa se ha extendido por toda España, incluso aquí en Extremadura, en algunos centros educativos se han instalado puntos de recogida de estos tapones, para enviarlos a las personas encargadas de recaudarlos y entregarlos para su reciclaje.
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<a href="http://img.irtve.es/imagenes/reportapones-millones-de-tapones-reunidos/1320768297759.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="reportapones-millones-de-tapones-reunidos" border="0" height="225" src="http://img.irtve.es/imagenes/reportapones-millones-de-tapones-reunidos/1320768297759.jpg" width="400" /></a></div>
</div>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-4496815183514424052012-02-28T09:42:00.000+01:002012-02-28T09:42:08.221+01:00China reducirá el uso del carbón como fuente de energía e impulsará la limpiaChina controlará el uso del carbón en 2012 para llegar en 2015 al tope de cuatro mil millones de toneladas métricas procedentes de dicha fuente y avanzar en el objetivo del 15 % de energía limpia en el consumo total para 2020, afirmó hoy Liu Tienan, director de la administración Nacional de Energía.<br />
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En su intervención en una conferencia nacional de energía, Liu instó a hacer esfuerzos para asegurar un mercado estable del carbón, aumentar la eficiencia, elevar la cadena de valor añadido, fortalecer la seguridad en las minas y profundizar la cooperación internacional.<br />
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Actualmente, el carbón es la principal fuente de generación de energía en China, con el 80 % del total.<br />
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Según el ministerio de Industria y Tecnología de la Información, la producción hullera aumentó el 8,7 % interanual hasta las 3.520 toneladas métricas en 2011,<br />
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El mismo ministerio destacó su objetivo de reducir para 2020 el coste por kilowatio hora de generación de energía nacional, y expandir el mercado interno para desarrollar mejor la industria fotovoltaica y aumentar la fabricación de paneles solares.<br />
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En el plan gubernamental, la fabricación china de polisilicona será de 50 mil toneladas y la capacidad anual de producción de 5 gigawatios para 2015.<br />
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"Llegó el momento de integrar la industria", dijo a la agencia oficial Xinhua Wu Zhonghu, del Centro de Investigación Energética de China.<br />
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"El sector solar tiene un futuro próspero, pero aún hay obstáculos como los altos costes, la contracción de los mercados exteriores y la falta de leyes y regulaciones para la supervisión", añadió.<br />
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Según Wu, muchas empresas pequeñas chinas comenzaron a fabricar paneles solares para el mercado doméstico porque los estándares de calidad no cumplen con los internacionales, pero para expandir el mercado nacional, principalmente al urbano, el Gobierno no debe suspender las subvenciones a las compañías.<br />
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Eso beneficiaría también a los fabricantes chinos que encuentran dificultades para vender en el exterior sus productos solares también por las disputas comerciales internacionales.<br />
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"Las políticas gubernamentales desempeñan un papel importante en el desarrollo del sector", concluyó Wu.<br />
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Durante el lustro que concluyó en 2010, la fabricación de paneles solares en China creció al 100 % interanual y la producción total alcanzó los 10 gigawatios, la mitad de la producción mundial, pero el 90 % fueron productos exportados a la Unión Europea (UE) y EEUU.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://img.informador.com.mx/biblioteca/imagen/370x277/709/708325.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="277" width="370" src="http://img.informador.com.mx/biblioteca/imagen/370x277/709/708325.jpg" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-29622350502881418502012-02-24T11:14:00.000+01:002012-02-24T11:15:17.198+01:00Agricultura ecológica.<div style="font-family: Arial,Helvetica,sans-serif;">
<a href="http://www.nutricion-dietas.com/wp-content/uploads/logos-agricultura-ecologica.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="171" src="http://www.nutricion-dietas.com/wp-content/uploads/logos-agricultura-ecologica.jpg" width="400" /></a>La <b>agricultura ecológica</b>, o sus sinónimos orgánica o biológica, es un sistema para cultivar una explotación agrícola basada en la utilización óptima de los recursos naturales, sin emplear productos químicos, u organismos genéticamente modificados (OGMs) -ni para abono ni para combatir las plagas-, logrando de esta forma obtener alimentos orgánicos a la vez que se conserva la fertilidad de la tierra y se respeta el medio ambiente. Todo ello de manera sostenible y equilibrada.</div>
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Los principales objetivos de la agricultura ecológica son la obtención de alimentos saludables, de mayor calidad nutritiva, sin la presencia de sustancias de síntesis química y obtenidos mediante procedimientos sustentables.</div>
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Los agricultores pueden utilizar semillas
cuyo origen pueden ser de cultivo convencional, debido a la dificultad
para encontrar semillas producidas con criterios ecológico. Las redes de
semillas, cada vez más extensas, se ocupan de recuperar variedades de
semillas locales, bien adaptadas al entorno y sin modificaciones
genéticas.</div>
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Los principales cultivos ecológicos destinados a la venta internacional
son frutas y verduras frescas y procesadas, nueces, café, té, cacao,
hierbas y especias, oleaginosas y sus derivados, edulcorantes, granos,
leguminosas secas, alimentos procesados y otros no destinados al consumo
humano, tales como concentrados para animales, semillas, algodón,
flores cortadas y plantas.</div>
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<a href="http://ethic.es/wp-content/uploads/2011/07/Agricultura-ecologica.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://ethic.es/wp-content/uploads/2011/07/Agricultura-ecologica.jpg" width="400" /></a></div>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-80250294997493012962012-01-20T11:14:00.001+01:002012-01-20T11:15:38.987+01:00El FBI cierra la conocida web de descargas MegaUpload por 'piratería'La Oficina Federal de Investigaciones (FBI) anunció este jueves el cierre de la popular página de descargas MegaUpload por un supuesto delito de piratería informática y la detención de cuatro de sus ejecutivos, entre ellos su fundadora, en Nueva Zelanda. Desde que se conoció la noticia, las redes sociales son un clamor contra el cierre y la red de ciberactivistas 'Anonymous' ha lanzado varios ataques contra páginas del Gobierno estadounidense y productoras audiovisuales. Según algunos comentarios atribuidos a simpatizantes de Anonymous, sería el mayor ataque informático coordinado por la organización hasta la fecha.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit7gl9QOL-dEXTMKCh_1454z7xdCBuZY2QnYcHsrOmrJPkssFj0mZ-669lKmOEhyphenhyphen4n5OrAsgzZr3opkBuuIdyaYnADikMHhk4As6n4X_sfKoJ0e4e8dx8gMqzHxBk3OiZX59i9Vrxthdfr/s1600/megaupload.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="251" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit7gl9QOL-dEXTMKCh_1454z7xdCBuZY2QnYcHsrOmrJPkssFj0mZ-669lKmOEhyphenhyphen4n5OrAsgzZr3opkBuuIdyaYnADikMHhk4As6n4X_sfKoJ0e4e8dx8gMqzHxBk3OiZX59i9Vrxthdfr/s320/megaupload.png" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-61475706403510155122012-01-20T11:10:00.002+01:002012-01-20T11:22:29.570+01:00Una tableta de chocolate de récord solidarioMás de un centenar de personas ha participado en la elaboración de la tableta de chocolate más grande del mundo en la localidad cordobesa de Montilla. La iniciativa ha partido del grupo parroquial 'El Dulce Nombre', formado por jóvenes que no superan la veintena.<br />
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Esta iniciativa persigue ayudar a los enfermos de Alzheimer de Montilla para que puedan disponer de una grúa que facilite sus movimientos.<br />
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Igualmente, parte de los beneficios que se obtenga de la venta irá a parar a la residencia de mayores del municipio 'San Rafael' y también se reservará una parte para poder procesionar por las calles de Montilla con la imagen de Nuestro Padre Jesús de la Salud en el Beso de Judas.<br />
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Se han distribuido más de 9.500 porciones de chocolate que mide una longitud de 250 metros por 25 centímetros de ancho. Con estas dimensiones la organización ha conseguido batir un récord mundial. Ha sido la firma Doña Jimena la que ha colaborado en la organización de esta actividad vendiéndoles el chocolate a un precio "especial". La actividad ha estado apadrinada por el humorista Manuel Sarriá y también ha contado con el apoyo de la cantante Diana Navarro.<br />
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No es la primera vez que este grupo parroquial consigue alzarse con un récord mundial. Ya lo hizo por vez primera en el año 2009 cuando realizaron el roscón de Reyes más grande del mundo con más de 200 metros de longitud. Proeza que emularon un año más tarde con un bocadillo gigante de 500 metros de largo que contenía 180 kilos de jamón. El objetivo es conseguir batir cada año un récord mundial, aunque con distintos productos, que, además, tenga fines solidario.<br />
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<div class="separator" style="clear: both; text-align: center;"><a href="http://montillatelevision.com/wp-content/uploads/2012/01/05-Tableta-chocolate.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="280" width="415" src="http://montillatelevision.com/wp-content/uploads/2012/01/05-Tableta-chocolate.jpg" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-46987935625501550562012-01-15T18:17:00.000+01:002012-01-15T18:17:41.148+01:00HABLANDO DE BICICLETAS...<b>UN USO MUY RECOMENDABLE</b><br />
<div class="separator" style="clear: both; text-align: center;"><a href="http://files.exploradoreszgz.webnode.es/200000073-f2c88f3c26/bicicleta.jpg" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"><img border="0" height="294" width="296" src="http://files.exploradoreszgz.webnode.es/200000073-f2c88f3c26/bicicleta.jpg" /></a></div><br />
El uso de la bicicleta es muy recomendable por diversas razones. <br />
Emisiones 0. Tráfico sin ruidos. Accidentes inexistentes. Más salud. Menos dependencia energética. Menos guerras por la lucha por los recursos limitados. Menos enfermedades pulmonares debido a la contaminación del aire.<br />
¿Por qué las ciudades del estado español no apuestan más decididamente por la bicicleta? <i>Todos saldríamos ganando.</i><br />
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<b>CIUDADES SIN ACCIDENTES</b><br />
Además, los ciclistas podrían campar a sus anchas por esas áreas y sin temor a una colisión o accidente con un automóvil. Las ciudades españolas no sólo necesitan más carriles para bicicletas, sino que se necesita que los que existen ya sean respetados y no invadidos o inutilizados.<br />
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<b>BICICLETAS GENERADORAS DE ENERGÍA</b><br />
Pero, en el tema de la bicicleta, hay más ventajas. <br />
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Un par de jóvenes inventores han creado un sistema de bicicletas público que produce electricidad por medio de minipaneles fotovoltaicos y molinos eólicos instalados en las ruedas. Por ahora, el plan de este sistema de generación de energía renovable a través de un sistema público de bicicletas urbano es sólo un plan piloto, pero puede llegar a dar mucho de sí. Para estos dos jóvenes inventores, los programas de préstamo de bicicletas públicas que se encuentran en funcionamiento en diversas ciudades españolas o inglesas pueden llegar a ser muy valiosos para, con un implante masivo del sistema en grandes urbes del mundo, poder verter cantidades notables de energía a la red general, energía renovable y absolutamente libre de emisiones.<br />
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<b>BICICLETAS BIODEGRADABLES</b><br />
Pero no hemos acabado todavía.<br />
Siempre habrá quien diga que la bicicleta no es un vehículo “Emisiones 0” porque, al fabricarla, se han utilizado sistemas energéticos contaminantes, metales, etc. Pero ya hay alternativas también a este problema.<br />
En una tienda de Londres ya se venden bicicletas hechas casi al 100 por 100 de bambú. Son increíbles, porque el bambú es más elástico, resistente, ecológico y ligero que los materiales convencionales. Se trata de bicicletas biodegradables.<br />
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<b>El que no opta por un vehículo más silencioso y ecológico es porque no quiere…</b>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-88942987617769662412012-01-13T16:22:00.000+01:002012-01-13T16:22:27.040+01:00Cueva de Maltravieso (Cáceres)La cueva de Maltravieso, alberga en su interior una importante serie de pinturas y grabados, la mayor parte con una antigüedad superior a los 20.000 años. Es por ello que está considerada hasta el día de hoy como el yacimiento de cronología Paleolítica más importante de Extremadura. El mal estado de conservación en que se encontraba la cueva y sus restos arqueológicos dio lugar a una intervención por parte de diversas administraciones públicas, Consejería de Cultura, Ayuntamiento de Cáceres y Ministerio de Educación y Cultura, que favorecieron el estudio, conservación y puesta en valor de su patrimonio arqueológico.<br />
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Esta cavidad está situada en la ciudad de Cáceres, al sur de la misma, en la Avda. de Cervantes (antigua carretera de Miajadas, comarcal 520).<br />
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Es la cavidad que más ha trascendido debido a su gran interés arqueológico, ya que en ella han sido documentados representaciones parietales, objetos muebles, además de restos humanos y animales que definen un amplio horizonte ocupacional que comienza en las últimas etapas del Paleolítico Inferior o a comienzos del Medio y continúa durante el Paleolítico Superior, el Neolítico y la Edad de Bronce.<div class="separator" style="clear: both; text-align: center;"><a href="http://www.santotomasdeaquinomontijo.es/monumentos/otros%206mex.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="363" width="487" src="http://www.santotomasdeaquinomontijo.es/monumentos/otros%206mex.jpg" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-57855954330263773182012-01-09T20:35:00.000+01:002012-01-09T20:36:46.275+01:00Consumismo en navidad<br />
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<span style="color: red; font-family: 'Kristen ITC'; font-size: 18pt;">Consumismo
navideño<o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; font-size: 9.5pt;">El gasto familiar en España se dispara al llegar la navidad. Se
ha conseguido instaurar en los consumidores un principio: celebrar la navidad
requiere obligatoriamente ir de compras. <o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; font-size: 9.5pt;">Durante el resto del año son varias las cuestiones por las
cuales los/as consumidores/as nos quejamos del precio de los productos: por el
gasto escolar al comienzo del curso en septiembre, por la subida de la
gasolina... Sin embargo con la navidad se produce el efecto contrario, todo el
mundo tiene asumido que celebrar la navidad significa comprar, así que se
decide salir de compras justo en el momento del año en el que son más caros la
mayoría de los productos.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; font-size: 9.5pt;">Sin duda hay algo detrás que nos impulsa a comprar a pesar de
que las economías familiares se resientan. La publicidad aprovecha estos
momentos en los que afloran nuestros mejores deseos y sentimientos para
reconducirlos hacia el consumo, y ese continuo mensaje cala en nuestra sociedad
sin que echemos la vista atrás para ver que, no hace tanto tiempo, éramos
felices celebrando la navidad de otro modo. Este continuo bombardeo
publicitario empieza más de un mes antes de que llegue la navidad, y lo hace
comenzando por meter en las cabezas de los más pequeños de la casa un montón de
anuncios de juguetes.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; font-size: 9.5pt;">Muchos padres y madres, sometidos a la presión de sus hijos e
hijas, acaban por convencerse de que para demostrar lo mucho que les quieren
les tienen que comprar más regalos, y terminan sometiéndose a la dictadura de
la publicidad olvidando alternativas de consumo más justas social y
ambientalmente, como pueden ser buscar juguetes de artesanía local, sin
embalajes innecesarios, no sexistas ni bélicos, que estimulen la creatividad,
adecuados a cada tipo de edad, con materiales naturales y biodegradables, juguetes
en los que se esté pagando el producto, y no su publicidad. Además, estamos
olvidando incluso lo más importante: que es posible jugar sin juguetes.<o:p></o:p></span></div>
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<span style="color: #333333; font-family: Arial; font-size: 9.5pt;">En estas fechas debamos hacer un llamamiento para recuperar la
creatividad a la hora de celebrar las fiestas que nos ayude, en definitiva, a
no pasar la navidad persiguiendo los inalcanzables sueños que proponen los
anuncios, sino que nos muestre un camino más certero de conseguir nuestros
deseos, y que tenga como punto de partida una forma de celebración más justa
social y ambientalmente.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvWDwMjKezJUm6l6FyjwV_NXoqcWNnLKzyjX4qELe1Zb74XBw9BFs0RiowXrVol8KY_Hv1tVb2g6vpZ2p8Xa0E9LU7_CviAVn1T9NRxzdB_RD3z8YXZxqi3I5uYlbwuQprJLXfGtO8hkq6/s1600/navidad-consumista.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvWDwMjKezJUm6l6FyjwV_NXoqcWNnLKzyjX4qELe1Zb74XBw9BFs0RiowXrVol8KY_Hv1tVb2g6vpZ2p8Xa0E9LU7_CviAVn1T9NRxzdB_RD3z8YXZxqi3I5uYlbwuQprJLXfGtO8hkq6/s400/navidad-consumista.jpg" width="400" /></a></div>
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<span style="color: #333333; font-family: Arial; font-size: 9.5pt;"><br /></span></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-79028500516738648012011-12-20T09:37:00.000+01:002011-12-20T09:37:40.283+01:00Convento de Santa ClaraAunque conocido como "Convento de Santa Clara", realmente su titulación no es ésta, sino Convento del Santísimo Cristo del Pasmo. Las monjas que residen en él, pertenecen a la rama femenina del franciscanismo, "las clarisas".<br />
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En el período comprendido entre 1617 y 1699, existía en ese mismo lugar el Beaterio de Nuestra Señora de los Remedio.<br />
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En 1703 y en el mismo lugar que ocupaba el beaterio, se levantaría el conventual franciscano: Convento del Santísimo Cristo del Pasmo, según consta en la licencia para levantar y advocar dicho convento, fechada el 11 de marzo de 1703.<br />
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Entre sus obras de arte destacan: Un Cristo crucificado bajo el nombre del Pasmo obra de Juan de Juni, una imagen de Candelero de la Inmaculada, un Cristo conocido como el de la Humanidad una imagen de la Soledad y un Niño Jesús. Destaca la obra pictórica de un Cristo con la cruz a cuesta de Luis de Morales.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSMraezvXMCiBr8-CbRxUHH0s8p3zw2hfhXjMCBe1jpgseTDMlqcrVbOGpM2MOC_bnxwXeLiTKFx_qbDq3HdXY49zugTyBSKTtLm6T-ejiDfwyaEJdhrFWpOizoBnN6ucWb8QPl8X3w2qh/s1600/monume14.jpg" imageanchor="1" style="clear:left; float:left;margin-right:1em; margin-bottom:1em"><img border="0" height="242" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSMraezvXMCiBr8-CbRxUHH0s8p3zw2hfhXjMCBe1jpgseTDMlqcrVbOGpM2MOC_bnxwXeLiTKFx_qbDq3HdXY49zugTyBSKTtLm6T-ejiDfwyaEJdhrFWpOizoBnN6ucWb8QPl8X3w2qh/s320/monume14.jpg" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-28164243061683173732011-12-15T16:05:00.003+01:002011-12-15T16:10:30.004+01:00Stop a las balas: Choice on the Streets<iframe width="420" height="315" src="http://www.youtube.com/embed/gtdap7ohbow" frameborder="0" allowfullscreen></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-55815677049828802612011-12-08T20:53:00.001+01:002011-12-10T13:53:43.667+01:00Trucos para estudiar, fuera el estres aprende a estudiar.<div class="separator" style="clear: both; text-align: center;"><a href="http://elsingular.com/wp-content/images/1254.pic.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="239" src="http://elsingular.com/wp-content/images/1254.pic.jpg" width="320" /></a></div><span class="Apple-style-span" style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: x-small; line-height: 20px;">Hay algunos trucos o consejos que te ayudarán a memorizar mejor. El mejor truco es que te convenzas de que se recuerda mejor aquello que se comprende.</span><br style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;" /><br style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;" /><br style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;" /><span class="Apple-style-span" style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: x-small; line-height: 20px; text-align: left;">También se recuerda mejor aquello que hemos trabajado más (lo que hemos subrayado, hecho resúmenes, esquemas mapas conceptuales...).</span><br style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;" /><br style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;" /><span style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: x-small; font-weight: bold; line-height: 20px; text-align: left;">Trucos para recordar o memorizar mejor tu estudio:</span><br /><ol style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;"><li><span style="font-weight: bold;">Contrarse en el estudio</span>. Se memoriza y recuerda mejor aquello a los que prestamos una mayor atención. Trata de motivarte para prestar el máximo de atención.</li><li><span style="font-weight: bold;">Tener conocimientos previos o relacionados</span>. Aquello de lo que sabemos algo ya, o bien hemos pensado (discutido, hablado, escrito, etc...).</li><li><span style="font-weight: bold;">Comprender y saber su significado</span>. Aquellas cosas que hemos comprendido o que tiene un significado para nosotros es mucho más fácil memorizarlas.</li><li><span style="font-weight: bold;">Utilizar técnicas de memorización</span> Hay materias que nos exigen esfuerzos de memorización (vocabularios en idiomas, listas de cosas).</li></ol><ul style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;"><li>Trucos efectivos para <span style="font-weight: bold;">memorizar listas </span>pueden resumirse en tres:</li></ul><ol style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;"><ul><li><span style="font-weight: bold;">Repetir</span>. Repetir las palabras hasta aprenderlas es un viejo truco y funciona. Aunque sea aburrido hay que tener paciencia,; podemos calcular con cuantas repeticiones memorizamos y si nos conometramos ¡hasta puede ser divertido si nos imaginamos que estamos en un concurso!</li><li><span style="font-weight: bold;">Agrupar en categorias</span>. Se agrupan por conjuntos de significados por ejemplo mobiliario (mesa, silla, armario..).</li><li><span style="font-weight: bold;">Asociar cada palabra a algo que conocemos</span>. Mejor a cosas que podemos visualizar y que nos sean fáciles de recordar. Por ejemplo clorofila (una piscina llena de un cloro verde).</li></ul></ol><ul style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;"><li>Trucos efectivos para <span style="font-weight: bold;">memorizar conceptos y temas</span>. Para memorizar más fácilmente hemos ido aportando numerosos métodos. La escritura en el estudio ayuda mucho a memorizar, también nuestra actitud en clase. A modo de recordatorio:</li><ul><li>Subrayar. </li><li>Hacer resúmenes</li><li>Hacer esquemas</li><li>Hacer mapas conceptuales. </li><li>Tomar notas en clase. </li><li>Hacer preguntas en clase.</li></ul></ul><ul style="background-color: white; color: #333333; font-family: Georgia, serif; font-size: small; line-height: 20px; text-align: left;"><li><span style="font-weight: bold;">Los repasos</span>. Repasar es fundamental y se debe hacer guardando los debidos intervalos en el tiempo. </li></ul>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-34297027220130386982011-12-08T16:20:00.001+01:002011-12-08T16:32:06.639+01:00Ahorrar en agua.<br />
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<a href="http://www.nutricion.pro/wp-content/uploads/2010/08/agua.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" src="http://www.nutricion.pro/wp-content/uploads/2010/08/agua.jpg" width="320" /></a></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Uno de los bienes más preciados de los que disponemos es el agua; en ocasiones se puede reducir su gasto, con unos pequeños pero eficaces gestos:</span></div>
<div style="background-color: white; font-size: 13px; margin-bottom: 1em; margin-top: 1em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">-Coloca <strong>dos botellas llenas dentro de la cisterna</strong> y ahorrarás de <strong>2 a 4 litros</strong> cada vez que la uses. No emplees el inodoro como papelera.</span></div>
<div style="background-color: white; font-size: 13px; margin-bottom: 1em; margin-top: 1em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><strong>-Arregla</strong> con <strong>urgencia</strong> las averías de <strong>grifos y cañerías</strong>. Un grifo que gotea pierde 30 l. diarios</span></div>
<div style="background-color: white; font-size: 13px; margin-bottom: 1em; margin-top: 1em; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: left;">
<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">-Moja el cepillo de los dientes y acláralo. Coge un vaso de agua para enjuagarte los dientes. Cuando te laves los dientes con el grifo cerrado ahorrarás 19 litros de agua.</span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">-Escoge <strong>plantas autóctonas</strong> para tu <strong>jardín</strong> y <strong>tiestos</strong>, consumen menos agua y dan mucho menos trabajo que las plantas exóticas, además atraen a mariposas y no exigen el uso de productos químicos para su mantenimiento.</span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">-Pon la <strong>lavadora</strong> y el <strong>lavavajillas</strong> cuando estén <strong>llenos del todo</strong>. Ahorrarás 80 litros.</span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><strong>-Descongelad</strong> los alimentos a <strong>temperatura ambiente</strong>, nunca bajo el grifo. Ahórrarás 15 litros.</span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><strong>-Dúchate en vez de llenarte la bañera</strong>. Ahorrarás 60 litros de agua.</span></div>
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<a href="http://img.ahorrodiario.com/2008/11/ducha.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="262" src="http://img.ahorrodiario.com/2008/11/ducha.jpg" width="320" /></a></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">-Coloca <strong>atomizadores en los grifos</strong>: son unas pequeñas piezas que ‘mezclan’ el agua con aire y crean la sensación de mayor chorro con menor cantidad de líquido. Los encontrarás en cualquier ferretería o tienda de bricolaje.</span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><strong>-Cierra levemente la llave de paso de agua a tu vivienda</strong>. Al disminuir el caudal, conseguirás que salgan menos litros del grifo por minuto.</span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"><strong>-Reutiliza el agua del aire acondicionado.</strong> El agua que expulsa el aire acondicionado es agua de condensación, de mineralacización muy debil (muy parecida al agua de lluvia).Aunque no es apta para consumo alimenticio sí puede utilizarse para infinidad de tareas del hogar.</span></div>Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-15886843854903623842011-12-02T16:23:00.001+01:002011-12-03T08:20:49.241+01:00Por un momento quisiera que la gente recapacitara sobre esto<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcKhaU4xGxNRSTTKXujRBXastfWqk5j4xk7w0Mhgrax92W2Fjs230m8k_GHkHhcRxNwV_y9JCdRjN5aIgQeHblb-5QYY1W7c09YI7D8Dkmdc9gn6OPF_XjgtitsQNaY97rhPU2Bs6QEdL8/s1600/144211898_df051nanananab56.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcKhaU4xGxNRSTTKXujRBXastfWqk5j4xk7w0Mhgrax92W2Fjs230m8k_GHkHhcRxNwV_y9JCdRjN5aIgQeHblb-5QYY1W7c09YI7D8Dkmdc9gn6OPF_XjgtitsQNaY97rhPU2Bs6QEdL8/s320/144211898_df051nanananab56.jpg" border="0" height="242" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" src="http://0.gvt0.com/vi/J_huJsjgiTg/0.jpg" height="266" width="320"><param name="movie" value="http://www.youtube.com/v/J_huJsjgiTg&fs=1&source=uds"><param name="bgcolor" value="#FFFFFF"><embed src="http://www.youtube.com/v/J_huJsjgiTg&fs=1&source=uds" type="application/x-shockwave-flash" height="266" width="320"></embed></object></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-29108587863659208732011-12-02T11:21:00.001+01:002011-12-03T08:21:29.624+01:00Villa Romana de Torre Águila (Ctra. de Barbaño)La Villa Romana de TORREÁGUILA está situada en la Carretera que conduce a Barbaño desde el Puente de Lobón y fue descubierta en 1984.<br /><br />En su conjunto superpuesto hay que diferencia 3 etapas:<br /><br />La primera corresponde al Siglo I d. C., sobre ésta se edificó una nueva Villa en torno al patio central (peristilo) con sus dependencias señoriales, termas, habitaciones, etc... y una segunda zona, la de servicios, con lagares, aljibes, almacenes, etc...<br /><br /><br />Tras un periodo de decadencia tomará un nuevo auge en el Siglo V. En esta etapa se va a levantar la Villa Romana en torno a un nuevo peristilo, con estancias señoriales mas suntuosas. La parte rústica va a tener su presencia a través de grandes almacenes.<br /><br />La última etapa de reaprovechamiento, época visigoda, habrá una mayor preponderancia del culto cristiano: Baptisterio, Iglesia, Necrópolis, etc..., marcan las distantes fases de la evolución.<br /><br />Con la llegada árabe se puso fin a la historia de la villa, sumiéndose en el olvido hasta nuestros días.<br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4ssqJHXgWYWiBDUhTOb8svuf7z7d0ivyIzjoavYJOQTQYFKn0_a_rxlu4LEubkVP3k59gQNAJwyMxGRofdy20OQ7W3m_xwvKeN-WDdt1WZLdDsG5N9OtuIX70VlOCJ2sAsyJfCpZI4JfH/s1600/torreaguila.jpg" imageanchor="1" style="margin-left:1em; margin-right:1em"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4ssqJHXgWYWiBDUhTOb8svuf7z7d0ivyIzjoavYJOQTQYFKn0_a_rxlu4LEubkVP3k59gQNAJwyMxGRofdy20OQ7W3m_xwvKeN-WDdt1WZLdDsG5N9OtuIX70VlOCJ2sAsyJfCpZI4JfH/s320/torreaguila.jpg" border="0" height="213" width="320" /></a></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1548684548548630430.post-17368384278825185782011-11-29T10:00:00.003+01:002011-11-29T10:10:12.708+01:00El Calentamiento Global<div style="text-align: center;"> <style type="text/css"> <!-- @page { margin: 2cm } P { margin-bottom: 0.21cm } A:link { so-language: zxx } --> </style></div><br /><div style="color: blue; margin-bottom: 0cm; text-align: center;">Calentamiento global</div><div style="margin-bottom: 0cm;"><br /></div>El <strong>Calentamiento Global</strong> es un aumento de latemperatura media de la superficie terrestre, considerado como unsíntoma y una consecuencia del <strong><a href="http://www.concienciaeco.com/tag/cambio-climatico/"></a><span style="font-weight: normal;">cambio climático</span></strong>.<br /><strong>Efectos de Calentamiento Global:</strong><br /><ul><li><div style="margin-bottom: 0cm;">El promedio mundial de temperatura entre los años 1850 y 2005 aumentó en aproximadamente 0,76ºC. Se proyecta un aumento adicional de 1,4°C a 5,8°C en el año 2100. </div></li><li><div style="margin-bottom: 0cm;">El espesor del hielo ártico al final del verano/principio del otoño disminuyó en<br />aproximadamente un 40%. </div></li><li>El promedio mundial del nivel del mar aumento de 12 a 22 cm durante el último siglo.<br /></li></ul><strong>¿Qué provoca el Calentamiento Global?</strong><br />Destacados científicos coinciden en que el incremento de laconcentración de <strong>gases del efecto invernadero</strong> en la atmósfera terrestre estáprovocando alteraciones en el clima. Los gases de efecto invernaderoprincipales son: <strong>vapor de agua, dióxido de carbono (CO2),ozono troposférico y metano.</strong><br /><strong>¿Hay relación directa entre la actividad humana y elCalentamiento Global?</strong><br />Los científicos coinciden también en que <strong>las emisionesde gases efecto invernadero han sido muy intensas a partir de laRevolución Industrial</strong>, momento a partir del cual la accióndel hombre sobre la naturaleza se hizo intensa.<br />Ante ello, la comunidad científica internacional ha alertado deque si el desarrollo mundial, el crecimiento demográfico y elconsumo energético basado en los combustibles fósiles, siguenaumentando al ritmo actual , antes del año 2050 las concentracionesde dióxido de carbono se habrán duplicado con respecto a las quehabía antes de la Revolución Industrial. Si la concentración de<a href="http://www.concienciaeco.com/tag/co2">CO2</a> en laatmósfera continuaba por encima de las 350 partes por millón (ppm)puede tener consecuencias climáticas devastadoras.<br /><br /><a 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" 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" border="0" /></a>Unknownnoreply@blogger.com1tag:blogger.com,1999:blog-1548684548548630430.post-36806818632301694132011-11-28T15:30:00.004+01:002011-11-29T10:12:38.482+01:00EL COMERCIO JUSTOEl comercio justo es un tipo de comercio que surge de una nueva relación libre, directa y honesta entre tres nuevos sujetos económicos:<br />-Los productores en vías de empobrecimiento.<br />-Los consumidores solidarios y responsables.<br />-Los intermediarios sin ánimo de lucro.<br /><br />La finalidad del Comercio Justo y Solidario es la de liberar a los campesinos y artesanos del Sur, que producen para el Norte, del yugo de la explotación y de la especulación tejidas por comerciantes locales e internacionales.<br /><br />La solución propuesta es distribuir productos comprados directamente a campesinos y artesanos para que se beneficien de todo el precio que se paga.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a 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