tag:blogger.com,1999:blog-27047855297505558602024-03-05T13:14:46.618-08:00 TOGETHER WITH MUSICMúsica 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.comBlogger53125tag:blogger.com,1999:blog-2704785529750555860.post-55492867386906085342013-02-25T00:14:00.000-08:002013-02-25T00:14:06.798-08:00José Manuel Calderón<br />
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<span dir="auto">José Manuel Calderón</span></h1>
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<b>José Manuel Calderón Borrallo</b> (Villanueva de la Serena,Badajoz, España, 28 de septiembre de 1981) es un jugador español de baloncesto, que milita en los Detroit Pistons de la NBA. Formó parte de la selección española que ganó el Campeonato mundial de baloncesto<a href="http://es.wikipedia.org/wiki/Campeonato_Mundial_de_Baloncesto_de_2006" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Campeonato Mundial de Baloncesto de 2006"> </a>de 2006 en Japón. Es el cuarto jugador español en jugar en la NBA, después de Fernando Martín, Pau Gasol y Raúl Lopéz.</div>
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El 25 de Abril de 2007 se convirtió en el primer español en lograr un triunfo en playoffs, ante los New Jersey Calderón juega con el número 8 en su camiseta, tanto en su equipo como en la selección. Tiene el récord del mejor porcentaje en tiros libres en una temporada regular NBA, con un 98,1% de acierto (151/154) en la temporada 2008-09</div>
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Uno de sus apodos es el de "Mr. Catering", que empezó a usar Andrés Montes para reflejar la facilidad de Calderón al anotar en bandejas.</div>
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Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-36361498405930486142013-02-25T00:13:00.001-08:002013-02-25T00:20:30.809-08:00Poesía sobre Extremadura.“A Extremadura”<br />
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Mi humilde y noble Extremadura, tierra que me vio nacer,<br />
que alegres fueron mis días durante mi adolescencia,<br />
hasta poder comprender, donde llega la paciencia.<br />
para saber aguantar, tantos desmanes y ofensas.<br />
y al fin tener que emigrar.<br />
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No te culpamos de nada, tampoco la culpa es nuestra,<br />
pero lo cierto es que un día, nos cerrases to las puertas<br />
teniendo que desplázanos, de nuestra añorada tierra,<br />
y así poder encontrar, solución a los problemas.<br />
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“Extremadura”<br />
La pobre, la olvidada, la incomprendida, la honesta,<br />
¿Que delito has cometido para verte en esta afrenta?<br />
tus hijos son gente honrada, humildes y sin protesta<br />
y en tanto sus dirigentes, siguen llenando su cesta.<br />
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Vives de la agricultura, el corcho y ocupación ganadera<br />
lo que produce el trabajo, a la población obrera,<br />
su ocupación la compones, labriegos pastores y gañanes,<br />
la industria se la llevaron, los vascos y catalanes.<br />
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Siempre tuviste la fama, de carecer de cultura<br />
tildándonos de ignorantes, lo cual yo lo doy por cierto,<br />
¿Que culpa nos corresponde, si no nos dejaste tiempo?<br />
Muchos de tus descendientes quedamos en el intento<br />
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También tienes hijos cultos, aunque no los quieran ver<br />
Vasco Núñez, Orellana, Pizarro y Hernán Cortés<br />
estos eran Exploradotes como todos ya sabréis,<br />
también gozas de pintores, literatos y arquitectos,<br />
políticos y muchos más, siguen estrujando el cuento.<br />
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Adiós mi herida y maltrecha Extremadura,<br />
tus hijos se ausentaron en los tiempos,<br />
a pesar de los años y la distancia,<br />
yo te añoro y te amo en mi silencio.<br />
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¡VINA EXTREMADURA!<br />
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Poema buscado :<br />
<a href="http://www.pueblos-espana.org/extremadura/caceres/malpartida+de+caceres/foro-tema/3438/">http://www.pueblos-espana.org/extremadura/caceres/malpartida+de+caceres/foro-tema/3438/</a>Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-82342490287637665742013-02-25T00:10:00.002-08:002013-02-25T00:10:34.057-08:00Helechal extremadura.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6wNYsVMC_PV6s_tJQja7DYCgmGoq5VfzepqWjom4_tITIexU-39Xr7iqQMGDSWtSXFaoojbzNCfN5puHQiatrYYHciVDDHWGYX9ERswzwFkoVsB5QDUrFou3homPvLdBx1yFMnmMMvUU/s1600/16151774.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6wNYsVMC_PV6s_tJQja7DYCgmGoq5VfzepqWjom4_tITIexU-39Xr7iqQMGDSWtSXFaoojbzNCfN5puHQiatrYYHciVDDHWGYX9ERswzwFkoVsB5QDUrFou3homPvLdBx1yFMnmMMvUU/s1600/16151774.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitnvxdYF5IVLkzBWpjA8cKzxNr1i_M8jEpXaMEY76bfFmE1zGzOazxXno8h0ciFoa4nZrf8-8-YO9RdyzAeYU4toblYBb6QApCRmhPVv4xrp1xeV54twBjC-6m1C4b7u1kpTOIq2nzDpg/s1600/images.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitnvxdYF5IVLkzBWpjA8cKzxNr1i_M8jEpXaMEY76bfFmE1zGzOazxXno8h0ciFoa4nZrf8-8-YO9RdyzAeYU4toblYBb6QApCRmhPVv4xrp1xeV54twBjC-6m1C4b7u1kpTOIq2nzDpg/s1600/images.jpg" /></a><b>HELECHAL-No se sabe muy bien de donde procede ese nombre aunque por algunas investigaciones se ha llegado a la conclusión que viene del nombre árabe EL HECHAL , cuyo significado sería luna en cuarto menguante o tal vez creciente, que es, en realidad, la forma que tenía el pueblo observado desde lo alto de la sierra, aunque con el paso del tiempo la calles exteriores que formaban los picos de la luna crecieron hasta mostrar la forma de herradura actual.</b></div>
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<b>Helechal es un pueblo cargado de silencio y soledad cuyas calles, soleadas al mediodía, son totalmente diferentes al anochecer cuando se desliza sobre ellas el silencio de la naturaleza.</b></div>
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<b>Sus primeros pobladores se remontan al Neolítico, ya que en la sierra se han encontrado numerosas pinturas rupestres, cerámicas y vasijas de aquella época que se encuentran en el Museo Arqueológico de Badajoz. Las primeras cuevas fueron descubiertas a principios del siglo XX por Henri Breuil acompañado por un lugareño.</b></div>
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<b>En recientes investigaciones y por hallazgos encontrados por algunos vecinos, se puede decir que en Siglo IV a. C., hubo un asentamiento en los Castillejos, zona cercana a lo que ahora es el pueblo de Helechal, pensando que pudo ser un asentamiento celta.</b></div>
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<b>Mas tarde se tienen noticias de Helechal en la Edad Media cuando Benquerencia fue conquistada por los hijos del rey de Castilla, San Fernando en 1.236. Dentro del término de Benquerencia se levantó Castuera. Mas adelante ya estaban dentro del municipio las aldeas de Monterrubio, Helechal, La Nava y Puerto Hurraco.</b></div>
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<b>Los habitantes del pueblo de Helechal cuentan que sus mayores les han hecho llegar la creencia de que era una finca del marqués de Perales y que Helechal era un paso de Cabeza del Buey a Monterrubio. Ésta es una creencia muy sólida ya que existe una finca llamada “la Higueruela”, que data de aquella época, donde vivían los nobles, junto con sus criados y las familias que se dedicaban al cuidado de la finca. Actualmente parte de la finca pertenece a los parceleros del pueblo los cuales han cedido una de sus dependencias como ermita para su patrón.</b></div>
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<b>La producción agrícola constituye un elemento destacable. La clásica trilogía mediterránea (cereal, viñedo y olivar) sigue presidiendo su paisaje. En los cereales predomina la cebada sobre el trigo y el olivar se dispersa entre sus campos siendo una importante fuente de ingreso y de trabajo para sus habitantes.</b></div>
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<b>También son importantes sus explotaciones de vacuno, de producción cárnica y lechera, aunque están en auge la ovina y la porcina.</b></div>
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IGLESIA DE SAN DIEGO DE ALCALÁ</h1>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSsshcs5g-GUcH3Lopul1gjhZiQRkBd9nXVVigEIAmgiYUo2ypnano6vGjuOSWQolEZQP8MO4GCdNKxfqia99EP6OI6mNqUoVm1VC4ZKlRFGLD6yH-qudclV_UAAp3ShVIreWBhhNquq0/s1600/Iglesia+de+San+Diego+de+Alcal%C3%A1.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSsshcs5g-GUcH3Lopul1gjhZiQRkBd9nXVVigEIAmgiYUo2ypnano6vGjuOSWQolEZQP8MO4GCdNKxfqia99EP6OI6mNqUoVm1VC4ZKlRFGLD6yH-qudclV_UAAp3ShVIreWBhhNquq0/s320/Iglesia+de+San+Diego+de+Alcal%C3%A1.JPG" width="240" /></a><b>Abierta al culto el día 13 de noviembre de 1.883, tras tres años de duras obras, donde los vecinos del pueblo, junto con el sacerdote Don Diego Ariza, párroco del pueblo, deciden llamar a la nueva iglesia “San Diego de Alcalá” en honor a este sacerdote que trabajó en las obras de la iglesia como un helecheño más, aunque estaba mal visto en aquella época que el clero trabajara con sus manos.</b></div>
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<b>Por consiguiente quedó constituido el Patrón de Helechal San Diego de Alcalá” el día 13 de noviembre.</b></div>
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<b>Diego de Alcalá, San (c.1.400-1.463) monje confesor y misionero español. Nació en San Nicolás del Puerto en el seno de una familia humilde. Fue cooperador franciscano y sacristán en Córdoba antes de ingresar en el convento de los frailes menores de Arrecife,en la isla canaria de Lanzarote, donde trabajó de portero ayudando a los pobres que llamaban a la puerta. Se cuenta que logró muchas curaciones milagrosas gracias al aceite de la lámpara que iluminaba la imagen de la Virgen María. También fue misionero en Fuerteventura, donde convirtió a numerosos isleños y fundó un convento. Peregrinó a Roma atendiendo a los a los enfermos de la epidemia de peste que sufría la ciudad. Murió en Alcalá de Henares, donde descansan sus restos, en 1.463. A instancias del rey de España, Felipe II, Diego de Alcalá fue canonizado en 1.588 por el papa Sixto </b><b>V.</b></div>
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ERMITA NUESTRA SEÑORA DEL RISCO</h1>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaxyTqCpap5513yRuQbZOdya7VCSQHp5Ol9UIjItJrg_9GEyvu5wHGDV4wqjTnJ0rKupySyWKSUObx6n24QZS01MNMjiDSPBl0RPix5TQ04uNwMZYb-SrRnd38dkOBGGdC0L4jodpUXv0/s1600/Nuestra+Sra.+del+Risco+2.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaxyTqCpap5513yRuQbZOdya7VCSQHp5Ol9UIjItJrg_9GEyvu5wHGDV4wqjTnJ0rKupySyWKSUObx6n24QZS01MNMjiDSPBl0RPix5TQ04uNwMZYb-SrRnd38dkOBGGdC0L4jodpUXv0/s320/Nuestra+Sra.+del+Risco+2.JPG" width="240" /></a><b>Anteriormente a esta iglesia existió una ermita situada en la zona de los Castillejos. No hay noticias de cuando se pudo construír ya que los documentos que datan de esta ermita han desaparecido con el paso del tiempo, aunque son muchos los vecinos que han querido y han buscado estos documentos, encontrando nada más que una fotografía con varios habitantes de Helechal en la puerta de dicha ermita. Cuentan los mayores del pueblo que cuando estaba medio derruída se guarecían los mendigos que llegaban a Helechal de diferentes lugares y comarcas.</b></div>
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<b>Actualmente unos vecinos de Helechal han construido esta ermita como estaba antiguamente.</b></div>
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PINTURAS RUPESTRES</h1>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4NLm3M3GJlhGvt29jnWbaTl-2eTh66eoU3Torsq3AOAA1nAVsHXmYQcyOxO8iVaabgxLvGmRp3lPOh4MU3DHrostZWkA8aiJQ2zoASyrUKV5hIzzbUNd1zwGkAoFM0MmU2Rg3_Q832QA/s1600/palo4-1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4NLm3M3GJlhGvt29jnWbaTl-2eTh66eoU3Torsq3AOAA1nAVsHXmYQcyOxO8iVaabgxLvGmRp3lPOh4MU3DHrostZWkA8aiJQ2zoASyrUKV5hIzzbUNd1zwGkAoFM0MmU2Rg3_Q832QA/s320/palo4-1.jpg" width="240" /></a><b>A comienzoz del siglo XX, en el año 1.916 llega a nuestras tierras Enri Breuil acompañado por Tomás Pareja y sus hijos. El abate venía recorriendo las sierras extremeñas, preguntando a los vecinos de los pueblos donde descansar de su largo caminar. Llegó a descubrir 27 abrigos en Helechal. Se encuentran situados en la sierra de la Morisca y el Montón. La técnica utilizada para pintar en estos abrigos fue la tradicional de tinta plana y lineal.Para pintar utilizaban ramitas afinadas, plumas de aves y las yemas de sus propios dedos. Son frecuentes los esquemas humanos formando dos grupos compuestos por litriangulares. El primero de ellos podría ser un conjunto de índoles relacionadas con actividades económicas y religiosas.</b></div>
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<b>El más significatido de los esquemas del grupo es una figura femenina que parece llevar en la mano una hoz y que tal vez sea un ídolo femenino agrícola. Un esquema humano es la representación en “phi” griega también denominada “brazos de asa”. El color fundamental es el rojo vinoso. El gris es bastante escaso.Existe también un yacimiento arqueológico donde predominan los cuencos, vasos y fuentes.</b></div>
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<b>GASTRONOMÍA<o:p></o:p></b></div>
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<b>Las migas, plato típico extremeño muy popular en los días de la matanza. Se acompañan con sardinas, pimientos, chorizo, ajos, torreznos, uvas, melón, etc. Hay quien prefiere acompañarlas con leche(migas canas).</b></div>
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<b>El gazpacho en su diversidad como es el “ajo blanco” y el “ajo huevo” son muy comunes en el pueblo.</b></div>
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<b>Sopa de tomate, conocida como sopa de verano.</b></div>
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<b>Tortilla de patatas guisadas o con caldo.</b></div>
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<b>Albóndigas guisadas.</b></div>
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<b>Como repostería, los dulces fritos: rescardones y rosquillas.</b></div>
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<b>Gastronomía muy amplia es la que ofrece el pueblo de Helechal, muy rica para degustar.</b></div>
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<a href="http://www.helechal.es/Html/historia.htm">http://www.helechal.es/Html/historia.htm</a></div>
<span style="background-color: white; color: #333333; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 13px; line-height: 20px;"><br /></span>Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-42794570449903798542013-02-25T00:01:00.001-08:002013-02-25T00:01:48.006-08:00Extremadura <b style="font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">Extremadura</b><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">es una</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Comunidad_aut%C3%B3noma" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Comunidad autónoma">comunidad autónoma</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Espa%C3%B1a" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="España">española</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">situada en la zona suroeste de la</span><a class="mw-redirect" href="http://es.wikipedia.org/wiki/Pen%C3%ADnsula_Ib%C3%A9rica" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Península Ibérica">Península Ibérica</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">. Está compuesta por las dos provincias más extensas de</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Espa%C3%B1a" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="España">España</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">:</span><a href="http://es.wikipedia.org/wiki/Provincia_de_C%C3%A1ceres" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Cáceres">Cáceres</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">y</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Provincia_de_Badajoz" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Badajoz">Badajoz</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">. Extremadura limita al norte con las provincias de</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Provincia_de_Salamanca" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Salamanca">Salamanca</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">,</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Provincia_de_%C3%81vila" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Ávila">Ávila</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">(</span><a href="http://es.wikipedia.org/wiki/Castilla_y_Le%C3%B3n" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Castilla y León">Castilla y León</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">), al sur con</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Provincia_de_Huelva" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Huelva">Huelva</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">,</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Provincia_de_Sevilla" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Sevilla">Sevilla</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">y</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Provincia_de_C%C3%B3rdoba_(Espa%C3%B1a)" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Córdoba (España)">Córdoba</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">(</span><a href="http://es.wikipedia.org/wiki/Andaluc%C3%ADa" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Andalucía">Andalucía</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">); al este, con</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Provincia_de_Toledo" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Toledo">Toledo</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">y</span><a href="http://es.wikipedia.org/wiki/Provincia_de_Ciudad_Real" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Provincia de Ciudad Real">Ciudad Real</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">(</span><a href="http://es.wikipedia.org/wiki/Castilla-La_Mancha" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Castilla-La Mancha">Castilla-La Mancha</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">) y al oeste, con</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Portugal" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Portugal">Portugal</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">. Su capital es</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/M%C3%A9rida_(Espa%C3%B1a)" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Mérida (España)">Mérida</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">(antigua</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Augusta_Emerita" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Augusta Emerita">Augusta Emerita</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">), ciudad reconocida por el</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Estatuto_de_Autonom%C3%ADa_de_Extremadura" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Estatuto de Autonomía de Extremadura">Estatuto de Autonomía</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">como sede del</span><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;"> </span><a href="http://es.wikipedia.org/wiki/Junta_de_Extremadura" style="background-image: none; color: #0b0080; font-family: sans-serif; font-size: 13px; line-height: 19.1875px; text-decoration: initial;" title="Junta de Extremadura">Gobierno de Extremadura</a><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.1875px;">.</span><br />
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La población total de Extremadura en 2012 fue de 1 108 130 hab.<sup class="reference" id="cite_ref-ine.es_3-0" style="line-height: 1em;"><a href="http://es.wikipedia.org/wiki/Extremadura#cite_note-ine.es-3" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial; white-space: nowrap;">3</a></sup> de los cuales, el 34% viven en las siete ciudades más pobladas de la comunidad autónoma: <a href="http://es.wikipedia.org/wiki/Badajoz" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Badajoz">Badajoz</a>,<a href="http://es.wikipedia.org/wiki/C%C3%A1ceres" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Cáceres">Cáceres</a>, <a href="http://es.wikipedia.org/wiki/M%C3%A9rida_(Espa%C3%B1a)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Mérida (España)">Mérida</a>, <a href="http://es.wikipedia.org/wiki/Plasencia" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Plasencia">Plasencia</a>, <a href="http://es.wikipedia.org/wiki/Don_Benito" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Don Benito">Don Benito</a>, <a href="http://es.wikipedia.org/wiki/Almendralejo" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Almendralejo">Almendralejo</a> y <a href="http://es.wikipedia.org/wiki/Villanueva_de_la_Serena" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Villanueva de la Serena">Villanueva de la Serena</a>. La región es la mayor productora de <a href="http://es.wikipedia.org/wiki/Tabaco" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Tabaco">tabaco</a> de <a href="http://es.wikipedia.org/wiki/Europa" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Europa">Europa</a>. Tiene varias denominaciones de origen tales como: <a href="http://es.wikipedia.org/wiki/Ribera_del_Guadiana" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Ribera del Guadiana">Ribera del Guadiana</a> en vinos; <a href="http://es.wikipedia.org/wiki/Dehesa" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Dehesa">Dehesa</a> de Extremadura en <a href="http://es.wikipedia.org/wiki/Jam%C3%B3n_serrano" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Jamón serrano">jamón</a>;<a href="http://es.wikipedia.org/wiki/Torta_del_Casar" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Torta del Casar">torta del Casar</a>, queso de la Serena, queso de Ibores en quesos; aceite Gata-Hurdes, aceite monterrubio en <a href="http://es.wikipedia.org/wiki/Aceite_de_oliva" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Aceite de oliva">aceite de oliva</a>; y otras materias como el <a href="http://es.wikipedia.org/wiki/Piment%C3%B3n_de_la_Vera" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Pimentón de la Vera">pimentón de la Vera</a>, la ternera de Extremadura, el cordero de Extremadura, la <a href="http://es.wikipedia.org/wiki/Miel" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Miel">miel</a> Villuerca-Ibores o las<a class="mw-redirect" href="http://es.wikipedia.org/wiki/Cerezas" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Cerezas">cerezas</a> del <a href="http://es.wikipedia.org/wiki/Valle_del_Jerte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Valle del Jerte">Valle del Jerte</a>. Su territorio es cálido en el sur y templado, e incluso frío, en el norte. Está dotado de gran belleza medioambiental, sobre todo en el norte de la comunidad y de un gran Patrimonio Histórico. Cuenta así mismo con un importante sector turístico, concentrado en las ciudades de <a href="http://es.wikipedia.org/wiki/Badajoz" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Badajoz">Badajoz</a>, <a href="http://es.wikipedia.org/wiki/M%C3%A9rida_(Espa%C3%B1a)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Mérida (España)">Mérida</a>, <a href="http://es.wikipedia.org/wiki/C%C3%A1ceres" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Cáceres">Cáceres</a>, <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Trujillo_(C%C3%A1ceres)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Trujillo (Cáceres)">Trujillo</a>,<a href="http://es.wikipedia.org/wiki/Plasencia" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Plasencia">Plasencia</a>, <a href="http://es.wikipedia.org/wiki/Garganta_la_Olla" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Garganta la Olla">Garganta la Olla</a>, <a href="http://es.wikipedia.org/wiki/Cuacos_de_Yuste" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Cuacos de Yuste">Cuacos de Yuste</a>, <a href="http://es.wikipedia.org/wiki/Jara%C3%ADz_de_la_Vera" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Jaraíz de la Vera">Jaraíz de la Vera</a>, <a href="http://es.wikipedia.org/wiki/Guadalupe_(C%C3%A1ceres)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Guadalupe (Cáceres)">Guadalupe</a> el <a href="http://es.wikipedia.org/wiki/Valle_del_Jerte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Valle del Jerte">Valle</a></div>
Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-11345660864396988882013-02-24T23:58:00.003-08:002013-02-24T23:58:18.082-08:00Bandera y Escudo de Extremadura<br />
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<span dir="auto">Bandera de Extremadura</span></h1>
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Respecto a su origen, aparece por primera vez a mediados de los años 70 tras la muerte del dictador Francisco Franco, en medio de las reivindicaciones autonomistas que se extienden por todas las zonas de España.</div>
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Son varias las versiones o interpretaciones que aparecen en distintas publicaciones sobre el significado de los colores de la misma así como de su autoría que a pesar de ser de reciente creación su autor es desconocido. Lo que sí llama la atención es que ya en los años 1980 se había popularizado tanto entre los extremeños como principal símbolo de la identidad regional extremeña que los ponentes del Estatuto de Autonomía en 1983 no dudaron en incluirla en el articulado del mismo.</div>
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En varias publicaciones de carácter oficial, se dice que los tonos de la bandera son un homenaje a la historia medieval de la región, representando:</div>
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<li style="margin-bottom: 0.1em;"><i>Verde</i>: color del emblema de la Orden de Alcántara, implantada en el territorio de la actual provincia de cáceres y posteriormente asentada también en Badajoz.</li>
<li style="margin-bottom: 0.1em;"><i>Blanca</i>: por ser el color empleado en el pendón real león, repobladora de la región.</li>
<li style="margin-bottom: 0.1em;"><i>Negra</i>: en honor al estandarte de igual color de los reyes aftásidas del Reino de Badajoz, cuyo reinado destacaría por su contribución al arte y la cultura.</li>
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Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-68256513417999224622013-02-24T23:56:00.002-08:002013-02-25T00:01:13.502-08:00Sobre Extremadura.<div style="background-color: white; color: #38761d;">
<b>Extremadura es una comunidad autónoma española situada en la zona suroeste de la Península Ibérica. Está compuesta por las dos provincias más extensas de España: Cáceres y Badajoz. Extremadura limita al norte con las provincias de Salamanca, Ávila (Castilla y León), al sur con Huelva, Sevilla y Córdoba (Andalucía); al este, con Toledo y Ciudad Real (Castilla-La Mancha) y al oeste, con Portugal. Su capital es Mérida (antigua Augusta Emerita), ciudad reconocida por el Estatuto de Autonomía como sede del Gobierno de Extremadura.</b></div>
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<b>La población total de Extremadura en 2012 fue de 1 108 130 habitantes de los cuales, el 34% viven en las siete ciudades más pobladas de la comunidad autónoma: Badajoz, Cáceres, Mérida, Plasencia, Don Benito, Almendralejo y Villanueva de la Serena. La región es la mayor productora de tabaco de Europa. Tiene varias denominaciones de origen tales como: Ribera del Guadiana en vinos; Dehesa de Extremadura en jamón; torta del Casar, queso de la Serena, queso de Ibores en quesos; aceite Gata-Hurdes, aceite monterrubio en aceite de oliva; y otras materias como el pimentón de la Vera, la ternera de Extremadura, el cordero de Extremadura, la miel Villuerca-Ibores o las cerezas del Valle del Jerte.
Su territorio es cálido en el sur y templado, e incluso frío, en el
norte. Está dotado de gran belleza medioambiental, sobre todo en el
norte de la comunidad y de un gran Patrimonio Histórico. Cuenta así
mismo con un importante sector turístico, concentrado en las ciudades de
Badajoz, Mérida, Cáceres, Trujillo, Plasencia, Garganta la Olla, Cuacos de Yuste, Jaraíz de la Vera, Guadalupe el Valle del Jerte y Zafra. El pico más alto de la región es el Calvitero, situado en el noreste de la provincia de Cáceres, en el Valle del Jerte, con 2.405 msnm. Por Extremadura pasan dos de los ríos más importantes de la península ibérica: el Tajo, y el Guadiana. Gracias a ellos se produce una agricultura de calidad, con productos como pimentón, tabaco y arroz.</b></div>
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<b>Extremadura es cuna de los más famosos conquistadores del Nuevo Mundo, Francisco Pizarro y Hernán Cortés, conquistadores del Imperio Inca y del Imperio Azteca, respectivamente. Otros muchos e importantes conquistadores también nacieron en Extremadura. El Día de Extremadura se celebra el 8 de septiembre.</b><br />
<b><span style="color: black;">Informacion buscada en :</span></b><br />
<b><a href="http://es.wikipedia.org/wiki/Extremadura">http://es.wikipedia.org/wiki/Extremadura</a> </b></div>
Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-48291659818926145262013-02-24T23:50:00.001-08:002013-02-25T00:00:42.317-08:00el clima en extremadura.<br />
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El <a href="http://es.wikipedia.org/wiki/Clima" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Clima">clima</a> de Extremadura es de tipo <a href="http://es.wikipedia.org/wiki/Clima_mediterr%C3%A1neo" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Clima mediterráneo">mediterráneo</a>, excepto en el <a href="http://es.wikipedia.org/wiki/Norte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Norte">norte</a>, donde está<a href="http://es.wikipedia.org/wiki/Clima_mediterr%C3%A1neo_continentalizado" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Clima mediterráneo continentalizado">continentalizado</a>, y en el <a href="http://es.wikipedia.org/wiki/Oeste" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Oeste">oeste</a>, donde la influencia del <a href="http://es.wikipedia.org/wiki/Oc%C3%A9ano_Atl%C3%A1ntico" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Océano Atlántico">Atlántico</a> hace que el clima sea más suave.</div>
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En general, y dado que su clima es mediterráneo este se caracteriza por sus <a href="http://es.wikipedia.org/wiki/Verano" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Verano">veranos</a>muy calurosos y secos, con pocas <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Precipitaciones" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Precipitaciones">precipitaciones</a> durante el periodo estival, concentrándose éstas en los restantes <a href="http://es.wikipedia.org/wiki/Mes" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Mes">meses</a> del <a href="http://es.wikipedia.org/wiki/A%C3%B1o" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Año">año</a>, y con unos <a href="http://es.wikipedia.org/wiki/Invierno" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Invierno">inviernos</a> largos y suavizados debido a la influencia oceánica por la cercanía a la costa atlántica<a href="http://es.wikipedia.org/wiki/Portugal" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Portugal">portuguesa</a>.</div>
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La <a href="http://es.wikipedia.org/wiki/Orograf%C3%ADa" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Orografía">orografía</a> influye decisivamente en el clima de algunas partes de la región, creando<a href="http://es.wikipedia.org/wiki/Microclima" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Microclima">microclimas</a> muy <a href="http://es.wikipedia.org/wiki/Humedad" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Humedad">húmedos</a> en las <a href="http://es.wikipedia.org/wiki/Sierra_(geograf%C3%ADa)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sierra (geografía)">sierras</a> del <a href="http://es.wikipedia.org/wiki/Norte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Norte">norte</a>, particularmente en las comarcas de La <a href="http://es.wikipedia.org/wiki/Sierra_de_Gata_(comarca)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sierra de Gata (comarca)">Sierra de Gata</a>, <a href="http://es.wikipedia.org/wiki/Valle_del_Ambroz" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Valle del Ambroz">Valle del Ambroz</a>, <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Hurdes" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Hurdes">Hurdes</a>, <a href="http://es.wikipedia.org/wiki/Valle_del_Jerte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Valle del Jerte">Valle del Jerte</a> y <a href="http://es.wikipedia.org/wiki/La_Vera" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="La Vera">la Vera</a>, donde las precipitaciones son muy abundantes.</div>
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<span class="editsection" style="-webkit-user-select: none; float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://es.wikipedia.org/w/index.php?title=Clima_de_Extremadura&action=edit&section=1" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Editar sección: Temperaturas">editar</a>]</span><span class="mw-headline" id="Temperaturas">Temperaturas</span></h3>
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Las <a href="http://es.wikipedia.org/wiki/Temperatura" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Temperatura">temperaturas</a> medias anuales oscilan entre 16 y 17 <a href="http://es.wikipedia.org/wiki/Grado_Celsius" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Grado Celsius">°C</a> de año en año. En el <a href="http://es.wikipedia.org/wiki/Norte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Norte">norte</a> de Extremadura, las temperaturas medias, de 13 °C, son más bajas que en el <a href="http://es.wikipedia.org/wiki/Sur" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sur">sur</a>, de 18 °C, y los valores van subiendo escalonadamente a medida que se avanza hacia el sur hasta llegar a las inmediaciones de <a href="http://es.wikipedia.org/wiki/Sierra_Morena" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sierra Morena">Sierra Morena</a>, donde disminuyen por la altitud.</div>
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Durante el <a href="http://es.wikipedia.org/wiki/Verano" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Verano">verano</a>, la temperatura media del <a href="http://es.wikipedia.org/wiki/Mes" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Mes">mes</a> de <a href="http://es.wikipedia.org/wiki/Julio" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Julio">julio</a> es mayor de 26 °C, alcanzándose unas máximas diurnas que superan los 41 °C. Es pues un verano caluroso cuyas temperaturas son mayores de las que debería tener, en teoría, por la proximidad atlántica. La</div>
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<a href="http://es.wikipedia.org/wiki/Latitud" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Latitud">latitud</a> de la región determina que el grado de insolación sea elevado. Esto, unido a la influencia del <a href="http://es.wikipedia.org/wiki/Anticicl%C3%B3n_de_las_Azores" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Anticiclón de las Azores">anticiclón de las Azores</a> y a la reducida <a href="http://es.wikipedia.org/wiki/Altitud" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Altitud">altitud</a> media de la región, que oscila entre 200 y 400 <a href="http://es.wikipedia.org/wiki/Metro" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Metro">m</a>, determina la elevada temperatura media de la región.</div>
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Los <a href="http://es.wikipedia.org/wiki/Invierno" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Invierno">inviernos</a> son suaves. Las temperaturas invernales más bajas se registran en las zonas de <a href="http://es.wikipedia.org/wiki/Monta%C3%B1a" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Montaña">montañas</a> altas, como el <a href="http://es.wikipedia.org/wiki/Sistema_Central" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sistema Central">Sistema Central</a>, la Sierra de Guadalupe y algunas áreas de <a href="http://es.wikipedia.org/wiki/Sierra_Morena" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sierra Morena">Sierra Morena</a>, con una temperatura media de 7,5 °C.</div>
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<span class="editsection" style="-webkit-user-select: none; float: right; font-size: 13px; font-weight: normal; margin-left: 5px;">[<a href="http://es.wikipedia.org/w/index.php?title=Clima_de_Extremadura&action=edit&section=2" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Editar sección: Precipitaciones">editar</a>]</span><span class="mw-headline" id="Precipitaciones">Precipitaciones</span></h3>
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Las precipitaciones oscilan entre 450 y 500 <a href="http://es.wikipedia.org/wiki/Litro" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Litro">litros</a> por <a href="http://es.wikipedia.org/wiki/Metro_cuadrado" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Metro cuadrado">metro cuadrado</a> <a href="http://es.wikipedia.org/wiki/A%C3%B1o" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Año">anuales</a> en las zonas bajas y son muy abundantes en las<a href="http://es.wikipedia.org/wiki/Comarca" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Comarca">comarcas</a> del <a href="http://es.wikipedia.org/wiki/Norte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Norte">norte</a>, especialmente en <a href="http://es.wikipedia.org/wiki/La_Vera" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="La Vera">la Vera</a>, el <a href="http://es.wikipedia.org/wiki/Valle_del_Jerte" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Valle del Jerte">Valle del Jerte</a>, <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Hurdes" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Hurdes">Hurdes</a>, la <a href="http://es.wikipedia.org/wiki/Sierra_de_Gata_(comarca)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sierra de Gata (comarca)">Sierra de Gata</a> y el <a href="http://es.wikipedia.org/wiki/Valle_del_Ambroz" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Valle del Ambroz">Valle del Ambroz</a>, donde superan con facilidad los 1200 mm anuales. Otras zonas de grandes precipitaciones se corresponden con lugares <a href="http://es.wikipedia.org/wiki/Monta%C3%B1a" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Montaña">montañosos</a> como la sierra de Guadalupe y <a href="http://es.wikipedia.org/wiki/Sierra_Morena" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Sierra Morena">Sierra Morena</a>, donde es frecuente que se alcancen los 1000 <a href="http://es.wikipedia.org/wiki/Litro" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Litro">litros</a>. Las zonas donde las precipitaciones son menores son las de menor altitud: <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Vegas_Bajas_del_Guadiana" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Vegas Bajas del Guadiana">Vegas Bajas del Guadiana</a>.</div>
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Son precipitaciones escasas con distribución estacional, concentrándose en <a href="http://es.wikipedia.org/wiki/Invierno" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Invierno">invierno</a>. Predominan los <a href="http://es.wikipedia.org/wiki/Chubasco" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Chubasco">chubascos</a> frente a la <a href="http://es.wikipedia.org/wiki/Lluvia" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Lluvia">lluvia</a> o<a href="http://es.wikipedia.org/wiki/Llovizna" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="Llovizna">llovizna</a>. Además, hay periodos de varios años en los que las precipitaciones son mayores (<a href="http://es.wikipedia.org/wiki/La_Ni%C3%B1a_(clima)" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="La Niña (clima)">la niña</a>), y periodos en los que son menores (<a href="http://es.wikipedia.org/wiki/El_Ni%C3%B1o" style="background-image: none; background-position: initial initial; background-repeat: initial initial; color: #0b0080; text-decoration: initial;" title="El Niño">El Niño</a>) que se suceden alternativamente cada varios años.<br />
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<a href="http://es.wikipedia.org/wiki/Clima_de_Extremadura">http://es.wikipedia.org/wiki/Clima_de_Extremadura</a><br />
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Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-66151769809007271962013-02-24T23:49:00.009-08:002013-02-24T23:49:49.625-08:00Himno de Extremadura.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/PgeCdqMwgjQ?feature=player_embedded' frameborder='0'></iframe></div>
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<span style="font-family: arial,tahoma,verdana; font-size: 14px; line-height: 20px;"> Nuestras voces se alzan,
<br />nuestros cielos se llenan
<br />de banderas, de banderas
<br />verde,
<br />blanca
<br />y negra.
<br />
<br />Extremadura, patria de glorias.
<br />Extremadura, suelo de historias.
<br />Extremadura, tierra de encinas.
<br />Extremadura, libre camina.
<br />
<br />
<br />Nuestras voces se alzan,
<br />nuestros cielos se llenan
<br />de banderas, de banderas
<br />verde,
<br />blanca
<br />y negra.
<br />
<br />El aire limpio,
<br />las aguas puras,
<br />cantemos todos:
<br />¡Extremadura!
<br />
<br />Gritemos todos en libertad:
<br />¡Extremadura tierra de paz!
<br />
<br />
<br />Nuestras voces se alzan,
<br />nuestros cielos se llenan
<br />de banderas, de banderas
<br />verde,
<br />blanca
<br />y negra.
<br />
<br />Extremadura, alma.
<br />Extremadura, tierra.
<br />Extremadura de vida llena.
<br />
<br />Nuestras voces se alzan,
<br />nuestros cielos se llenan
<br />de banderas, de banderas
<br />verde,
<br />blanca
<br />y negra.</span><br />
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<span style="font-family: arial,tahoma,verdana; font-size: 14px; line-height: 20px;">Video sacado de Youtube y himno sacado de www.musica.com </span>Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-68461262829687160542013-02-24T23:48:00.000-08:002013-02-24T23:48:01.606-08:00Informacion de extremadura<br />
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Solo dos provincias, Cáceres y Badajoz, conforman la<strong style="font-size: 11pt; line-height: 1.4em;"> comunidad autónoma de Extremadura</strong>. Con algo más de un millón de habitantes, la capital extremeña es Mérida y celebra su fiesta oficial el día 8 de septiembre. Dos grandes ríos como el Tajo y el Guadiana bañan sus tierras, dotándola de hermosos paisajes. Curiosamente Extremadura es la región mayor productora de tabaco en Europa.</div>
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Extremadura cuenta con suficientes alicientes turísticos como convertirse en un destino más que interesante. Especialmente por su patrimonio histórico artístico y su legado monumental. Tierra de conquistadores y ciudades medievales, cuenta asimismo con una escelente gastronomía, con numerosas denominaciones de origen, tanto en vinos como en aceites, carnes y otros productos.</div>
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A pesar de contar solo con dos provincias en su territorio, Extremadura es la quinta comunidad autónoma en superficie total.</div>
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<strong style="font-size: 11pt; line-height: 1.4em;">DESTINOS TURÍSTICOS</strong></div>
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Posiblemente <strong style="font-size: 11pt; line-height: 1.4em;"><a href="http://sobreextremadura.com/category/caceres/" style="color: #ba2b22; font-size: 11pt; line-height: 1.4em; text-decoration: initial;" target="_blank" title="Caceres">Cáceres</a></strong> sea uno de los grandes destinos turísticos en Extremadura. El legado monumental de esta ciudad, declarada Patrimonio de la Humanidad desde 1986, nos traslada en el tiempo. Pasear por su centro histórico es recorrer un laberinto de callejuelas medievales, edificios de diversos estilos, iglesias y conventos. Es sin duda el núcleo central del turismo cacereño.</div>
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Ya en la provincia de Cáceres encontramos otros rincones de gran interés como Plasencia, en el corazón del Valle del Jerte y la Vera, con sus murallas y sus dos catedrales. Seguimos por Coria y su castillo de origen templario, continuando por Trujillo, ciudad natal de Francisco Pizarr, y de grandes monumentos. El Valle del Jerte, la Comarca de la Vera, las Hurdes o el Parque Nacional de Monfragüe son algunos de los rincones naturales a añadir, además del Monasterio de Guadalupe.</div>
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La provincia de <strong style="font-size: 11pt; line-height: 1.4em;"><a href="http://sobreextremadura.com/category/badajoz/" style="color: #ba2b22; font-size: 11pt; line-height: 1.4em; text-decoration: initial;" target="_blank" title="Badajoz">Badajoz</a></strong> es la más extensa de España, aunque curiosamente una de los menos densamente pobladas. En la capital pacense tenemos una interesante Alcazaba y el Puente de Palmas sobre el Guadiana. Un recorrido por la provincia nos llevaría hasta Jerez de los Caballeros y su castillo de los templarios, Zafra y el Palacio de los Duques de Feria o el legado histórico artístico de Alburquerque.</div>
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<strong style="font-size: 11pt; line-height: 1.4em;"><a href="http://sobreextremadura.com/2012/02/24/que-ver-en-merida/" style="color: #ba2b22; font-size: 11pt; line-height: 1.4em; text-decoration: initial;" target="_blank" title="Merida">Mérida</a></strong> es el principal destino turístico de la provincia de Badajoz. La antigua Emérita Augusta romana, capital de la Lusitania, alberga un legado romano de enorme valor. Entre sus monumentos hay que citar el teatro romano, que aun hoy se utiliza para albergar el Festival de Teatro Clásico de Mérida, así como el anfiteatro y otros restos más distribuidos por toda la ciudad.</div>
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<strong style="font-size: 11pt; line-height: 1.4em;">CLIMA</strong></div>
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Clima de tipo mediterráneo, aunque con algunas variaciones atlánticas. Se caracteriza por tener un verano seco y bastante caluroso, y un invierno muy lluvioso y poco frío, apenas bajándose de los cinco grados. En verano las temperaturas llegan a alcanzar los 40 grados. La primavera y el otoño son estaciones muy variables, con días de lluvia y otros más soleados. En las zonas de montaña llueve mucho más.</div>
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<strong style="font-size: 11pt; line-height: 1.4em;">GASTRONOMÍA</strong></div>
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Las exquisiteces que ofrece el cerdo ibérico son algunos de los grandes atractivos de la gastronomía extremeña. Junto a los jamones y embutidos, especialmente por tierras cacereñas, encontramos carnes como las de cordero, conejo, perdices, liebres o jabalíes. A ellas se les une el gazpacho extremeño, el zarangollo, el cocido, las migas, los caracoles con salsa de picante o las setas. Otros productos típicos en Extremadura son la torta del Casar y otros quesos, así como las perrunillas de Cáceres, las cerezas del Jerte y la miel.</div>
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<strong style="font-size: 11pt; line-height: 1.4em;">COMPRAS</strong></div>
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Podemos irnos de compras por Extremadura y llevarnos algún souvenir o producto típico. Por la provincia de Badajoz destacan los encajes de bolillos y bordados en mantas y sábanas, la alfarería y la cerámica de Fregenal de la Sierra, productos de guarnicionería y cuero, plata y cerámica de Zafra. En Cáceres tenemos la piel de Hervás, la alfarería y cerámica de Cáceres capital, los botijos-gallo de Plasencia, el cobre de Guadalupe y el ganchillo de Pescueza.</div>
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<strong style="font-size: 11pt; line-height: 1.4em;">ALOJAMIENTOS</strong></div>
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En Extremadura encontramos todo tipo de alojamientos. En las principales ciudades tenemos hoteles de todo tipo, además de hostales y pensiones más económicos. Es Extremadura una región propicia para el turismo rural, de ahí que haya una enorme variedad de alojamientos y casas de alquiler, tanto en el campo como en los pequeños pueblos pintorescos.</div>
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<strong style="font-size: 11pt; line-height: 1.4em;">AEROPUERTOS</strong></div>
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Extremadura cuenta con el Aeropuerto de Badajoz, pero tiene muy poca repercusión en la comunidad, por lo que mayoritariamente los turistas que se acercan hasta aquí llegan o bien por carretera (coche o autobús) o bien en tren con RENFE. A 190 kilómetros hacia el sur de Badajoz y Mérida se encuentra el Aeropuerto de Sevilla, posiblemente el más cercano a la comunidad extremeña.</div>
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<a href="http://sobreextremadura.com/informacion-sobre-extremadura/">http://sobreextremadura.com/informacion-sobre-extremadura/</a></div>
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Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-7046064937209806772013-02-13T01:00:00.002-08:002013-02-13T01:01:20.190-08:00Historia De Amor<table border="0" cellpadding="0" cellspacing="0" style="text-align: center; width: 80%px;"><tbody>
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<b><u>ROMANCE DEL AMOR NUEVO</u></b></div>
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Él llegaba del fracaso. </div>
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De ver apagar la estrella </div>
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que iluminaba sus pasos... </div>
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Ella estaba en el camino, </div>
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con un adiós en la mano </div>
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y un «sin porqué» de su destino... </div>
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Los ojos entristecidos </div>
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llenos de soledades </div>
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y el corazón encogido </div>
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remontando viejas saudades. </div>
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Así los halló la tarde, </div>
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que moría en el ocaso, </div>
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en la mitad del camino </div>
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los dos, y ¡un mismo fracaso!... </div>
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Los ojos de él, se volvieron </div>
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a mirarla, muchas veces. </div>
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Y sus pasos que se acortan </div>
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y su esperanza que crece... </div>
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Hay algo que está esperando </div>
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desde los ojos de aquella, </div>
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que le parecen de pronto, </div>
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¡Como el brillo de otra estrella! </div>
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Y ella que ve la ternura </div>
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reflejada en su mirada </div>
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baja la mano y la aprieta </div>
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sobre su pecho asustada... </div>
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No son precisas palabras, </div>
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allí, en medio del camino. </div>
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Sin decirlo, son dos almas </div>
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para juntar un destino... </div>
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Y retoman el sendero </div>
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apretándose las manos, </div>
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como dos chicos que llevan </div>
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el juguete más preciado... </div>
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Es el amor... ¡Amor nuevo! </div>
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¡Último amor de la vida!... </div>
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El que se queda, por siempre </div>
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clavado en la vieja herida...</div>
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<b><u>Cristina De Fercey</u></b></div>
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Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-69620324848810607402013-02-13T00:47:00.001-08:002013-02-13T00:47:24.384-08:00Letra de la cancion posdata tequiero<span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">Quiero empezar dandote gracias </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">por todo lo ke haz hexo por mi </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">por estar siempre a mi lado </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">kuando lo he necesitado </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">y por las veces ke me haz hexo feliz </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">no kiero imaginar ke esto algun dia akabara </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">espero ke esto dure para siempre </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">i kiero disfrutar kada momento ke pasemos juntoos </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">no importa el lugaar... </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">Pienso en las kosas ke juntos hemos pasado </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">i komo nos ha exo krecer </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">en los momentos dificiles </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">yo soi un pobre mas fino </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">ke una valla ke juntos tenemos ke pasar... </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">Te doy mil gracias por kererme komo soy </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">pase lo ke pase nunk te voi a olvidar </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">te kieroo,te kieroo... </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">A pesar de todo solo te pido una kosa </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">yo no kiero verte llorar.. </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">y si esto se akaba </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">piensa en las kosas lindas ke pasamos juntos </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">es dificil pero hay ke seguir... </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">hay ke seguir.... </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">no kiero imaginar ke algun dia voy a despertar </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">de este sueño en el ke estoy viviendo </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">si tu no estas aki </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">no hay nada ke me haga tan feliz... </span><br style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;" /><span style="background-color: white; font-family: arial, tahoma, verdana; font-size: 14px; line-height: 20px; text-align: -webkit-center;">Por tii...</span>Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-81632015612183150422013-02-04T00:24:00.001-08:002013-02-04T00:24:18.380-08:00La vida es bella.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7FuuAzxHgyFSVDyprKQHahrDLADeT82RgpmYxOvhtfP52iTN7voalVha0lNZ35WFMBNBos-VlZ1ZQHYm3AHczKWx4OHvBY0N7Veyxeq7ETxyqmlBIOU0MznTD93oZMUi3jZdNwVAqzVc/s1600/1-299x300.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7FuuAzxHgyFSVDyprKQHahrDLADeT82RgpmYxOvhtfP52iTN7voalVha0lNZ35WFMBNBos-VlZ1ZQHYm3AHczKWx4OHvBY0N7Veyxeq7ETxyqmlBIOU0MznTD93oZMUi3jZdNwVAqzVc/s1600/1-299x300.jpg" /></a></div>
<div style="color: blue; font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
<b><strong><em>Película italiana</em> </strong>protagonizada y dirigida por <strong>Roberto Benigni</strong>,
ganadora de 3 premios oscar y muchos premios mas en festivales del cine
mundial. la historia comienza unos cuantos años antes de la <em>segunda guerra mundial</em>.</b></div>
<div style="color: blue; font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;">
<b> En esta época el racismo era el tema principal y de mayor influencia
en Europa y gran parte del mundo causas principales de esta segunda
guerra mundial. El protagonista principal llamado Guido llega a la
ciudad italiana de la toscana (<em>Arezzo)</em> y conoce a una mujer muy hermosa llamada <em>Dora</em>
y los dos poco a poco se van enamorando y luego de años tienen un niño,
pero precisamente el día del cumpleaños de su hijo comienza
la invasión alemana en toda Europa y son enviados a campos
de concentración pero <em>Guido</em> el protagonista y padre del niño
para protegerlo le hace pensar que todo es un juego. toda la historia de
esta maravillosa película llamada “<strong>la vida es bella</strong>” tiene tintes de humor pero también algunos dramáticos.</b></div>
Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-51647568865962558102013-02-04T00:19:00.001-08:002013-02-04T00:19:47.084-08:00Step Up Revolution<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaNak2oTEBqasnIOcIaPZXPb1VXHSgrwADBZiTbEpawcvCqJziVOHF13TGYq_qh5jwFcukNOZEv-mY5pLD1qb_-uVzfZnBKPt9d1ZfYF07zq7xeQfjcFvonFJDEKa6kSCBoaWs-gefOkE/s1600/step-up-revolution1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaNak2oTEBqasnIOcIaPZXPb1VXHSgrwADBZiTbEpawcvCqJziVOHF13TGYq_qh5jwFcukNOZEv-mY5pLD1qb_-uVzfZnBKPt9d1ZfYF07zq7xeQfjcFvonFJDEKa6kSCBoaWs-gefOkE/s1600/step-up-revolution1.jpg" /></a></div>
<div style="color: black; font-family: "Courier New",Courier,monospace;">
<b><strong>Step Up Revolution (Step Up 4) </strong>es una <strong>película romántica</strong> con mucha acción y momentos de comedia. fue dirigida por <a href="http://es.wikipedia.org/wiki/Scott_Speer" title="Scott Speer">Scott Speer</a> y producida por <a href="http://es.wikipedia.org/w/index.php?title=Jon_M._Chu&action=edit&redlink=1" title="Jon M. Chu (aún no redactado)">Jon M. Chu</a>. Esta es una secuela de la conocida saga de baile <strong>Step Up, </strong>Fue estrenada el 7 de septiembre del 2012 en España. Arios de sus protagonistas son estrellas de el famoso show estadounidense <strong><a href="http://es.wikipedia.org/wiki/So_You_Think_You_Can_Dance" title="So You Think You Can Dance">So You Think You Can Dance</a>. </strong>
Tuvo un presupuesto de 33 millones de dolares pero en taquilla no le ha
ido muy bien hasta la fecha porque solo ha recaudado a nivel mundial
aproximadamente 22 millones de dolares a pesar que es
una película lanzada en 3D. <strong>Step Up Revolution (Step Up 4) </strong>cuenta con dos Emily Anderson (<a href="http://es.wikipedia.org/w/index.php?title=Kathryn_McCormick&action=edit&redlink=1" title="Kathryn McCormick (aún no redactado)">Kathryn McCormick</a> ) y Sean (<a href="http://es.wikipedia.org/w/index.php?title=Ryan_Guzman&action=edit&redlink=1" title="Ryan Guzman (aún no redactado)">Ryan Guzman</a>)
los cuales son de mundos diferentes pero llegan a sentir un gran amor
el uno del otro. todo comienza cuando Emily llega a Miami con muchos
deseos de convertirse en una famosa bailarina y conoce a Sean el cual es
un atractivo bailarín que tiene un grupo de baile y quiere ganarse un
gran concurso para conseguir patrocinadores y triunfar con su arte. Pero
como todo no puede ser color de rosa, el padre de Emily quiere
apoderarse de todo el vecindario donde vive Sean y construir unos
condominios. Ahora Emily y Sean deberán unirse y fortificar mas su amor
para poder ganar ese concurso de baile y no perder sus hogares. Si te
gustan las películas juveniles, dinámicas y con <strong>toques románticos</strong> no te puedes perder esta gran cinta. Por si te queda alguna duda puedes ver su trailer en hd <a href="http://trailershd.es/trailer/step-up-revolution/" target="_blank" title="trailer de step up revolution">aqui</a>, para que sientas lo apasionante que es esta <strong>película de amor.</strong></b></div>
Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-64073095344493389652013-02-04T00:12:00.003-08:002013-02-04T00:12:41.698-08:00Historia de San ValentínLa fiesta de San Valentín fue declarada por primera vez alrededor del año 498 por el papa Gelasio I. Decir que la creación de esta festividad puede haber sido un intento de eliminar la celebración de las Lupercales, festividad pagana celebrada el 15 de febrero, como dicen algunos, no tiene sentido alguno;<sup> </sup>pues, al tener cada día del año católico un santo, es evidente que éste
corresponde a alguna de las innumerables fiestas del calendario romano,
a veces cuatro al mes. Según la Enciclopedia Católica,
el santo cuya festividad cayó en la fecha conocida hoy como Día de San
Valentín, fue posiblemente uno de los tres mártires ejecutados en el año
270 d.c durante el reinado del Emperador Claudio II:
<ul>
<li>Un médico romano que se hizo sacerdote y que casaba a los soldados, a pesar de que ello estaba prohibido por el emperador Claudio "El Gótico" que lo consideraba incompatible con la carrera de las armas. El emperador ordenó decapitarlo en el 270. Muy venerado en Franica, en la diócesis de Jumièges.<sup><i><br /></i></sup></li>
<li>Un obispo de la ciudad de Interamna (hoy Terni,
Italia), donde se encuentran los restos del cuerpo conservados en la
homónima basílica, y donde el 14 de febrero es la fiesta patronal.<sup><i><a href="http://es.wikipedia.org/wiki/Wikipedia:Verificabilidad" title="Wikipedia:Verificabilidad"> </a></i></sup></li>
<li>Un mártir de la provincia romana de África</li>
</ul>
Del siglo V hay un obispo también llamado Valentín de Recia enterrado en Mais, cerca de Merano, en el Toril italiano. En el siglo VIII su cuerpo fue trasladado a Passua en Baviera. En Alemania los católicos le tienen mucha devoción y es invocado para curar la epilepsia. A partir del siglo XV se le representa con un niño tendido a sus pies.<br />
Se cree que el sacerdote y el obispo Valentín están enterrados en la <i>Via Flaminia</i> en las afueras de Roma. En el siglo XII, la puerta de la ciudad romana conocida en tiempos antiguos como la <i>Puerta Flaminia</i> (ahora conocida como Portal de Popolo) era conocida como la <i>Puerta de San Valentín</i>.<br />
Sin embargo, poco se sabe sobre las vidas de estos tres hombres.
Muchas de las leyendas que los rodean actualmente fueron probablemente
inventadas durante la Edad Media en Francia e Inglaterra
cuando el día festivo de 14 de febrero empezó a ser asociado con el
amor, a raíz de la historia de San Valentín, quien habría sido ejecutado
un 14 de febrero al no querer renunciar al cristianismo y haber casado a
parejas en secreto después que el matrimonio fue prohibido por el
emperador Claudio II.
Otra leyenda dice que es patrono de los enamorados porque su fiesta
coincide con el momento del año en que los pájaros empiezan a
emparejarse.<br />
La festividad se borró del calendario eclesiástico por la Iglesia católica
en el año 1969 como parte de un intento por eliminar santos de un
origen posiblemente legendario, aunque sigue siendo celebrada localmente
por algunas parroquias. También es venerado como santo por la Iglesia Ortodoxa y por la Iglesia anglicana.<br />
Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-55829071140184170422013-02-04T00:07:00.003-08:002013-02-04T00:07:51.534-08:00Poema de amor San Valentín<table border="0" cellpadding="0" cellspacing="0" style="width: 200px;"><tbody>
<tr><td align="center" height="12" style="padding: 0px;" width="780"></td></tr>
<tr><td align="center" height="12" style="padding: 0px;" width="780"><div align="center">
<table border="0" cellpadding="0" cellspacing="0" class="center border" style="border-color: rgb(216, 208, 144) rgb(136, 100, 56) rgb(136, 100, 56) rgb(216, 208, 144); border-style: solid; border-width: 4px; box-shadow: rgb(51, 0, 0) 2px 2px 7px; margin-left: auto; margin-right: auto; width: 580px;"><tbody>
<tr><td id="fondo_poema" style="background-color: black; background-image: url(http://www.tarjetasdeamor.com.ar/cards_pda/poster/Fondos007.jpg); background-position: initial initial; background-repeat: initial initial; border: 1px solid rgb(102, 102, 0); padding: 0px;" width="580"><div align="center">
<table border="0" cellpadding="0" cellspacing="0" style="width: 580px;"><tbody>
<tr><td height="57" style="padding: 0px;" width="58"><a class="p-image p-corner1" href="http://www.poemasdeamor.com.ar/Celebres.php?cp=61" style="background-attachment: scroll; background-color: transparent; background-image: url(http://www.poemasdeamor.com.ar/pda_sprite.png); background-position: -330px 0px; background-repeat: no-repeat no-repeat; display: block; height: 57px; margin: 0px; text-decoration: none; width: 58px;" title="Poema Anterior"></a></td><td height="57" style="padding: 0px;" width="464"><div align="center" class="fuente" id="fuente1" style="font-family: Georgia, 'Times New Roman'; font-size: 22px; font-weight: bold; line-height: 33px; padding: 0px;">
<span style="color: white;">Amor</span></div>
</td><td height="57" style="padding: 0px;" width="58"><a class="p-image p-corner2" href="http://www.poemasdeamor.com.ar/Celebres.php?cp=63" style="background-attachment: scroll; background-color: transparent; background-image: url(http://www.poemasdeamor.com.ar/pda_sprite.png); background-position: -394px 0px; background-repeat: no-repeat no-repeat; display: block; height: 57px; margin: 0px; text-decoration: none; width: 58px;" title="Poema siguiente"></a></td></tr>
<tr><td colspan="3" style="padding: 0px;" width="580"><div align="center" class="fuente" id="fuente2" style="font-family: Georgia, 'Times New Roman'; font-size: 16px; line-height: 25px; padding-left: 80px; padding-right: 80px;">
<span style="color: white;">Tantos días, ay tantos días<br />viéndote tan firme y tan cerca,<br />¿como lo pago, con que pago?<br /><br />La primavera sanguinaria<br />de los bosques se despertó,<br />salen los zorros de sus cuevas,<br />las serpientes beben rocío,<br />y yo voy contigo en las hojas,<br />entre los pinos y el silencio,<br />y me pregunto si esta dicha<br />debo pagarla como y cuando.<br /><br />De todas las cosas que he visto<br />a ti quiero seguir viendo,<br />de todo lo que he tocado,<br />solo tu piel quiere ir tocando:<br />amo tu risa de naranja,<br />me gustas cuando estas dormida.<br /><br />Que voy a hacerle, amor, amada,<br />no se como quieren los otros,<br />no se como se amaron antes,<br />yo vivo viéndote y amándote,<br />naturalmente enamorado.<br /><br />Me gustas cada tarde más.<br />Dónde estará? Voy preguntando<br />si tus ojos desaparecen.<br />¡Cuánto tarda! Pienso y me ofendo.<br />Me siento pobre, tonto y triste,<br />y llegas y eres una ráfaga<br />que vuela desde los duraznos.<br /><br />Por eso te amo y no por eso,<br />por tantas cosas y tan pocas,<br />y así debe ser el amor<br />entrecerrado y general,<br />particular y pavoroso,<br />embanderado y enlutado,<br />florido como las estrellas<br />y sin medida como un beso.</span></div>
<div align="center" class="fuente" id="fuente3" style="font-family: Georgia, 'Times New Roman'; font-size: 14px; font-style: italic; font-weight: bold; line-height: 21px;">
<span style="color: white;"><br />(Pablo Neruda)</span><div class="fuente" id="fuente4" style="padding: 0px;">
</div>
</div>
</td></tr>
</tbody></table>
<span style="color: white;"><br /></span></div>
</td></tr>
</tbody></table>
</div>
</td></tr>
</tbody></table>
Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-91071114685239502182013-01-10T03:25:00.003-08:002013-01-10T03:25:51.622-08:00Partituras de la Edad Media<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-I437aSeOe2hncKydyet6Ux00szNW0cSy427Vzf7AwhGLOcpWyupPO61BlCvQx9eHJa3dNBRj_GgBL1pPwzxFO1priekPMJr0wMycSDgravDvaAzEyWiLVnYmXFZmXVkDwWEO3Ai5vDQ/s1600/5147906673_35832e0647.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-I437aSeOe2hncKydyet6Ux00szNW0cSy427Vzf7AwhGLOcpWyupPO61BlCvQx9eHJa3dNBRj_GgBL1pPwzxFO1priekPMJr0wMycSDgravDvaAzEyWiLVnYmXFZmXVkDwWEO3Ai5vDQ/s320/5147906673_35832e0647.jpg" width="199" /></a></div>
<br />Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-9361054722283370052013-01-10T03:23:00.003-08:002013-01-10T03:23:49.771-08:00Partitura de la Edad Media.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Q30fXaOWi9YNCgDydJip71-z5oN23fkjhXfJRrC7szv54AfkZEvXtxvz07Kc4AViyCJMh8-5b2RCkTlJog1vNERHRAwB9Gn6w1mpT1Deb4RnPOg69TF1GAQ8XJyXa43lqr-4jitVo0s/s1600/images.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1Q30fXaOWi9YNCgDydJip71-z5oN23fkjhXfJRrC7szv54AfkZEvXtxvz07Kc4AViyCJMh8-5b2RCkTlJog1vNERHRAwB9Gn6w1mpT1Deb4RnPOg69TF1GAQ8XJyXa43lqr-4jitVo0s/s1600/images.jpeg" /></a></div>
<br />Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-10461927831111445972013-01-10T03:17:00.000-08:002013-01-10T03:18:10.355-08:00partitura Edad Media<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikoOMmloTdjmsF_zkCu0Rn6Tx7b4r1lm2YgV7batMt1Ow1O8_bvtLPP3FzYvRoBiBN2GpJDIRtt6UaFCbB7NR0ocjAw2LBuLxj7Ck44ithKG4rzWTUhIv6sJQojEVFFOr7Mp1EfE2XF1o/s1600/perotin-alleluia-nativitas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikoOMmloTdjmsF_zkCu0Rn6Tx7b4r1lm2YgV7batMt1Ow1O8_bvtLPP3FzYvRoBiBN2GpJDIRtt6UaFCbB7NR0ocjAw2LBuLxj7Ck44ithKG4rzWTUhIv6sJQojEVFFOr7Mp1EfE2XF1o/s320/perotin-alleluia-nativitas.jpg" width="199" /></a></div>
<br />Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-50868716305402101662013-01-10T03:11:00.000-08:002013-01-10T03:11:38.455-08:00Partituras de la Edad Media<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvVuk0xI0dieQ135aAuUwmJpyE4LU-jNz9Sx4a4bL19WjRjdTOOZEhOWes83Io4Uf0fAh73fMtlAxLaW5Bi2SLguBkJi5-uHBkLyhIvyPVbHRiY8pi-2Vq-uFUbzgcYW2JnncZLQ8udDo/s1600/feuillet1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvVuk0xI0dieQ135aAuUwmJpyE4LU-jNz9Sx4a4bL19WjRjdTOOZEhOWes83Io4Uf0fAh73fMtlAxLaW5Bi2SLguBkJi5-uHBkLyhIvyPVbHRiY8pi-2Vq-uFUbzgcYW2JnncZLQ8udDo/s320/feuillet1.jpg" width="227" /></a></div>
<br />Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-63008595144009204632012-12-19T00:36:00.000-08:002012-12-19T00:36:51.476-08:00la misa del gallo<span style="font-family: Verdana;"><span style="font-size: x-small;"> la misa del gallo La que
después de mucho tiempo acabó llamándose <b>Misa del
Gallo</b> es el final de un largo cúmulo de
celebraciones propias de la <b>vigilia</b> del
solsticio de invierno, a imagen y semejanza de la <b>
vigilia</b> del solsticio de verano, la de San Juan.
Es una fiesta solar en la que en su día el fuego jugó
un papel primordial, igual que en la vigilia de San
Juan. El que esta celebración acabase siendo una <b>
Misa</b>, es un triunfo de la disciplina eclesiástica
sobre la libertad y hasta el libertinaje de las
celebraciones profanas.</span></span>En realidad la misa del gallo es la que se realiza a media noche. Se
supone entre otras cosas que se hacía al canto del gallo, o aunque
también se dice que un gallo fue el primero en atestiguar el Nacimiento
de Jesús.<br />
<br />
Entre algunos pueblos también suele llamarse misa del gallo a la primera
misa del día, la que se hace a las 6 a.m. o antes. Esta es una buena
aproximación al porqué.<br />
<br />
También se le llama así pues la primera misa del año litúrgico que empieza precisamente el 25 de diciembre. Tahtá.Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-88589133810548744942012-12-18T00:49:00.002-08:002012-12-18T00:51:36.283-08:00Hogueras de nochebuena en Azuaga.<a href="http://www.blogger.com/blogger.g?blogID=2704785529750555860" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><br />Siguiendo una
larga tradición, en la noche del 24 de diciembre las hogueras iluminan
multitud de calles a cuyo regocijo se reúne la vecindad. Al son de
panderetas, zambombas, cánticos y villancicos, los más jóvenes encienden
sus "hachas de gamones", antorchas cuya lumbre y olor ofrecen más calor
a la noche. </span><br />
<br />
<br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"> </span><img alt="" height="142" 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" width="400" />Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-48142212062988850762012-12-18T00:42:00.000-08:002012-12-18T00:42:20.552-08:00Villancicos<div class="separator" style="clear: both; text-align: center;">
<span style="color: purple; font-size: large;"><b>Entre Jarales. Monterrubio de La Serena</b></span></div>
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<br />Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-90924035334571887402012-12-17T00:03:00.000-08:002012-12-17T00:06:08.443-08:00Villancico extremeño<div class="separator" style="clear: both; text-align: center;">
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<br />Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-32038232500911392342012-12-16T23:58:00.007-08:002012-12-17T00:08:09.475-08:00Navidad extremeña<div class="separator" style="clear: both; text-align: center;">
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<strong><br /></strong></div>
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<strong>Villancico Don Benito:</strong></div>
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<strong><br /></strong></div>
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<strong>Ahora les dejamos una letra de un villancico de Extremadura:</strong><br />
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<strong>SUENE LA PANDERETA</strong></div>
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Aunque lo veis en la tierra,</div>
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junto al asno y junto al buey,</div>
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algún día lo veremos,</div>
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en el cielo como Rey</div>
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<br /></div>
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<strong>SUENE, SUENE, SUENE LA VOZ (BIS)</strong></div>
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<strong>*SUENE LA PANDERETA,</strong></div>
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<strong>PORQUE HA NACIDO EL HIJO DE DIOS. (BIS)</strong></div>
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No ha nacido entre las flores,</div>
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ni tampoco en el romero,</div>
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que ha nacido en un pesebre,</div>
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entre la paja y el heno.</div>
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<br /></div>
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<strong>ESTRIBILLO</strong></div>
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<br /></div>
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La Serrana de la Sierra,</div>
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y la gitana del trigo,</div>
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caminan hacia Belén,</div>
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“pa” ver al niño chiquito.</div>
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<br /></div>
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<strong>ESTRIBILLO</strong><br />
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Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0tag:blogger.com,1999:blog-2704785529750555860.post-3720339166734474052012-12-05T01:05:00.000-08:002012-12-05T01:16:56.229-08:00La conquista de Granada<div class="cast">
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<span style="font-size: large;"><b>La conquista de Granada</b></span></div>
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<b> </b>
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<b style="color: purple;"><span style="font-family: Verdana,sans-serif; font-size: small;">Ópera en tres actos<br />
Texto original de TEMÍSTOCLES SOLERA <br />
Música de EMILIO ARRIETA <br />
Estrenada el 10 de octubre de 1850 en el Teatro del Real Palacio.</span></b></div>
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<b><span style="font-size: small;"> Aunque LA CONQUISTA DE GRANADA no es una zarzuela sino una ópera, además
cantada en italiano, dada la vinculación del compositor con nuestro
género le doy acogida en estas reseñas. La ópera fue dedicada a la
segunda reina Isabel de nuestro país queriendo establecer un imposible
paralelismo entre ambos reinados; todavía el músico mantenía su alta
posición antes de revolverse contra su protectora. En cuanto al libreto,
su autor, al dedicarlo a Isabel II, declara haberse inspirado en la
Historia de España y en la conocida novela de Florian (se refiere a Jean
Pierre Claris de Florian, un sobrino de Voltaire que se dedicó a
vulgarizar la historia, maltratándola). Musicalmente la obra es una
verdadera ópera tirando más a Verdi que a Rossini, y conteniendo páginas
atractivas, algunas del tipo heroico de EL TROVADOR o NABUCCO, otras
más íntimas que me recuerdan pasajes de AIDA, en definitiva una obra muy
digna en que destacan algunos coros, como el de "las odaliscas" (escena
sexta del primer acto), el de las esclavas (escena segunda del acto
segundo) y el de los abencerrajes (escena séptima del tercer acto),
arias para las diversas tesituras, así para soprano: "Non avrei" (escena
séptima del primer acto), "Ah! l'ultimo quest'e de miei dolor" (escena
tercera del segundo acto) o la balada "Nella terra de Giudea" (en la
escena octava del tercer acto); para mezzosoprano "Perché? Vedi l'area
Alhambra mora" (segunda escena del primer acto) o "Prendi, la lama"
(cuarta escena del tercer acto); para tenor: "Io l'odio" (en la escena
quinta del primer acto), "Si son io che al tuo cospetto" (escena quinta
del segundo acto) o Questa onde il braccio (escena cuarta del tercer
acto) o los grandes dúos de soprano y bajo "Padre? un sol figlio
avea....Padre deh pria mi svena" (undécima escena del primer acto) o de
bajo y tenor "La tomba mira o Gonzalo....Se desio d'esserti figlio"
(séptima escena del segundo acto). Tras el estreno, el silencio durante
más de siglo y medio, lo que me hace pensar que lo que le pasa a la
zarzuela española no es por ser zarzuela sino por ser española.
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Música 1º Bachilleratohttp://www.blogger.com/profile/00768589543384248794noreply@blogger.com0