tag:blogger.com,1999:blog-2922279492284753512024-03-14T06:05:49.552+01:00CEIP Mateo ValeroEl blog del colegioAnonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.comBlogger52125tag:blogger.com,1999:blog-292227949228475351.post-80220297141749991812016-05-25T19:27:00.002+02:002016-05-25T19:27:38.268+02:00RECREO INFINITOLos alumnos y alumnas de 3º de primaria hemos reallizado un comic todos juntos y estamos muy orgullosos de poder presentarlo.<br />
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El cómic se titula "<b>Recreo Infinito</b>" y los hemos realizado nosotros con la ayuda de nuestra profesora Susana.<br />
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Primero pensamos una idea y poco a poco fuimos dando forma a la historia, desde el inicio hasta el desenlace.<br />
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¡Esperamos que os guste y disfrutéis con su lectura!<br />
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<b><a href="https://drive.google.com/file/d/0B9SPMtf4nQCrV1kwTzVhY3RNYnc/view?usp=sharing" target="_blank">RECREO INFINITO</a></b></div>
<br />Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-64881241996702468052015-11-09T07:38:00.000+01:002015-11-09T07:38:09.880+01:00MEANS OF TRANSPORT.<br />
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Los chicos de cuatro años están aprendiendo los medios de transporte en español y en inglés, así que os ponemos un link a las canciones que vamos a aprender relativas a este tema en concreto!!<br />
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Enjoy singing!!<br />
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<br />Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-61804022821629223172015-09-24T14:30:00.003+02:002015-09-24T14:32:06.934+02:00JOLLY PHONICS<div class="separator" style="clear: both; text-align: left;">
<b>Hello families!!!</b></div>
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Aquí están las canciones de Jolly phonics. Las canciones presentan las laetras en el orden en el que se trabajan en clase. ¡El próximo lunes 28 comenzaremos con las primeras! Os animo a verlas y a que ellos os enseñen los gestos asociados a cada una de las letras.</div>
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Have fun!</div>
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<br />Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-5084332277211383002015-09-24T14:26:00.003+02:002015-09-24T14:31:12.853+02:00Colours songs<b>Hello families!</b><br />
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Tal y como os comenté en la reunión de infantil os pongo el enlace a las canciones que estamos trabajando actualmente en el aula de inglés.<br />
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<b>4 AÑOS</b><br />
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<b>5 AÑOS</b><br />
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Enjoy them!!Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-66902194486188201372015-05-30T18:36:00.000+02:002015-05-30T18:40:57.559+02:00VISITA AL VIVEROLos alumnos de 1º y 2º hemos ido a el vivero de Calatorao que se llama Vívero Poza y hemos aprendido como cultivar y cuidar las plantas.<br />
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Nos han enseñado todas las plantas que tienen, hemos visto árboles, arbustos y hierbas con flores.<br />
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Después, nosotros hemos trasplantado plantas y nos hemos traido a casa una planta que se llama Albahaca. Hemos prometido que la vamos a cuidar mucho para crezca fuerte.<br />
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¡Ha sido muy divertido! ¡Muchas gracias por enseñarnos el vívero!<br />
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<br />Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-30623178049414761152015-05-30T18:30:00.001+02:002015-05-30T18:37:39.363+02:00VISITA AL TALLER DE CERÁMICA DE MUEL.El 17 de marzo de 2015 fuimos al taller de cerámica de Muel.<br />
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Vimos a manitas (una figura muy graciosa con una manos muy grandes), hicimos ceramica y nos explicaron como las hacen.<br />
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Primero se pone la arcilla en el torno.<br />
Segundo se hace la forma que se quiere.<br />
Tercero la cortan con hilo con mucho cuidado.<br />
Y por último las dejan secar.<br />
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Ellos las ponen en un horno gigante y luego la pintan y barnizan y para que sea más resistente y bonita. Pero nosotros las llevamos a nuestra casa para que nuestras familias vieran los pequeños grandes maestros alfareros que tienen en casa.<br />
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¡Estuvo genial! <br />
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El alcalde nos recibió y enseñó el edificio. <br />
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Vimos la sala de plenos, el corral de las vacas, el despacho del alcalde de Alfamen y la sala donde trabaja el secretario, que tenía muchos papeles.<br />
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También nos explicó cómo funcionan las elecciones y hasta pudimos votar en la urna.<br />
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Fue muy divertido, muchas gracias al alcalde por eneñarnos el ayuntamiento de nuestro pueblo.<br />
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Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-52366075575363926442014-06-11T12:22:00.001+02:002014-06-11T12:22:07.049+02:00<br />
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<a href="http://4.bp.blogspot.com/-nOlkxtBXiJA/U47ejjTBc0I/AAAAAAAAAWg/PnikYjctX2k/s1600/IMG-20140602-WA0003.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-nOlkxtBXiJA/U47ejjTBc0I/AAAAAAAAAWg/PnikYjctX2k/s1600/IMG-20140602-WA0003.jpg" height="150" width="200" /></a></div>
<div style="text-align: center;">
<span style="font-size: large;">NOS VISITA MATEO VALERO</span></div>
<div style="text-align: center;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: left;">
EL LUNES PASADO, VINO AL COLEGIO MATEO VALERO.</div>
<div style="text-align: left;">
NUESTRO COLE SE LLAMA COMO ÉL, PORQUE ES UN SEÑOR QUE NACIÓ EN ALFAMÉN Y QUE ES MUY IMPORTANTE PORQUE HA INVENTADO UN ORDENADOR GIGANTE ESTUDIANDO MUCHO. TODOS JUNTOS ESTUVIMOS EN EL RECREO DE PRIMARIA Y UN CHICO MAYOR, EDU, LE CANTÓ UNA JOTA Y TAMBIÉN LE CANTÓ EL ABUELO DE EDU OTRA JOTA. LOS CHICOS Y LAS CHICAS DEL CORO CANTARON MUCHAS CANCIONES. NOS GUSTÓ QUE VINIERA Y CONOCERLO Y NOS DIÓ UN REGALO MUY DULCE, UNAS CHUCHES.</div>
<div style="text-align: center;">
<span style="font-size: large;">¡GRACIAS POR VENIR!</span></div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-s8mlaHt_qQQ/U47el0JKJXI/AAAAAAAAAW4/tDlldkqpUMU/s1600/IMG-20140602-WA0011.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-s8mlaHt_qQQ/U47el0JKJXI/AAAAAAAAAW4/tDlldkqpUMU/s1600/IMG-20140602-WA0011.jpg" height="120" width="200" /></a><a href="https://2.bp.blogspot.com/-cPuJeB44HVs/U47ej6L3zhI/AAAAAAAAAWk/g2UmjFwnrhI/s1600/IMG-20140602-WA0008.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-cPuJeB44HVs/U47ej6L3zhI/AAAAAAAAAWk/g2UmjFwnrhI/s1600/IMG-20140602-WA0008.jpg" height="120" width="200" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-jWMl_d_H_v0/U47QApoJXRI/AAAAAAAAAVk/zenyjf0rYGY/s1600/IMG-20140528-WA0003.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-jWMl_d_H_v0/U47QApoJXRI/AAAAAAAAAVk/zenyjf0rYGY/s1600/IMG-20140528-WA0003.jpg" height="320" width="180" /></a></div>
<div style="text-align: center;">
<span style="font-size: large;">EXCURSIÓN A ZARAGOZA</span></div>
<div style="text-align: left;">
<span style="font-size: large;"><br /></span></div>
<div style="text-align: left;">
LOS CHICOS Y CHICAS DE INFANTIL, FUIMOS A ZARAGOZA EN AUTOBÚS. EL DÍA ESTABA LLUVIOSO Y DESPUÉS DE ALMORZAR, FUIMOS A LA ALJAFERÍA Y PUDIMOS ENTRAR.</div>
<div style="text-align: left;">
VIMOS TECHOS MUY BONITOS, QUE LOS HICIERON CON LAS MANOS, HABÍA UNA MAQUETA DE LA ALJAFERÍA, ESTUVIMOS EN LOS JARDINES CON NARANJOS, ESTABA TODO MUY DECORADO Y HABÍA SALONES CON PIÑAS EN EL TECHO. </div>
<div style="text-align: left;">
DESPUÉS VISITAMOS CON EL AUTOBÚS MUCHOS SITIOS IMPORTANTES DE LA CIUDAD DE ZARAGOZA, EL PUENTE DE PIEDRA, LA PLAZA DE ESPAÑA, LA PLAZA DEL PILAR...</div>
<div style="text-align: left;">
EN EL PARQUE DEL AGUA DONDE FUIMOS DESPUÉS, HABÍA UN PATO Y ALLÍ COMIMOS EN UN PARQUE DE BOLAS. JUGAMOS UN MONTONAZO CON LAS COLCHONETAS, CON EL HINCHABLE DE LA MARIQUITA, CON UNA CASA GRANDE...TUVIMOS QUE QUITARNOS LOS ZAPATOS Y DÁRSELOS A LA MONITORA.</div>
<div style="text-align: left;">
VOLVIMOS A ALFAMÉN Y ALGUNOS NOS DORMIMOS. ERA EL CUMPLEAÑOS DE SAÚL Y LO NOMBRAMOS REY EN EL SALÓN DEL TRONO DONDE BAILAMOS.</div>
<div style="text-align: center;">
<span style="font-size: large;">¡LO PASAMOS SUPERBIEN!</span></div>
<span style="color: blue;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-DNMckRngL-M/U47QAu9txbI/AAAAAAAAAV0/DCVboACuBoU/s1600/IMG-20140528-WA0031.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://4.bp.blogspot.com/-DNMckRngL-M/U47QAu9txbI/AAAAAAAAAV0/DCVboACuBoU/s1600/IMG-20140528-WA0031.jpg" height="179" width="320" /></a><a href="http://3.bp.blogspot.com/-LptnAQaVqFE/U47QAOQa-uI/AAAAAAAAAVo/UGsOfe8w5Ok/s1600/IMAG1245.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-LptnAQaVqFE/U47QAOQa-uI/AAAAAAAAAVo/UGsOfe8w5Ok/s1600/IMAG1245.jpg" height="132" width="200" /></a></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-42601514669523314622014-04-30T15:55:00.000+02:002014-04-30T15:55:31.317+02:00PLANTAMOS PINOS<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-artx_nNxaA8/U2D--Vm26CI/AAAAAAAAAVI/MRL1pMsbX8g/s1600/IMAG1200.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-artx_nNxaA8/U2D--Vm26CI/AAAAAAAAAVI/MRL1pMsbX8g/s1600/IMAG1200.jpg" height="200" width="133" /></a></div>
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<div style="text-align: center;">
PLANTAMOS PINOS</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
EL VIERNES 25 DE ABRIL LOS CHICOS Y CHICAS DE INFANTIL</div>
<div style="text-align: left;">
PLANTAMOS PINOS EN UN CAMPO CERCA DE LA DEPURADORA.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
TAMBIÉN FUIMOS A VER LA DEPURADORA Y ALLÍ NOS EXPLICARON CÓMO SE LIMPIA EL AGUA DEL BAÑO PARA PODER REGAR CON ELLA LOS CAMPOS.</div>
<div style="text-align: center;">
NOS AYUDARON UNOS SEÑORES DEL AYUNTAMIENTO. ELLOS HICIERON AGUJEROS CON LA AZADA Y NOSOTROS PUSIMOS EL PINO EN EL AGUJERO Y LO TAPAMOS CON TIERRA QUE ECHAMOS CON LA MANO.</div>
<div style="text-align: center;">
HACÍA MUCHO FRÍO PERO LO PASAMOS BIEN.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-eLphYOpw0Cw/U2D--iF4pJI/AAAAAAAAAVM/8GaRKnd3aQI/s1600/IMAG1202.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-eLphYOpw0Cw/U2D--iF4pJI/AAAAAAAAAVM/8GaRKnd3aQI/s1600/IMAG1202.jpg" height="200" width="133" /></a></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-9449990540399670552014-04-30T15:46:00.000+02:002014-04-30T15:46:08.373+02:00EXCURSIÓN A LA GRANJA ESCUELA<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-35QKkQ68Pq0/U2D6M2c29YI/AAAAAAAAAUc/vMS5rgU2U0c/s1600/IMAG1151.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-35QKkQ68Pq0/U2D6M2c29YI/AAAAAAAAAUc/vMS5rgU2U0c/s1600/IMAG1151.jpg" height="133" width="200" /></a></div>
<a href="http://3.bp.blogspot.com/-OIa6htn5slE/U2D6MU3upaI/AAAAAAAAAUY/3BtLlT0BaJY/s1600/IMAG1146.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-OIa6htn5slE/U2D6MU3upaI/AAAAAAAAAUY/3BtLlT0BaJY/s1600/IMAG1146.jpg" height="133" width="200" /></a><br />
<div style="text-align: center;">
EXCURSIÓN A LA GRANJA ESCUELA</div>
<div style="text-align: center;">
<br /></div>
LLEGAMOS A LA GRANJA ESCUELA EN ZARAGOZA Y NOS PUSIMOS EN TRES GRUPOS.<br />
<br />
FUIMOS A VER EL HUERTO DONDE TENÍAN PLANTADAS CEBOLLAS, LECHUGAS, TOMATES, VERDURAS...<br />
PLANTAMOS NUESTRAS LECHUGAS Y LES PUSIMOS NOMBRE.<br />
<br />
DIMOS DE COMER MAÍZ A LOS PATOS Y LAS OCAS EN EL ESTANQUE.<br />
<br />
CONOCIMOS AL PERRO GUARDIÁN QUE SE LLAMABA TILO Y NOS DEJARON TOCARLO, ERA MUY BUENO.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-8Rcm2EoWptM/U2D6NJl3OxI/AAAAAAAAAUw/ZwQ74tywivU/s1600/IMAG1154.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-8Rcm2EoWptM/U2D6NJl3OxI/AAAAAAAAAUw/ZwQ74tywivU/s1600/IMAG1154.jpg" height="133" width="200" /></a></div>
TAMBIÉN CONOCIMOS A OTROS ANIMALES: A LAS OVEJAS, A LAS CABRAS, A UNA VACA QUE SE LLAMABA PETRA, A DOS BURRAS, LA HIJA SE LLAMABA CANDELA, A LAS GALLINAS, A LOS GALLOS, A LOS PAVOS, TAMBIÉN HABÍA UN CERDO Y CONEJOS. DIMOS DE COMER A LA CABRA Y TOCAMOS LOS CONEJOS PEQUEÑOS, UNA GALLINA A UNA CABRA PEQUEÑA Y A LA BURRA CANDELA.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-mTjLus3Wf_w/U2D6NkU5CZI/AAAAAAAAAUs/osbMOZEw3AI/s1600/IMAG1173.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-mTjLus3Wf_w/U2D6NkU5CZI/AAAAAAAAAUs/osbMOZEw3AI/s1600/IMAG1173.jpg" height="133" width="200" /></a></div>
DESPUÉS DE COMER Y DE JUGAR EN LA HIERBA HICIMOS UNA TARTA DE PALOMITAS Y OTROS AMIGOS HICIERON BIZCOCHO.<br />
<br />
VOLVIMOS A ALFAMÉN EN UN AUTOBÚS Y EN EL RECREO SALIMOS A JUGAR Y A COMERNOS LA TARTA DE PALOMITAS.<br />
<div style="text-align: center;">
LO PASAMOS SUPERBIEN</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-_7jknA0cDCo/U2D6NFMUyXI/AAAAAAAAAUo/fmz_qQcWP4c/s1600/IMAG1163.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-_7jknA0cDCo/U2D6NFMUyXI/AAAAAAAAAUo/fmz_qQcWP4c/s1600/IMAG1163.jpg" height="133" width="200" /></a></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-57637103240791938612014-04-11T12:55:00.001+02:002014-04-11T12:55:28.653+02:00AJEDREZ EN LA ESCUELA<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: small;">Hoy comenzamos la andadura de Ajedrez en el blog, iremos colgando comentarios, fotos, posibles torneos....</span></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<span style="font-size: small;">Para empezar una reseña de un artículo sobre la <u><b>"Los beneficios de la práctica del ajedrez"</b></u></span></div>
<div style="text-align: center;">
<span style="background-color: white;"></span><br /></div>
<div style="text-align: center;">
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</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: #fce5cd;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;"><span style="background-color: white;">Bill Hall, maestro veterano por 24 años, fue
transferido a la escuela pública secundaria J.H.S. 99 de la ciudad de Nueva
York para enseñar el inglés como un segundo idioma.</span></span><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black;"></span></span></span></i></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">Viendo que no estaba teniendo éxito con sus
estudiantes que eran revoltosos, algunos vagabundos crónicos, involucrados en
actos vandálicos y el hurto, y que sólo prestaban atención por muy corto
tiempo, un día por accidente les explicó de una forma interesante cómo se
jugaba el ajedrez.</span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black;"></span></span></i></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">Inmediatamente se percató que el problema con los
maestros era que tenían bajas expectativas para estos estudiantes. Día a día
los fue motivando al punto que los estudiantes estaban interesadísimos por
aprender más y leer libros de ajedrez en inglés. Los niveles de comprensión y
vocabulario de los muchachos comenzó a mejorar.</span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black;"></span></span></i></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">Hall los inscribió en un torneo intercolegial de
ajedrez, observó también que sus manierismos de niños "machos"
empezaban a desaparecer y aprovechó para enseñarles buenos modales y a actuar
como caballeros. El temor que tenían los muchachos cuando viajaron al torneo
estatal en Syracuse, N.Y. no era el de perder, sino el de cómo comportarse en
los trenes, hoteles y restaurantes.</span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black;"></span></span></i></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">Estaban predispuestos a que si uno de ellos ganaba,
todos ganaban. Si perdían, lo harían como caballeros. Estaban orgullosos de ser
los Caballeros Reales. Un año después de haber aprendido a jugar ajedrez
viajaron hasta California para competir en el Torneo Nacional de Ajedrez para
Escuela Secundaria de 1987. No sólo llegaron a ocupar el 17vo lugar de los 109
equipos de 35 estados, sino que ya estaban actuando como viajeros experimentados.
Posteriormente fueron invitados a viajar a la Unión Soviética para jugar contra
los jóvenes soviéticos. Sería el primer equipo escolar estadounidense en
visitar la Unión Soviética.</span><span style="color: black;"> <span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto;"></span></span></span></i></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">Uno de los jóvenes recalcó que "la vida no es
diferente al ajedrez”, <u>si uno no tiene un plan, <b>será vencido</b>.</u></span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black;"></span></span></i></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;"><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">Beneficios que brinda el jugar ajedrez: </span><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: black;"></span></span></i></span></span></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<div class="MsoNormal" style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; line-height: normal; margin-bottom: 0.0001pt;">
<br /></div>
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><span style="background-color: white;">
</span></i></span></span><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/--YfA2aipcWk/U0Zpj-4vV5I/AAAAAAAAATw/XZQLMMBLxFY/s1600/10003190_572917512807183_1840905348_n-1.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="http://2.bp.blogspot.com/--YfA2aipcWk/U0Zpj-4vV5I/AAAAAAAAATw/XZQLMMBLxFY/s1600/10003190_572917512807183_1840905348_n-1.jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">¿Es un juego minorotario? Verdad que no!!!</td></tr>
</tbody></table>
<div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(246, 247, 202); line-height: normal; margin-bottom: 0.0001pt; text-align: center;">
<span style="background-color: #b4a7d6;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: small;"><i><b><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">Esta comprobado, que el jugar continuamente ajedrez
incrementa las habilidades intelectuales, además mejora la capacidad de
atención y concentración, incrementa las habilidades creativas y lógicas de
razonamiento</span></b><span style="background-attachment: scroll; background-clip: border-box; background-image: none; background-origin: padding-box; background-position: 0% 0%; background-repeat: repeat; background-size: auto auto; color: #333333;">.</span></i></span></span></span><span style="background: white; color: black; font-family: "Helvetica","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-63323989181312478722014-04-10T16:12:00.001+02:002014-04-10T16:12:34.414+02:00<br />
<span style="font-size: large;"><span style="color: #6aa84f;"><b><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><b><span style="color: red;"><span style="color: cyan;">THIS IS THE UNITED KINGDOM</span></span></b></span></span></b></span></span><br />
<br />
<span style="font-size: large;"><span style="color: #6aa84f;"><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><span style="color: red;"><span style="color: cyan;"><span style="color: black;"><span style="font-size: x-small;">In the 5th course we learnt a lot about the UK. The United Kingdom is formed by 4 countries: </span></span></span></span></span></span></span></span><br />
<span style="color: #e69138;"><b><span style="font-size: large;"><span style="font-size: medium;"><span style="font-size: medium;"><span style="font-size: x-small;">THE UK= ENGLAND + SCOTLAND + WALES + NORTHERN IRELAND</span></span></span></span></b></span><br />
<span style="font-size: large;"><span style="color: #6aa84f;"><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><span style="color: red;"><span style="color: cyan;"><span style="color: black;"><span style="font-size: x-small;"> </span></span></span></span></span></span><b><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><b><span style="color: red;"> </span></b></span></span></b><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><span style="color: red;"><span style="color: black;"><span style="font-size: x-small;">In
class we made a poster with the 4 countries, the capital cities, the
flags and some important monuments and cities. Have a look and try to
learn about the UK.</span></span></span></span></span></span></span><br />
<br />
<br />
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<span style="font-size: large;"><span style="color: #6aa84f;"><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><span style="color: red;"><span style="color: black;"><span style="font-size: x-small;"> </span></span></span></span></span></span></span><br />
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<span style="font-size: large;"><span style="color: #6aa84f;"><b><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><b><span style="color: red;"> </span></b></span></span></b></span></span><br />
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<span style="font-size: large;"><span style="color: #6aa84f;"><b><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><b><span style="color: red;"> </span></b></span></span></b></span></span><br />
<span style="font-size: large;"><span style="color: #6aa84f;"><b><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><b><span style="color: red;"> </span></b></span></span></b><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><span style="color: red;"><span style="font-size: x-small;"><span style="color: black;">Besides,
if you are interested in visiting London some day, here you have a very
interesting video about the most important places in London. Enjoy it!!</span></span></span></span></span></span></span><br />
<span style="font-size: large;"><span style="color: #6aa84f;"><span style="color: purple; font-size: medium;"><span style="font-size: medium;"><span style="color: red;"><span style="font-size: x-small;"><span style="color: black;"><br /></span></span></span></span></span></span></span>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/P2WQBD6nNY4?feature=player_embedded' frameborder='0'></iframe></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-32717389913957498502014-04-09T16:24:00.001+02:002014-04-09T16:24:44.107+02:00<span id="goog_1491834330"></span><span id="goog_1491834331"></span><span style="font-size: large;"><b><span style="color: red;">GOING SHOPPING AT SCHOOL</span></b></span><br />
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The 4th course pupils go shopping in class!! They are <b>clients </b>and <b>shop assistants.</b> They go to different shops; baker´s, butcher´s, bookshop, clothes shop, sport shop, pet shop, supermarket and their favourite one: the sweet shop!!<br />
They have some money so they can buy lots of things.<br />
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<span id="goog_1509825806"></span><span id="goog_1509825807"></span><br />Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-48106775334679010562014-04-09T15:52:00.000+02:002014-04-09T15:52:05.147+02:00VIENEN LOS CHICOS DE LONGARES<div style="text-align: center;">
VIENEN LOS CHICOS Y CHICAS DE LONGARES</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-pKttXrxpCVM/U0VOULmGwZI/AAAAAAAAARQ/_TlBuLU_6eI/s1600/IMAG1124.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-pKttXrxpCVM/U0VOULmGwZI/AAAAAAAAARQ/_TlBuLU_6eI/s1600/IMAG1124.jpg" height="213" width="320" /></a></div>
<div style="text-align: left;">
EL MARTES 8 DE ABRIL, LOS CHICOS Y </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
CHICAS DE LONGARES VINIERON A </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
NUESTRO COLE. TODOS JUNTOS VIMOS</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
UN TEATRO EN INGLÉS CHULÍSIMO.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
DESPUÉS DE ALMORZAR, JUGAMOS EN EL </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
RECREO DE INFANTIL CON LOS CHICOS Y </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
CHICAS DE INFANTIL DE LONGARES. COMIMOS CON TODOS EN EL MERENDERO </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
NUEVO DE ALFAMÉN Y JUGAMOS EN EL PABELLÓN Y EN EL FRONTÓN.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
PARA TERMINAR, FUIMOS A LA IGLESIA A VER A LOS MAYORES CANTAR EN EL CORO.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
¡LO PASAMOS SUPERBIEN Y QUEREMOS VOLVER A REPETIRLO!</div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-47461170860737195122014-04-09T15:39:00.004+02:002014-04-09T15:39:39.709+02:00FIESTA ITALIANA<div style="text-align: center;">
FIESTA ITALIANA EN INFANTIL</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-luDF9Cr2V8c/U0VLegIJ5wI/AAAAAAAAAQ8/6SWBT6Ea2MM/s1600/25+011.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-luDF9Cr2V8c/U0VLegIJ5wI/AAAAAAAAAQ8/6SWBT6Ea2MM/s1600/25+011.jpg" height="240" width="320" /></a></div>
EL VIERNES 4 DE ABRIL, HICIMOS<br />
<br />
TODOS LOS CHICOS Y LAS CHICAS DE<br />
<br />
INFANTIL, UNA FIESTA ITALIANA PARA<br />
<br />
CELEBRAR LOS CUMPLES DE ESTE<br />
<br />
TRIMESTRE DE NUESTROS AMIGOS.<br />
<br />
PRIMERO VIMOS UNA PELÍCULA CORTA<br />
<br />
<a href="http://3.bp.blogspot.com/-uA_x_kxJbZQ/U0VLew2Or6I/AAAAAAAAARA/KiirLNLPm6g/s1600/IMAG1113.jpg" imageanchor="1" style="clear: left; display: inline !important; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-uA_x_kxJbZQ/U0VLew2Or6I/AAAAAAAAARA/KiirLNLPm6g/s1600/IMAG1113.jpg" height="213" width="320" /></a>DEL CARNAVAL DE MÁSCARAS DE VENECIA. LUEGO NOS HICIMOS NUESTRAS MÁSCARAS. ALMORZAMOS PIZZAS Y COMIDA ITALIANA, BAILAMOS<br />
MÚSICA ITALIANA Y LES DIMOS<br />
DIPLOMAS A LOS CUMPLEAÑEROS.<br />
<br />
<div style="text-align: center;">
¡ LO PASAMOS SUPERBIEN! </div>
<div style="text-align: left;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-79594297339252509232014-04-09T15:28:00.001+02:002014-04-09T15:28:36.266+02:00LLEGA LA PRIMAVERA A CLASE<div style="text-align: center;">
LLEGA LA PRIMAVERA A CLASE</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-dgtnwassb8Q/U0VJQ4HksZI/AAAAAAAAAQw/MZi2FxeBSkU/s1600/IMAG1129.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-dgtnwassb8Q/U0VJQ4HksZI/AAAAAAAAAQw/MZi2FxeBSkU/s1600/IMAG1129.jpg" height="213" width="320" /></a></div>
<div style="text-align: left;">
ENTRE TODOS ESCRIBIMOS UNA LISTA</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
CON LAS COSAS QUE HAY EN EL </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
PAISAJE EN PRIMAVERA. FLORES, </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
MARIPOSAS, MARIQUITAS...TAMBIÉN </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
PENSAMOS CÓMO QUERÍAMOS HACER</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
TODAS ESAS COSAS; CON CERAS, CON </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
PINCELES, CON TIZAS MOJADAS, CON BOLITAS DE PAPEL...NOS LO PASAMOS MUY</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
BIEN Y LA CLASE HA QUEDADO PRECIOSA.</div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-43552599404826418942014-04-07T15:34:00.002+02:002014-04-07T15:34:39.633+02:00PRUEBA 5 OLIMPIADA<!--[if !mso]>
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<style>
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table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
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mso-style-qformat:yes;
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mso-hansi-theme-font:minor-latin;}
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<![endif]--><!--[if gte mso 9]><xml>
<o:shapedefaults v:ext="edit" spidmax="1029"/>
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<o:shapelayout v:ext="edit">
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span class="texto"><span style="font-size: 18.0pt; line-height: 115%;">PRUEBA 5</span></span></div>
<div class="MsoNormal">
<br /><span class="texto"></span></div>
<div class="MsoNormal">
<span class="texto">1. Hay sólo cuando hay luz. Pero si le da
la luz desaparece. ¿Qué es?</span><span style="mso-fareast-language: ES; mso-no-proof: yes;"> </span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
</div>
<div class="separator" style="clear: both; text-align: center;">
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 /></a></div>
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2.<span style="mso-spacerun: yes;"> </span>Si ayer hubiera
sido el mañana del miércoles y mañana fuese el ayer del domingo, ¿qué día sería
hoy?</div>
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" /></div>
<div class="MsoNormal">
<span style="mso-fareast-language: ES; mso-no-proof: yes;"><br /></span></div>
<div class="MsoNormal">
<span class="texto">3. Algunos meses tienen 30 días. Otros 31.
¿Cuántos tienen 28 días?</span></div>
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<br /></div>
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<img alt="" 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" /></div>
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<span class="texto">4. Dos vacas detrás de una vaca, dos vacas
delante de una vaca y una vaca en medio. ¿Cuántas vacas son?</span></div>
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" /></div>
<div class="MsoNormal">
<span class="texto">5. Si tenemos cinco almohadones, ¿qué hay
exactamente en medio de cada almohadón que</span><br />
<span class="texto">puede verse claramente pero no oírse?</span></div>
<div class="MsoNormal">
<span style="mso-fareast-language: ES; mso-no-proof: yes;"><br /></span></div>
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<img alt="" 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" /></div>
<div class="MsoNormal">
<span style="mso-fareast-language: ES; mso-no-proof: yes;"><br /></span></div>
<div class="MsoNormal">
6. ¿Qué hay que cambiarle a un ciervo para que se convierta
en otro animal?</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
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Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-50516793190411433502014-04-01T12:01:00.003+02:002014-04-01T12:01:41.208+02:00PRUEBA 4 OLIMPIADA MATEMÁTICA<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b><i><u><span style="color: green; font-size: 18.0pt;">PRUEBA<span style="mso-spacerun: yes;">
</span>nº4</span></u></i></b><span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.0pt;"></span></div>
<div style="margin-bottom: 12.0pt;">
<span style="color: #333333;"><br />
</span><b><i><span style="color: green;"><br />
<br />
A los niños de Infantil le hicieron la siguiente pregunta:</span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: black;"> </span><span style="color: green; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;"><br />
<br />
"¿En qué<span style="mso-spacerun: yes;"> </span>dirección está viajando el
autobús que se muestra más abajo?" </span></i></b><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: black; font-family: "Tahoma","sans-serif"; font-size: 9.0pt;"></span></i></b></div>
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<b><i><span style="color: green;">Mira cuidadosamente el
dibujo.</span></i></b><i><span style="color: green;"> <b><br />
<br />
¿Sabes<span style="mso-spacerun: yes;"> </span>la respuesta?</b></span></i><b><span style="color: black;"> </span><i><span style="color: green;"><br />
<br />
Las únicas posibles respuestas son "izquierda" y "derecha" </span></i></b></div>
<div class="MsoNormal">
<b><i><span style="color: green;">Todos los niños de infantil
acertaron y justificaron su respuesta.</span></i></b></div>
<div class="MsoNormal">
<span style="color: #333333;"><br />
</span><span style="color: black;"> </span><b><i><span style="color: green;"><br />
<br />
<br />
<br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></i></b></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-35441669136834223392014-03-26T15:38:00.000+01:002014-04-09T13:39:04.723+02:00TEATRO EN EL COLE<div style="text-align: center;">
VAMOS AL TEATRO</div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://1.bp.blogspot.com/-ngcxFAb9-qY/UzLiXvGcgOI/AAAAAAAAAP8/_fqCMN2-wPQ/s1600/TEATRO1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://1.bp.blogspot.com/-ngcxFAb9-qY/UzLiXvGcgOI/AAAAAAAAAP8/_fqCMN2-wPQ/s1600/TEATRO1.jpg" height="158" width="320" /></a></div>
EL MIÉRCOLES 26 DE MARZO, LOS NIÑOS<br />
<br />
DE 4 AÑOS HEMOS IDO A VER UN<br />
<br />
TEATRO, CON LOS NIÑOS DE 3<br />
<br />
Y LOS DE 5 AÑOS. EL TEATRO HA SIDO EN<br />
<br />
CLASE DE MÚSICA. LOS ACTORES ERAN<br />
<br />
<div style="text-align: left;">
<a href="http://3.bp.blogspot.com/-Dn1sk8_LcpM/UzLiaOmANqI/AAAAAAAAAQY/qzCnJSh2jhI/s1600/TEATRO2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Dn1sk8_LcpM/UzLiaOmANqI/AAAAAAAAAQY/qzCnJSh2jhI/s1600/TEATRO2.jpg" height="213" width="320" /></a> DE 1º Y 2º DE PRIMARIA . HEMOS VISTO EL LOBO FEROZ, LOBITO BUENO<br />
<br />
Y EL SAPO MARIANO Y LOS CISNES. <br />
<br />
NOS HAN GUSTADO UN MONTÓN. <br />
<a href="http://2.bp.blogspot.com/-uaCQylQuvIw/UzLiX-hXwPI/AAAAAAAAAQA/Fg3xHQZAkpg/s1600/TEATRO3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-uaCQylQuvIw/UzLiX-hXwPI/AAAAAAAAAQA/Fg3xHQZAkpg/s1600/TEATRO3.jpg" height="213" width="320" /></a><br />
¡ GRACIAS CHICOS ! <br />
<br />
</div>
<br />
<br />
<br />
<br />
<div style="text-align: left;">
<a href="http://3.bp.blogspot.com/-VaRas7Mt8Lo/UzLiYuqXqvI/AAAAAAAAAQM/quRu-4VXneY/s1600/TEATRO4.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-VaRas7Mt8Lo/UzLiYuqXqvI/AAAAAAAAAQM/quRu-4VXneY/s1600/TEATRO4.jpg" height="213" width="320" /></a></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-75936836263112409992014-03-25T11:51:00.001+01:002014-03-25T11:51:32.124+01:00PRUEBA 3<br />
<div class="separator" style="clear: both; text-align: center;">
<a data-mce-href="http://www.ceipmateovalero.es/wp-content/uploads/prueba-3.pdf" href="http://www.ceipmateovalero.es/wp-content/uploads/prueba-3.pdf" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="instrumentos de cocina" class=" wp-image-889 aligncenter" data-mce-src="http://www.ceipmateovalero.es/wp-content/uploads/instrumentos-de-cocina.jpg" height="115" src="http://www.ceipmateovalero.es/wp-content/uploads/instrumentos-de-cocina.jpg" width="90" /></a><a data-mce-href="http://www.ceipmateovalero.es/wp-content/uploads/prueba-3.pdf" href="http://www.ceipmateovalero.es/wp-content/uploads/prueba-3.pdf" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img alt="PINCHA AQUÍ" class="wp-image-890 " data-mce-src="http://www.ceipmateovalero.es/wp-content/uploads/master-chef-300x232.jpg" height="107" src="http://www.ceipmateovalero.es/wp-content/uploads/master-chef-300x232.jpg" width="137" /></a></div>
<h2 style="text-align: center;">
<span style="font-size: large;">Nos toca cocinar. Resuelve estos divertidos acertijos.</span></h2>
<h2 data-mce-style="text-align: center;" style="text-align: center;">
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>1</b>- Si para cocinar un huevo duro (se entiende de
gallina) se necesitan 8 minutos, ¿Cuánto tiempo se necesitará para hacer tres
huevos duros?</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">2.-El pescadero, su hija, el carnicero y su
mujer fueron juntos a comer. Se comieron 9 huevos y por persona tocaron a 3.
¿Cómo pudo ser?</span></span></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">3.-¿Cuánto tardarás en cortar una barra de
pan en<span> </span>10 rebanadas si tardas un segundo
en cortar cada rebanada?</span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div style="line-height: 150%; text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">4- Juan,
Ricardo y Alex, cenan durante tres días una hamburguesa cada uno. Para ello
disponen de una plancha en la que caben sólo 2 hamburguesas. Cada lado de la
hamburguesa tarda 3 minutos en hacerse. El primer y el segundo día cocinan Juan
y Ricardo y ambos invierten 12 minutos en hacer las tres hamburguesas. Ponen
dos hamburguesas en la plancha y las hacen por los dos lados, total 6 minutos.
Luego ponen la tercera hamburguesa y la hacen por los dos lados, con lo que
tardan 6 minutos más. Total 12 minutos. Al tercer día cocina Alex y sólo tarda
9 minutos en hacer las 3 hamburguesas. ¿Cómo puede lograrlo?</span></span></div>
<span style="font-size: small;">
</span><div class="MsoNormal">
<br /></div>
</h2>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-52853001373487504252014-03-24T14:17:00.000+01:002014-03-24T14:17:26.620+01:00SAINT PATRICK´S DAY<br />
Last Monday 17th we celebrated St Patrick. We did different activities
in class. We told the story of St Patrick, the importance of this
festivity for Irish and some legends about it.<br />
The 2nd cycle dressed up as LEPRECHAUN. They were very goodlooking!!<br />
<br />
<br />
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<br />
The 3rd cycle played St Patrick´s games. In teams, we painted shamrocks
on our partners´ face, we played musical chairs, completed puzzles... We
had a great time!<br />
<br />
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Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-79079100408442688882014-03-20T14:54:00.000+01:002014-03-20T14:54:59.609+01:00ENGLISH<b><span style="color: lime;">ACTION SONG</span></b><br />
<br />
Do you like singing in English? Do you like dancing? Can you do it at the same time? The 5th course pupils became spies for a day to teach you a song. This is the lyrics:<br />
<br />
<div style="text-align: center;">
<i>If I scratch my head</i></div>
<div style="text-align: center;">
<i>It means turn left.</i></div>
<div style="text-align: center;">
<i>If I touch my ear</i></div>
<div style="text-align: center;">
<i>It means turn right.</i></div>
<div style="text-align: center;">
<i>If I cross my legs</i></div>
<div style="text-align: center;">
<i>It means go straight on.</i></div>
<div style="text-align: center;">
I<i>f I fold my arms</i></div>
<div style="text-align: center;">
<i>It means STOP!</i></div>
<div style="text-align: center;">
<i>This is our secret code</i></div>
<div style="text-align: center;">
<i>But SSHHH! Nobody knows</i></div>
<br />
Pay attention and try to do it!!<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/4An037Qq-ZU?feature=player_embedded' frameborder='0'></iframe></div>
<br />Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com1tag:blogger.com,1999:blog-292227949228475351.post-50302629058853228992014-03-17T15:04:00.001+01:002014-03-19T15:08:38.033+01:00OLIMPIADA MATEMÁTICA Prueba 2<h2 style="text-align: center;">
PRUEBA Nº 2</h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-NpSjfgVMY34/UyMhOsgJwFI/AAAAAAAAANs/uX_sqK-FUtE/s1600/numeros+locos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://4.bp.blogspot.com/-NpSjfgVMY34/UyMhOsgJwFI/AAAAAAAAANs/uX_sqK-FUtE/s1600/numeros+locos.jpg" /></a></div>
<h2 style="text-align: center;">
Nueva prueba de nuestra olimpiada, ¡pon tu imaginación a trabajar!</h2>
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<div class="MsoNormal" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;"><u><span style="font-family: "Arial","sans-serif"; font-size: 16.0pt; line-height: 115%;">TEST
DE LOS NÚMEROS LOCOS</span></u></b></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;">Ejemplo:
100 = a los P<span style="mso-spacerun: yes;"> </span>de un C</span></div>
<div class="MsoNormal" style="text-align: left;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 115%;">100
= a los Pies de un Ciempiés</span></b></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">7 = a los D<span style="mso-spacerun: yes;"> </span>de una S</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">4 = a las E<span style="mso-spacerun: yes;"> </span>de mi C</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">88 = a las T<span style="mso-spacerun: yes;"> </span>de un P</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">90 = a los G<span style="mso-tab-count: 3;"> </span>de
un A<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>R</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">1440 = a los M<span style="mso-spacerun: yes;"> </span>que tiene un D</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">4 = a las E<span style="mso-spacerun: yes;"> </span>del A</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">12 = a los S<span style="mso-spacerun: yes;"> </span>del Z</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">3 = a las P<span style="mso-spacerun: yes;"> </span>de un T<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>de P</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">5 = a los D<span style="mso-spacerun: yes;"> </span>de una M</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">3 = a los C<span style="mso-spacerun: yes;"> </span>B</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.45pt; text-align: left; text-indent: -71.45pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">5 = a los C<span style="mso-spacerun: yes;"> </span>del M</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">17 = a las C<span style="mso-spacerun: yes;"> </span>A<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>de E</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">13.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">7 = a las V<span style="mso-spacerun: yes;"> </span>que tiene un G</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">14.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">40 = a la S<span style="mso-tab-count: 4;"> </span>de
V <span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>mas
V</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">15.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">27 = a las L <span style="mso-tab-count: 2;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>del
A</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">16.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">33 = a la E<span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"></span><span style="mso-tab-count: 1;"> </span>en
la que M<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>C</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">17.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">2 = a los C<span style="mso-spacerun: yes;"> </span>de la B<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>E</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">18.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">366 = a los D<span style="mso-spacerun: yes;"> </span>de un A<span style="mso-spacerun: yes;"> </span>B</span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">19.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">33 = a los C<span style="mso-tab-count: 3;"> </span>
de una L<span style="mso-spacerun: yes;"> </span>de C<span style="mso-spacerun: yes;"> </span>C</span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 200%; margin-left: 71.4pt; text-align: left; text-indent: -71.4pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;">20.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif"; font-size: 14.0pt; line-height: 200%;">11888 = al N<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>de I<span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 3;"> </span><span style="mso-spacerun: yes;"> </span>de T</span></div>
Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0tag:blogger.com,1999:blog-292227949228475351.post-75600604746314687312014-03-12T15:42:00.003+01:002014-03-12T15:43:13.582+01:00<div style="text-align: left;">
<br /></div>
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<div style="background-color: yellow; color: lime; text-align: center;">
NUESTROS CÍRCULOS DE COLORES</div>
<br />
CADA UNO DIBUJAMOS EL CUADRO DE KANDINSKY "LOS CÍRCULOS DE COLORES" EN UN PAPEL CON 12 CÍRCULOS CONCÉNTRICOS. CADA UNO ELEGIMOS UNO DE ESOS CÍRCULOS Y LOS PINTAMOS EN UN PAPEL ESPECIAL DE PINTORES QUE ERA DURO Y GORDO, CON PINCEL.<br />
TODOS JUNTOS HICIMOS UN CUADRO GIGANTE COMO EL DE KANDINSKY. FORMAMOS UN GRAN EQUIPO.Anonymoushttp://www.blogger.com/profile/03312616669785700869noreply@blogger.com0