tag:blogger.com,1999:blog-64683238861789687302024-02-22T04:03:24.025-08:00Colegio Santa Ana Utiel Blog Dept. SociolingüísticoAnonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.comBlogger48125tag:blogger.com,1999:blog-6468323886178968730.post-88807242729261597482016-11-18T03:54:00.002-08:002016-11-18T03:54:47.497-08:00BIZANTINOS Y CAROLINGIOS 2º ESO<img alt="Resultado de imagen de imagenes sobre BIZANCIO Y CAROLINGIOS" height="453" 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" width="640" /><br />
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<img alt="Resultado de imagen de imagenes sobre BIZANCIO Y CAROLINGIOS" height="411" 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" width="640" /><br />
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<img alt="Resultado de imagen de imagenes sobre BIZANCIO Y CAROLINGIOS" height="488" 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" 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<img alt="Resultado de imagen de imagenes sobre BIZANCIO Y CAROLINGIOS" height="479" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcREJ9AL3B6baeUa9xLakTQPovxhjtaZZ6HBMApzm6_IVxFeT6h_" width="640" /><br />
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-83808508114490245632016-11-18T03:49:00.001-08:002016-11-18T03:49:07.524-08:00PREHISTORIA E HISTORIA 1º ESO<img alt="Resultado de imagen de imagenes sobre egipto y mesopotamia" height="479" 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" width="640" /><br />
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<img alt="Resultado de imagen de imagenes sobre egipto y mesopotamia" height="509" 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" width="640" /><br />
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<img alt="Resultado de imagen de imagenes sobre egipto y mesopotamia" height="479" 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" 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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com2tag:blogger.com,1999:blog-6468323886178968730.post-74106591043034225212016-11-18T03:41:00.003-08:002016-11-18T03:41:24.295-08:00<img alt="Resultado de imagen de imagenes del paleolitico neolitico y edad de los metales" height="480" src="http://image.slidesharecdn.com/paleolticoneolticoyedaddelosmetales-160408202238/95/paleoltico-neoltico-y-edad-de-los-metales-2-638.jpg?cb=1460146984" width="640" /><br />
<img alt="Resultado de imagen de imagenes del paleolitico neolitico y edad de los metales" height="150" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTJlmhujak9-WXd6Yre9I_MRMbiOyTO5Q7gpUQcK91UXn-xMRZq" width="640" /><br />
<img alt="Resultado de imagen de imagenes del paleolitico neolitico y edad de los metales" height="450" src="http://cmapspublic.ihmc.us/rid=1JBN3WM08-23FNQ05-18K6/prueba%20prehist.cmap?rid=1JBN3WM08-23FNQ05-18K6&partName=htmljpeg" width="640" /><br />
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-1055374270918942542016-06-06T11:42:00.002-07:002016-06-06T11:42:52.221-07:00GEOGRAFIA HUMANA Y ECONÓMICA 2º ESO<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-10512742904222511102016-06-06T11:29:00.003-07:002016-06-06T11:29:51.871-07:00GEOGRAFIA FÍSICA 1º ESO<div class="separator" style="clear: both; text-align: center;">
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Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-74868518287001336112016-01-16T11:13:00.000-08:002016-01-16T11:13:06.215-08:001º ESO: ROMA<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-82063057287870096302016-01-16T10:54:00.002-08:002016-01-16T10:54:52.927-08:00SOCIALES 2º ESO: LA RECONQUISTA<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-80104180984167171112016-01-16T10:11:00.002-08:002016-01-16T10:11:45.433-08:00religión 4º eso<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-19869420462408243962016-01-16T10:01:00.003-08:002016-01-16T10:01:49.723-08:00RELIGIÓN 3º ESO<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-60216187413774003572015-12-16T09:43:00.002-08:002015-12-16T09:43:19.884-08:00CULTURA CLÁSICA <div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com1tag:blogger.com,1999:blog-6468323886178968730.post-64711691658520344192015-11-08T11:13:00.000-08:002015-11-08T11:13:55.794-08:00INCIAMOS CURSO 2015-2016 CON EL TRABAJO REALIZADO SOBRE MITOLOGIA POR ALUMN@S 3º ESO CULTURA CLÁSICA<div class="separator" style="clear: both; text-align: center;">
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Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-54843929963660792292015-06-11T04:53:00.002-07:002015-06-11T04:54:11.271-07:00FIN DE CURSO VALORACIÓN EDUCACIÓN BASADA EN INTELIGENCIA MÚLTIPLES<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-41181348667291727422015-06-11T04:45:00.000-07:002015-06-11T04:45:00.059-07:002º ESO FELIPE V<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-21954920160546910842015-05-19T11:19:00.000-07:002015-05-19T11:19:11.520-07:004º ESO<div class="separator" style="clear: both; text-align: center;">
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.<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-44284626392663251012015-05-19T11:15:00.001-07:002015-05-19T11:15:24.164-07:00HERMANAMIENTO 1º PRIMARIA CON 2º SECUNDARIA<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-84002459591158794942015-05-19T11:08:00.002-07:002015-05-19T11:08:56.512-07:00PIRÁMIDES DE POBLACIÓN FINALIZADAS 2º ESO<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-51158477547877347062015-05-19T10:58:00.001-07:002015-05-19T10:58:29.666-07:00FRANCÉS 2º ESO TRABAJO COOPERATIVO<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-7052187834547927782015-05-19T10:54:00.001-07:002015-05-19T10:54:36.923-07:00ENTREGA DE PREMIOS CONVIVENCIA CONSERVATORIO<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-45472256274137366222015-05-14T10:58:00.002-07:002015-05-14T10:58:45.134-07:00CONVIVENCIA CONSERVATORIO-IES ALAMEDA-COLEGIO SANTA ANA<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-14184094147716584742015-05-14T10:53:00.001-07:002015-05-14T10:53:53.720-07:00REALIZACIÓN DECORADO OBRA TEATRO 3º CULTURA CLÁSICA<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/16696207303091465883noreply@blogger.com0tag:blogger.com,1999:blog-6468323886178968730.post-9617883217795217202015-05-14T10:50:00.002-07:002015-05-14T10:50:15.213-07:00"PIRÁMIDES DE POBLACIÓN" SOCIALES 2º ESO<div class="separator" style="clear: both; text-align: center;">
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