tag:blogger.com,1999:blog-57160116056348145482024-03-19T09:38:56.466+01:00TurinadiarioDiario de actividades del IES Joaquín Turina de MadridSergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.comBlogger192125tag:blogger.com,1999:blog-5716011605634814548.post-71168982041111590172024-03-19T09:33:00.003+01:002024-03-19T09:38:55.588+01:00Bronce en la Olimpiada de Física de Madrid<div style="text-align: center;"><img height="200" src="data:image/png;base64,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" width="200" /><img height="200" src="data:image/png;base64,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" width="200" /></div><div><br /></div><div>Nuestro estudiante de 2° de Bachillerato, León Ruiz del Castillo, ha obtenido Medalla de Bronce en la Olimpiada de Física de Madrid (OFISMAD24) que organiza la Real Sociedad Española de Física, con lo que, además, se ha clasificado para la fase final de la Olimpiada Española de Física, que este año se celebra en Granada.</div><div>¡Enhorabuena campeón!</div>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-67595707883957635602024-03-17T16:21:00.001+01:002024-03-17T16:21:08.995+01:00PARIS 2024<p><span style="color: #b45f06; font-size: large;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #b45f06; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_yJ2N4ru7BbziTolrz9DDI2bJial94VXaYxs0jfjb0yi0FAxNfl-uzD3FXo8orJPUoUdeF3nef3K_O-4Ith0lxxd2YPFslxno6URukbnq6eUPhvILTwms90PKuC-pkMUT-p2d51BZr_IokpBhOH6-yGkqkp707QkdsCVCNpgqsjryX8DBIlzbujVg3M/s4000/IMG_20240317_152236.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="4000" height="288" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_yJ2N4ru7BbziTolrz9DDI2bJial94VXaYxs0jfjb0yi0FAxNfl-uzD3FXo8orJPUoUdeF3nef3K_O-4Ith0lxxd2YPFslxno6URukbnq6eUPhvILTwms90PKuC-pkMUT-p2d51BZr_IokpBhOH6-yGkqkp707QkdsCVCNpgqsjryX8DBIlzbujVg3M/w640-h288/IMG_20240317_152236.jpg" width="640" /></a></span></div><p><span style="color: #b45f06; font-size: large;"><b>Les élèves de français du lycée Turina visitent la ville de lumière et profitent pour pratiquer la langue.</b></span></p>JMTurinahttp://www.blogger.com/profile/07388502772386461038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-46505951477141713002024-03-13T14:55:00.003+01:002024-03-13T14:56:07.950+01:00MARS, LE MOIS DE LA FRANCOPHONIE<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIWQPr4lrXQ03UA3S0DJZOOPDU9eR5GW9FdFNhqFOKmncNnL6lw7B4AThzTW8EQtdGVvAjxTbCm4sXtkJcXyKXkOUWzYpYsafEVqdvVmCdQmrt7y75WDGaSpPnC9Da-u8C_8MGKNU2Us81XNrGtNUQZ78QG-OzP69r2wPUQ3WTCYpaXT87mX-vYlq_i6I/s1800/IMG_20240313_144910.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1704" data-original-width="1800" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIWQPr4lrXQ03UA3S0DJZOOPDU9eR5GW9FdFNhqFOKmncNnL6lw7B4AThzTW8EQtdGVvAjxTbCm4sXtkJcXyKXkOUWzYpYsafEVqdvVmCdQmrt7y75WDGaSpPnC9Da-u8C_8MGKNU2Us81XNrGtNUQZ78QG-OzP69r2wPUQ3WTCYpaXT87mX-vYlq_i6I/w262-h248/IMG_20240313_144910.jpg" width="262" /></a></div><p style="text-align: justify;"><b><span style="color: #3d85c6; font-size: large;">Les élèves de français du lycée Turina fêtent le mois de la francophonie avec des recherches sur les pays qui en font partie.</span></b></p><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzfucJWyoHwtsjazMpwSlVJaD0f1dCFRxiRUTfZw1Rly9JXz65ksBxbLJzED8qFhIK7Y41wzprI1L4546gWIpUJHLVXsj2LjCPJM2ke7ZFE8t2Da3OxV81czX_YJ6gjcXWwMy9pPzIqX4Sryo6wAPS5aT_VuwZ2ECvA4jeEgusUmUCogqjJfMhyZExeRo/s3059/IMG_20240313_144946.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="3059" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzfucJWyoHwtsjazMpwSlVJaD0f1dCFRxiRUTfZw1Rly9JXz65ksBxbLJzED8qFhIK7Y41wzprI1L4546gWIpUJHLVXsj2LjCPJM2ke7ZFE8t2Da3OxV81czX_YJ6gjcXWwMy9pPzIqX4Sryo6wAPS5aT_VuwZ2ECvA4jeEgusUmUCogqjJfMhyZExeRo/w200-h118/IMG_20240313_144946.jpg" width="200" /></a></div><br /><p><br /></p>JMTurinahttp://www.blogger.com/profile/07388502772386461038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-70073843614399547682024-03-01T20:58:00.004+01:002024-03-04T20:16:03.124+01:00Olimpiada de Biología 2023-2024<p style="text-align: justify;">Nuestros alumnos de 2º Bachillerato, Hugo y Marcelo, han acudido esta tarde a la facultad de Ciencias Biológicas de la Universidad Complutense para participar en la Olimpiada de Biología que organiza el Colegio Oficial de Biólogos de la Comunidad de Madrid. Ha sido una buena experiencia para conocer la facultad y reencontrarse con antiguos compañeros. Desde aquí les agradecemos su participación y les deseamos mucha suerte. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX81WB_HFAE2MnI84Dtb3LtmpDlbBRwdNFMuDKSR8Hape-WW5xuRm07V5QcynMKqGQvIYFdWkVmb_bUIDu_NQhQar10RNNkSG7CPunrH3Jieu9huHG8QITfl0wYWY-f_zlC5OojIf1qgi_5dErwElLloTXmE54rYuvUND5V3uk_Fi7J9Qz3gWetKwqoTWU/s4080/biologia%20.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgX81WB_HFAE2MnI84Dtb3LtmpDlbBRwdNFMuDKSR8Hape-WW5xuRm07V5QcynMKqGQvIYFdWkVmb_bUIDu_NQhQar10RNNkSG7CPunrH3Jieu9huHG8QITfl0wYWY-f_zlC5OojIf1qgi_5dErwElLloTXmE54rYuvUND5V3uk_Fi7J9Qz3gWetKwqoTWU/s320/biologia%20.jpg" width="320" /></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjciJkbZGVIZq1rs8rrM4wvcJbpHRFJs2-tv3JBOICybxlJnKsXYcsQcMVtNlPMmpqNY8Y5f2ioRcWlYznhAzNo8ZyUPb1nNS2VnXaAN4yC3GKA6_FhMfu5dXEDKeXPdnolAN2aRSXPi_-xajFzBGGgQXztnz4luLJQk9JO-cvnaalw9e1HykW0tDxgD13J/s4080/dromedario.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjciJkbZGVIZq1rs8rrM4wvcJbpHRFJs2-tv3JBOICybxlJnKsXYcsQcMVtNlPMmpqNY8Y5f2ioRcWlYznhAzNo8ZyUPb1nNS2VnXaAN4yC3GKA6_FhMfu5dXEDKeXPdnolAN2aRSXPi_-xajFzBGGgQXztnz4luLJQk9JO-cvnaalw9e1HykW0tDxgD13J/s320/dromedario.jpg" width="320" /></a></div><br /></div><br /><p style="text-align: justify;"><br /></p><p> </p>Raquel Garcíahttp://www.blogger.com/profile/04163418905494008203noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-74049036445967565972024-02-21T16:15:00.002+01:002024-02-21T16:15:53.263+01:00THÉÂTRE EN FRANÇAIS<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsCHNM-UdGjjr9VYQYEZDdqL2bkX0D7NKHLYb-gQRYum64bseVYlndgNiW1nw2ARbHjayi7nRiR7RS_UhZ57UKJIdGjEOO6HbTEkufudpjLGZY0ZoNU_QVeppDSjnYru8_YMcW0zm59LoYZhIT5wcOvikX92tJ0hgQrRMJa6i7yoaHkxl8iFpueQdsv_U/s4000/IMG_20240221_095121.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="4000" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsCHNM-UdGjjr9VYQYEZDdqL2bkX0D7NKHLYb-gQRYum64bseVYlndgNiW1nw2ARbHjayi7nRiR7RS_UhZ57UKJIdGjEOO6HbTEkufudpjLGZY0ZoNU_QVeppDSjnYru8_YMcW0zm59LoYZhIT5wcOvikX92tJ0hgQrRMJa6i7yoaHkxl8iFpueQdsv_U/s320/IMG_20240221_095121.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIjBlChuzmZZNY-VMd5ssjYupOnANfie08QlGB24Kj-4BBLBBKozie2faJvEEllKNJJpuC2KcxU-D8TLFfJdt9MgrfE8CnTExZF5UuuhDti2b88ciQNh3SXAXzFkN85OWeFKya62-s1R2mJM0bG1RJaPspQHw7sc9P0oR1BG_l_Mh-e7iPaYOsV9d3zvk/s4000/IMG_20240221_111630.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="4000" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIjBlChuzmZZNY-VMd5ssjYupOnANfie08QlGB24Kj-4BBLBBKozie2faJvEEllKNJJpuC2KcxU-D8TLFfJdt9MgrfE8CnTExZF5UuuhDti2b88ciQNh3SXAXzFkN85OWeFKya62-s1R2mJM0bG1RJaPspQHw7sc9P0oR1BG_l_Mh-e7iPaYOsV9d3zvk/s320/IMG_20240221_111630.jpg" width="320" /></a></div><br />Aujourd'hui, les élèves de français de 2nde ont assisté à la représentation de la pièce "Amélie arrive à Paris". Après la fonction, les acteurs ont parlé avec eux.<p></p>JMTurinahttp://www.blogger.com/profile/07388502772386461038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-84817040901065337162024-02-12T15:58:00.004+01:002024-02-12T15:59:42.257+01:00¿Rayos cósmicos o rayos gamma? Pregunta a la IA<p>Hoy nuestros estudiantes de ciencias de Bachillerato han podido disfrutar de una magnífica conferencia de Laura Coronado sobre cómo podemos utilizar la Inteligencia Artificial para detectar las señales de rayos gamma que llegan a la Tierra.</p><p>¡ Gracias Laura!</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6IlpLgE-RoI0ZKGZcaCaiXMoqxNoqMKu-tfYolr6IR0KZ3SdnVYfGSrcXGCEAUp7wdyJryFME3dvvgtTqfbrX74SyJVAH2Oo-KiYsdtx0Iv8k5GwdxGPR1P6CM2owR72tHJRME51gojjh5iq2lKOHp1_yZMQNeNLp6YzFZi2Vhj4rm9ZSpekLZSuyvG8k/s4000/20240212_150404.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2252" data-original-width="4000" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6IlpLgE-RoI0ZKGZcaCaiXMoqxNoqMKu-tfYolr6IR0KZ3SdnVYfGSrcXGCEAUp7wdyJryFME3dvvgtTqfbrX74SyJVAH2Oo-KiYsdtx0Iv8k5GwdxGPR1P6CM2owR72tHJRME51gojjh5iq2lKOHp1_yZMQNeNLp6YzFZi2Vhj4rm9ZSpekLZSuyvG8k/s320/20240212_150404.jpg" width="320" /></a></div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaNy0cnhd6gkSVasgNsNl_HkE-IbGWep8-prBLbMoYa4YaZ48r8PEuHxctoEjo-43j_78g0_RhrAgm3ksCnp9tfh86ckuRzBG6B8DlOBqi1elAdhfOv_ngkZyhw8VUq_hTncMREIE2UOhcAWUSJ_YOg52wrIswNCb88FX4T15k7CvEPfizQC3bIMHS88wy/s4000/20240212_150428.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2252" data-original-width="4000" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaNy0cnhd6gkSVasgNsNl_HkE-IbGWep8-prBLbMoYa4YaZ48r8PEuHxctoEjo-43j_78g0_RhrAgm3ksCnp9tfh86ckuRzBG6B8DlOBqi1elAdhfOv_ngkZyhw8VUq_hTncMREIE2UOhcAWUSJ_YOg52wrIswNCb88FX4T15k7CvEPfizQC3bIMHS88wy/s320/20240212_150428.jpg" width="320" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"></td></tr></tbody></table><br /><p><br /></p>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-2663212016934683192024-01-17T20:16:00.000+01:002024-01-17T20:16:07.284+01:00Salida al Teatro, en el Círculo de Bellas Artes: "Para acabar con Eddy Bellegueule"<p> </p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/q9pqNhpdhI4" width="320" youtube-src-id="q9pqNhpdhI4"></iframe></div><br /><p></p><p><span style="font-size: medium;"><span></span></span></p><a name='more'></a><div style="text-align: center;"><span style="font-size: medium;">Los alumnos y alumnas de Cuarto Curso de ESO del IES Turina han asistido este 9 de enero a la representación, en el Círculo de Bellas Artes, de la obra teatral "Para acabar con Eddy Bellegueule".</span></div><p></p><p>La obra está basada en una novela autobiográfica en la que el autor nos presenta sus vivencias, las de un adolescente que sufre la violencia física y emocional del entorno en que creció, en un pequeño pueblo de Francia. La puesta en escena es muy original e impactante. Juegan continuamente con la música, los efectos de luz, el empleo de cámaras en directo, dándole una gran viveza y dinamismo. Solo hay dos actores en escena, que interpretan todos los papeles, y lo hacen con una gran vitalidad, derrochando talento actoral. </p><p>Nos enorgullecemos, como siempre, del excelente comportamiento de nuestro alumnado, así como de las interesantes cuestiones que plantearon al elenco en el coloquio que tuvo lugar al finalizar la representación de la obra. Hemos disfrutado mucho y pensamos repetir el curso que viene.</p><p><br /></p><p><br /></p><p><br /></p>Lengua Turinahttp://www.blogger.com/profile/13933019780449529405noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-79755946584135010022024-01-15T22:05:00.002+01:002024-02-20T11:34:37.052+01:00III Olimpiada Científica Turina para estudiantes de 4º de ESO<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf1ZzboBWbAU_ysapXh8TzZCdZHfKpI4o6kpTjtoKEY9Bl9RLeYhaQWUmDHpWL7d8Mlmyu1eO6TywOUc0hw9QeCCjQaqCuIT6nJDjn68thiamhO8wg0iIiyODe-ncC2h5PatjfO1JPytz6P3IkehHN0eOLDMHkJzBZWYfHXv1bojlc1IAK_Yyn2iG4-YtY/s2245/OLIMPIADA%20CIENT%C3%8DFICA.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2245" data-original-width="1587" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf1ZzboBWbAU_ysapXh8TzZCdZHfKpI4o6kpTjtoKEY9Bl9RLeYhaQWUmDHpWL7d8Mlmyu1eO6TywOUc0hw9QeCCjQaqCuIT6nJDjn68thiamhO8wg0iIiyODe-ncC2h5PatjfO1JPytz6P3IkehHN0eOLDMHkJzBZWYfHXv1bojlc1IAK_Yyn2iG4-YtY/s320/OLIMPIADA%20CIENT%C3%8DFICA.png" width="226" /></a></div><p>La Olimpiada Científica IES Joaquín Turina es una olimpiada para estudiantes de 4º de ESO que se celebra en el IES Joaquín Turina de Madrid, que tiene como objetivo motivar y estimular a estudiantes interesados en el conocimiento científico-tecnológico y matemático y que va ya por su segunda edición. En ella puede participar cualquier alumno o alumna que esté cursando 4º de ESO en el curso 2023-2024 en un centro de la Comunidad de Madrid, sea o no público y que se haya inscrito previamente en la olimpiada.</p><p>La olimpiada consiste en 2 fases:</p><p></p><ul><li>La primera fase consiste en una prueba que tienen que realizar todos los participantes en un tiempo máximo de una hora y media. La prueba estará formada por una serie de cuestiones tipo test y dos problemas de desarrollo. Para cada cuestión de tipo test se ofrecerán seis posibles soluciones de las que una y sólo una será la correcta. La solución de los problemas deberá estar convenientemente desarrollada. Tanto las cuestiones como los problemas versarán sobre contenidos científicos, fundamentalmente de matemáticas, física y química, pero también de biología, geología, tecnología e historia de la ciencia.</li><li>En la segunda fase participarán sólo los 10 primeros clasificados en la primera fase. Esta segunda fase consiste en una prueba experimental.</li></ul><p></p><p>Para realizar la inscripción, es preciso rellenar el siguiente formulario:</p><p><a href="https://docs.google.com/forms/d/e/1FAIpQLSf4rcy-_Pl2KMF6GtXqxkGu7MS9OGx7WOSLTZ2Oo5PkXBaI9w/viewform?usp=sf_link">https://docs.google.com/forms/d/e/1FAIpQLSf4rcy-_Pl2KMF6GtXqxkGu7MS9OGx7WOSLTZ2Oo5PkXBaI9w/viewform?usp=sf_link</a></p><p>(En caso de no poder acceder directamente al formulario, es preciso copiar la dirección y pegarla en la barra del navegador)</p><p>La inscripción es gratuita. El plazo de inscripción comienza el 15 de enero y finaliza el 20 de febrero. <b>SE HA AMPLIADO EL PLAZO HASTA EL 27 DE FEBRERO</b>.</p><p>La primera fase se realizará el jueves 7 de marzo, a las 17:00h.</p><p>La segunda fase se realizará el jueves 18 de abril, a las 17:00 h.</p><p>La entrega de premios tendrá lugar media hora después de la finalización de la segunda fase.</p><p>Las bases se pueden descargar en <a href="https://drive.google.com/file/d/1gzWgE-Os2G2jhSftVcWf97N_nOJ-D2YO/view?usp=sharing" target="_blank">este enlace</a>. Habrá 3 premios dotados con 150 €, 100€ y 75 € en un cheque regalo. Se concederán a los participantes que hayan conseguido mayor puntuación en la prueba, pudiendo quedar los premios desiertos en el caso de que la puntuación no supere el 50% del máximo de puntos que se pueden obtener. La relación de estudiantes premiados se hará pública en la página web del IES Joaquín Turina https://www.iesturina.es/. </p><p>Los enunciados y las soluciones de la prueba de la primera edición se pueden descargar en <a href="http://turinadiario.blogspot.com/2022/04/soluciones-de-la-i-olimpiada-cientifica.html" target="_blank">este enlace</a>, y los de la segunda edición en <a href="https://turinadiario.blogspot.com/2023/06/soluciones-de-la-ii-olimpiada.html" target="_blank">este otro enlace</a>,</p><p>¡Anímate a participar!</p>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-50762541416322385652023-11-30T11:26:00.001+01:002024-01-13T11:35:06.681+01:00Visita al Planetario de Madrid<p>El pasado viernes 24 de noviembre nuestros estudiantes de 4º de ESO de Ciencias y del Taller de Astronomía de 3º de ESO disfrutaron de una sesión en directo en el Planetario de Madrid y de la visita a sus exposiciones.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMc6_radGyYbN93SExchFudrRpYlJ9NzAPL6rn6fnjsbGpTX4a7J2nbA4EP_E1GhexiDxToRgaEwdhY37wdf57QzSAgNlrKe-VU0Ig6ppARLe1Io5HUWMOKX2YB9rBq5BS3dEDAIku5XC5rFMdB42e_29OQwaSiIBD6rMyZREb8x2mf1Be1zHawXLdej7H/s640/640px-Planetario_de_Madrid_01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMc6_radGyYbN93SExchFudrRpYlJ9NzAPL6rn6fnjsbGpTX4a7J2nbA4EP_E1GhexiDxToRgaEwdhY37wdf57QzSAgNlrKe-VU0Ig6ppARLe1Io5HUWMOKX2YB9rBq5BS3dEDAIku5XC5rFMdB42e_29OQwaSiIBD6rMyZREb8x2mf1Be1zHawXLdej7H/s320/640px-Planetario_de_Madrid_01.jpg" width="320" /></a></div><br /><p><br /></p>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-55083503743836535622023-11-13T11:45:00.001+01:002024-01-13T11:47:49.539+01:00Visita al Consejo de Seguridad Nuclear (CSN)<p>¿Por qué son peligrosos los isótopos radiactivos? ¿Por qué es importante seguir las medidas de seguridad adecuadas cuando se trabaja con ellos? ¿Por qué tienen aplicaciones útiles? ¿Dónde se trabaja con isótopos radiactivos? ¿Qué significa CSN? ¿A qué se dedica este organismo? ¿Qué son los residuos radiactivos? ¿En qué se diferencian del resto de residuos? ¿Qué es el fondo radiactivo natural? ¿Es el mismo en todos sitios? ¿Qué tipos de residuos radiactivos hay y dónde se producen? ¿Qué hacemos en España con ellos?</p><p>La semana del 6 de noviembre todos nuestros estudiantes de 3 ESO hicieron una visita al Consejo de Seguridad Nuclear y pudieron encontrar la respuesta a todas estas preguntas.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmYemd57p8fD6lVkMfPiMa81ThTowDFEBOewC-nuAfmasu1oE0CobH7JZc5NP-G5nkEjjJiAuu-6j5SwH5zy88lF2AjQo3AZByKiy2SkzOU_o4udRYZpVOKpTTDQ8HC-MAx32a0T4qnOU3BlzWGzLJUDBFK5KX3nAkBQMfcBxD7JtgE6zmkzOUTNK4bp0t/s515/camaradeniebla.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="373" data-original-width="515" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmYemd57p8fD6lVkMfPiMa81ThTowDFEBOewC-nuAfmasu1oE0CobH7JZc5NP-G5nkEjjJiAuu-6j5SwH5zy88lF2AjQo3AZByKiy2SkzOU_o4udRYZpVOKpTTDQ8HC-MAx32a0T4qnOU3BlzWGzLJUDBFK5KX3nAkBQMfcBxD7JtgE6zmkzOUTNK4bp0t/s320/camaradeniebla.gif" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-77562346731765310902023-10-16T20:19:00.000+02:002023-10-16T20:19:36.438+02:00Construyendo modelos celulares <p>Nuestros alumnos de 1º ESO ya han terminado su primer proyecto en grupo para la materia de Biología y Geología. Han construido unos modelos celulares increíbles y los hemos expuesto en el pasillo de la segunda planta para mostrar lo bien que han trabajado. </p><p>Dejo unas fotos del desarrollo y resultado final. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzmbAwj-CvEWaw_hEONDLPH4mZ8V6DATK6dr656XxmGxHomExoZOV-4sHxorT0FNOVurAZ9rI4-N8XVkun80d3vAcJ2yw8WRh70RhxqNHayUm8AeOpzJDp7CY2YgKON2ZS195AgdTxLjekLfDWdTxAc7Vom2mBLQAXZnXhzAmqSdliizMuZYNLroUOEdTR/s4080/20231005_140048%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzmbAwj-CvEWaw_hEONDLPH4mZ8V6DATK6dr656XxmGxHomExoZOV-4sHxorT0FNOVurAZ9rI4-N8XVkun80d3vAcJ2yw8WRh70RhxqNHayUm8AeOpzJDp7CY2YgKON2ZS195AgdTxLjekLfDWdTxAc7Vom2mBLQAXZnXhzAmqSdliizMuZYNLroUOEdTR/s320/20231005_140048%20(1).jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDoTPv4sqqDHtiU6QVnUFtPLSmlkTL-Dil40XuiXr9Z90qtTU3Am7nBu9Zjmuq97no1AyXoD4n4KQPxlELKxoNn-AMEe4k62uffGicyEefxYnw3O14XRzXjO5ehyTnhlhzA92VlyV0hLv57jZl-23ciLmqDuo8374WXdAk-nT7maDvEt4BVHAcDAycPYQX/s4080/20231005_140326%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDoTPv4sqqDHtiU6QVnUFtPLSmlkTL-Dil40XuiXr9Z90qtTU3Am7nBu9Zjmuq97no1AyXoD4n4KQPxlELKxoNn-AMEe4k62uffGicyEefxYnw3O14XRzXjO5ehyTnhlhzA92VlyV0hLv57jZl-23ciLmqDuo8374WXdAk-nT7maDvEt4BVHAcDAycPYQX/s320/20231005_140326%20(1).jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD_Szf_YcSOAdEzu5K5L9bGihHBqOtSgwg2yd5dCRCHzhzzZiFCk_EpAdsd5gElA7dSKwCQRc7ii6S2PeOzWy4tllgJfsmApyBlwbY8CrB5umLgORivutpq_0OyF0KiOLDR4ryZq_jBUlJEyp0JNQS_vLU9gsdMtRdW_1RWa3NzKhAu6g54z2F6dHrf3ZV/s4080/20231016_103347%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4080" data-original-width="3060" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD_Szf_YcSOAdEzu5K5L9bGihHBqOtSgwg2yd5dCRCHzhzzZiFCk_EpAdsd5gElA7dSKwCQRc7ii6S2PeOzWy4tllgJfsmApyBlwbY8CrB5umLgORivutpq_0OyF0KiOLDR4ryZq_jBUlJEyp0JNQS_vLU9gsdMtRdW_1RWa3NzKhAu6g54z2F6dHrf3ZV/s320/20231016_103347%20(1).jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih1m5a69cMWnijMRy5sJfJzXF6lZnV_l6oq6Kip0XrpQVp13H9vCrKn0qHmyA0Yx6kR6aeNP427fwsgRTUv9BYCTWNNvcLZind_vYmj99aV8RXledkLoO9ZevfOBb6MmCuGfbh5IYU08Q5IPJEA5-SF9dkllvxlDFgX5YWFr6AEnNJhu8yeX-o6N6CGYow/s4080/20231016_103430%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih1m5a69cMWnijMRy5sJfJzXF6lZnV_l6oq6Kip0XrpQVp13H9vCrKn0qHmyA0Yx6kR6aeNP427fwsgRTUv9BYCTWNNvcLZind_vYmj99aV8RXledkLoO9ZevfOBb6MmCuGfbh5IYU08Q5IPJEA5-SF9dkllvxlDFgX5YWFr6AEnNJhu8yeX-o6N6CGYow/s320/20231016_103430%20(1).jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4gPGu3dzMzvzmEb-KWZbwsBPUWQIKrzOP4hshx3gpnO8aR2S6bqNgagILTBdjXqlN8P9nmwju1rxpMAYbXowubd4Ic-HJuX96im8hYioEWzmgmWXUyd1bocI6LzJDCvzBZ0r5zWzpL7AngkPL8_QAp2ef-xSMAbkAt4QNDf3WpbYn_2ZzMW3DRg9En5Fh/s4080/20231016_103453%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4gPGu3dzMzvzmEb-KWZbwsBPUWQIKrzOP4hshx3gpnO8aR2S6bqNgagILTBdjXqlN8P9nmwju1rxpMAYbXowubd4Ic-HJuX96im8hYioEWzmgmWXUyd1bocI6LzJDCvzBZ0r5zWzpL7AngkPL8_QAp2ef-xSMAbkAt4QNDf3WpbYn_2ZzMW3DRg9En5Fh/s320/20231016_103453%20(1).jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUYhkmMiHA8J6yS4qg5iVmK_sbHAl7p7-T46IUE_ZKTUOypbCN0Ov4A0Hk7VLLuWUC0yU2-MZRsAwfTsYbuZc_eZzwHB7OTfuyXw_LKvYpmpt3_66wPQuTeL7y0l5zhjVWG_unS8qVh0F9Alz0nbIwZ1RL8WfWKUX8xLkrnJFINaJDvb9DujNoMGP1uLUq/s4080/20231016_103527%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUYhkmMiHA8J6yS4qg5iVmK_sbHAl7p7-T46IUE_ZKTUOypbCN0Ov4A0Hk7VLLuWUC0yU2-MZRsAwfTsYbuZc_eZzwHB7OTfuyXw_LKvYpmpt3_66wPQuTeL7y0l5zhjVWG_unS8qVh0F9Alz0nbIwZ1RL8WfWKUX8xLkrnJFINaJDvb9DujNoMGP1uLUq/s320/20231016_103527%20(1).jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVYcjfuTCuJrdrxQn_E7s1mQU6g2WsdbmNKOlmSrZxiVCQU2aAzOiR5RLa7nlSraLFkVhCRHGoMeqdkrDwdVZ9V8FY3bH-bR-izPGY-x7cu_YtVv6SXty5kNNAoDKqWbFpjHEdaXw6cRnNCKws_KNX5ol89Mohu79X26z7oUHRMcO1iBBCtU7-8BTsKtDX/s4080/20231016_103652.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3060" data-original-width="4080" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVYcjfuTCuJrdrxQn_E7s1mQU6g2WsdbmNKOlmSrZxiVCQU2aAzOiR5RLa7nlSraLFkVhCRHGoMeqdkrDwdVZ9V8FY3bH-bR-izPGY-x7cu_YtVv6SXty5kNNAoDKqWbFpjHEdaXw6cRnNCKws_KNX5ol89Mohu79X26z7oUHRMcO1iBBCtU7-8BTsKtDX/s320/20231016_103652.jpg" width="320" /></a></div><br /><p><br /></p><p><br /></p>Raquel Garcíahttp://www.blogger.com/profile/04163418905494008203noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-82188448671760993112023-06-01T19:04:00.001+02:002024-01-14T19:12:19.947+01:00Soluciones de la II Olimpiada Científica Turina<p style="text-align: right;"><br /></p><p style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKzg6y9SI3iEr2meVzEQ8CB5T8QmUqA_K8QyReLfziJBLy1V4MA1gJn2C7Z7wtnPralaBPq6xsIA-URXMhZ0yZRIlCdVcqVcPir5QYDEQQdxP_JzzF35yA3DYs5qpRoAZ2_wQMb-Y4HC-askr1q2AP5oZD3fADqbZP86OBi-N7icFk_WtcUgbra39k3Q/s1800/20230317_111018.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="1440" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKzg6y9SI3iEr2meVzEQ8CB5T8QmUqA_K8QyReLfziJBLy1V4MA1gJn2C7Z7wtnPralaBPq6xsIA-URXMhZ0yZRIlCdVcqVcPir5QYDEQQdxP_JzzF35yA3DYs5qpRoAZ2_wQMb-Y4HC-askr1q2AP5oZD3fADqbZP86OBi-N7icFk_WtcUgbra39k3Q/s320/20230317_111018.jpg" width="256" /></a></p><p>En los enlaces siguientes se pueden descargar los enunciados y las soluciones de la<span style="text-align: justify;"> </span><a href="http://turinadiario.blogspot.com/2023/01/olimpiada-cientifica-turina-22-23.html" style="text-align: justify;" target="_blank">II Olimpiada Científica Turina</a><span style="text-align: justify;"> para estudiantes de 4º de ESO</span>:</p><p></p><ul><li><a href="https://drive.google.com/file/d/1lD8tg95TSNHrXVH8URdfRAjXmGfin_L2/view?usp=drive_link" target="_blank">Enunciados</a></li><li><a href="https://drive.google.com/file/d/15C2PoFaFT4Q4l8LgnJtH_9xz9i7gLJFk/view?usp=sharing" target="_blank">Soluciones</a></li></ul><p></p><p style="text-align: justify;">Damos las gracias a los <a href="https://turinadiario.blogspot.com/2023/03/120-estudiantes-de-mas-de-20-centros.html">más de 100 estudiantes de 20 centros educativos distintos</a> que han participado en esta competición. ¡El año que viene tendremos la segunda edición!</p>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-29410399682286682832023-05-05T17:49:00.000+02:002023-05-05T17:49:13.423+02:00Creación de mundos fantásticos <p>Hoy, viernes 5 de mayo, unos 28 alumnos de todo el colegio han participado en una conferencia impartida por el escritor <a href="https://jpruedag.wixsite.com/jpruedag" target="_blank">Juan Pablo Rueda</a> sobre la creación de mundos fantásticos.</p><p>El autor ha explicado varios temas sobre la creación de narrativa fantástica entre las cuales destacaron la diferencia entre escritor brújula y escritor mapa, como construir un sistema de magia y las tres reglas fundamentales de Brandon Sanderson.</p><p>Los alumnos han podido apreciar un ejemplar de su libro intitulado "<a href="https://www.amazon.es/Las-Estrellas-Ophrame-Estrella-Esmeralda/dp/8409442299/ref=tmm_pap_swatch_0?_encoding=UTF8&qid=&sr=" target="_blank">Las Estrellas de Ophrame: la Estrella Esmeralda</a>".</p><p>Esperamos poder contar con otro taller, la próxima vez de manera presencial.</p><p>¡Muchas gracias a todos por participar!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsaAAsC8MzTc1AT01Wu0mqdMhP22yUbxHJjshSRZpsVPOQlea2p3UtsQODXpGL-s1SQqa3vLAlvt_xo5zTnqFhEqQiSNR6DbjnmVYyVDI9MOGTkgSfofPYY1nJ4PqiTTXcdlMfBFqok091SA1e-fSx-5UqMEp9ux5AzmyOLyDGDOdnOOKY7cA2VkJl/s2245/P%C3%B3ster%20Certamen%20Literario%20Ilustrativo%20Gris.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2245" data-original-width="1587" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsaAAsC8MzTc1AT01Wu0mqdMhP22yUbxHJjshSRZpsVPOQlea2p3UtsQODXpGL-s1SQqa3vLAlvt_xo5zTnqFhEqQiSNR6DbjnmVYyVDI9MOGTkgSfofPYY1nJ4PqiTTXcdlMfBFqok091SA1e-fSx-5UqMEp9ux5AzmyOLyDGDOdnOOKY7cA2VkJl/w453-h640/P%C3%B3ster%20Certamen%20Literario%20Ilustrativo%20Gris.png" width="453" /></a></div><br /><p><br /></p>Claudio Mastrangelohttp://www.blogger.com/profile/16059663867419001038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-84083046591546073422023-04-28T10:26:00.004+02:002023-07-07T22:19:44.031+02:00Ganadores de la II Olimpiada Científica Turina<div class="separator" style="clear: both; text-align: justify;">Ayer tuvo lugar la ceremonia de entrega de premios de la <a href="http://turinadiario.blogspot.com/2023/01/olimpiada-cientifica-turina-22-23.html" target="_blank">II Olimpiada Científica Turina</a> para estudiantes de 4º de ESO. Los ganadores son:</div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b><u>Primer Premio (150 euros):</u></b></div><div class="separator" style="clear: both; text-align: center;"><b>Alejandro Gómez-Olano Espluga<br /></b></div><div class="separator" style="clear: both; text-align: center;"><b><br /></b></div><div class="separator" style="clear: both; text-align: center;"><b><u>Segundo Premio (100 euros):</u></b></div><div class="separator" style="clear: both; text-align: center;"><b>Iker Martínez Fernández<br /></b></div><div class="separator" style="clear: both; text-align: center;"><b><br /></b></div><div class="separator" style="clear: both; text-align: center;"><b><u>Tercer Premio (75 euros):</u></b></div><div class="separator" style="clear: both; text-align: center;"><b>Celia Olmos Alonso</b></div><div class="separator" style="clear: both; text-align: center;"><b>Lucía Andrés Belinchón<br /></b></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b><u>Mención de Honor:</u></b></div><div class="separator" style="clear: both; text-align: center;"><b>Adrián Díaz-Maroto Pérez<br />Iñaki Ambres Garrido<br />Rubén Hernández Aranda</b></div><div class="separator" style="clear: both; text-align: center;"><b>Almudena Alcázar Díaz <br />Ricardo Andrés Delgado Morales<br />Diego Ribalta Andrés <br /></b></div><div class="separator" style="clear: both; text-align: justify;"><br /></div><p style="text-align: justify;">¡Enhorabuena campeones!</p><p style="text-align: justify;">Damos las gracias a los <a href="https://turinadiario.blogspot.com/2023/03/120-estudiantes-de-mas-de-20-centros.html">más de 100 estudiantes de 20 centros educativos distintos</a> que han participado en esta competición. ¡El año que viene tendremos la tercera edición!</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKzg6y9SI3iEr2meVzEQ8CB5T8QmUqA_K8QyReLfziJBLy1V4MA1gJn2C7Z7wtnPralaBPq6xsIA-URXMhZ0yZRIlCdVcqVcPir5QYDEQQdxP_JzzF35yA3DYs5qpRoAZ2_wQMb-Y4HC-askr1q2AP5oZD3fADqbZP86OBi-N7icFk_WtcUgbra39k3Q/s1800/20230317_111018.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="1440" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKzg6y9SI3iEr2meVzEQ8CB5T8QmUqA_K8QyReLfziJBLy1V4MA1gJn2C7Z7wtnPralaBPq6xsIA-URXMhZ0yZRIlCdVcqVcPir5QYDEQQdxP_JzzF35yA3DYs5qpRoAZ2_wQMb-Y4HC-askr1q2AP5oZD3fADqbZP86OBi-N7icFk_WtcUgbra39k3Q/s320/20230317_111018.jpg" width="256" /></a></div><br />Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-29185858956000551472023-04-24T11:46:00.003+02:002023-05-23T12:02:13.457+02:00Finalista en la Olimpiadas de Dibujo Técnico<p><span style="font-family: helvetica;">Dos alumnas de segundo de Bachillerato han participado en las <b>Olimpiadas de Dibujo Técnico</b> de la Comunidad de Madrid organizadas por la Asociación de Profesores de Dibujo (APD). Tuvieron lugar el pasado día 22 de abril de 2023 en <b>ETSEM Edificación UPM</b>. La alumna Ane Egede Nielsen quedó finalista ¡Felicidades!</span></p><p><span style="font-family: georgia;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: georgia;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEixW3fluVdcgXw3Wul_wpUx5kHj6fm3tOsW_Dxuyz1ehtKn5r8TdJTjKj08fIqvhX3gx10yYNlbJtf7QtCvGCZEWA6QLnQDqmsgAFeCbfIJs1C3HCLuVVFaDFyASFKXb-_hJ0_iiJ4MUWkqjX4io2TAhvH8vD5L389P84dOhmd8-i56h3C0tflhWP6UGw" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="298" data-original-width="302" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEixW3fluVdcgXw3Wul_wpUx5kHj6fm3tOsW_Dxuyz1ehtKn5r8TdJTjKj08fIqvhX3gx10yYNlbJtf7QtCvGCZEWA6QLnQDqmsgAFeCbfIJs1C3HCLuVVFaDFyASFKXb-_hJ0_iiJ4MUWkqjX4io2TAhvH8vD5L389P84dOhmd8-i56h3C0tflhWP6UGw" width="243" /></a></span></div><span style="font-family: georgia;"><br /><br /></span><p></p>Sofía Jackhttp://www.blogger.com/profile/03625657409993705003noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-16947642278862779392023-04-19T16:09:00.001+02:002023-04-19T16:09:35.751+02:00Concurso de Cortometrajes en Lengua Extranjera (Inglés)<p> </p><p>Un año más, los alumnos del IES Joaquín Turina han participado al Concurso de Cortometrajes en Lengua Extranjera.</p><p>Los alumnos de 1 Bachillerato Adriana, Annia, Greta, Guillermo, Hugo, Inés, Paola y Violeta han realizado un corto intitulado "Beyond the Screen" (Más alla de la pantalla). Aquí tenéis el enlace directo al corto.</p><p><a href="https://mediateca.educa.madrid.org/video/bsoqs2f2xqzoowe2">Beyond the Screen</a></p><p>Además, los alumnos de 1 ESO C Hugo y Marcos han realizado un corto animado muy interesante. Aquí tenéis el enlace:</p><p><a href="https://mediateca.educa.madrid.org/video/5ukhudehvtgmh4l9">Amelia Earheart</a><br /></p><p>¿Qué opináis? ¿Quién se anima a participar el año que viene? Por el momento, vamos a cruzar los dedos y les damos la enhorabuena por su trabajo. Thank you!</p><p><br /></p><p><br /></p><p><br /></p>Claudio Mastrangelohttp://www.blogger.com/profile/16059663867419001038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-77578845327463777132023-04-08T14:40:00.003+02:002023-04-11T12:22:23.332+02:00Vídeo de presentación del Departamento de Física y Química del IES Joaquín Turina de Madrid<div style="text-align: center;"><br /></div>
<div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"><iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen="" frameborder="0" height="285" src="https://www.youtube.com/embed/aacbwFchOdA" title="YouTube video player" width="504"></iframe></div><div style="text-align: left;">Más información en: </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><a href="https://fyqiesjoaquinturina.blogspot.com/">https://fyqiesjoaquinturina.blogspot.com/</a></div><div style="text-align: left;"><a href="https://site.educa.madrid.org/ies.joaquinturina.madrid/">https://site.educa.madrid.org/ies.joaquinturina.madrid/</a></div><div style="text-align: left;"><br /></div>
<div style="text-align: center;"><iframe allowfullscreen="" frameborder="0" height="236" scrolling="no" src="https://mediateca.educa.madrid.org/video/5h2cbw9qff7989iv/fs" style="border: 0; overflow: hidden;" width="420"></iframe></div>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-80095279661247320592023-03-31T11:22:00.006+02:002023-03-31T11:22:35.702+02:00EL TURINA EN PARÍS<p style="text-align: justify;"><b><span style="color: #0b5394; font-size: x-large;"></span></b></p><div class="separator" style="clear: both; text-align: center;"><b><span style="color: #0b5394; font-size: x-large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsUj08KiIllrc3BujVi3AMXNXKrYbgGUe7EVGnQ7yWhFojGouQA-zU469Bd_INOz8XPjdsjyAm2fZh6u1yRMQhPZggOzUNgNZ8d2aZwNu_cjhuQAGhCtLplAB8uKMBxhlkt-N268Rybur1zw3w__1jRbJUmKPHCLvIHqbjIrDrSk4_pMmOp4ogvsEg/s4640/1680009383274.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="4640" data-original-width="2088" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsUj08KiIllrc3BujVi3AMXNXKrYbgGUe7EVGnQ7yWhFojGouQA-zU469Bd_INOz8XPjdsjyAm2fZh6u1yRMQhPZggOzUNgNZ8d2aZwNu_cjhuQAGhCtLplAB8uKMBxhlkt-N268Rybur1zw3w__1jRbJUmKPHCLvIHqbjIrDrSk4_pMmOp4ogvsEg/w180-h400/1680009383274.jpg" width="180" /></a></span></b></div><b><span style="color: #0b5394; font-size: x-large;"><br />Del 24 al 29 de marzo de 2023, un grupo de alumnos de francés del Turina ha participado en el intercambio con el Lycée Maurice Ravel de París, toda una experiencia lingüística, cultural y emocional.</span></b><p></p>JMTurinahttp://www.blogger.com/profile/07388502772386461038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-34657096316341895502023-03-30T10:00:00.000+02:002023-03-30T10:00:03.985+02:00Estudiantes clasificados en los 10 primeros puestos en la II Olimpiada Científica Turina<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2wh3X_270bAUQKOYytuy0cIrLdW2r4xYGZCiGZd3xIjvNluKE9hrEVjF_SIOlsNeGU2jbcuxxkn8BRelMHis3fQ5AQmxW-6FhM6zLVB-xZ7-Hl81jWrqNVSSXaVvx_PvRnkri9CPJYI_4ne1FJ8Klz18q6Cfvmycijk32aD5D7FaxkoQRN_JjIk3KQQ/s1800/20230317_111018.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="1440" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2wh3X_270bAUQKOYytuy0cIrLdW2r4xYGZCiGZd3xIjvNluKE9hrEVjF_SIOlsNeGU2jbcuxxkn8BRelMHis3fQ5AQmxW-6FhM6zLVB-xZ7-Hl81jWrqNVSSXaVvx_PvRnkri9CPJYI_4ne1FJ8Klz18q6Cfvmycijk32aD5D7FaxkoQRN_JjIk3KQQ/w160-h200/20230317_111018.jpg" width="160" /></a></div><p></p><p>Una vez corregidos los ejercicios, los 10 primeros clasificados en la <a href="http://turinadiario.blogspot.com/2023/01/olimpiada-cientifica-turina-22-23.html" style="text-align: justify;" target="_blank">II Olimpiada Científica Turina</a> para estudiantes de 4º de ESO<span style="text-align: justify;">, son, por orden alfabético:</span></p><p style="text-align: center;"><span style="text-align: justify;"><google-sheets-html-origin style="text-align: start;"></google-sheets-html-origin></span></p><p style="text-align: center;"><google-sheets-html-origin style="text-align: start;"></google-sheets-html-origin></p><table border="1" cellpadding="0" cellspacing="0" dir="ltr" style="border-collapse: collapse; border: none; font-family: Arial; font-size: 10pt; table-layout: fixed; width: 0px;" xmlns="http://www.w3.org/1999/xhtml"><colgroup><col width="169"></col><col width="100"></col><col width="219"></col></colgroup><tbody><tr style="height: 20px;"><td style="border: 1px solid rgb(0, 0, 0); overflow: hidden; padding: 0px 3px; vertical-align: bottom;"><b>Apellidos</b></td><td style="border-color: rgb(0, 0, 0) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;"><b>Nombre</b></td><td style="border-color: rgb(0, 0, 0) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;"><b>Centro educativo</b></td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Alcázar Díaz "}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Alcázar Díaz</td><td data-sheets-value="{"1":2,"2":"Almudena "}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Almudena</td><td data-sheets-value="{"1":2,"2":"Colegio Monte Tabor Schoenstatt"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Colegio Monte Tabor Schoenstatt</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Ambres Garrido"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Ambres Garrido</td><td data-sheets-value="{"1":2,"2":"Iñaki"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Iñaki</td><td data-sheets-value="{"1":2,"2":"Colegio Retamar"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Colegio Retamar</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Andrés Belinchón"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Andrés Belinchón</td><td data-sheets-value="{"1":2,"2":"Lucía"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Lucía</td><td data-sheets-value="{"1":2,"2":"IES Joaquín Turina"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">IES Joaquín Turina</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Delgado Morales"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Delgado Morales</td><td data-sheets-value="{"1":2,"2":"Ricardo Andrés"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Ricardo Andrés</td><td data-sheets-value="{"1":2,"2":"Tajamar"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Tajamar</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Díaz-Maroto Pérez"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Díaz-Maroto Pérez</td><td data-sheets-value="{"1":2,"2":"Adrián"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Adrián</td><td data-sheets-value="{"1":2,"2":"IES Margarita Salas"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">IES Margarita Salas</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Gómez-Olano Espluga"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Gómez-Olano Espluga</td><td data-sheets-value="{"1":2,"2":"Alejandro "}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Alejandro</td><td data-sheets-value="{"1":2,"2":"Santa María del Pilar "}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Santa María del Pilar</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Hernández Aranda "}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Hernández Aranda</td><td data-sheets-value="{"1":2,"2":"Rubén"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Rubén</td><td data-sheets-value="{"1":2,"2":"Colegio Sagrada Familia"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Colegio Sagrada Familia</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Martínez Fernández"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Martínez Fernández</td><td data-sheets-value="{"1":2,"2":"Iker"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Iker</td><td data-sheets-value="{"1":2,"2":"Sagrada Familia de Moratalaz"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Sagrada Familia de Moratalaz</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Olmos Alonso"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Olmos Alonso</td><td data-sheets-value="{"1":2,"2":"Celia"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Celia</td><td data-sheets-value="{"1":2,"2":"IES Cervantes"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">IES Cervantes</td></tr><tr style="height: 20px;"><td data-sheets-value="{"1":2,"2":"Ribalta Andrés "}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Ribalta Andrés</td><td data-sheets-value="{"1":2,"2":"Diego"}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">Diego</td><td data-sheets-value="{"1":2,"2":"IES Joaquín turina "}" style="border-color: rgb(204, 204, 204) rgb(0, 0, 0) rgb(0, 0, 0) rgb(204, 204, 204); border-image: initial; border-style: solid; border-width: 1px; overflow: hidden; padding: 0px 3px; vertical-align: bottom;">IES Joaquín Turina</td></tr></tbody></table><p style="text-align: justify;">¡Enhorabuena!</p><p style="text-align: justify;"><b><br /></b></p><p style="text-align: justify;"><b>Se convoca a estos 10 estudiantes al acto de clausura de la Olimpiada, que tendrá lugar el jueves 27 de abril a las 17:00 en el salón de actos del IES Joaquín Turina</b>. Será un breve acto en el que se anunciarán los nombres de los ganadores y se entregarán los premios y diplomas. Cada estudiante puede venir acompañado de sus profesores, familiares y amigos, pero se recomienda que éstos no sean más de 10 por estudiante.</p><p style="text-align: justify;">Damos las gracias a los <a href="https://turinadiario.blogspot.com/2023/03/120-estudiantes-de-mas-de-20-centros.html" target="_blank">más de 100 estudiantes de más de 20 centros educativos distintos</a> que han participado en esta competición. ¡El año que viene tendremos la tercera edición!</p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje8K_wVlXd10cxRfoGVWjVgvnLPIiaokebZnHmYy-XZVL4T0_PnydiDeySBe9PIY7GiwhHRAXWYj11WRl--EoqHaitx-q9GxDe0qwf_jijMcFX6xd6T_3xAdUs52pP-Y1Hzov7VkJ5zLZXdTOhBDfFWq2IK6g7QXW7OKchaZO1Jn2oRuOatIPi_1CGFQ/s4000/20230316_172536.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2252" data-original-width="4000" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje8K_wVlXd10cxRfoGVWjVgvnLPIiaokebZnHmYy-XZVL4T0_PnydiDeySBe9PIY7GiwhHRAXWYj11WRl--EoqHaitx-q9GxDe0qwf_jijMcFX6xd6T_3xAdUs52pP-Y1Hzov7VkJ5zLZXdTOhBDfFWq2IK6g7QXW7OKchaZO1Jn2oRuOatIPi_1CGFQ/s320/20230316_172536.jpg" style="opacity: 1;" width="320" /></a></div><br /><br /><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-36864976673433471802023-03-17T12:11:00.004+01:002023-04-08T12:55:49.351+02:00120 estudiantes de más de 20 centros educativos distintos participan en la II Olimpiada Científica IES Turina<p></p><p style="text-align: center;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2wh3X_270bAUQKOYytuy0cIrLdW2r4xYGZCiGZd3xIjvNluKE9hrEVjF_SIOlsNeGU2jbcuxxkn8BRelMHis3fQ5AQmxW-6FhM6zLVB-xZ7-Hl81jWrqNVSSXaVvx_PvRnkri9CPJYI_4ne1FJ8Klz18q6Cfvmycijk32aD5D7FaxkoQRN_JjIk3KQQ/s1800/20230317_111018.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1800" data-original-width="1440" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpVEFFCCJJRFvP-NrY1SpQgGaz5JowbHpxvycqQqZTmLeMdVB9dFSqnpuk8v-hs2x4TqHLi2W6hAcEAINFxmn9Vq2-cFAWO0va9pjnFiVQRDMZSK_gwFNAMK0RCfP7oIl0HfOWGfNhwzz5u96sAQfpcbL0DfD5CnE8QRpqi_ZBKrjoshKnNWBAGWIIOQ/w160-h200/20230317_111006.jpg" width="160" /> <img border="0" data-original-height="1800" data-original-width="1440" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2wh3X_270bAUQKOYytuy0cIrLdW2r4xYGZCiGZd3xIjvNluKE9hrEVjF_SIOlsNeGU2jbcuxxkn8BRelMHis3fQ5AQmxW-6FhM6zLVB-xZ7-Hl81jWrqNVSSXaVvx_PvRnkri9CPJYI_4ne1FJ8Klz18q6Cfvmycijk32aD5D7FaxkoQRN_JjIk3KQQ/w160-h200/20230317_111018.jpg" width="160" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><p></p><p style="text-align: justify;">La <a href="https://fyqiesjoaquinturina.blogspot.com/2023/01/ii-olimpiada-cientifica-turina-4ESO.html.html" target="_blank">II Olimpiada Científica Turina</a>, celebrada el pasado jueves, fue todo un éxito de público, con unos 120 participantes de más de 20 centros educativos distintos.</p><p style="text-align: justify;">El acto comenzó a las 17:00 horas con las palabras de ánimo hacia los valientes estudiantes que se atrevieron a afrontar la prueba de nuestro director, Fernando Fuentes, del Subdirector General de Centros de Secundaria, D. José María Serrano, del Jefe de Área de la DAT Capital, D. Francisco Cilleruelo, y de la Inspectora Jefe del Distrito, Dña. Margarita de Frutos. A continuación, Manuela Martínez, Catedrática jubilada de Geometría de la Universidad Complutense de Madrid dio la conferencia “La razón áurea. La serie de Fibonacci”. Después de la conferencia se entregó a los estudiantes la hoja de enunciados y tuvieron una hora y media para resolver la prueba.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6ib9uGXSBtGmL06k61Yic4ny3ZN2v0VuDbUjlhyPMqsQfh4I5mhUr2AyqGJQl4GrZeFRSOcuQcxSp4iuYM64O_JTt9REKnfh-WHXiSof5L3GFBtUDf5FpIJklPJGIKFrdffeAxkJhDyM522F3w-PGrj84etOsjusWS-aSXG2ZnZDmq8TFnBUaw4gIFw/s4000/20230316_172513.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2252" data-original-width="4000" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6ib9uGXSBtGmL06k61Yic4ny3ZN2v0VuDbUjlhyPMqsQfh4I5mhUr2AyqGJQl4GrZeFRSOcuQcxSp4iuYM64O_JTt9REKnfh-WHXiSof5L3GFBtUDf5FpIJklPJGIKFrdffeAxkJhDyM522F3w-PGrj84etOsjusWS-aSXG2ZnZDmq8TFnBUaw4gIFw/s320/20230316_172513.jpg" width="320" /></a></div><p style="text-align: justify;">El IES Joaquín Turina quiere dar las gracias a todas las personas involucradas en que este proyecto se haya podido hacer realidad, tanto a los jefes de los departamentos de Matemáticas y Física y Química, Loreto Ayuso y Sergio Montañez, por organizar la prueba, como al resto de profesores de estos departamentos, también a los departamentos de Biologia y Geología y de Tecnología, por el diseño de la prueba, y a todos los profesores y el resto de personal del instituto por el trabajo realizado esa misma tarde y los días previos. También queremos dar las gracias a todos los centros educativos y a las familias de los participantes por animar a los estudiantes y facilitar que se puedan presentar a la prueba, a la Real Sociedad Española de Química por regalar una magnífica tabla periódica a todos los estudiantes, y también a todas las demás personas e instituciones que han colaborado en la difusión de la prueba y que han permitido que tantos centros educativos y estudiantes conozcan la convocatoria de esta olimpiada. ¡Muchas gracias a todos!</p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje8K_wVlXd10cxRfoGVWjVgvnLPIiaokebZnHmYy-XZVL4T0_PnydiDeySBe9PIY7GiwhHRAXWYj11WRl--EoqHaitx-q9GxDe0qwf_jijMcFX6xd6T_3xAdUs52pP-Y1Hzov7VkJ5zLZXdTOhBDfFWq2IK6g7QXW7OKchaZO1Jn2oRuOatIPi_1CGFQ/s4000/20230316_172536.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2252" data-original-width="4000" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje8K_wVlXd10cxRfoGVWjVgvnLPIiaokebZnHmYy-XZVL4T0_PnydiDeySBe9PIY7GiwhHRAXWYj11WRl--EoqHaitx-q9GxDe0qwf_jijMcFX6xd6T_3xAdUs52pP-Y1Hzov7VkJ5zLZXdTOhBDfFWq2IK6g7QXW7OKchaZO1Jn2oRuOatIPi_1CGFQ/s320/20230316_172536.jpg" style="opacity: 1;" width="320" /></a></div></div></div><p style="text-align: justify;">Esperamos que esta olimpiada haya contribuído el objetivo con el que se planteó: motivar y estimular a los estudiantes interesados en el conocimiento científico-tecnológico y matemático. En unos días se publicarán los nombres de los ganadores.</p><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><p><br /></p>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-8363450003360582912023-03-16T13:20:00.003+01:002023-03-20T14:20:39.670+01:00Exposición de vidrieras góticas de 2 ESO en el Joaquín Turina<p> <span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzEdg4pObjBSxWXAKJNqcrQqlyn39TgIaAL24lyzs8oVTJ2L_3bvlCF_I7P2ScrDEJ3-aV2Cj6EMa5npFTAU_DdkNUmS8W63CmpF0eQfh7zAPUlormzR5OZ44ItPvtdyFkOrgzIXnph980ja5AIYsxzEyT7cvA_2mP28_aSXDl48ysAEeCP0zmWhFc/s2048/IMG-20230316-WA0012.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzEdg4pObjBSxWXAKJNqcrQqlyn39TgIaAL24lyzs8oVTJ2L_3bvlCF_I7P2ScrDEJ3-aV2Cj6EMa5npFTAU_DdkNUmS8W63CmpF0eQfh7zAPUlormzR5OZ44ItPvtdyFkOrgzIXnph980ja5AIYsxzEyT7cvA_2mP28_aSXDl48ysAEeCP0zmWhFc/s320/IMG-20230316-WA0012.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlfiunsa4VQ1JcWWxzOPjwyh0hb6h49QK9fg08S3B5kimn1gDkMiUwWwP9oCAmodUDOUMWYHpA5Ru_mJ-wcUujMlebceT-LN-s6LxYbSJ002SkYsLfVuESjulKIhQwURGJGSutYx3bAUZmP7a7ctCYijwk7UJqPMqFJjP8_fZNEWHmoBj4YqwbZX8H/s2048/IMG-20230316-WA0011.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlfiunsa4VQ1JcWWxzOPjwyh0hb6h49QK9fg08S3B5kimn1gDkMiUwWwP9oCAmodUDOUMWYHpA5Ru_mJ-wcUujMlebceT-LN-s6LxYbSJ002SkYsLfVuESjulKIhQwURGJGSutYx3bAUZmP7a7ctCYijwk7UJqPMqFJjP8_fZNEWHmoBj4YqwbZX8H/s320/IMG-20230316-WA0011.jpg" width="320" /></a><span><a name='more'></a></span></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZqLsmo0uD5Lk36jKJQYSa6RbbnnMe7-FJXMPoVjXSsS2Fnld7_vWEpHTil101Z6Wmj-fAd5ygWKq-Hszn2LtiW0-9F2zRN0Dle4GsuFJlY0-IvZ31XGU4oKvy7xhVI2MeFd1nxEOzPyFwPXcD-_TIFtivPBGSe4r9xzWXRoVzHM0lgWMnlY3sCn-/s2048/IMG-20230316-WA0010.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZqLsmo0uD5Lk36jKJQYSa6RbbnnMe7-FJXMPoVjXSsS2Fnld7_vWEpHTil101Z6Wmj-fAd5ygWKq-Hszn2LtiW0-9F2zRN0Dle4GsuFJlY0-IvZ31XGU4oKvy7xhVI2MeFd1nxEOzPyFwPXcD-_TIFtivPBGSe4r9xzWXRoVzHM0lgWMnlY3sCn-/s320/IMG-20230316-WA0010.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrGXSg7sM-OoGjKPiZ0PHjWI9t-brHZzRJGu0Q9_5OAYb2LxNCBL1FVNVJ0yunKcRqOUjzL_OmGwGaUMr1Uv-UyrM4E8kyzEbuJDiDz0G9YkoH0AQ6Z4KHWXGykZ5V41GMgo8lMERGOKRaVo8OOR7ApHLA9aweiCW9PmnDPPM55YWxFk1jZkpgpC0q/s2048/IMG-20230316-WA0009.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrGXSg7sM-OoGjKPiZ0PHjWI9t-brHZzRJGu0Q9_5OAYb2LxNCBL1FVNVJ0yunKcRqOUjzL_OmGwGaUMr1Uv-UyrM4E8kyzEbuJDiDz0G9YkoH0AQ6Z4KHWXGykZ5V41GMgo8lMERGOKRaVo8OOR7ApHLA9aweiCW9PmnDPPM55YWxFk1jZkpgpC0q/s320/IMG-20230316-WA0009.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSXtXKHIsd8bp0OOgJKDwE6svJCvAu7gUqTTWzglKipzPFEMEDt7c5UrSNmK_0Y4RZV3UMsddKB-Y9KHRL3gR2kGFbeMTyyz6CCALVy-TQTBoso-j2hGCjgarrEUg_O3enV6rNc-Gd7cFsIwk1x1HGtgigWLkXTHY-t1gpxVil4h89HC2w8yVVA0Re/s2048/IMG-20230316-WA0008.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSXtXKHIsd8bp0OOgJKDwE6svJCvAu7gUqTTWzglKipzPFEMEDt7c5UrSNmK_0Y4RZV3UMsddKB-Y9KHRL3gR2kGFbeMTyyz6CCALVy-TQTBoso-j2hGCjgarrEUg_O3enV6rNc-Gd7cFsIwk1x1HGtgigWLkXTHY-t1gpxVil4h89HC2w8yVVA0Re/s320/IMG-20230316-WA0008.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAz-QSS5Gsx9mT2-F0c3HHtfILCVgSm06HMB8smfDNbvIimObVhDouxJuTIFffpL16dO5X_Lw5tJHeC0JvZuFgNENqkIb-VEWiqLfgR8u4j1-E3nhF3qJxLaUXqaJ59BZPcM2KzDLVLS1462MuWEb5QISplb7MCpaygPyRFrhIO0qmvH_5ji7PwrIu/s2048/IMG-20230316-WA0007.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAz-QSS5Gsx9mT2-F0c3HHtfILCVgSm06HMB8smfDNbvIimObVhDouxJuTIFffpL16dO5X_Lw5tJHeC0JvZuFgNENqkIb-VEWiqLfgR8u4j1-E3nhF3qJxLaUXqaJ59BZPcM2KzDLVLS1462MuWEb5QISplb7MCpaygPyRFrhIO0qmvH_5ji7PwrIu/s320/IMG-20230316-WA0007.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYW6Q6vR3PwsDSLV4cvz1cCnlrRzKxHP88xjEI-WrwP51WSsXOlhuXAvXS41XB78QwTDP2_AUeA7KggCvM2rWh_UzD-1CaMTqP1njloVSLW0U2_zPJ_cAgyao8t65plGu9tRdmHw6cCkb4NWHgdxDfDPyOhiz07mB9wpkveJZ2c0X95UdjF2sHqO5d/s2048/IMG-20230316-WA0006.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1536" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYW6Q6vR3PwsDSLV4cvz1cCnlrRzKxHP88xjEI-WrwP51WSsXOlhuXAvXS41XB78QwTDP2_AUeA7KggCvM2rWh_UzD-1CaMTqP1njloVSLW0U2_zPJ_cAgyao8t65plGu9tRdmHw6cCkb4NWHgdxDfDPyOhiz07mB9wpkveJZ2c0X95UdjF2sHqO5d/s320/IMG-20230316-WA0006.jpg" width="240" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwrjFRlHA-PgiHJdTVQkryaSksuXiRt6E5QuFyd1M3qgXz1Tvagmb6cgbrHjPtYZzOs9kBO_7uU18bcUPKp0c__S0xQxM-hzbmA6pG5f7rxQFL_AxhtOybUDzsWCOGT0r3Bg1vwfFLkA16U5ztlfzm1MN07hKLan-_63wOCfnW2AMFtRHw_0wr-p85/s2048/IMG-20230316-WA0005.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwrjFRlHA-PgiHJdTVQkryaSksuXiRt6E5QuFyd1M3qgXz1Tvagmb6cgbrHjPtYZzOs9kBO_7uU18bcUPKp0c__S0xQxM-hzbmA6pG5f7rxQFL_AxhtOybUDzsWCOGT0r3Bg1vwfFLkA16U5ztlfzm1MN07hKLan-_63wOCfnW2AMFtRHw_0wr-p85/s320/IMG-20230316-WA0005.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaTqc-nLX-r5NGHCgh1OLAQe6uwE51-qTNyC019dkC8F7P9nX7q4UZv9WVqMPA7CobBh5uSAhMqyDuVg20XKSqVpYrlwiTPmhwmJ8x1W2mv3Yhp-AJKnwzlbq9ScPy7NOr3gY3sO8hb7F57GDuuKxUxJi-6hbHZiE5CA3SENcJk-1RWBVWNgMn2lkB/s2048/IMG-20230316-WA0004.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaTqc-nLX-r5NGHCgh1OLAQe6uwE51-qTNyC019dkC8F7P9nX7q4UZv9WVqMPA7CobBh5uSAhMqyDuVg20XKSqVpYrlwiTPmhwmJ8x1W2mv3Yhp-AJKnwzlbq9ScPy7NOr3gY3sO8hb7F57GDuuKxUxJi-6hbHZiE5CA3SENcJk-1RWBVWNgMn2lkB/s320/IMG-20230316-WA0004.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhicMd87HGfCsvOx4GOz1VwN5KktU8t6vi-DpoGIf3MwP_97vJ9OznQ9b1C5dKNZ9SYk3hg-JzaprA0AtyxEbJY6upkoNy11Ss450GJ3SKM4E-rzPt3_t_Fn5G6Ojw9foiCW5qe_1f_Hi42TViNyDgMaRWFefrmSqvexd9BMrXfKV6JHHhVGi30vuSs/s2048/IMG-20230316-WA0003.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhicMd87HGfCsvOx4GOz1VwN5KktU8t6vi-DpoGIf3MwP_97vJ9OznQ9b1C5dKNZ9SYk3hg-JzaprA0AtyxEbJY6upkoNy11Ss450GJ3SKM4E-rzPt3_t_Fn5G6Ojw9foiCW5qe_1f_Hi42TViNyDgMaRWFefrmSqvexd9BMrXfKV6JHHhVGi30vuSs/s320/IMG-20230316-WA0003.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqwIEDPW6Bq1UNOh1L_4O_dIoy9V1KeIarcWLWiwCQ403Qvyx0eekklZum30894AlAQ08yQh-sKaTACqAqOGJTNP2NTwsW390FamKUUJELYlpUZvyjwWr5kcMdG_5x6QJizXKDpC5wV5SX0OmSydmSSxYMA0gaMzU7FC2bds-RdYdrzbM2geQEqeGa/s2048/IMG-20230316-WA0002.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqwIEDPW6Bq1UNOh1L_4O_dIoy9V1KeIarcWLWiwCQ403Qvyx0eekklZum30894AlAQ08yQh-sKaTACqAqOGJTNP2NTwsW390FamKUUJELYlpUZvyjwWr5kcMdG_5x6QJizXKDpC5wV5SX0OmSydmSSxYMA0gaMzU7FC2bds-RdYdrzbM2geQEqeGa/s320/IMG-20230316-WA0002.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9zmasTr_G7Hv5DXw0jtBGroKlD9V_XUaZuMT484nOazhIrBxnaZoBajpSz8MkxjrzrWEk_riQKnfE0qvgTehLr-gh4rvJ_5G8nyMeJ5FRFyc7VAmGD4LdAJ-Xg5Ulq5hXwLXxk8rrK02e9YLd_fgXRFKJ2TwGMUkIZvDlJhFrsU-pFM1cMnJrMdOg/s2048/IMG-20230316-WA0001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="2048" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9zmasTr_G7Hv5DXw0jtBGroKlD9V_XUaZuMT484nOazhIrBxnaZoBajpSz8MkxjrzrWEk_riQKnfE0qvgTehLr-gh4rvJ_5G8nyMeJ5FRFyc7VAmGD4LdAJ-Xg5Ulq5hXwLXxk8rrK02e9YLd_fgXRFKJ2TwGMUkIZvDlJhFrsU-pFM1cMnJrMdOg/s320/IMG-20230316-WA0001.jpg" width="320" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2mPmt1zvvl_dATLjBNvYkwx9iRaGCFHJWNTkOeyBqYBu1sWqXGlsa51DEW9eGvRs5hZGRRyWm49pJM4d-MnN0ui_EopxTjldL5Qa581lObCcWAizGqM873AqyVolqCqSMHeJwmyAFAviEfifiXRb5idekiRTXjchWvNe4GygAVmHaSUH59bEAm0xd/s2048/IMG-20230316-WA0000.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2mPmt1zvvl_dATLjBNvYkwx9iRaGCFHJWNTkOeyBqYBu1sWqXGlsa51DEW9eGvRs5hZGRRyWm49pJM4d-MnN0ui_EopxTjldL5Qa581lObCcWAizGqM873AqyVolqCqSMHeJwmyAFAviEfifiXRb5idekiRTXjchWvNe4GygAVmHaSUH59bEAm0xd/s320/IMG-20230316-WA0000.jpg" width="320" /></a></div><br /><p></p>JMTurinahttp://www.blogger.com/profile/07388502772386461038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-75386241450156187002023-03-15T14:03:00.002+01:002023-07-07T22:13:06.484+02:00Visita al Consejo de Seguridad Nuclear<p>¿Por qué son peligrosos los isótopos radiactivos? ¿Por qué es importante seguir las medidas de seguridad adecuadas cuando se trabaja con ellos? ¿Por qué tienen aplicaciones útiles? ¿Dónde se trabaja con isótopos radiactivos? ¿Qué significa CSN? ¿A qué se dedica este organismo? ¿Qué son los residuos radiactivos? ¿En qué se diferencian del resto de residuos? ¿Qué es el fondo radiactivo natural? ¿Es el mismo en todos sitios? ¿Qué tipos de residuos radiactivos hay y dónde se producen? ¿Qué hacemos en España con ellos?</p><p>La semana del 6 de marzo todos nuestros estudiantes de 3 ESO hicieron una visita al Consejo de Seguridad Nuclear y pudieron encontrar la respuesta a todas estas preguntas.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6c60w5rOPqm4T5Ztyc-mUqWKa2Cr2NmmRXpkQac3JITEiVRkdGAOfLSm-6KeaYiCrZN0IL_Ou9aj984phJ8svCeId_H9dCHDUMNiVOW6_-G3_VLAcbxlo8M1mSpEKyuMCFTq3IGrKDbf4yVcevoi3UFUB4zotstiP6kQmkQ8jIloExuN0MwsN6N1fPQ/s2048/20230320_141309.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6c60w5rOPqm4T5Ztyc-mUqWKa2Cr2NmmRXpkQac3JITEiVRkdGAOfLSm-6KeaYiCrZN0IL_Ou9aj984phJ8svCeId_H9dCHDUMNiVOW6_-G3_VLAcbxlo8M1mSpEKyuMCFTq3IGrKDbf4yVcevoi3UFUB4zotstiP6kQmkQ8jIloExuN0MwsN6N1fPQ/w200-h150/20230320_141309.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEQx9VAK3kD4n6ABqogQpPkSBpyCzhfQwTTK33-6jIaWgYklkL6w8-NjuyU0G80k82YyF8psjqOJSfy2RKwmpGX6M42l-5MTh0ZIaVPxnF_hi-ZaU98UEUtMwRXG3nc7jxNIJfkAHoEFj9TaHjZ_AT5RdT9r60BtSnrY27zIgSA2CDr4gdlYF8RPvHuA/s2048/20230320_141313.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1536" data-original-width="2048" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEQx9VAK3kD4n6ABqogQpPkSBpyCzhfQwTTK33-6jIaWgYklkL6w8-NjuyU0G80k82YyF8psjqOJSfy2RKwmpGX6M42l-5MTh0ZIaVPxnF_hi-ZaU98UEUtMwRXG3nc7jxNIJfkAHoEFj9TaHjZ_AT5RdT9r60BtSnrY27zIgSA2CDr4gdlYF8RPvHuA/w200-h150/20230320_141313.jpg" width="200" /></a></div><br /><p><br /></p>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-10665834728585282772023-03-11T16:20:00.003+01:002023-03-11T16:20:48.317+01:00Proyecto sobre las mujeres<p style="text-align: center;"><span style="color: #800180;"> <span style="font-size: large;">Proyecto sobre las mujeres</span></span></p><p style="text-align: center;">Para acabar el segundo trimestre y empezar el último con mucho ánimo, los alumnos del Joaquín Turina han participado en un proyecto espectacular dedicado a las mujeres.</p><p style="text-align: center;">El alumnado realizó unas pinturas increíbles, unos vídeos y podcast explicativos sobre las maravillosas vidas de estas personas que cambiaron la historia.</p><p style="text-align: center;">Gracias a todos los profesores y alumnos que han participado en el proyecto para que no se olvide nunca lo que aportaron estas mujeres en nuestra vida diaria.</p><p style="text-align: center;">Aquí un pequeño video sobre como está quedando nuestra planta baja.</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzS2jBZlv-b8bOTODpx2cFWTrS8CcwcRL-YGcOYTMpuBDBaooOjT2RpgRnxhygQrp1KIZX4S8Vjzmt8M1gjdA' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div><br /><p style="text-align: center;"><br /></p>Claudio Mastrangelohttp://www.blogger.com/profile/16059663867419001038noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-72773800777724158252023-03-09T11:25:00.068+01:002023-05-23T12:19:41.002+02:00Día de la mujer. Participación de todos los alumnos del instituto.<p><span style="font-family: verdana;"><span style="font-size: small;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana;"><span style="font-size: small;"><img alt="Mural de trabajos de los alumnos para el Día de la Mujer" border="0" class="placeholder" height="300" id="1cf35a54bc87e" src="https://www.blogger.com/img/transparent.gif" style="background-color: #d8d8d8; background-image: url('https://fonts.gstatic.com/s/i/materialiconsextended/insert_photo/v6/grey600-24dp/1x/baseline_insert_photo_grey600_24dp.png'); background-position: center; background-repeat: no-repeat; opacity: 0.6;" width="400" /></span></span></div><span style="font-family: verdana;"><span style="font-size: small;"><br /></span></span><p></p><p><span><span style="font-family: helvetica; font-size: small;">Los<b> Departamentos de Dibujo</b> e <b>Inglés</b> han llevado a cabo un proyecto conjunto en el cual las<b> mujeres</b> son las protagonistas. </span></span></p><p><span><span style="font-family: helvetica; font-size: small;">Partimos de un largo listado de mujeres que han realizado grandes aportaciones a la ciencia, la cultura o la sociedad. Sin embargo, ¿quienes son realmente? ¿cuál fue su aportación? El proyecto nos ha permitido un acercamiento a los nuevos nombres que se están incorporando a la historia universal y que, durante muchos años, han sido silenciados.</span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: x-small;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxLGLEzWXmoBVt05mZi-XQpI5i_ZCTLWyDvO7KhUeWsF7yiC0PsV6wWIqf6MRnTpqCjenXq5wj2tIM55DHXDQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe> </span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: verdana; font-size: x-small;">Vídeo realizado por el alumno <b>Víctor Félix Martí Rodríguez </b></span><b><span style="font-size: x-small;"><br /></span></b></div><br /><p><br /></p>Sofía Jackhttp://www.blogger.com/profile/03625657409993705003noreply@blogger.com0tag:blogger.com,1999:blog-5716011605634814548.post-44962769366259896132023-02-13T11:11:00.000+01:002023-02-13T11:11:20.389+01:00Mujeres olvidadas. Conferencia para 3º de ESO.<p></p><div style="text-align: center;"><a href="https://commons.wikimedia.org/wiki/File:Rosalind_Franklin.jpg#/media/Archivo:Rosalind_Franklin.jpg"><img alt="Rosalind Franklin.jpg" height="200" src="https://upload.wikimedia.org/wikipedia/commons/9/97/Rosalind_Franklin.jpg" width="166" /></a></div><p></p><p>El pasado jueves 9 de febrero nuestros estudiantes de 3º de ESO asistieron a una magnífica conferencia de Sara Otaegi, del Centro Nacional de Biotecnología (CNB-CSIC), y Uxía Pérez, del Instituto de Química Física Rocasolano, sobre el papel de la mujer y la niña en la ciencia. También nos contaron en qué consisten las investigaciones que están realizando sobre bioquímica y biociencias moleculares. ¡Gracias!</p>Sergio Montañez Nazhttp://www.blogger.com/profile/18406553633448042214noreply@blogger.com0