tag:blogger.com,1999:blog-90467181318156005682024-03-16T19:53:09.323+01:00AULA DE MÚSICA CEIP GERARDO DIEGOEspacio del Aula de Música del CEIP Gerardo Diego de Los Corrales de BuelnaJuliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.comBlogger657125tag:blogger.com,1999:blog-9046718131815600568.post-73417054038237796252023-06-21T08:59:00.006+02:002023-06-21T08:59:57.494+02:00Organología<p> En sexto hemos hablado de organología. Aquí tenéis algunos juego para comprobar todo lo que habéis aprendido.</p><p></p><ul style="text-align: left;"><li><a href="https://es.educaplay.com/juego/5552379-organologia.html" target="_blank">Clasificar instrumentos</a></li><li><a href="https://es.educaplay.com/juego/4025819-organologia.html" target="_blank">Grupos de instrumentos</a></li><li><a href="https://es.educaplay.com/juego/5940784-la_ruleta_de_los_instrumentos.html" target="_blank">La ruleta de los instrumentos</a></li><li><a href="https://docs.google.com/forms/d/e/1FAIpQLSewxtjIKn46x-jQb8oI0VL8-QrgbAyqa-4TmN9DZhmbMjelug/viewform" target="_blank">Formulario Organología</a></li></ul><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk8PDg8byeTHFnoPtYHKJsV1O8EFl-Ee2YzXOKio_eOrlbC4zn_pFVEODTb8EM5cAxvognDaT4B4NSwqDK739kMIrX9d_drSBfgGap9-3agpIhfeojbg4T9sU1no_ChaQ8etGM1tLmySOtRJIORN-BArXBuTlABSKcVqCzI-46wM_SZs8LEsg6HRzcfM0G/s1100/00000000000000000000000000000000000000000000000.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="750" data-original-width="1100" height="417" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk8PDg8byeTHFnoPtYHKJsV1O8EFl-Ee2YzXOKio_eOrlbC4zn_pFVEODTb8EM5cAxvognDaT4B4NSwqDK739kMIrX9d_drSBfgGap9-3agpIhfeojbg4T9sU1no_ChaQ8etGM1tLmySOtRJIORN-BArXBuTlABSKcVqCzI-46wM_SZs8LEsg6HRzcfM0G/w612-h417/00000000000000000000000000000000000000000000000.jpg" width="612" /></a></div><br /><div><br /></div><p></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com0tag:blogger.com,1999:blog-9046718131815600568.post-602073086846701412023-06-12T09:03:00.000+02:002023-06-12T09:03:01.753+02:00Estilos musicales<div><br /></div>En tercero estamos trabajando los estilos musicales, y más en concreto el rock.<div>Aquí tenéis una lista de juego que os pueden servir para comprobar todo lo que estáis aprendiendo.</div><div><ul style="text-align: left;"><li><a href="https://es.educaplay.com/juego/8088359-quien_esta_tocando.html" target="_blank">¿Quién está tocando?</a></li><li><a href="https://es.educaplay.com/juego/8088602-estilos_musicales.html" target="_blank">Completar el texto</a></li><li><a href="https://es.educaplay.com/juego/5522828-estilos_musicales.html" target="_blank">Identificar estilos</a></li><li><a href="https://es.educaplay.com/juego/5913093-rock_and_roll.html" target="_blank">Crucigrama</a></li><li><a href="https://es.educaplay.com/juego/5668718-instrumentos_del_rock.html" target="_blank">Instrumentos del rock</a></li><li><a href="https://es.educaplay.com/juego/5899879-rock_roll_radio.html" target="_blank">Rock and roll radio</a></li></ul><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh82ggLoTxI7udxKBFgzEDdhEevykd8JDpQuP3z7-8lwScRVyeArX81Ld17T_ooGd6NdAnWlgT1fp3r3q59zT-lfHA__3LJzyKqIsRNGrBvTihIufB_ZULMx4GTyfqAiCjLtirX1Pc7s_yPi0Gxp9UJqKq0XinNb5B3m70WqM-EuKNYc7fJkZJJRg7jrg/s1200/00000000000000000000000000000000000000000000000.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="675" data-original-width="1200" height="331" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh82ggLoTxI7udxKBFgzEDdhEevykd8JDpQuP3z7-8lwScRVyeArX81Ld17T_ooGd6NdAnWlgT1fp3r3q59zT-lfHA__3LJzyKqIsRNGrBvTihIufB_ZULMx4GTyfqAiCjLtirX1Pc7s_yPi0Gxp9UJqKq0XinNb5B3m70WqM-EuKNYc7fJkZJJRg7jrg/w588-h331/00000000000000000000000000000000000000000000000.jpg" width="588" /></a></div><br /><div><br /></div></div>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com0tag:blogger.com,1999:blog-9046718131815600568.post-85027595217620150272023-05-31T11:44:00.002+02:002023-05-31T11:44:08.598+02:00Mañana completitaHoy los grupos de 6º han tenido una mañana muy ajetreada en el aula de Música.<div>A primera hora han venido los alumnos de 1º de ESO del IES María Telo, con sus profesores Alberto y Miguel, a darnos un concierto. Entre ellos se encontraban algunos antiguos alumnos de nuestro colegio a los que hemos estado encantados de volver a ver. </div><div>Aunque ya les hemos agradecido personalmente su visita y les hemos transmitido lo mucho que nos ha gustado el recital, no está de más volverlo a hacer aquí.</div><div>A continuación, ha tenido lugar la presentación ante sus compañeros de los instrumentos que los chavales han construido. <a href="https://photos.app.goo.gl/9v7zGBMTLu5tFMEUA" target="_blank">Pincha aquí o sobre la foto para acceder al álbum en el que están las fotos de estos fabulosos artefactos.</a></div><div>¡Buen trabajo!<br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://photos.app.goo.gl/9v7zGBMTLu5tFMEUA" rel="nofollow" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="615" data-original-width="1093" height="340" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE8fPyZv6WwdNBJzsr0Mp85DyRfqCVBCicmeRVoI4wNnx5anwAKCYTeNVoeFKAZ3aNEebBIbwCx39z8mfHOtTLIVXq4JgrG5aHinonzJtRD5c6GLw5S9_OtoJ2JL-t5-qpIs4Pl0L0Cfhc5o0TZ_c5GPVFeUSo9f7zMDCK7cbHuX0DBjjYJtKFgxZhvg/w604-h340/00000000000000000000000000000000000000000000000.jpg" width="604" /></a></div><br /> <p></p></div>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com0tag:blogger.com,1999:blog-9046718131815600568.post-91024804256473592662023-01-24T08:59:00.000+01:002023-01-24T08:59:00.179+01:00La música tradicional<p>Estamos utilizando este esquema para trabajar la música tradicional, en general, y la de Cantabria, en particular. </p><p><a href="https://gitmind.com/app/docs/mrfxqhbj" target="_blank"><img alt="" height="334" src="data:image/png;base64,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" width="612" /> </a></p><p style="text-align: center;"><a href="https://gitmind.com/app/docs/mrfxqhbj" target="_blank">Esquema: MÚSICA TRADICIONAL </a></p><p style="text-align: left;">Cuando creas que lo tienes todo claro, puedes comprobar si es así completando este cuestionario:</p><p style="text-align: center;"><a href="https://es.educaplay.com/juego/8121453-la_musica_tradicional.html" target="_blank">Cuestionario: MÚSICA TRADICIONAL</a><br /></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-21171611997992546092023-01-16T09:00:00.001+01:002023-01-16T09:00:00.153+01:00Guardar la música<p> En tercero estamos utilizando esta presentación para saber cómo se guarda la música.</p><div class="separator" style="clear: both; text-align: left;"><a href="https://view.genial.ly/5e81b1be7fd6910db48477f5/presentation-guardar-la-musica" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;" target="_blank"><img border="0" data-original-height="547" data-original-width="936" height="347" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhE4O2zDsIg8XWTzDAUoc4qK6ZQsfyqyYadhCxqSwzAn2UtI01MNb0TvxX_V6pU5JjBFmEv0b1LucUNeKV4l1hO2sxUJFfPsa2OMfiESafJYa-2LKrz7NqT61PRWLxG1svdV6dAjjmK7hlDv9YXZaDmzaWUN6_FrsW0_898beOQgRsvPlMQ-SFssg/w594-h347/Captura%20de%20pantalla%202023-01-09%20084131.png" width="594" /></a></div><br /><p style="text-align: center;"><a href="https://view.genial.ly/5e81b1be7fd6910db48477f5/presentation-guardar-la-musica" target="_blank">Genially: GUARDAR LA MÚSICA</a></p><p style="text-align: left;">Puedes comprobar si todo te ha quedado claro realizando la siguiente prueba: </p><p style="text-align: center;"><a href="https://es.educaplay.com/juego/8175113-guardar_la_musica.html" target="_blank">C</a><a href="https://es.educaplay.com/juego/8175113-guardar_la_musica.html" target="_blank">rucigrama GUARDAR LA MÚSICA</a><br /></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-30121669737660477242022-11-25T12:39:00.001+01:002022-11-25T12:39:03.947+01:00Tres estrellitas<p> "Tres estrellitas" es una canción navideña que compuse hace mucho tiempo. Ahora, para trabajarla con mis alumnos de Infantil del CEIP Besaya de Somahoz, he generado algunos materiales, como un nuevo arreglo instumental o un vídeo que incluye pista de acompañamiento y pictogramas. </p><p>Podéis descargaros estos materiales, y alguno más, desde la lista de enlaces situada en la parte inferior de esta entrada.</p><p>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="350" src="https://www.youtube.com/embed/hb_iiftbz1M" title="YouTube video player" width="610"></iframe> </p><p>Tres estrellitas:</p><ul style="text-align: left;"><li><a href="https://archive.org/download/tres-estrellitas/tres_estrellitas_partitura.pdf" target="_blank">Partitura</a></li><li><a href="https://archive.org/download/tres-estrellitas/Tres_estrellitas_pictogramas.pdf" target="_blank">Ficha pictogramas</a></li><li><a href="https://archive.org/download/tres-estrellitas/Tres_estrellitas.mp3" target="_blank">Pista de acompañamiento</a></li><li><a href="https://archive.org/download/tres-estrellitas/tres%20estrellitas.mp4" target="_blank">Vídeo</a><br /></li></ul>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-5906041716236181742022-11-07T09:00:00.018+01:002022-11-07T09:00:00.168+01:00PlickersComo sabréis, <a href="https://get.plickers.com/" target="_blank">Plickers </a>es una herramienta que os permite crear cuestionarios, a los que los alumnos pueden responder mediante un sitema de tarjetas con códigos, que os podéis descargar desde la propia página. Quizá su principal ventaja sea que permite la evaluación simultánea de todo el grupo.<br /><p>Os facilito el enlace a mi página, desde la que podréis acceder a algunos recursos. Debo advertiros que para hacerlo necesitaréis disponer una <a href="https://www.plickers.com/signup" target="_blank">cuenta en Plickers</a>. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.plickers.com/julio_payno" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="449" data-original-width="824" height="328" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7CJAqErnQR9KBkPC1SUn4ebKyE1kjmOe9e6babM9iKoWhw6JLSnY0yBW5Xh1XPtzR7l-v3M2pwgJN1f-xfpYs7XaVBeU2iyM-0YlRFlre44WxuRq3iOs0eqfkXKYaFytRW0QZWDj_zgUkLC6081hbKenYZ00nydWUH_3xntUY8sVdScWGW1CmTv2w3Q/w604-h328/nuevo-1.JPG" width="604" /></a></div><br /><p><br /></p><p><br /></p>
<div style="text-align: center;"><a href="https://www.plickers.com/julio_payno" target="_blank">RECURSOS PLICKERS</a></div>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com2tag:blogger.com,1999:blog-9046718131815600568.post-75924056165789342792022-06-15T13:41:00.003+02:002022-06-15T13:41:42.639+02:00Factoría de instrumentos<div><p>Pulsando sobre la imagen podrás acceder al álbum con las fotografías de los instrumentos que este curso han fabricado los alumnos de sexto.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://photos.app.goo.gl/JXKB8CTT4jmsqstr6" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="3000" data-original-width="4000" height="442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDtnb0C6FUthSrK0j0nKXyw6ODgAvzza8wIn5VEhKm2geGbu8ChAQEInjFrr5z0h2UE46XbIS-b9rGXJ9fSaC__1MzrRJg1No_-T6Kka3yakhAqsZLbwWyF2VcmYdrgbi2zhi7-qNU9OwD9Vq8dtk_b_ld-rU8j8midv9LCAdw2RtE1uAnN0EcMnDeOA/w589-h442/IMG_20220601_091558.jpg" width="589" /></a></div><br /></div><div style="text-align: center;"><a href="https://photos.app.goo.gl/JXKB8CTT4jmsqstr6" target="_blank">ÁLBUM DE FOTOS INSTRUMENTOS 6º 2021-22 </a><br /></div><div><p></p></div>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-84962691544115503482022-06-01T13:22:00.001+02:002022-06-01T13:22:00.161+02:00Cinematógrafo<p> Tercera y última de las piezas brevísimas. Patrones rítmicos `para 5 años.<br /></p>
<iframe width="600" height="338" src="https://www.youtube.com/embed/8H7yNRp061A" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-22332752985128233282022-05-31T13:15:00.001+02:002022-05-31T13:15:00.161+02:00Caminito al arcoíris<p>Segunda de las piezas brevísimas para Infantil. Ésta para los de 4 años.</p>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="338" src="https://www.youtube.com/embed/UI0Jk-jqphs" title="YouTube video player" width="600"></iframe>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-59525504139625623502022-05-30T13:03:00.001+02:002022-05-30T13:03:00.162+02:00El dulce sonido de la larga oruga multicolor<p>Ésta es la primera de tres piezas brevísimas compuestas para trabajar ritmo y lectura musical en Infantil, concretamente en 3 años.<br /></p><p>El vídeo nos indica el instrumento que debe marcar el pulso en cada momento.<br /></p>
<iframe allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="338" src="https://www.youtube.com/embed/bZZHU117xm8" title="YouTube video player" width="600"></iframe>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-90520717417709568232022-05-28T12:49:00.003+02:002022-05-28T12:49:49.402+02:00Recursos Web<p>¡Cuánto tiempo!</p><p>He habilitado en la barra derecha del blog, en la sección <i>"Además"</i>, el acceso a una subpágina que incluye enlaces a todos los recursos web que he ido generando a lo largo de estos últimos años.</p><p>Tenéis, desde juegos Educaplay, hasta fichas interactivas Liveworksheets, pasando por presentaciones, vídeos, esquemas, formularios o aplicaciones flash ejecutables en cualquier sistema operativo mediante el emulador integrado, todo ello organizado por temáticas y niveles educativos.</p><p>Espero que os sea de ayuda.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://recursoswebaulademusicagerardodiego.blogspot.com/" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="175" data-original-width="893" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4swlob4dMFcQeyHlHPgH2JKFhEu9Kq0E8HLJ8GuHsXsa-3VWqLAxfd9FI2OYnqsffwHrctawquBnHh457ypOJGTQFNWszcPsyyzpL75Um31YOuBtoeUf9AiFL4txAXu9KOr4gKuqECjocD_HejNgGbDAiqKoYSF0ovFu3yXzg5hOJvUPk28PwYdwH9w/w620-h122/cabeceraRECURSOS.jpg" width="620" /></a></div><div style="text-align: center;"><a href="https://recursoswebaulademusicagerardodiego.blogspot.com/" target="_blank">RECURSOS WEB</a><br /></div><div><p></p></div>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-77398742974939178972021-12-20T20:39:00.001+01:002021-12-20T20:39:22.815+01:00Jugando con la óperaEstos tres juegos Educaplay nos permitirán comprobar y desmostrar todo lo que hemos aprendido de ópera. <br /><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://es.educaplay.com/juego/8080652-prueba.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="123" data-original-width="628" height="" src="https://blogger.googleusercontent.com/img/a/AVvXsEgYA4CDm9LNX7gxUB-UIaEliJ-cQSPE7J1iFaz6Cu0qPw2_b_zzKwom51mPviPcZ0iqbDy4olkkXIx219EzpG4aSebAvfLARdBRC-ADZ5TtPOU6Wr-JFjy5LrkFDTm-i2vgw4ZUeqbe2P543EN7JRJxKYrZ7GqaawljkdZlV2pLFYInnOjwFJDRhDAHMg=w640-h126" width="610" /></a></div><div style="text-align: center;"><a href="https://es.educaplay.com/juego/8080652-prueba.html" target="_blank">JUEGO EDUCAPLAY: ÓPERAS Y COMPOSITORES</a></div><div style="text-align: center;"> </div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://es.educaplay.com/juego/10478890-la_ruleta_de_la_opera.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="123" data-original-width="610" height="" src="https://blogger.googleusercontent.com/img/a/AVvXsEiEHURDOjasz0Bvhn0PZ8HBZAAtDXnlXP6KYmPEMjniHqwquqkOD7d-_iwFJY05HTZ1jKTq77NoHpeXJ-2gz3kLVMavTUImJ7cK6fs2jn4MrD1NVGZFTOWxVQGWhaUnGldq_5e1lHcXPPs5TeQVF4PXcCi-AaOLjevkyCzKHMzzJhgN5l0RnhVlxMp7Cw=w640-h126" width="610" /></a></div><a href="https://es.educaplay.com/juego/10478890-la_ruleta_de_la_opera.html" target="_blank">JUEGO EDUCAPLAY:LA RULETA DE LA ÓPERA</a></div><div style="text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><a href="https://es.educaplay.com/juego/10452112-opera_radio.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="123" data-original-width="628" height="" src="https://blogger.googleusercontent.com/img/a/AVvXsEjojuPIX6W8aQJ55jAui5x3iIXWV71rUqMWkR5i_GdOHc0ptENeBwAROQALPq6vFRTy-QWS8BD9AiaMxQkMCBFamRwUi5loBkFqP3IRMfGrn_WWTsO23LnqT8he7b0GCEQ2r8L3LE2oMssbOOhGlfqqF7B8AeUtCjXlNUeLcuw3ORR--WsfCVCQgUkLqA=w640-h126" width="610" /></a></div><div style="text-align: center;"><a href="https://es.educaplay.com/juego/10452112-opera_radio.html" target="_blank">JUEGO EDUCAPLAY: ÓPERA RADIO</a><br /></div><br /> <p></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-43054716054272999152021-12-20T19:53:00.002+01:002021-12-20T20:15:32.099+01:00Ópera: el esquema<p>Este esquema nos permitirá afianzar los contenidos propuestos en la <a href="https://view.genial.ly/61583bee75267b0e312bd1fd/interactive-content-opera" target="_blank">presentación Genially dedicada a la ópera</a>.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://gitmind.com/app/doc/cf94525687" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="587" data-original-width="895" height="" src="https://blogger.googleusercontent.com/img/a/AVvXsEiEa76NIeRWabKN7Jv-zWpWJe1ZDMmwGf1c1iVICu73M2ie2LQOqYymXgjIxenvJZvhKPsNWP1zVViftRD3twdnHUJkzGhhlmMWTrqRfmMB3VSX2SW4U1OAJ1VqOIlqvAh5ydAaR2Ok2KhzyS_3PmSR0V-2Dwc9zkM0_z5uv_FfE2lYFWHyKkmnOXtl4w=w640-h420" width="610" /></a></div><br /><p style="text-align: center;"><a href="https://gitmind.com/app/doc/cf94525687" target="_blank">ESQUEMA GITMIND: LA ÓPERA</a><br /></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-71431857036945972152021-12-20T16:57:00.001+01:002021-12-20T19:56:50.949+01:00Ópera<div><p>Con esta presentación, iniciamos el trabajo de la ópera en 6º de Primaria.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://view.genial.ly/61583bee75267b0e312bd1fd/interactive-content-opera" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="662" data-original-width="1122" height="" src="https://blogger.googleusercontent.com/img/a/AVvXsEj42N3nXxsBgyeJ2a1jEqErNLAT2COKUbqC3zBCHKUk47kPjCwHhzWD_2BbkJ3TctX5gB6P_GAVBnF3-lQtCXrE8b3KIWyBB7dIRDIwsJrGqB_-GImVwiaOEN8SOVVFiCQDs9DHtVYRe4b-WUTm7oN8HMdEmfC-epjdMgiIbipm63f0Vcf2VdhBN69geg=w640-h378" width="610" /></a></div><br /><p></p><br /></div><div style="text-align: center;">
<a href="https://view.genial.ly/61583bee75267b0e312bd1fd/interactive-content-opera" target="_blank">PRESENTACIÓN GENIALLY: ÓPERA</a></div>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-4843482008586448722021-11-22T12:23:00.007+01:002021-11-22T12:23:58.682+01:00Estrellita<p>Esta pieza es todo un clásico del trabajo escolar con instrumentos de placas. Aquí tenéis un arreglo a dos voces, pensado para ser tocado con tubos (boomwhackers), aunque por supuesto se puede interpretar con los xilófonos y toda su parentela.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://archive.org/details/estrellita_20211020_2105" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="384" data-original-width="560" height="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-W2cIUA1q8I8amw98olRZtMSnuW8uxqK6wSWsiFz1U-1HxgmDtJU-ax4-5H9-GB4Dt6052u96lFGJXKGQ0jhbjCVzl4naQRkFj-1MjxfId-XdVVCSqr1ItzclcphKgjwBmKeXKcA29F38/w640-h406/00000000000000000000.png" width="610" /></a></div><br /><p><br /></p><p style="text-align: center;">
<a href="https://archive.org/details/estrellita_20211020_2105" target="_blank">Emulador Flash </a></p><p style="text-align: center;"><a href="https://archive.org/download/estrellita_20211020_2105/estrellita_exe.exe" target="_blank">Archivo ejecutable</a></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com0tag:blogger.com,1999:blog-9046718131815600568.post-1635959526419419892021-06-10T12:33:00.003+02:002021-06-10T12:33:59.733+02:00Ingenios sonoros<p>Esta semana, los alumnos de sexto han presentado los instrumentos que han fabricado. Han realizado, sin duda, un gran trabajo.</p><p>Pulsando los la imagen se accede al álbum de fotos con todas las creaciones.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://photos.app.goo.gl/8vS2h4P4GCtmzzWE7" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="880" data-original-width="1174" height="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjNxw2Vly-mD6DRydtPcqQH-mVi7dJdFysP-B2m5jvqrpAiFJoMo6TsqCS_rqGQyxWJu4fcn8f5ZCzrIqH1Yu3W6gEB79-CAj4kGMrFYDBWLyFvOj_gpJkn7JO0EaPwOx1SZKHfcDxubgD/w640-h480/1623228274933.jpg" width="610" /></a></div><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p style="text-align: center;"><a href="https://photos.app.goo.gl/8vS2h4P4GCtmzzWE7" target="_blank">ÁLBUM DE FOTOS: INSTRUMENTOS 2020-21</a></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com0tag:blogger.com,1999:blog-9046718131815600568.post-9919499368395109492021-05-11T14:13:00.001+02:002021-05-11T14:13:08.273+02:0024 arañas<p>24 arañas es todo un clásico de nuestro blog. Nos va a venir muy bien en primero para trabajar la posición de las notas musicales en el pentagrama. Leed bien las instrucciones antes de comenzar.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://archive.org/details/aulademusica24aranas_202102" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="674" data-original-width="923" height="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXixgDxMlPerj6wnk0JYQ1VMWDZBPffeisX5mbQbknCQZ6HBKvVvHxyAqWyHGIGMdA2_MzXdnOlJoajGuOGAPE-5TiBAdyI4_27CXyikJU4KoqgdBJhpHSNaOJW3jnsAb5I6BhpE-QXdFd/w640-h468/24aranas_screenshot.JPG" width="600" /></a></div><div><br /></div><div style="text-align: center;">
<a href="https://archive.org/details/aulademusica24aranas_202102" target="_blank">EMULADOR FLASH</a></div>
Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-30391353577381476422021-04-27T09:00:00.003+02:002021-04-27T09:00:00.183+02:00La ruleta de los instrumentos<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://es.educaplay.com/juego/5940784-la_ruleta_de_los_instrumentos.html" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="489" data-original-width="539" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFO4RqFXYPCHVYk1Hd3uQ3RRY5pxB_K6zknUpknAwPjgoTV1IzqM_cn80FX1npQKKae7qUdO8khThyqvuqU2yygM6icUQCI5KhdQFpsyfMJXpjlxIPzGifM_Lec-Cq_SLqpxuYq7QostBw/w261-h237/00000000000000000000.jpeg" width="261" /></a></div>Ruleta de palabras Educaplay, centrada en los instrumentos musicales.<p></p><p>Combina respuestas sencillas, con otras que requieren de una exhaustiva búsqueda de información, por lo que puede ser un buen recurso para desencadenar trabajos de investigación.<br /></p><p>En cualquier caso, recomiendo que se de a los jugadores la posibilidad de realizar consultas en Internet, mientras se realiza la prueba.</p><p><a href="https://es.educaplay.com/juego/5940784-la_ruleta_de_los_instrumentos.html" target="_blank">La ruleta de los instrumentos</a></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com5tag:blogger.com,1999:blog-9046718131815600568.post-71604947495814206622021-04-26T17:10:00.002+02:002021-04-26T17:10:26.794+02:00Adivinanzas<p>Las adivinanzas son un recurso muy utilizado en Educación Infantil y en los primeros cursos de Primaria. Con esta ficha interactiva de Liveworksheets podréis trabajar algunos instrumentos musicales a partir de ocho adivinanzas. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://es.liveworksheets.com/lg1789073ll" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="425" data-original-width="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFFqYbFM9-tEqBYJ-tBweIYINGeZbvzwVW94qSN6wlnFwpKrxJp9Ky6URD9I868Eu65Nxo3mQREVOJ0ZvMOZv90q8KJE_5xZEA_aALAbFcrNnyyICk95o9EYaoyJEDxLQJ2VPqYjMtDzSQ/s16000/00000000000000000000.jpeg" /></a></div><br /><p><br /></p><p style="text-align: center;"><a href="https://es.liveworksheets.com/lg1789073ll" target="_blank">ADIVINANZAS MUSICALES</a><br /></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-72386815013509162822021-04-23T10:21:00.001+02:002021-04-23T10:21:00.210+02:00Semicorcheando<p> Aquí tenéis cuatro ritmos para practicar los grupos de cuatro semicorcheas. Cada uno de ellos se repite dos veces, por lo que podéis escuchar la primera de las repeticiones y tocar sobre la segunda.<br /></p>
<iframe width="600" height="335" src="https://www.youtube.com/embed/X9tgPYkyhkU" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-27581507783048541142021-04-22T10:10:00.003+02:002021-04-22T10:10:00.425+02:00Identificando ritmos con semicorcheas<p>Cuatro láminas Educaplay en las que debe identificarse el ritmo que suena. Los enlaces activos aparecen justo debajo de la imagen.<br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO0d0ELHEB9-27KZ_F61vb90UTbqvORrANqjzp0u1evCWezvUTRoahwe8X60pGnUEavykcttA1bCtFgupc-_-AZZsl5WP7Rqzlu3LL-IV6AXx1R2RMzDCdPlfq9xVKUPmnBIay5UCGSB5f/s600/00000000000000000000000000000.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="319" data-original-width="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO0d0ELHEB9-27KZ_F61vb90UTbqvORrANqjzp0u1evCWezvUTRoahwe8X60pGnUEavykcttA1bCtFgupc-_-AZZsl5WP7Rqzlu3LL-IV6AXx1R2RMzDCdPlfq9xVKUPmnBIay5UCGSB5f/s16000/00000000000000000000000000000.JPG" /></a></div><br /><p style="text-align: center;"><a href="https://es.educaplay.com/juego/5929394-semicorcheando_1.html" target="_blank">SEMICORCHEANDO 1</a></p><p style="text-align: center;"><a href="https://es.educaplay.com/juego/5929529-semicorcheando_2.html" target="_blank">SEMICORCHEANDO 2</a></p><p style="text-align: center;"><a href="https://es.educaplay.com/juego/5929641-semicorcheando_3.html" target="_blank">SEMICORCHEANDO 3</a></p><p style="text-align: center;"><a href="https://es.educaplay.com/juego/5929685-semicorcheando_4.html" target="_blank">SEMICORCHEANDO 4</a><br /></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-65329936409538645932021-04-21T09:15:00.001+02:002021-04-21T09:15:00.210+02:00Completando la historia<p>Con esta actividad de completar podemos comprobar si nos han quedado claros los contenidos de la presentación <i><a href="https://prezi.com/view/A0Zzkrs9uwFPPHYsMQ1a/" target="_blank">La Música en la Historia</a>.</i></p><p><i></i></p><div class="separator" style="clear: both; text-align: center;"><i><a href="https://es.educaplay.com/juego/5932180-la_musica_en_las_historia.html" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="319" data-original-width="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigqlBk0MQ2s7qTdXbjFCKFa3L4T8a8d7m-P51BCq5MHzybzRh2WhUh_H10FaviD679eKAKUeWVmP7vuRgaVDy2aCRmWDB0_OyUy6pMv-ZbUu3joNXsY0L4LHtF30aricZ5kRwzl7pbfKGY/s16000/00000000000000000000000000000.JPG" /></a></i></div><div style="text-align: center;"><a href="https://es.educaplay.com/juego/5932180-la_musica_en_las_historia.html" target="_blank">COMPLETAR LA MÚSICA EN LA HISTORIA </a><br /></div><div><p></p></div>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com0tag:blogger.com,1999:blog-9046718131815600568.post-21831611411844971122021-04-20T09:24:00.001+02:002021-04-20T09:24:00.285+02:00Esquema: La Música en la Historia<p> Otro recurso que utilizamos en 5º para tener una visión general de la historia de la música culta.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://gitmind.com/app/doc/4b91940996" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="319" data-original-width="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt5zyLXVyHoX7Dqxni_vALkN0K47RzCC-icp8OAYVXwgsVVUpNXeyU1-cSRL_iYuucNy_cpHAEQLFEjrQGpPmwD72AImFBVLeFr-TFJeIQCFUBBoFcZj4ZSwyZ16ZotjBIyXQFFeqDAZ7Z/s16000/00000000000000000000000000000.JPG" /></a></div><br /><p style="text-align: center;"><a href="https://gitmind.com/app/doc/4b91940996" target="_blank">ESQUEMA: LA MÚSICA EN LA HISTORIA</a><br /></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1tag:blogger.com,1999:blog-9046718131815600568.post-24894793594362192692021-04-19T09:00:00.001+02:002021-04-19T09:00:00.225+02:00La Música en la Historia<p> Con esta presentación hacemos en 5º un rápido recorrido por la historia de la música culta.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://prezi.com/view/A0Zzkrs9uwFPPHYsMQ1a/" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;" target="_blank"><img border="0" data-original-height="319" data-original-width="600" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPE_E-8uB2NxdtA8KTFbx2uttkHBePBmGuZKUDBr49CPEUzKHksJa1ZhuxPkPr5IaazWqYM-wzbU-1oDFbCVl4RG1zkcjzw7q8EQ_tr8IUGK6ovShpjcjlxsQH_cq3XbV2TMRvQxOhMttM/s16000/00000000000000000000000000000.JPG" /></a></div><p style="text-align: center;"><a href="https://prezi.com/view/A0Zzkrs9uwFPPHYsMQ1a/" target="_blank">PRESENTACIÓN LA MÚSICA EN LA HISTORIA</a><br /></p>Juliohttp://www.blogger.com/profile/02564436419393364190noreply@blogger.com1