tag:blogger.com,1999:blog-65847861877023113082024-03-13T18:33:50.303+01:00Música RihondoRihondoFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comBlogger39125tag:blogger.com,1999:blog-6584786187702311308.post-30809101142733561442021-02-15T09:25:00.001+01:002021-02-15T09:25:01.320+01:005º Ed. Primaria: danzas tradicionales<p> Hola a todos:</p><p>Hoy os quiero dejar los vídeos que vimos en clase la semana pasada, por si alguno quiere volver a verlos.</p><p>En este si se caen los palos...</p>
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Danza de la magrana:</p><p><br /></p>
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Y por último la danza de los arcos </p><p><br />
<div style="height: 0px; padding-bottom: 56.25%; position: relative;"><iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/ERxccQV3VMk?t=234&rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-67429014881456185042021-02-08T09:25:00.007+01:002021-02-14T12:00:04.203+01:005º Ed. Primaria: Otro instrumento de viento con teclado<p> Hola chicos:</p><p>Aquí os dejo otro vídeo de un instrumento de viento con teclado: la melódica.</p><p><br /></p>
<div style="height: 0px; padding-bottom: 56.25%; position: relative;"><iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/ix-1zp4GpPo?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div><p>
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Un saludo</p><p>El profe<br />
</p>Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-1956792642138958692021-02-08T09:25:00.005+01:002021-02-14T11:51:53.794+01:003º Ed. Primaria: Papageno y Papagena<p> Hola chicos:</p><p>Aquí os cuelgo algunos vídeos de Ópera, incluido el dúo de Papageno y Papagena.</p><p>Espero que os gusten.</p>
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<br />Ahora os dejo un fragmento del barbero de Sevilla:</p><p><br /></p>
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Un saludoFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-36188802709400650992021-02-08T09:25:00.003+01:002021-02-14T11:46:55.651+01:006º Ed. Primaria: Beatbox<p> Hola chicos:</p><p>Aquí os dejo el vídeo de los mejores beatbox del mundo. Espero que os guste.</p>
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Un saludo</p><p>El profe<br />
</p>Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-90985017744851371692020-06-22T09:00:00.000+02:002020-06-22T09:00:03.732+02:00¡Ganadores del concurso de música 2019-2020!Hola a todos:<br />
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Ya tenemos nuestros ganadores del concurso de música de este curso 2019-2020.<br />
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Hemos tenido algunos empates en algunos cursos y he decidido que el ganador de los empates sería el primero que hubiera contestado las preguntas en el formulario.<br />
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Los ganadores, ordenados por cursos, quedan de esta manera:<br />
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1º A Juan B, con 8 Puntos.<br />
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2º B Laura D, con 8 puntos.<br />
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3º B Daniela I, con 9 puntos.<br />
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4º A Candela S, con 13 puntos, campeona indiscutible del concurso. ¡Enhorabuena!<br />
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5º A Sofía M, con 9 puntos.<br />
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6º B Rubén A, con 10 puntos.<br />
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¡Enhorabuena a todos ellos!<br />
Espero que hayáis disfrutado con el concurso otro año más.<br />
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Nos vemos el curso que viene.<br />
Un saludo, y ¡feliz verano!<br />
FernandoFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-12827654568063860932020-06-19T08:45:00.000+02:002020-06-19T08:45:09.001+02:00Concurso de series: ¡se desvelan las series!Hola chicos:<br />
Espero que os hayan gustado las canciones que tocamos.<br />
Ya por fin os dejamos aquí las soluciones a todos los vídeos, con nuestra versión y la canción original.<br />
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Muchas gracias por haber participado y estar tan animado el concurso.<br />
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Los ganadores serán presentados el lunes.<br />
Un saludo<br />
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El profe<br />
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Concurso series 1:<br />
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Concurso series 2:<br />
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Concurso series 3:<br />
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Concurso series 4:<br />
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Concurso series 5:<br />
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Concurso series 6:<br />
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<br />Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-56107512507683303712020-06-11T11:31:00.000+02:002020-06-11T11:31:53.784+02:00Flauta: Nota Fa<div class="separator" style="clear: both; text-align: center;">
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Hola a todos:<br />
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Aquí os dejo las partituras de las dos canciones que vamos a practicar con la nota Fa.<br />
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Canción 10<br />
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" 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<a href="http://bladerunner.comocreartuweb.es/alumnos/Cancion10Lenta.mp3" target="_blank">Canción 10 Lenta</a></div>
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<a href="http://bladerunner.comocreartuweb.es/alumnos/Cancion10Rapida.mp3" target="_blank">Canción 10 Rápida </a></div>
Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-37893554836524989062020-04-17T09:00:00.000+02:002020-04-17T11:01:04.010+02:006º Ed. Primaria: Tema y variaciones de MozartHola chicos:<br />
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Aquí os dejo el video de una pianista espectacular, que con 11 años toca este tema y variaciones de Mozart. El tema ya lo conocéis y lo habréis oído alguna que otra vez, pero cantado.<br />
<br />
Es el tema de Campanitas del lugar. Disfrutadlo:<br />
<br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/Ezvj-De6bxY?rel=0" width="540"></iframe>
<br />
Un saludo<br />
El profe Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-70760047688808142362020-03-31T09:00:00.003+02:002020-06-17T20:32:27.618+02:004º Ed. Primaria: cajún countryHola chicos:<br />
<br />
Dentro de la música norteamericana vamos a descubrir hoy la música cajún, mezclada con la música country:<br />
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<br />
Espero que os guste.<br />
<br />
<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/Jh9CXnoDua4?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-81955051761127737692020-03-31T09:00:00.002+02:002020-03-31T09:00:09.065+02:003º Ed. Primaria: La familia de cuerda frotadaHola chicos:<br />
<br />
Esta semana vamos a repasar los instrumentos de la cuerda frotada.<br />
<br />
Los principales ya los conocéis, pero voy a enseñaros algunos más.<br />
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<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/pvjCOqTJVKw?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
<br />
Aquí os dejo dos vídeos sobre la zanfona, un instrumento de cuerda frotada.<br />
<br />
En Este primer video Marc Egea explica como funciona la zanfona y todos los sonidos que podemos obtener de este curioso instrumento. Como bien dice Marc, hay cuerdas que se tocan frotando con una rueda circular que hace funcionar mediante una manivela.<br />
<br />
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/0_4wT68XOfQ?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
<br />
Otra vídeo explicativo de parte de Daniel:<br />
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<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/Pu-69yvkRP4?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
<br />
Espero que os haya gustado.<br />
Un saludo<br />
EL Profe<br />
<br />Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-50606187079622867272020-03-31T09:00:00.001+02:002020-03-31T09:00:24.421+02:001º Ed. Primaria: Rápido-lentoHola chicos:<br />
<br />
Hoy comenzamos el tema 5 y para ello vamos a ver un pequeño video.<br />
Es corto, no os preocupéis.<br />
<br />
<br />
<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/DXpbblai6e4?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-52311565156915452492020-03-31T09:00:00.000+02:002020-03-31T09:00:00.133+02:002º Ed Primaria: Laboratorio de instrumentosHola chicos:<br />
<br />
Comenzamos el tema 5 visitando un laboratorio de instrumentos y música.<br />
Para aquellos que no puedan acceder al libro digital os dejo aquí un video de un músico creador de instrumentos raros. Espero que os guste.<br />
<br />
<br />
<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/Mn7tKnPpikY?list=PLx2eorauv6fnSFhk3Vkie2dSVQ2NuPIZa?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-4008619032575922472020-03-20T17:47:00.001+01:002020-03-20T17:47:28.013+01:006º Ed. Primaria: Compases simples y compuestosHola chicos:<br />
<br />
Se que os van surgiendo dudas, y para aclarar algunas de ellas os iré poniendo videos por aquí.<br />
<br />
En esta ocasión me gustaría repasar el concepto de compases simples y compuestos, del tema 3.<br />
Iba a ponerme a hacer un video, pero he encontrado esto en youtube, que nos sirve perfectamente.<br />
<br />
Espero que os ayude.<br />
<br />
<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/sNe7InjF-4w?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-5390354875697302472020-03-19T09:00:00.000+01:002020-03-19T17:27:43.189+01:006º Ed. Primaria: Escala Si bemol MayorBuenas:<br />
<br />
Seguimos repasando las escalas. En esta ocasión toca la escala de Si bemol Mayor.<br />
<br />
Aquí os dejo la resolución del ejercicio.<br />
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<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/eag6exzLf-4?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
Espero que os haya resultado útil.<br />
Un saludo<br />
<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-59201055844119527312020-03-18T09:00:00.000+01:002020-03-18T09:00:05.188+01:006º Ed. Primaria: Escala Mi MayorHola chicos:<br />
<br />
Aquí os dejo un video recordando cómo se escribe la escala de Mi Mayor para que podáis practicar en casa a la hora de hacer los ejercicios.<br />
<br />
Pasado mañana hago un video de una escala menor. <br />
<br />
Espero que os ayude.<br />
<br />
<br />
<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/sRPh-YX6ve0?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
Un saludo<br />
<br />
Fernando<br />
<br />
<br />Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-60337599646151959122020-02-26T16:00:00.000+01:002020-02-26T16:45:45.765+01:002º Ed. Primaria: Qin, instrumento chinoHola a todos:<br />
Os dejo un video a continuación en el que se puede observar el qin, un instrumento chino milenario.<br />
Espero que os guste.<br />
<br />
<br />
<div style="height: 0; padding-bottom: 56.25%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/xgpRSexjUeI?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="640"></iframe></div>
<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-91368890338478380022020-02-18T16:34:00.003+01:002020-02-18T16:34:35.131+01:004º Ed. Primaria: Tabla, tanpura y sitarHola chicos:
Aquí os dejo vídeos de la tabla:<br />
<br />
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/eaIknVkxyVc?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
<br />
<br />
<br />
Demonstración del sonido de la tanpura:<br />
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<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/rVeFX4O4zT0?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
<br />
<br />
Grupo con la tabla, tanpura y el sitar:<br />
<br />
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/8CnhcGpmH9Y?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-9933356465725591832020-02-18T12:40:00.001+01:002020-02-18T13:25:11.996+01:00Obertura de la Ópera Guillermo Tell - G. RossiniHola chicos:<br />
<br />
Esta semana hemos vuelto al concurso con una obra muy divertida de escuchar.<br />
Espero que os haya gustado.<br />
Aquí os dejo el vídeo.<br />
<br />
<br />
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="360" src="https://www.youtube.com/embed/EnnU-ptbFEA?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
<br />
Si alguno le pica la curiosidad y quiere saber algo más acerca de esta obra o su compositor, Gioachino Rossini, puede ir a este enlace: <a href="https://es.wikipedia.org/wiki/Guillermo_Tell_(%C3%B3pera)" target="_blank">Guillermo Tell. Ópera</a><br />
Un saludo<br />
El ProfeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-50175057837915627442020-02-18T12:40:00.000+01:002020-02-18T13:16:38.109+01:006º Ed Primaria: Ópera: El barbero de SevillaHola chicos:<br />
Aquí os dejo un fragmento de la ópera El Barbero de Sevilla, de G. Rossini.<br />
Espero que os guste.
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<br />
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allowfullscreen="" frameborder="0" gesture="media" height="360" src="https://www.youtube.com/embed/k9ZddMufCxk?t=57+rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-38919132851338394522020-02-14T17:00:00.000+01:002020-02-16T10:48:12.536+01:00Concurso semana 11Hola a todos:<br />
<br />
Esta semana he optado por música de películas. Y ha tocado el turno a <b>Monstruos S.A.</b>, una película infantil muy chula en la que los actores españoles Santiago Seguro y José Mota les ponen voz a estos dos personajes tan carismáticos:<br />
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<b>Si no es contigo nada soy</b><br />
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<br />
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allowfullscreen="" frameborder="0" gesture="media" height="360" src="https://www.youtube.com/embed/PhLS1Ilxzog?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-63233598831279567382020-02-07T17:00:00.000+01:002020-02-16T10:47:40.512+01:00Concurso semana 10Hola chicos:<br />
<br />
Esta semana ha sido un poco difícil, pero me ha sorprendido para bien que muchos de vosotros conociérais esta pieza.<br />
<br />
El nombre del compositor era muy difícil, pero la obra en sí era muy conocida, como habréis podido comprobar. Algunos la habían escuchado pero no sabían cómo se llamaba...<br />
<br />
<div class="title style-scope ytd-video-primary-info-renderer">
Es "El lago de los cisnes" de <span style="font-weight: normal;">Tchaikovsky. Que lo disfrutéis:</span></div>
<div class="title style-scope ytd-video-primary-info-renderer">
<span style="font-weight: normal;"><br /></span></div>
<div class="title style-scope ytd-video-primary-info-renderer">
<span style="font-weight: normal;"><br /></span></div>
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allowfullscreen="" frameborder="0" gesture="media" height="360" src="https://www.youtube.com/embed/sb7LEpuA9a4?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-27109561148106800962020-01-17T17:00:00.000+01:002020-01-17T17:00:02.281+01:00Concurso semana 9Hola de nuevo:<br />
<br />
Después de tantas semanas incompletas que hemos tenido, volvemos por fín con el concurso de música.<br />
<br />
Esta semana quería empezar por algo fácil, así que creo que tendré mucho trabajo a la hora de poner los puntos correctos en la página web.<br />
<br />
La silueta que he decidido poner esta semana es ¡el arpa!<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://arsmagazine.com/wp-content/uploads/2019/05/534-sebastian-pierre-erards.-arpa-de-madera-tallada-y-dorada-de-gusto-neogtico-s.xix_.00.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="800" data-original-width="446" height="400" src="https://arsmagazine.com/wp-content/uploads/2019/05/534-sebastian-pierre-erards.-arpa-de-madera-tallada-y-dorada-de-gusto-neogtico-s.xix_.00.jpg" width="222" /></a></div>
Buen fin de semana.<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-9233518208075355252020-01-09T15:15:00.000+01:002020-01-09T15:44:34.038+01:00Música 4º: copoeira, gospel y jazzHola chicos:<br />
Como os comenté, aquí os dejo algunos vídeos de capoeira, gospel y jazz.<br />
Espero que os gusten.<br />
<br />
<br />
Como vimos en clase la capoeira es una danza-lucha de brasil, con música e instrumentos provenientes de África. Fijaros en los instrumentos que tocan: el berimbau.<br />
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<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allowfullscreen="" frameborder="0" gesture="media" height="360" src="https://www.youtube.com/embed/6H0D8VaIli0?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
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<br />
Gospel:
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<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allowfullscreen="" frameborder="0" gesture="media" height="360" src="https://www.youtube.com/embed/AXTk46IfDTg?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
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<br />
En este ejemplo de jazz he querido recordar a un pianista invidente (ciego) que era español y que se hizo muy famoso: Tete Montolui.
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<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allowfullscreen="" frameborder="0" gesture="media" height="360" src="https://www.youtube.com/embed/1CQqnC3Ij4g?rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
<br />
Espero que os haya gustado.<br />
Un saludo<br />
El profeFerhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-3249378387877063232020-01-09T11:45:00.000+01:002020-01-09T12:21:16.138+01:003° Ed. Primaria: las llaves en los instrumentos de vientoHola a todos:<br />
Os dejo un video en el que se explica el funcionamiento de las llaves en los instrumentos de viento madera.<br />
En principio solo os dejo una parte del vídeo, pero si queréis lo podéis ver entero una vez que acabe la primera visualización.<br />
<br />
<div style="height: 0; padding-bottom: 56.21%; position: relative;">
<iframe allowfullscreen="" frameborder="0" gesture="media" height="360" src="https://www.youtube.com/embed/pF3Lx17s_a4?start=14;end=66;rel=0" style="height: 100%; left: 0; position: absolute; width: 100%;" width="641"></iframe></div>
Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.comtag:blogger.com,1999:blog-6584786187702311308.post-6067593769958639962019-12-17T13:34:00.002+01:002019-12-17T13:34:53.028+01:00Flauta 4: 6º Ed. PrimariaHola chic@s de 6º:<br />
<br />
Esta semana hemos estado viendo esta canción con la flauta.<br />
<br />
La preguntaré después de vacaciones, así que ya podéis estudiar.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiClbmaZWErPe88O0zZuLYIXDfV6PRSgmPiWWiDC1Z_Qruk9xycgK8j20VY8_CAsP04aA9RgK0rq2PRGNb7sP6ZgCjnuzCD7F7DxLjTKmdSeDYaLkWKO5aFp-o0_MRKlUG93wmCcWQUa8/s1600/Cancion6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="530" data-original-width="1600" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiClbmaZWErPe88O0zZuLYIXDfV6PRSgmPiWWiDC1Z_Qruk9xycgK8j20VY8_CAsP04aA9RgK0rq2PRGNb7sP6ZgCjnuzCD7F7DxLjTKmdSeDYaLkWKO5aFp-o0_MRKlUG93wmCcWQUa8/s400/Cancion6.png" width="400" /></a></div>
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Un saludo y Feliz Navidad<br />
<br />Ferhttp://www.blogger.com/profile/14758801248208183651noreply@blogger.com