tag:blogger.com,1999:blog-76847973518198160502024-03-19T15:06:37.976-07:00Rubén Redondo HerranzRubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.comBlogger12125tag:blogger.com,1999:blog-7684797351819816050.post-88193482756501198102023-11-27T05:27:00.000-08:002023-11-27T05:28:26.695-08:00AUDIO MP3 La Feria de Scarborouhg<p> También os dejo el Mp3 de la partitura de La Feria de Scarborough. </p><p>De esta forma, os facilitará aún más la práctica de la pieza musical. </p><p><br /></p><p> Pincha el siguiente enlace para poder escuchar el MP3</p><p><br /></p><p><a href="https://drive.google.com/file/d/15fD0K6_7v4Bm3YUunc9ts0EENYRcXYCO/view?usp=sharing" target="_blank">https://drive.google.com/file/d/15fD0K6_7v4Bm3YUunc9ts0EENYRcXYCO/view?usp=sharing</a><br /></p>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-29284516003978860832023-11-27T05:17:00.000-08:002023-11-27T05:17:17.705-08:00Partitura La Feria de Scarborough<p>Queridos alumn@s, a continuación os dejo la nueva partitura que vamos a trabajar durante este mes de noviembre. Fijaros bien: en el tipo de figuras musicales, el tipo de compás, las notas musicales... </p><p>¡¡¡ÁNIMO y a por ella!!!</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjlx72jUY-FHzgmxasXwnG0TYhaxEFmWBuqaFOT37k3shI6ggxCe_t6pTYT1-rbq2UQiAtKmWH9k4vtFa31sVKecSoDPfisQi_QPPQjFnNJtO0z_Sb271tW_AMXiYVMaAqIDqtCXTBQxh-i-5Q1FKSJInx42moaGljaGkrbHUouR7EsE8jNeDD9ZLxlkI/s890/Scarborough%20Fair.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="587" data-original-width="890" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjlx72jUY-FHzgmxasXwnG0TYhaxEFmWBuqaFOT37k3shI6ggxCe_t6pTYT1-rbq2UQiAtKmWH9k4vtFa31sVKecSoDPfisQi_QPPQjFnNJtO0z_Sb271tW_AMXiYVMaAqIDqtCXTBQxh-i-5Q1FKSJInx42moaGljaGkrbHUouR7EsE8jNeDD9ZLxlkI/s320/Scarborough%20Fair.jpg" width="320" /></a></div><br /> <p></p>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-33637218715749256762023-11-27T04:14:00.000-08:002023-11-27T04:14:56.830-08:00Repasamos!!!!<p> Con este vídeo repasaremos las distintas notas de la flauta.</p><p> PRESTAD ATENCIÓN</p><p>Pincha en el siguiente enlace y comenzará el repaso de las notas musicales.</p><p><a href="https://www.youtube.com/watch?v=VbUgV63URMY" target="_blank">https://www.youtube.com/watch?v=VbUgV63URMY</a><br /></p><p><br /></p>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com1tag:blogger.com,1999:blog-7684797351819816050.post-13808094636940621192023-11-26T14:37:00.000-08:002023-11-26T14:37:47.006-08:00La Flauta Dulce en Educación Primaria<p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrf9avWT8_E0hp3qvf-ztgz0C3xUITS_sro8Mi_oHEzw_2FIHQ4qgCbjVGluzL5eH9msLYLQg7ay8EMCuGTwf_LPDuvNTVvjusgWtGb37d2b0pvDbkPwJjTSn8hq54z6ZZoCv78VeR7TV93SIy4XfTdaYrc8pZP8JCoFmAyXBk4uUeJtf-MhzJoOKCqCU/s837/Flauta%20dulce.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="819" data-original-width="837" height="313" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrf9avWT8_E0hp3qvf-ztgz0C3xUITS_sro8Mi_oHEzw_2FIHQ4qgCbjVGluzL5eH9msLYLQg7ay8EMCuGTwf_LPDuvNTVvjusgWtGb37d2b0pvDbkPwJjTSn8hq54z6ZZoCv78VeR7TV93SIy4XfTdaYrc8pZP8JCoFmAyXBk4uUeJtf-MhzJoOKCqCU/s320/Flauta%20dulce.png" width="320" /></a></div><p></p>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-5757979786648188482012-03-18T15:07:00.001-07:002012-03-18T15:13:36.308-07:00Proyecto final<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b><u>Video explicativo sobre las figuras musicales<o:p></o:p></u></b></div>
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Este vídeo
presenta las diferentes figuras musicales junto a los silencios y las
duraciones y valores de cada uno de
ellos.</div>
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Esta actividad
está dirigida a los alumnos/as del tercer ciclo de la educación primaria. </div>
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Los objetivos a
conseguir por medio de este video son:</div>
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<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal">Conocer
las figuras musicales.</li>
<li class="MsoNormal">Conocer
los silencios de las diferentes figuras musicales.</li>
<li class="MsoNormal">Saber
la duración de las figuras musicales.</li>
<li class="MsoNormal">Saber
el valor y la duración de los silencios correspondientes a las figuras
musicales.</li>
<li class="MsoNormal">Aprender
las figuras musicales, los silencios y la duración de cada uno de ellos.</li>
<li class="MsoNormal">Discriminar
visualmente las diferentes figuras musicales.</li>
<li class="MsoNormal">Dibujar
las figuras musicales en una hoja o en un pentagrama. </li>
<li class="MsoNormal">Manejar
los tiempos y duraciones de las figuras musicales y silencios.</li>
<li class="MsoNormal">Aprender
el lenguaje musical.</li>
</ul>
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Este video se
proyectará durante una sesión de música. A los alumnos/as se les pondrá tres
veces este video y entre repetición y repetición se conversará sobre las
figuras musicales y sus formas, los silencios y sus formas y la duración de
cada uno de ellos; de esta forma interiorizarán
los contenidos que se presentan en este video.</div>
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Los recursos
TIC que se utilizan para presentar este video son:</div>
<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal">Portátil.</li>
<li class="MsoNormal">Proyector.</li>
<li class="MsoNormal">Altavoces.</li>
<li class="MsoNormal">Programas
en línea (JCLIC)</li>
</ul>
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Las actividades
que los alumnos/as deberán realizar a
partir de esta actividad son las siguientes:</div>
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<ul style="margin-top: 0cm;" type="disc">
<li class="MsoNormal">Sobre
una línea rítmica deberán “jugar” o poner las diferentes figuras musicales según el
tipo de compás que aparezca.</li>
<li class="MsoNormal">Descubrir
las diferentes figuras y silencios dentro de una partitura musical.</li>
<li class="MsoNormal">Rellenar
los huecos de cada compás con figuras y silencios de una partitura
musical.</li>
</ul>
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Dichas
actividades se podrán realizar en cuaderno con pentagramas o soporte
informático.</div>
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<br /></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dws8Zp5Ku3pIH5ezm9Mct6WetTWtMRlIM0v_3t_6K1JSZTOwoxguGYnpealgvH99pqY6cKgstE3bnGo-4z0Pw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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<a href="http://creativecommons.org/licenses/by-nc/3.0/es/" rel="license" style="margin-left: 1em; margin-right: 1em;"><img alt="Licencia Creative Commons" src="http://i.creativecommons.org/l/by-nc/3.0/es/88x31.png" style="border-bottom-width: 0px; border-left-width: 0px; border-right-width: 0px; border-top-width: 0px;" /></a></div>
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Este obra está bajo una <a href="http://creativecommons.org/licenses/by-nc/3.0/es/" rel="license">licencia Creative Commons Reconocimiento-NoComercial 3.0 España</a>.Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-47455940376661462522012-03-12T15:43:00.000-07:002012-03-15T03:55:48.585-07:00Tarea 4.2Tutorial tarea 4.2
1º Abro el programa Movie Maker.
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTntc2thzprAi7dXgyfG9HKMe6BsHT5JoMDkjIrFOXryJrV3wPvzjDPMJKppGlV2bkrzXzB7vdR-dv7Zof7nDPnSjv71MXe5wDL5jbSnkG7tpQNAFF-ZLt7GgjMHX1_9hrRVJ-WMau1E8/s1600/1_Tarea_4.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="170" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTntc2thzprAi7dXgyfG9HKMe6BsHT5JoMDkjIrFOXryJrV3wPvzjDPMJKppGlV2bkrzXzB7vdR-dv7Zof7nDPnSjv71MXe5wDL5jbSnkG7tpQNAFF-ZLt7GgjMHX1_9hrRVJ-WMau1E8/s320/1_Tarea_4.png" /></a></div>
2º Importo el video que baje por medio de you tube.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4WZS-PASmJnr0C8vjFslLN-S7RV5KwTPuI-rjuF-V5oMZPd4fC7ymj7un8wevsmegeorx8cNFLQsVYioHRoYzt3LyGF5omPfHlLKdst9Bb05plHVHRJXZBsHchhSsYluy43xp9xVZAI8/s1600/2_Tarea_4.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="164" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4WZS-PASmJnr0C8vjFslLN-S7RV5KwTPuI-rjuF-V5oMZPd4fC7ymj7un8wevsmegeorx8cNFLQsVYioHRoYzt3LyGF5omPfHlLKdst9Bb05plHVHRJXZBsHchhSsYluy43xp9xVZAI8/s320/2_Tarea_4.png" /></a></div>
3º Inserto dicho video y al mismo tiempo importo otro video.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjktidtS43TKCRrtaHJuROMTv-HaXlCCyPeKZ-l00Ck9eaVbpFbL6Nq4ptt-M2rXeS6YLLndut_LykM28ssiTvqef0AKv91JrAb3DjURsSqDRRExRrx87aO5a54gpCi_RE1P4TgiOShQMw/s1600/3_Tarea_4.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="169" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjktidtS43TKCRrtaHJuROMTv-HaXlCCyPeKZ-l00Ck9eaVbpFbL6Nq4ptt-M2rXeS6YLLndut_LykM28ssiTvqef0AKv91JrAb3DjURsSqDRRExRrx87aO5a54gpCi_RE1P4TgiOShQMw/s320/3_Tarea_4.png" /></a></div>
4º Divido el primer video que inserte e inserto también el segundo video.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiToCYgxxUvWUGC-oimw9G1ivuQ4s2AK0HLR13db6yEptLkL8lJjuEeyZfFV0YWpEdP0cCkajWQi0Kkc5emzQi1vvs49kwyZ4EVFosRkAe7_PEbhTVGyskOP4QJj3zc2I0tM_aoK9tmsN0/s1600/4_Tarea_4.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="167" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiToCYgxxUvWUGC-oimw9G1ivuQ4s2AK0HLR13db6yEptLkL8lJjuEeyZfFV0YWpEdP0cCkajWQi0Kkc5emzQi1vvs49kwyZ4EVFosRkAe7_PEbhTVGyskOP4QJj3zc2I0tM_aoK9tmsN0/s320/4_Tarea_4.png" /></a></div>
5º Importo e inserto la música que le quiero introducir al video. En este caso son dos audios.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2yJbmbOir3oPjeZhA3sJvoQUD9M2l5KJZ1aXjp69QWHwy9vuEy63IBgKRSg2SDfoLg-6P2AxUUv-t7XaiEZkd2_HmGnY16EP_5ifDpE0XJK6P8jNei42RQeKUb5kFkuADYs8eevUIx78/s1600/5_Tarea_4.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="168" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2yJbmbOir3oPjeZhA3sJvoQUD9M2l5KJZ1aXjp69QWHwy9vuEy63IBgKRSg2SDfoLg-6P2AxUUv-t7XaiEZkd2_HmGnY16EP_5ifDpE0XJK6P8jNei42RQeKUb5kFkuADYs8eevUIx78/s320/5_Tarea_4.png" /></a></div>
6º Añado diferentes títulos o créditos.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzK6yqTbOcD67363_FieR-8KAaaffxb9zwcx0ivVHWTokJi7sRLrMfOg409BHoht79hMbrrON_Q3SjxLt9_tWzqHy-Dniz3kaV5jFypFy9SUUErBMxro8n7wYOnTndw0gtjnMxXMu9CJ0/s1600/6_Tarea_4.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="166" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzK6yqTbOcD67363_FieR-8KAaaffxb9zwcx0ivVHWTokJi7sRLrMfOg409BHoht79hMbrrON_Q3SjxLt9_tWzqHy-Dniz3kaV5jFypFy9SUUErBMxro8n7wYOnTndw0gtjnMxXMu9CJ0/s320/6_Tarea_4.png" /></a></div>
7º Inserto los diferentes títulos.
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjjRpxQ8_W9DTsel9_xAm-MTgNoFfXqsc7hRD5Lr1SIO8-TCL48I5iAU0E2I6evAWAb-B39XJ3cqVq4p69OTkfWWr1tnNxcFFxe-Ei-kcSI8MJ9NO65NlXX4925fMtX2f6NwzAT0NKb9s/s1600/7_Tarea_4.png" imageanchor="1" style="margin-left:1em; margin-right:1em"><img border="0" height="167" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjjRpxQ8_W9DTsel9_xAm-MTgNoFfXqsc7hRD5Lr1SIO8-TCL48I5iAU0E2I6evAWAb-B39XJ3cqVq4p69OTkfWWr1tnNxcFFxe-Ei-kcSI8MJ9NO65NlXX4925fMtX2f6NwzAT0NKb9s/s320/7_Tarea_4.png" /></a></div>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-36097054073926967892012-02-28T14:19:00.002-08:002012-02-28T14:19:18.459-08:00Tarea 3.1 Fácil<div style='width:200;display:block;text-align:center;font-family:Arial;font-size:11px;'><object type="application/x-shockwave-flash" data="http://www.komcitiz.com/JL/documents/s.php?s=ani_son_player_mp3_1.swf" width="200" height="20" id="JL_BALISE_
0
7gs10"><param name="allowScriptAccess" value="sameDomain" /><param name="movie" value="http://www.komcitiz.com/JL/documents/s.php?s=ani_son_player_mp3_1.swf" /><param name="wmode" value="transparent" /><param name="bgcolor" value="#FFFFFF" /><param name="flashvars" value="FILE=http://www.educa.madrid.org/cms_tools/files/eb0e79a2-4587-4c04-a3ce-eebaca02bea6/mp3/crif.mp3&BGCOLOR=#E9E9E9&LOOP=0&PLAY=0&INFO=0" /></object><div><a href='http://www.komcitiz.com/' style='color:#999999' target='_blank' title='Vos diaporamas photos, slideshow, jeux flash, lecteurs mp3, ... sur www.komcitiz.com'>Animation réalisée sur le site http://www.komcitiz.com</a></div></div>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-28593189602881505392012-02-27T04:09:00.001-08:002012-02-27T11:07:55.443-08:00Direcciones Picasa y Flickr<br />
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<a href="https://picasaweb.google.com/114008435824377523411/Paisajes">https://picasaweb.google.com/114008435824377523411/Paisajes</a><br />
<br />
<br />
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<a href="http://www.flickr.com/photos/organize/?start_tab=one_set72157629101170060">http://www.flickr.com/photos/organize/?start_tab=one_set72157629101170060</a><br />
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<br /></div>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-69912917509401753802012-02-22T07:26:00.000-08:002012-02-22T07:31:04.863-08:00Programa Picnik<br />
<span style="font-size: small;">Hola aquí os presento una fotografía inicial de una foto de un payaso y al lado la misma foto pero retocada en varios campos como el color, el marco... esto lo podeis hacer con este programa llamado Picnik.</span><br />
<div style="text-align: left;">
<span style="font-size: small;"> Destacar de este programa su gran variedad de elementos para retocar cualquier foto y crear tu composición fotográfica.</span></div>
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" 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" /></a></div>
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<br />Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-40334267596496202822012-02-13T01:50:00.000-08:002012-02-13T04:49:09.709-08:00Programa Picasa<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjcwfUZFC0TZ4gMx3kqdkLj-x0Bcxz7I6RVeh-xopZNWuasWjn_Ltdv-tOcxHJief5WL7iK5r4KXynC-jRJMuaxHviXdJhO7MLvpguh-j4clJaA1vfHKfobCx6c5HWrKh3G7Ie_hkrHZg/s1600/icono_Picasa.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjcwfUZFC0TZ4gMx3kqdkLj-x0Bcxz7I6RVeh-xopZNWuasWjn_Ltdv-tOcxHJief5WL7iK5r4KXynC-jRJMuaxHviXdJhO7MLvpguh-j4clJaA1vfHKfobCx6c5HWrKh3G7Ie_hkrHZg/s320/icono_Picasa.png" width="268" /></a></div>
Este programa es alucinante, pues tiene unos efectos que nunca antes había visto. Me gusta que pueda enlazar directamente con Picnik pues de esta forma tienes muchas más posibilidades y herramientas para poder realizar retoques,colores, contrastes, elementos....<br />
Este es un programa que lleva un poquitín de tiempo conocerlo, a veces te puedes hacer un poco de lio con los albumes o como crear un video.<br />
En definitiva: que este programa se lleva de nota un 8.<br />
Aquí os dejo un ejemplo de lo que se puede hacer con este programa: <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAbrXKFT0wlIKEfQHqoYfFduJzWNbzeRjT5UfjoRl4cDXlAyCmG9qadeK1S871mSZ16rC4PQoNLcWf9ZyVV9s7FAPAFl_yrTo6_b-PetU1EH38o61MehSbcby1HRRLIcGky6dR0jnJDuc/s1600/7_Logotipo_Ferrari+Presentaci%25C3%25B3n+final.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="106" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAbrXKFT0wlIKEfQHqoYfFduJzWNbzeRjT5UfjoRl4cDXlAyCmG9qadeK1S871mSZ16rC4PQoNLcWf9ZyVV9s7FAPAFl_yrTo6_b-PetU1EH38o61MehSbcby1HRRLIcGky6dR0jnJDuc/s200/7_Logotipo_Ferrari+Presentaci%25C3%25B3n+final.png" width="200" /></a></div>Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-13788298820581581892012-02-09T14:40:00.000-08:002012-02-09T14:40:29.940-08:00Programa Wink<div class="separator" style="clear: both; text-align: center;">
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Hola, aquí os presento el programa Wink. Este es un programa que me agrada bastante puesto que primeramente yo me he divertido capturando imágenes y trabajando con él. En segundo lugar lo he visto muy interesante porque puedes hacer y desarrollar videos y presentaciones muy divertidas y concretas sobre un tema.<br />
La aplicación de este programa en base a la educación musical es muy enriquecedora ya que puedes desarrollar presentaciones divertidas y explicativas en cuanto al conocimiento de las familias de los instrumentos (familia de viento, cuerda, percusión...) y el lenguaje musical (figuras musicales como la negra, blanca, corchea...).<br />
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<br />Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0tag:blogger.com,1999:blog-7684797351819816050.post-67961424172492271572012-02-07T14:47:00.000-08:002012-02-09T14:42:21.064-08:00Programa Jing<img alt="" 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" />Hola soy Rubén quería destacar este programa llamado Jing. Decir que es un programa que ayuda a capturar imágenes y parece básico muy sencillo en cuanto al manejo de las herramientas como los colores, el texto y los recuadros. En referencia a la aplicación práctica dentro del aula de música decir que puede ser práctico por ejemplo a la hora de separar los distintos compases por colores y señalar con diferentes flechas los matices que estén dentro de la partitura así como dibujar el contorno de los diferentes instrumentos dibujados .Rubén Redondo Herranzhttp://www.blogger.com/profile/18075473862191204716noreply@blogger.com0