tag:blogger.com,1999:blog-34151275117265472912012-02-26T09:42:15.379-08:00partituras metodos y libros para saxofónyomeritonoreply@blogger.comBlogger471100tag:blogger.com,1999:blog-3415127511726547291.post-30691977077042894762012-02-22T14:55:00.000-08:002012-02-22T14:55:38.934-08:00PARTITURA: El RELOJ PARA SAX ALTO Y TENOR<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://2.bp.blogspot.com/-ayJbW4txRj4/T0VxUa1h59I/AAAAAAAAAG4/ZNNDjcv8pp8/s320/el%2Breloj.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b>partitura el reloj para sax alto y tenor</b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b> <a href="http://adf.ly/5hiVn">opcion 1</a> <a href="http://adf.ly/5hiZX">opcion 2</a> <a href="http://www.mediafire.com/?lb0svz5cys2d9ma">opcion 3</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">*******************************</div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-3069197707704289476?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-77797722810991764552012-02-22T14:50:00.000-08:002012-02-22T14:50:32.933-08:00partitura: American Patrol (patrulla americana) para big band<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://2.bp.blogspot.com/-haI21o09NXc/T0VwCXgZcJI/AAAAAAAAAGs/6cpCtkLA_No/s320/american%2Bpatrol.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;">partitura: american patrol (patrulla americana)</div><div class="separator" style="clear: both; text-align: center;">para big band</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b> <a href="http://adf.ly/5hiDu">opcion 1</a> <a href="http://adf.ly/5hiG7">opcion 2 </a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">***************************** </div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-7779772281099176455?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-37267110410790978182012-02-22T14:44:00.000-08:002012-02-22T14:44:23.014-08:00Partitura: Alone Again para Big Band<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://3.bp.blogspot.com/-NXt3zJukLe8/T0Vu77bc_DI/AAAAAAAAAGg/HHrWoflRzz8/s320/alone%2Bagain.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;"> <b><a href="http://adf.ly/5hhxV">opcion 1</a> </b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">********************************* </div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-3726711041079097818?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-27530641952245153842012-02-22T14:40:00.000-08:002012-02-22T14:40:25.569-08:00partitura: baker street<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://2.bp.blogspot.com/--869HwFdQok/T0VuSe3R6FI/AAAAAAAAAGU/aLb3D86IG1w/s320/baker%2Bstreet.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b> <a href="http://adf.ly/5hhmn">opcion 1</a> <a href="http://adf.ly/5hhoX"> opcion 2</a> </b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">*********************************** </div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-2753064195224515384?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-46348508356698249882012-02-22T14:37:00.000-08:002012-02-22T14:37:39.984-08:00Theme from Dying Young sax tenor y piano<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://2.bp.blogspot.com/-gyXITeA9ju0/T0VtF8J75JI/AAAAAAAAAGI/WbjaGi8uD5c/s320/dying%2Byoung.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;">Theme from Dying Young</div><div class="separator" style="clear: both; text-align: center;">para: sax tenor y piano </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b> <a href="http://www.4shared.com/rar/PkwqvWs0/001_theme_from_dying_young1.html">opcion 1</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-4634850835669824988?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-66844637590113101932012-02-22T14:32:00.000-08:002012-02-22T14:32:19.277-08:00Partitura: El gato montés arreglo para Banda<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://4.bp.blogspot.com/-7U5aRd_b0rk/T0VrpRk7E3I/AAAAAAAAAF8/UlDqdx669gQ/s320/el%2Bgato%2Bmontes.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">pasodoble para Banda</div><div class="separator" style="clear: both; text-align: center;">solo partichelas</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">DESCARGA</div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b> <a href="http://adf.ly/5hhGF">opcion 1</a> <a href="http://adf.ly/5hhHK">opcion 2</a> </b></div><div class="separator" style="clear: both; text-align: center;"><b><br /></b></div><div class="separator" style="clear: both; text-align: center;">*********************************</div><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-6684463759011310193?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-1647124782074341322012-02-22T14:26:00.000-08:002012-02-22T14:26:09.881-08:00partitura feeling Good para big band<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://3.bp.blogspot.com/-dVrYXWL-Z_g/T0VqutzdEXI/AAAAAAAAAFw/8FQsnF4eSZo/s320/feeling%2Bgood.jpg" width="300" /></div><div style="text-align: center;">tema: feeling good</div><div dir="ltr" style="text-align: center;" trbidi="on">para: big band<br />score y partes<br /><br /><b> <a href="http://adf.ly/5hgsU">opcion 1</a> <a href="http://www.blogger.com/%20http://adf.ly/5hgvO"> opcion 2 </a></b><br /><br />*********************************</div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-164712478207434132?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-31857479773396994282012-02-22T14:22:00.000-08:002012-02-22T14:22:25.394-08:00funky rumpus nº 2 sax alto, tenor y trompeta<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://2.bp.blogspot.com/-ZO9SuJk8udU/T0VqGBTCfzI/AAAAAAAAAFk/4VYwYYqUEfg/s320/Funky%2BRumpus%2Bn%25C2%25BA%2B2.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b> <a href="http://www.4shared.com/rar/HQv2TjCk/FUNKY_BY_STEP.html">opcion 1</a> <a href="http://www.box.com/s/koleqjvt24tg2v4c2ndp">opcion 2 </a> <a href="http://www.mediafire.com/?lb0svz5cys2d9ma">opcion 3</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">*************************************** </div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-3185747977339699428?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-63385412934704135742012-02-22T14:19:00.000-08:002012-02-22T14:19:47.304-08:00partitura He's a pirate en Bb<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://1.bp.blogspot.com/-qNbS_aYRRA0/T0VpTDk5anI/AAAAAAAAAFY/EE1Gj5xspOI/s320/he%2Ba%2Bpirate.jpg" width="300" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b> <a href="http://www.4shared.com/rar/r4bTV056/HES_A_PIRATE_TENOR.html">opcion 1</a> <a href="http://www.blogger.com/%20http://www.box.com/s/x7mitolpg0b8hpg8oa86%20">opcion 2 </a> <a href="http://www.mediafire.com/?48ccodpldeowh6h">opcion 3</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">******************************* </div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-6338541293470413574?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-4364869846010360632012-02-22T14:16:00.000-08:002012-02-22T14:16:24.102-08:00PARTITURA DIDACTICA: VALS LEJANA TIERRA MIA<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://2.bp.blogspot.com/-hvAVNVArvak/T0VoHHbeZuI/AAAAAAAAAFM/LZaUYaj8uW8/s320/lejana%2Btierra%2Bmia%2B.jpg" width="300" /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="http://adf.ly/5hgRX">Opcion 1</a> <a href="http://adf.ly/5hgS8">Opcion 2</a> <a href="http://adf.ly/5hgSa">Opcion 3</a></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;">***********************************</div><div style="text-align: center;"><br /></div><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-436486984601036063?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-51133794948452797132012-02-22T12:17:00.000-08:002012-02-22T12:17:54.187-08:00TEMA DE LOS SIMPSONS: para sax alto Eb<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://3.bp.blogspot.com/-UGhusAx_alM/T0VMD0qofZI/AAAAAAAAAFA/3CIfwBm_mLE/s320/simpsons.jpg" width="300" /></div>TEMA DE LOS SIMPSONS<br /><div style="text-align: left;">SAX ALTO</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b> <a href="http://adf.ly/5hZBt">OPCION 1</a> <a href="http://adf.ly/5hZGz"> OPCION 2</a> <a href="http://adf.ly/5hZIz"> OPCION 3</a></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;">******************************** </div><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-5113379494845279713?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-8420194042588717962012-02-22T12:07:00.000-08:002012-02-22T12:07:13.819-08:00PARTITURA: THE BLACK PEARL SAX TENOR<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://3.bp.blogspot.com/-Mcf-112qOYo/T0VJ01zA_SI/AAAAAAAAAE0/yWglZSbvM9Q/s320/the%2Bblack%2Bpearl.jpg" width="300" /></div>TEMA: The black pearl<br />PARA: Bb<br /><br /><div style="text-align: center;"><b><a href="http://adf.ly/5hYab">opcion 1 </a> <a href="http://adf.ly/5hYbw">opcion 2 </a> <a href="http://adf.ly/5hYeK">opcion 3</a></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;">********************************</div><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-842019404258871796?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-32073009909698680102012-02-22T11:59:00.000-08:002012-02-22T11:59:42.666-08:00Partitura Yakety Sax para sax alto<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-A1dHMfPh2tg/T0VG4rnEN1I/AAAAAAAAAEo/J6O2MZnlcIE/s1600/yakety%2Bsax.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="http://2.bp.blogspot.com/-A1dHMfPh2tg/T0VG4rnEN1I/AAAAAAAAAEo/J6O2MZnlcIE/s320/yakety%2Bsax.jpg" width="300" /></a></div>partitura para sax alto<br />tema: YAKETY SAX<br /><br /><div style="text-align: center;"><b><a href="http://adf.ly/5hXzx">opcion 1</a> <a href="http://www.box.com/s/ux1ftblxrrmz0h0ves2l">opcion 2</a> <a href="http://www.mediafire.com/?j7i6u91q3jbqfa5">opcion 3</a> </b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;">*************************</div><div style="text-align: center;"><br /></div><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-3207300990969868010?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-1403719012780746922012-02-02T12:45:00.000-08:002012-02-02T12:45:22.066-08:00MICROJAZZ SAXOPHONE DUETS<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="320" src="http://1.bp.blogspot.com/-FubwhbLyCtM/Tyr0e30R5tI/AAAAAAAAAEQ/RwUG7yH7HII/s320/sxfone.jpg" width="226" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; font-family: Verdana,sans-serif; text-align: center;"><b> <span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://depositfiles.com/files/mnj8cnjf2">opcion 1</a> <a href="http://www.wupload.com/file/2657236332/MICROBUSJZ.rar">opcion 2</a> <a href="http://www.mediafire.com/?20uj4ei60w23i40">opcion 3</a> <a href="https://rapidshare.com/files/2572393626/MICROBUSJZ.rar">opcion 4</a> </span></b></div><div class="separator" style="clear: both; font-family: Arial,Helvetica,sans-serif; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><b style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www41.zippyshare.com/v/75664847/file.html">opcion 5</a> <a href="http://www.4shared.com/rar/AcGmBsDw/MICROBUSJZ.html">opcion 6</a> <a href="http://www.gigasize.com/get/8vs4lpzgjgd">opcion 7</a></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div dir="ltr" style="text-align: left;" trbidi="on"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-140371901278074692?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-27467665043713470252012-02-02T12:30:00.000-08:002012-02-02T12:30:35.705-08:00LIKE SAX SOLO<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: #0b5394; text-align: center;"><i><b><span style="font-size: large;">LIKE COLTRANE</span></b></i></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b>SAXOFON SOLO</b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="320" src="http://2.bp.blogspot.com/-9ASFDkVM_2U/Tyrv6LeJS4I/AAAAAAAAAEE/GZAkVdlnIfc/s320/like%2Bcoltrane.jpeg" width="191" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">Pedro Iturralde </div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /><b><a href="http://depositfiles.com/files/0kbhtcstg">opcion 1</a> <a href="http://www.4shared.com/rar/0HSGBrsg/LIKELIKELIKE.html">opcion 2</a> <a href="http://www41.zippyshare.com/v/66294603/file.html">opcion 3</a> <a href="http://www.mediafire.com/?2muz0xu0haob0mq">opcion 4</a> </b><br /><br /><b> <a href="https://rapidshare.com/files/3251706255/LIKELIKELIKE.rar">opcion 5</a> <a href="http://www.wupload.com/file/2657236327/LIKELIKELIKE.rar">opcion 6</a> <a href="http://www.gigasize.com/get/fvhslpmmhxf">opcion 7</a></b><br /><br /><br /><br /><br /></div><div style="text-align: center;"></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-2746766504371347025?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-44942994136760745942012-02-01T16:22:00.000-08:002012-02-01T16:27:23.474-08:00El Vuelo del Moscardon (flight of the bumblebee) para cuarteto<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/15iGA5e6hso" width="420"></iframe></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><i><u><b>partitura para cuarteto de saxos</b></u></i></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div 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" /> </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="http://depositfiles.com/files/rst8ihclu">opcion 1</a> <a href="http://www.wupload.com/file/2656684677">opcion 2</a> <a href="https://rapidshare.com/files/3667080910/moscardon4teto.rar">opcion 3</a> <a href="http://depositfiles.com/files/rst8ihclu">opcion 4</a> <a href="http://www.4shared.com/rar/kGkQeuNW/moscardon4teto.html">opcion 5</a> </b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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/> </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-4494299413676074594?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-52592261889308735462012-02-01T16:14:00.000-08:002012-02-01T16:14:22.195-08:00Nothing gonna change my love for you para sax alto<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/OXxxWJ-yDfM" width="420"></iframe></div><div style="text-align: center;"><br /></div><div style="text-align: center;">alto sax:</div><div style="text-align: center;">(nada hara cambiar mi amor por ti)</div><div style="text-align: center;">temas escritos en la Mayor</div><div style="text-align: center;"> y Bb M</div><div style="text-align: center;"><br /></div><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;"><img alt="" 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" /> </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="http://depositfiles.com/files/bwtyl3zna">opcion 1</a> <a href="http://www.4shared.com/rar/zZad3LDn/nothing_gonna_chnge.html">opcion 2</a> <a href="http://www.wupload.com/file/2656684692">opcion 3</a> <a href="http://depositfiles.com/files/bwtyl3zna">opcion 4</a> <a href="http://www.mediafire.com/download.php?bb4rdceiailvaen">opcion 5 </a></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="http://depositfiles.com/files/pybsznt0r">opcion 1</a> <a href="http://www.mediafire.com/download.php?1obf222b79f64a7">opcion 2</a> <a href="https://rapidshare.com/files/2097892512/gosth.rar">opcion 3</a> <a href="http://www.wupload.com/file/2656684662">opcion 4</a> <a href="http://www.4shared.com/rar/XGMtXUXB/gosth.html">opcion 5</a></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-1862917205268886000?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-66690526073794990482012-02-01T15:41:00.000-08:002012-02-01T15:41:14.477-08:00keith jarrett: MY SONG<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div style="text-align: center;"><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/AHi0NE0kH2k" width="420"></iframe></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;">partitura para instrumentos en "C"</div><div style="text-align: center;">(hay que transportar)</div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /> </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b> <a href="http://depositfiles.com/files/jb9hfxazw">opcion 1</a> <a href="http://www.4shared.com/rar/m7komuGY/My_Song___Keith_Jarrett__Jan_G.html">opcion 2</a> <a href="http://www.wupload.com/file/2656684682">opcion 3</a> <a href="http://www.mediafire.com/download.php?aeyp2dvwveaadzl">opcion 4</a> <a href="https://rapidshare.com/files/2731870563/My_Song___Keith_Jarrett__Jan_Garbarek.rar">opcion 5</a></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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/> </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-6669052607379499048?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-46029835906794112532012-02-01T15:23:00.000-08:002012-02-01T15:26:45.413-08:00La Vida En Rosa (La Vie en Rose) alto sax<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em;"></div><div style="margin-left: 1em; margin-right: 1em;"></div><div style="margin-left: 1em; margin-right: 1em;"></div><div style="margin-left: 1em; margin-right: 1em;"></div><div style="margin-left: 1em; margin-right: 1em;"></div><div style="margin-left: 1em; margin-right: 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" /> </div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"><br /></div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"><b> <a href="http://depositfiles.com/files/9zg01ud3g">opcion 1</a> <a href="http://www.4shared.com/rar/LuiKs3fK/LVienRosalto.html">opcion 2</a> <a href="http://www.mediafire.com/download.php?8hd3eovphg03n7y">opcion 3</a> <a href="https://rapidshare.com/files/3363242058/LVienRosalto.rar">opcion 4</a> <a href="http://www.wupload.com/file/2656684672">opcion 5</a></b></div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"> </div><div style="margin-left: 1em; margin-right: 1em; text-align: center;"><img alt="" src="data:image/png;base64,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" /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><a href="http://depositfiles.com/files/5uoxeaiws">opcion 1</a> <a href="http://www.wupload.com/file/2656684697">opcion 2</a> <a href="http://www.4shared.com/rar/W1NNYVgS/Para_Elisa.html">opcion 3</a> <a href="https://rapidshare.com/files/3273536054/Para_Elisa.rar">opcion 4</a> <a href="http://www.mediafire.com/download.php?ayhci3d8h8i96bx">opcion 5</a></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /></div><br /><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-4169994781065699410?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-5459672169429608122012-02-01T14:40:00.000-08:002012-02-01T14:40:44.188-08:00LA LLEGADA DE LA REINA DE SABA (S-A-T-B)<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;">LA LLEGADA DE LA REINA DE SABA by G.F. HAËNDEL PARA CUARTETO DE SAXOFONES</div><br /> <br /><br /><div style="text-align: center;"><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/U3OG4VhPJRc" width="420"></iframe></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><i><u><b>NOTA: Solo guion</b></u></i></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"></div><div style="text-align: center;"><img alt="" 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" /> </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><b><span style="font-size: small;"><a href="http://www.4shared.com/rar/_2-V5W49/GUIONCUARTETOLAREINADESABA.html">opcion 1</a> <a href="http://www.wupload.com/file/2656684667">opcion 2</a> <a href="https://rapidshare.com/files/976302244/GUIONCUARTETOLAREINADESABA.rar">opcion 3</a> <a href="http://www.mediafire.com/?s2sj5w60sb9ze8s">opcion 4</a> <a href="http://depositfiles.com/files/gsd0lxkz2">opcion 5</a> </span></b></div><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;"></div><div style="text-align: center;"><img alt="" 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" /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-545967216942960812?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-75745591125883665722012-02-01T14:25:00.000-08:002012-02-01T14:25:58.530-08:00I Still Haven't Found what I'm looking for / U2 / sax tenor<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: #0b5394; text-align: center;"><span style="font-size: x-large;">I Still Haven't</span></div><div style="color: #0b5394; text-align: center;"><br /></div><div style="color: #0b5394; text-align: center;"><span style="font-size: x-large;"> Found what </span></div><div style="color: #0b5394; text-align: center;"><br /></div><div style="color: #0b5394; text-align: center;"><span style="font-size: x-large;">I'm</span></div><div style="color: #0b5394; text-align: center;"><br /></div><div style="text-align: center;"><span style="color: #0b5394; font-size: x-large;"> looking for</span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><span style="font-size: small;"><b>para sax tenor</b></span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /> </div><div style="text-align: center;"><br /></div><div style="text-align: center;"> <b><a href="http://www.4shared.com/rar/twR7uSR0/no_e_encontrado_lo_que_busco.html">opcion 1</a> <a href="http://depositfiles.com/files/sjhc4u95m">opcion 2</a> <a href="http://www.4shared.com/rar/twR7uSR0/no_e_encontrado_lo_que_busco.html">opcion 3 </a> <a href="https://rapidshare.com/files/2651463666/no_e_encontrado_lo_que_busco.rar">opcion 4</a> <a href="http://www.wupload.com/file/2656684687">opcion 5</a> </b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"></div><div style="text-align: center;"></div><div style="text-align: center;"><img alt="" src="data:image/png;base64,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" /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-7574559112588366572?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-83077003427474166812012-02-01T13:50:00.000-08:002012-02-01T14:01:55.744-08:00For Regulars Only: Tenor saxophone solo by Dexter Gordon<div dir="ltr" style="text-align: left;" trbidi="on"><div style="text-align: center;"><br /></div><div style="color: #3d85c6; text-align: center;"><b><span style="font-size: x-large;">FOR </span></b></div><div style="color: #3d85c6; text-align: center;"><br /></div><div style="color: #3d85c6; text-align: center;"><b><span style="font-size: x-large;">REGULARS</span></b></div><div style="color: #3d85c6; text-align: center;"><br /></div><div style="color: #3d85c6; text-align: center;"><b><span style="font-size: x-large;">ONLY </span></b></div><div style="color: #3d85c6; text-align: center;"><br /></div><div style="color: #3d85c6; text-align: center;"><span style="font-size: large;"><b>Tenor saxophone solo by Dexter Gordon </b></span></div><div style="color: #3d85c6; text-align: center;"><br /></div><div style="color: #3d85c6; text-align: center;"><span style="font-size: large;"><b>From the album </b></span></div><div style="color: #3d85c6; text-align: center;"><br /></div><div style="text-align: center;"><span style="color: #3d85c6; font-size: large;"><b>"Doin' allright"</b></span><b><span style="font-size: x-large;"><span style="color: #3d85c6; font-size: large;"> </span></span></b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/fR7KyX0pHnA" width="450"></iframe><br /><br /><br /><b><a href="http://depositfiles.com/files/z2jiswuvd">opcion 1</a> <a href="http://www.blogger.com/%20http://www.4shared.com/rar/mVOSo_hJ/DextrGor_FoRegularsOnlyTenor.html">opcion 2</a> <a href="http://www.mediafire.com/download.php?ym2u67i0bg7z505">opcion 3</a> <a href="https://rapidshare.com/files/1088455419/DextrGor_FoRegularsOnlyTenor.rar">opcion 4</a> <a href="http://www.wupload.com/file/2656684647">opcion 5 </a></b><br /><br /><b><a href="http://depositfiles.com/files/wpd6voty8">opcion 1</a> <a href="http://www.4shared.com/rar/XoRn7pqU/For_Regulars_Only.html">opcion 2</a> <a href="http://www.mediafire.com/download.php?j19pb8m6z2z7zc7">opcion 3</a> <a href="https://rapidshare.com/files/42124943/For_Regulars_Only.rar">opcion 4</a> <a href="http://www.wupload.com/file/2656684657">opcion 5 </a></b><br /><br /><br /></div><b><span style="font-size: x-large;"></span></b><b></b></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-8307700342747416681?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-30243777200936089102012-02-01T13:37:00.000-08:002012-02-01T13:37:30.684-08:00partituras de: Monlight Serenade<div dir="ltr" style="text-align: left;" trbidi="on"><br /><br /><iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/AQseFAcWvtE" width="420"></iframe><br /><br /><b>instrumentos:</b><br /><br /><ol style="text-align: left;"><li>trompeta</li><li>sax alto</li><li>sax tenor</li><li>trombón</li><li>bass-guitar</li><li>drums</li></ol><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><ol style="text-align: left;"></ol><div style="text-align: center;"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="16" src="http://4.bp.blogspot.com/-ac_9JbLGM2A/Tymv0-yxqTI/AAAAAAAAADU/t_lCSa9jrUo/s320/separador%2Bblog.jpg" width="320" /></div><br /></div><div style="text-align: center;"><span id="goog_1981658780"></span><span id="goog_1981658781"></span></div><div style="text-align: center;"><b><a href="http://depositfiles.com/files/x16x0a6hn">opcion 1</a> <a href="http://www.wupload.com/file/2656684637">opcion 2</a> <a href="https://rapidshare.com/files/511182825/_Moonlight_Serenad_.rar">opcion 3</a> <a href="http://www.mediafire.com/download.php?8h0vsrw57hh0kxs">opcion 4</a> <a href="http://www.4shared.com/rar/D2R9mmRY/Copy_of_Moonlight_Serenad_.html">opcion 5</a> </b></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-3024377720093608910?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-88844678092216890582012-01-28T14:22:00.000-08:002012-01-28T14:22:38.559-08:00MELODIAS ROMANTICAS CON PISTAS Y PARTITURAS PARTE 2<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="clear: both; text-align: center;"><a href="http://lh6.ggpht.com/_2E1d-z5vaNk/S_bb6uDdJPI/AAAAAAAAAhs/pZ_jycBvYko/s1600/melodias%20para%20sax.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" height="320" src="http://lh6.ggpht.com/_2E1d-z5vaNk/S_bb6uDdJPI/AAAAAAAAAhs/pZ_jycBvYko/s320/melodias%20para%20sax.jpg" width="320" /></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;">Aqui te traigo la segunda parte de este compendio de melodias, incluye pistas de diferentes artistas asi como el archivo pdf donde viene la partitura respectiva para cada melodia,</div><div style="text-align: center;">ideal para hacerse de repertorio y practicar la lectura e interpretacion del solfeo. pesa 40 mb</div><div style="color: orange; text-align: center;"><span style="font-size: medium;"><b><br /></b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><a href="http://www.ziddu.com/download/10033559/melodiasromanticas1.rar.html" target="_blank"><b><span>DESCARGAR ARCHIVO AQUI</span></b></a></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><span> </span></b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><span> </span></b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><span> </span></b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><span> </span></b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-8884467809221689058?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-65814179437613535982012-01-28T14:17:00.000-08:002012-01-28T14:17:19.834-08:00DESCARGA TICO TICO PARA BANDA<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="clear: both; text-align: center;"><a href="http://www.di-arezzo.es/multimedia/images/schott/part/ed-9958.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" height="400" src="http://www.di-arezzo.es/multimedia/images/schott/part/ed-9958.jpg" width="287" /></a></div><br /><div style="text-align: center;"><br /></div><div style="text-align: center;"><b> descarga el arreglo de tico tico para banda, viene con la direccion y las partichelas para cada instrumento</b></div><div style="text-align: center;"><b>espero tus comentarios, dudas o sugerencias.</b></div><div style="text-align: center;"><br /></div><div style="color: black; text-align: center;"><span style="font-size: small;"><a href="http://www.ziddu.com/download/10013327/ticoticoconcertbandcomplet-bigbandscore.pdf.html" target="_blank"><b>DESCARGA TICO TICO AQUI</b></a></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b> </b></span></div><br /><div style="color: black; text-align: center;"><span style="font-size: small;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-6581417943761353598?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-42413146446925440782012-01-28T14:08:00.000-08:002012-01-28T14:08:07.623-08:00TEMAS ROMANTICOS EN SAXOFON CON PISTAS Y PARTITURAS 3ª PARTE<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div style="clear: both; text-align: center;"><img border="0" height="320" src="http://lh5.ggpht.com/_2E1d-z5vaNk/S_beq-Q3otI/AAAAAAAAAhw/8D8TO7RwgWM/s320/sax%20descarga%202.jpg" width="320" /></div><br /><div style="text-align: center;"><br /></div><div style="text-align: center;">aqui te traigo la tercera entrega de este pack de melodias las cuales vienen con sus respectivas partituras</div><div style="text-align: center;">para ser ejecutados en el saxofon, la mayoria son temas romanticos y muy conocidos ideal para darle un toque personal con tu ejecucion</div><div style="color: black; text-align: center;"><span style="font-size: small;"><br /></span> </div><div style="color: black; text-align: center;"><span style="font-size: small;"><a href="http://www.ziddu.com/download/10092880/melodiasromanticas3.rar.html" target="_blank">DESCARGA PACK AQUI </a></span></div><div style="color: black; text-align: center;"></div><div style="color: black; text-align: center;"></div><div style="color: black; text-align: center;"></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-4241314644692544078?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com2tag:blogger.com,1999:blog-3415127511726547291.post-69878966589155221692012-01-28T13:49:00.000-08:002012-02-01T13:18:59.518-08:00ARMONICOS PARA EL SAXOFON SOPRANO (REGISTRO ALTISSIMO)<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="300" src="http://2.bp.blogspot.com/-ZLsq0b-iv58/TyRs63SIWuI/AAAAAAAAADI/l-JRoCnWREI/s320/saxofon-soprano.jpg" width="300" /></div><br /><br />descarga este pequeño pdf donde podras aprenderte los armonicos (notas sobreagudas para el saxofon como comunmente lo llaman)<br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10002329/saxmetaltissimofingeringsforsopranosaxophone.pdf.html" target="_blank"><span style="font-size: medium;">DESCARGAR ARCHIVOS AQUI</span></a></div><div style="color: black; text-align: center;"></div><div style="color: black; text-align: center;"><span style="font-size: medium;"> <a href="http://depositfiles.com/files/gmzr6nt3h">opcion 1</a> <a href="https://rapidshare.com/files/2424139625/Altissimo_Fingerings_For_Soprano_Saxophone.rar">opcion 2</a> <a href="http://www.mediafire.com/download.php?vijpfj2by8w9r9f">opcion 3</a> <a href="http://www.4shared.com/rar/_ya5jf7b/Altissimo_Fingerings_For_Sopra.html">opcion 4</a> <a href="http://www.wupload.com/file/2656684642">opcion 5</a></span></div><div style="color: black; text-align: center;"></div><div style="color: black; text-align: center;"></div><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-6987896658915522169?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-50172323685971035762012-01-28T13:31:00.000-08:002012-01-28T13:31:42.677-08:00DESCARGA IN THE MOOD (DE BUEN HUMOR) PARA CUARTETO DE SAXOFONES<div dir="ltr" style="text-align: left;" trbidi="on"><br /><br /><br /><div style="color: #0b5394; text-align: center;"><span style="font-size: x-large;">IN THE MOOD</span></div><div style="color: #0b5394; text-align: center;"><span style="font-size: x-large;"> </span></div><div style="color: #0b5394; text-align: center;"><span style="font-size: x-large;"> PARA CUARTETO DE</span></div><div style="color: #0b5394; text-align: center;"><br /></div><div style="color: #0b5394; text-align: center;"><span style="font-size: x-large;"> SAXOFONES</span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="color: black; text-align: center;"><span style="font-size: small;"><a href="http://www.ziddu.com/download/10000968/eetmusicinthemoodsaxophonequartet-scoreandparts.pdf.html" target="_blank"><b><span>DESCARGAR IN THE MOOD AQUI</span></b></a></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><span> </span></b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><span> </span></b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><span> </span></b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-5017232368597103576?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com1tag:blogger.com,1999:blog-3415127511726547291.post-79996684195698846822012-01-28T13:10:00.000-08:002012-01-28T13:10:01.684-08:00libro de latin jazz<div dir="ltr" style="text-align: left;" trbidi="on"><br /><div class="separator" style="clear: both; text-align: center;"><img border="0" height="320" src="http://4.bp.blogspot.com/-EHSIpCXqaO8/TyRjsMUtJHI/AAAAAAAAAC8/lgucjNzxgyo/s320/Latin-Jazz-.gif" width="302" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;">si te gusta el latin jazz descargate este libro<br /><br /></div><div style="color: black; text-align: center;"><span style="font-size: small;"><a href="http://www.ziddu.com/download/10001163/074-latinjazzdesafinadoc.pdf.html" target="_blank"><b><span>DESCARGAR ARCHIVO AQUI</span></b></a></span></div><div style="text-align: center;"><b style="color: orange;"><span style="font-size: medium;"> </span></b></div><div style="text-align: center;"><b style="color: orange;"><span style="font-size: medium;"> </span></b></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-7999668419569884682?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-28570535323744433292012-01-28T00:24:00.000-08:002012-01-28T00:24:25.810-08:00PACK DE NOTAS PARA AFINAR TU SAXOFON (AUDIO EN MP3)<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="clear: both; text-align: center;"><a href="http://lh5.ggpht.com/_2E1d-z5vaNk/TAk2LyhoK4I/AAAAAAAAAkQ/YOvnyRFPrwQ/s1600/SDFGHJKL.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" class="" height="400" src="http://lh5.ggpht.com/_2E1d-z5vaNk/TAk2LyhoK4I/AAAAAAAAAkQ/YOvnyRFPrwQ/s400/SDFGHJKL.jpg" style="display: inline-block;" width="275" /></a></div><div style="text-align: center;">descarga este pack de notas (<span style="color: orange;">AUDIO EN MP3)</span> largas para que vayas comparando y asi puedas llegar a una afinacion correcta en el saxofon, el pack trae las notas mas usales del saxofon, esto es muy util puesto que a menudo vemos </div><div style="text-align: center;">interpretes de sax, que tienen una buena digitacion pero una desatroza desafinacion, es muy importante cuidar ese detalle para que la interpretacion sea magnifica.</div><div style="text-align: center;"><br /></div><div style="text-align: center;">el pack es para sax alto, pero lo puedes usar para cualquier saxofon inclusive para cualquier instrumento.</div><div style="text-align: center;"><br /></div><div style="text-align: center;">en el sax alto empieza con la nota SIb y en el tenor en MIb y asi te sigues en forma cromantica. son dos partes de 35 megas</div><div style="text-align: center;"><br /></div><div style="text-align: center;">espero te sirva de gran ayuda</div><div style="text-align: center;"><br /></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b>DESCARGA PARTE 1</b></span></div><div style="color: orange; text-align: center;"><span style="font-size: medium;"><b><br /></b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b><a href="" target="_blank">DESCARGA PARTE 2</a></b></span></div><div style="color: orange; text-align: center;"><span style="font-size: medium;"><b><br /></b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-2857053532374443329?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-25703425708628567452012-01-28T00:22:00.000-08:002012-01-28T00:22:26.836-08:00MELODIAS ROMANTICAS PARA SAXOFON CON PISTAS Y PARTITURAS 4ª PARTE<div dir="ltr" style="text-align: left;" trbidi="on"><h2 class="entry-title"><br /><span class="entry-icons-placeholder"></span></h2><div style="clear: both; text-align: center;"><img border="0" class="" src="http://lh4.ggpht.com/_2E1d-z5vaNk/TAk1mlEAcJI/AAAAAAAAAj0/R0mFUuVVdRY/s320/MELODAS.jpg" style="display: inline-block;" /></div><br />aqui te traigo la cuarta parte de un total de diez , cada pack incluye la pista con su respectiva partitura para que no haya pretexto, las pistas estan en mp3 y las partituras estan en pdf, cada melodia viene con su partitura respectiva.<br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10106829/melodiasromanticas4.rar.html" target="_blank"><span style="font-size: medium;"><b>DESCARGAR PACK AQUI</b></span></a></div><div style="text-align: center;"><span style="color: orange; font-size: medium;"><b> </b></span></div><div style="text-align: center;"><span style="color: orange; font-size: medium;"><b> </b></span></div><div style="text-align: center;"><span style="color: orange; font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-2570342570862856745?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-24841754563538995452012-01-28T00:20:00.000-08:002012-01-28T00:20:10.410-08:00PARTITURAS PARA SAX Y PIANO<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="clear: both; text-align: center;"><img border="0" class="" height="320" src="http://i45.photobucket.com/albums/f80/music_man199/saxPiano.jpg" style="display: inline-block;" width="176" /></div><br />descarga este archivo en pdf que pesa 2.7 megas, muy ligero, se descarga en cuestion de segundos espero te sirva de gran ayuda. cuenta con partituras para piano y saxofon, ideal para hacer un duo o para complementar tus estudios de manera grupal, son como a menudo se les llama temas clasicos.<br /><br /><div style="text-align: center;">MELODIAS:</div><div style="text-align: center;"> </div><div style="text-align: center;">love dreams---franz lizst</div><div style="text-align: center;">serenade--- franz joseph haydn</div><div style="text-align: center;">sicilienne---Gabriel Fauré</div><div style="text-align: center;">bourré--Handel</div><div style="text-align: center;">sonata in F menor---Brahms</div><div style="text-align: center;"><br /></div><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10178929/partiturassaxypiano.pdf.html" target="_blank"><span style="font-size: medium;"><b>DESCARGAR ARCHIVOS AQUI</b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-2484175456353899545?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-14528233425294483402012-01-28T00:18:00.000-08:002012-01-28T00:18:18.617-08:00DESCARGA ARRLEGLO MAMBO DE LA PANTERA ROSA.--ORQUESTA LA 33<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="195" src="http://4.bp.blogspot.com/-qvHzt-lARwo/TyOu5XwpaUI/AAAAAAAAACw/MgoXmfWVjaU/s320/pantera.jpg" width="259" /></div><br /><br /><br /> navegando por la red me encontre esto y se los comparto a ustedes, es el arreglo del mambo de la pantera rosa (la pantera mambo) o como lo quieran llamar<br /><br />trae partichelas para:<br />-bajo<br />-piano<br />-sax tenor<br />-trompeta 1ª y 2ª<br /><br style="color: black;" /><span style="color: black;"> </span><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10202341/mambodelapanterarosa.rar.html" target="_blank"><span style="font-size: medium;"><b>DESCARGAR ARCHIVO AQUI</b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-1452823342529448340?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-4751615158344474152012-01-28T00:13:00.001-08:002012-01-28T00:13:54.974-08:00PARTITURA I FEEL GOOD<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="clear: both; text-align: center;"><img border="0" class="" height="320" src="http://a.imagehost.org/0100/meliot-340-James_brown.jpg" style="display: inline-block;" width="214" /></div><br /><br /><br /><br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10178287/ifeelgoodbigband.pdf.html" target="_blank"><span style="font-size: medium;"><b>DESCARGAR ARCHIVO AQUI</b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-475161515834447415?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-7915023252902349402012-01-28T00:12:00.000-08:002012-01-28T00:12:34.773-08:00PARTITURA LOVE FOR SALE by DEXTER GORDON<div dir="ltr" style="text-align: left;" trbidi="on"><br /><br /><br /><div style="clear: both; text-align: center;"><img border="0" class="" height="240" src="http://i22.photobucket.com/albums/b328/Hrothgar/DexterGordon1948.jpg" style="display: inline-block;" width="320" /></div><br /><br /><div style="text-align: center;"> PARA SAX TENOR<br /></div><div style="color: orange; text-align: center;"><span style="font-size: medium;"><b><br /></b></span></div><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/downloadlink/10178286/dextergordon-loveforsaletenorsax.pdf" target="_blank"><span style="font-size: medium;"><b>DESCARGAR LOVE FOR SALE AQUI</b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-791502325290234940?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-60125761495652686002012-01-28T00:10:00.000-08:002012-01-28T00:10:13.906-08:00TRIO DE SAXOFONES: TEMA GOLDBERG VARIATION Nº 2<div dir="ltr" style="text-align: left;" trbidi="on"><br />Johann Sebastian BACH (1685 - 1750) Saxophone Trio Goldberg Variation n°2<br /><br /><br /><br /><br /><br /><div style="clear: both; text-align: center;"><a href="http://thumbs.dreamstime.com/thumb_344/1229383287ota14N.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" class="" height="320" src="http://thumbs.dreamstime.com/thumb_344/1229383287ota14N.jpg" style="display: inline-block;" width="213" /></a></div><br /><div style="text-align: center;"> para trio de saxofones: sax soprano, saxofon alto, baritono </div><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10178283/bach-goldbergvariations-n2-saxtrio.pdf.html" target="_blank"><span style="font-size: medium;"><b>DESCARGAR ARCHIVO AQUI</b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-6012576149565268600?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-1327593637009179812012-01-28T00:07:00.000-08:002012-01-28T00:07:29.983-08:00BESAME MUCHO PARA CUARTETO DE SAXOFONES<div dir="ltr" style="text-align: left;" trbidi="on"><h2 class="entry-title"><br /><span class="entry-icons-placeholder"></span></h2><div class="entry-author"> <span class="entry-author-parent"><span class="entry-author-name"><br /></span></span></div><div style="clear: both; text-align: center;"><img border="0" class="" height="320" src="http://lh6.ggpht.com/_2E1d-z5vaNk/TAk2L0vNFuI/AAAAAAAAAkU/SqC5zz28zYs/saxofon_familia.jpg" style="display: inline-block;" width="268" /></div><br /><br />descarga este arreglo para cuarteto de saxofones del tema Besame Mucho de Consuelo Velazquez, el archivo cuenta con el score principal y las partes para cada instrumento<br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10178282/bsamemuchosaxquartet.pdf.html" target="_blank"><b><span style="font-size: medium;">DESCARGA BESAME MCHO AQUI</span></b></a></div><div style="color: black; text-align: center;"><b><span style="font-size: medium;"> </span></b></div><div style="color: black; text-align: center;"><b><span style="font-size: medium;"> </span></b></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-132759363700917981?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-71870570150266817182012-01-28T00:05:00.000-08:002012-01-28T00:05:44.227-08:00PARTITURA: "A NIGHT IN TUNISIA" PARA BIG BAND<div dir="ltr" style="text-align: left;" trbidi="on"><h2 class="entry-title"> </h2><div class="entry-author"> <span class="entry-author-parent"><span class="entry-author-name"><br /></span></span></div><div style="clear: both; text-align: center;"><img border="0" class="" height="200" src="http://www.casio-europe.com/es/images/emi/specials/bigband/bigband_back1.jpg" style="display: inline-block;" width="320" /></div><br /><br />quien no conoce este tema?... quiza haya algun despistado pero bueno bueno bueno, aqui te dejo el arreglo de este tema<span style="color: orange; font-size: small;"><b>"a night in tunisia"</b></span> hecho especialmente para big band, el pdf cuenta con las partichelas para estos instrumentos:<br /><br /><ol><li>trompetas</li><li>trombon</li><li>sax alto 1º y 2º</li><li>sax tenor 1º y 2º</li><li>sax baritono</li><li>bass</li><li>piano</li><li>drums</li></ol><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/9995318/bigbandanightintunisia-buddyclark.pdf.html" target="_blank"><span style="font-size: medium;"><b>DESCARGAR ARCHIVO AQUI </b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-7187057015026681718?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-79651986125839754442012-01-28T00:03:00.000-08:002012-01-28T00:03:44.822-08:00PARTITURA: THE DREAM DE DAVID SANBORN<div dir="ltr" style="text-align: left;" trbidi="on"><br /><br /><br /><div style="clear: both; text-align: center;"><img border="0" class="" height="300" src="http://farm4.static.flickr.com/3175/3003383497_97511c1bd7.jpg" style="display: inline-block;" width="400" /></div><br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10178280/davidsanborn-thedreamebaltosax.pdf.html" target="_blank"><span style="font-size: medium;"><b>DESCARGA LA PARTITURA THE DREAM </b></span></a></div><div style="text-align: center;"><span style="font-size: medium;"><b style="color: orange;"> </b></span></div><div style="text-align: center;"><span style="font-size: medium;"><b style="color: orange;"> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-7965198612583975444?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com1tag:blogger.com,1999:blog-3415127511726547291.post-81898719078415901602012-01-28T00:01:00.000-08:002012-01-28T00:01:45.494-08:00PARTITURA: "COOL BLUES" PARA BIG BAND<div dir="ltr" style="text-align: left;" trbidi="on"><h2 class="entry-title"><br /><span class="entry-icons-placeholder"></span></h2><div class="entry-author"> <span class="entry-author-parent"><span class="entry-author-name"><br /></span></span></div><div style="clear: both; text-align: center;"><img border="0" class="" height="212" src="http://www.alabigbomband.com/images/index.jpg" style="display: inline-block;" width="320" /></div><br />descarga este arreglo del tema creado por el maginifico hombre del sax: Charlie Parker titulado "COOL BLUES", el tema se a transcrito para big band...<br /><br />tiene las siguientes partichelas para estos instrumentos:<br /><br /><ol><li>trompetas</li><li>trombon </li><li>sax alto 1º y 2º</li><li>sax tenor 1º y 2º</li><li>sax baritono</li><li>bass</li><li>drums y piano</li></ol><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/9995327/bigbandcoolblues-charlieparkerarrmedflory.pdf.html" target="_blank"><span style="font-size: medium;"><b>DESCARGAR COOL BLUES AQUI </b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-8189871907841590160?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-58291931046636797302012-01-27T23:57:00.000-08:002012-01-27T23:57:20.686-08:00MELODIAS ROMANTICAS PARA SAXOFON CON PISTAS Y PARTITURAS PARTE 5ª<div dir="ltr" style="text-align: left;" trbidi="on"><br /><br /><br /><div style="clear: both; text-align: left;"><a href="http://lh5.ggpht.com/_2E1d-z5vaNk/TAk2LiBBbMI/AAAAAAAAAkM/0bJFHwXBQq8/SaxoTenor.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" class="" height="265" src="http://lh5.ggpht.com/_2E1d-z5vaNk/TAk2LiBBbMI/AAAAAAAAAkM/0bJFHwXBQq8/SaxoTenor.jpg" style="display: inline-block;" width="400" /></a></div><br />despues de intentar subir este archivo sin lograrlo al fin te lo puedo compartir, esta es la quinta parte de un total de diez, este pack incluye 11 pistas en archivo mp3 todas ellas son temas romanticos y claro, cada una viene con su respectiva partitura para que puedas animar una pequeña fiesta con los cuates o para empezar a ganarte una lana extra tocando en reuniones, fiestas, veladas y mas<br /><i>algunos temas</i>:<br />el mar<br />chicago: if you leave me now<br />is this love<br />por siempre amor y mas.<br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10327611/melodiasromanticas5.rar.html" style="font-family: Times,"Times New Roman",serif;" target="_blank"><span style="font-size: medium;"><b>DESCARGAR ARCHIVO AQUI</b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: medium;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-5829193104663679730?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com1tag:blogger.com,1999:blog-3415127511726547291.post-231689036137937122012-01-27T23:49:00.000-08:002012-01-27T23:49:18.180-08:00PARTITURA CHAMALEON BIG BAND<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="text-align: center;"><i><u><b>partitura chamaleón big band</b></u></i></div><div style="text-align: center;"><br /></div><div style="clear: both; text-align: center;"><a href="http://t0.gstatic.com/images?q=tbn:jv4cX91kOhN01M:http://thedurrrs.files.wordpress.com/2008/10/chamaleon-44.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" class="" height="200" src="http://t0.gstatic.com/images?q=tbn:jv4cX91kOhN01M:http://thedurrrs.files.wordpress.com/2008/10/chamaleon-44.jpg" style="display: inline-block;" width="193" /></a></div><div style="text-align: left;"><br /></div><div style="text-align: left;">descarga esta partitura arreglada para big band, aca te dejo la lista de instrumentos con sus respectivas partichelas que incluye el archivo pdf:</div><div style="text-align: left;">sax alto 1º y 2º</div><div style="text-align: left;">tenor 1º y 2º</div><div style="text-align: left;">baritono</div><div style="text-align: left;">trompeta 1º,2º,3º y 4º</div><div style="text-align: left;">trombon 1º,2º,3º y 4º</div><div style="text-align: left;">bass, guitarra, piano y drums </div><div style="text-align: left;"><br /></div><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10386202/111chamaleonbigband.pdf.html" target="_blank"><span style="font-size: small;"><b>DESCARGAR ARCHIVO AQUI</b></span></a></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-23168903613793712?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-17483957519283297012012-01-27T23:47:00.000-08:002012-01-27T23:47:52.606-08:00PARTITURA PARA BIG BAND "MOONLIGHT SERENADE"<div dir="ltr" style="text-align: left;" trbidi="on"><br /><br /><div style="clear: both; text-align: center;"><a href="http://sp2.fotolog.com/photo/2/24/72/nou_music_xx/1213984903171_f.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" class="" height="320" src="http://sp2.fotolog.com/photo/2/24/72/nou_music_xx/1213984903171_f.jpg" style="display: inline-block;" width="318" /></a></div><div style="text-align: center;">Los instrumentos que trae son:</div><br />sax alto 1º y 2º<br />tenor 1º y 2º<br />clarinete<br />trompeta y trombon 1º,2º,3º y 4º<br />piano, bass y drums<br /><br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10386201/bigband-moonlightserenade.pdf.html" target="_blank"><span style="font-size: small;"><b>DESCARGAR MOONLIGHT SERENADE </b></span></a></div><div style="text-align: center;"><span style="font-size: small;"><b><span style="color: orange;"> </span></b></span></div><div style="text-align: center;"><span style="font-size: small;"><b><span style="color: orange;"> </span></b></span></div><div style="text-align: center;"><span style="font-size: small;"><b><span style="color: orange;"> </span></b></span></div><div style="text-align: center;"><span style="font-size: small;"><b><span style="color: orange;"> </span></b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-1748395751928329701?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-4338251637987882512012-01-27T23:33:00.000-08:002012-01-27T23:33:09.506-08:00MAMBO NUM. 8 PARA BANDA<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="clear: both; text-align: center;"><a href="http://www.culturaencanarias.com/2/wp-content/uploads/2009/09/banda-de-musica-prensa.jpg" style="margin-left: 1em; margin-right: 1em;" target="_blank"><img border="0" height="265" src="http://www.culturaencanarias.com/2/wp-content/uploads/2009/09/banda-de-musica-prensa.jpg" width="400" /></a></div><br />Aqui te dejo el score del mambo numero 8 con sus respectivas partichelas, el arreglo esta hecho para una banda de aliento, clarientes, flautas, saxofones, trompetas, trombones, tuba, percusiones, etc.<br /><br /><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10386725/bigbandscore-mambon8concertband.pdf.html" target="_blank"><span style="font-size: small;"><b>DESCARGA EL MAMBO NUMERO 8 AQUI</b></span></a></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b> </b></span></div><div style="color: black; text-align: center;"><span style="font-size: small;"><b> </b></span></div></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-433825163798788251?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0tag:blogger.com,1999:blog-3415127511726547291.post-8453755796629546812012-01-27T23:30:00.000-08:002012-01-27T23:30:40.438-08:00PARTITURAS PARA BIG BAND: BE-BOP (SUPERSAX) DIZZY GILLESPIE<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"><img border="0" height="202" src="http://3.bp.blogspot.com/-0ZYczSSIH2s/TyOjUQ3Y0xI/AAAAAAAAACk/rgyGtfLCLpQ/s320/Dizzy_Gillespie.JPG" width="300" /> </div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="entry-body"><div><div class="item-body"><div><div style="color: black; text-align: center;"><span style="font-size: small;"><b><br /></b></span></div><div style="color: black; text-align: center;"><a href="http://www.ziddu.com/download/10386724/bigband-be-bopsupersax-dizzygillespie.pdf.html" target="_blank"><span style="font-size: small;"><b>DESCARGAR ARCHIVO AQUI</b></span></a></div><div><img alt="" height="1" src="https://blogger.googleusercontent.com/tracker/8519377321658015890-1809247067941764815?l=musicaparasaxofon.blogspot.com" width="1" /></div></div></div></div></div><br /><br /><br /></div><div class="blogger-post-footer"><img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3415127511726547291-845375579662954681?l=partiturasdesaxofon.blogspot.com' alt='' /></div>yomeritonoreply@blogger.com0