{"id":627,"date":"2020-03-18T16:47:38","date_gmt":"2020-03-18T16:47:38","guid":{"rendered":"https:\/\/ibomusica.org\/academia\/?p=627"},"modified":"2020-03-20T02:09:23","modified_gmt":"2020-03-20T02:09:23","slug":"recursos-sugeridos-para-continuar-las-clases-de-musica-en-casa-profesor-samuel-guzman","status":"publish","type":"post","link":"https:\/\/ibomusica.org\/academia\/2020\/03\/18\/recursos-sugeridos-para-continuar-las-clases-de-musica-en-casa-profesor-samuel-guzman\/","title":{"rendered":"Recursos para continuar las clases de m\u00fasica en casa (semana 16-21 de marzo 2020) \u2013 Profesor Samuel Guzm\u00e1n"},"content":{"rendered":"<p>[et_pb_section fb_built=\u00bb1&#8243; _builder_version=\u00bb3.22&#8243; custom_padding=\u00bb0|0px|0px|0px|false|false\u00bb][et_pb_row _builder_version=\u00bb3.25&#8243; background_size=\u00bbinitial\u00bb background_position=\u00bbtop_left\u00bb background_repeat=\u00bbrepeat\u00bb custom_padding=\u00bb0|0px|27px|0px|false|false\u00bb][et_pb_column type=\u00bb4_4&#8243; _builder_version=\u00bb3.25&#8243; custom_padding=\u00bb|||\u00bb custom_padding__hover=\u00bb|||\u00bb][et_pb_image src=\u00bbhttps:\/\/ibomusica.org\/academia\/wp-content\/uploads\/2020\/03\/3.jpg\u00bb align_tablet=\u00bbcenter\u00bb align_phone=\u00bb\u00bb align_last_edited=\u00bbon|desktop\u00bb _builder_version=\u00bb3.23&#8243;][\/et_pb_image][et_pb_text _builder_version=\u00bb4.4.1&#8243; text_text_color=\u00bb#000000&#8243; background_size=\u00bbinitial\u00bb background_position=\u00bbtop_left\u00bb background_repeat=\u00bbrepeat\u00bb hover_enabled=\u00bb0&#8243;]<\/p>\n<p style=\"text-align: justify;\"><span style=\"color: #000000;\">Ante las disposiciones del estado a permanecer en casa, queremos que los padres tengan recursos para continuar el\u00a0aprendizaje de m\u00fasica desde los hogares. Queremos que nuestros alumnos aprovechen al\u00a0m\u00e1ximo este tiempo de quedarse en casa (que no debe ser de vacaciones), para que sigan trabajando en sus repertorios y clases m\u00fasica.<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"color: #000000;\">Estos son algunos recursos y ejercicios recomendados por nuestros profesores, para que nuestros alumnos\u00a0contin\u00faen las pr\u00e1cticas de cada materia en casa.<\/span><\/p>\n<h4><span style=\"color: #000000;\"><b>Profesor Samuel Guzm\u00e1n (El Mundo de la M\u00fasica y Armon\u00eda)<\/b><\/span><\/h4>\n<p><span style=\"color: #000000;\"><strong>Tema:<\/strong> La Interpretaci\u00f3n Musical<\/span><\/p>\n<p><span style=\"color: #000000;\"><strong>Asignaci\u00f3n:<\/strong> Cada estudiante debe hacer un resumen escrito de cada uno de los temas y contestar la pregunta resumen al final de la asignaci\u00f3n.\u00a0<\/span><\/p>\n<p><span style=\"color: #000000;\">Conceptos de din\u00e1mica, ag\u00f3gica y articulaci\u00f3n.<\/span><\/p>\n<ul>\n<li><span style=\"color: #000000;\"><strong>Din\u00e1mica:<span class=\"Apple-converted-space\">\u00a0<\/span><\/strong>Forte, piano. Variaci\u00f3n gradual: Crescendo y diminuendo. Acentos.<\/span><\/li>\n<\/ul>\n<p><span style=\"color: #000000;\">Las din\u00e1micas y los matices musicales: \u00bfqu\u00e9 son? \u00bfc\u00f3mo se hacen?<\/span> <a href=\"https:\/\/youtu.be\/XX4J19UELwo\">https:\/\/youtu.be\/XX4J19UELwo<\/a><\/p>\n<ul>\n<li><span style=\"color: #000000;\">Ag\u00f3gica:<span class=\"Apple-converted-space\">\u00a0<\/span>Tempos lentos, moderados y r\u00e1pidos. Variaci\u00f3n gradual: Accelerando y rallentando. Tempo rubato. Calder\u00f3n.<\/span><\/li>\n<\/ul>\n<p><span style=\"color: #000000;\">Indicaciones de tempo y matices de ag\u00f3gica: \u00bfqu\u00e9 son? \u00bfc\u00f3mo se hacen?<\/span> <a href=\"https:\/\/youtu.be\/hS21xXQjrLc\">https:\/\/youtu.be\/hS21xXQjrLc<\/a><\/p>\n<ul>\n<li><span style=\"color: #000000;\">Articulaci\u00f3n:<span class=\"Apple-converted-space\">\u00a0<\/span>Legato. Portato. Staccato.<\/span><\/li>\n<\/ul>\n<p><span><span style=\"color: #000000;\">Las articulaciones musicales: \u00bfqu\u00e9 son? \u00bfc\u00f3mo suenan?<\/span> <a href=\"https:\/\/youtu.be\/c3OphYBiT-4\">https:\/\/youtu.be\/c3OphYBiT-4<\/a><\/span><span><span class=\"Apple-converted-space\">\u00a0<\/span><\/span><\/p>\n<ul>\n<li><span style=\"color: #000000;\">El Car\u00e1cter<\/span><\/li>\n<\/ul>\n<p><span style=\"color: #000000;\"><strong>Contestar:<\/strong> \u00bfDe qu\u00e9 manera la utilizaci\u00f3n de todos los elementos anteriores transmiten las diferentes sensaciones o emociones en las distintas partes de la siguiente composici\u00f3n?<\/span><\/p>\n<ul>\n<li><span style=\"color: #000000;\">Gustav Holst, The planets:<\/span><\/li>\n<\/ul>\n<p><span><span style=\"color: #000000;\">Gustav Holst &#8211; The Planets<\/span> <a href=\"https:\/\/youtu.be\/Isic2Z2e2xs\">https:\/\/youtu.be\/Isic2Z2e2xs<\/a><span class=\"Apple-converted-space\">\u00a0<\/span><\/span><\/p>\n<p><span><span class=\"Apple-converted-space\"><\/span><\/span><\/p>\n<h4><span><span class=\"Apple-converted-space\"><\/span><\/span><\/h4>\n<h3><span><span class=\"Apple-converted-space\"><\/span><\/span><strong><span style=\"color: #000000;\">Clase de Armon\u00eda<\/span><\/strong><\/h3>\n<p><span style=\"color: #000000;\"><b>Tema: AN\u00c1LISIS MEL\u00d3DICO<\/b><\/span><\/p>\n<p><span style=\"color: #000000;\"><b>1.- Notas extra\u00f1as al acorde (en funci\u00f3n mel\u00f3dica)<\/b><\/span><\/p>\n<p><span><a href=\"https:\/\/www.youtube.com\/watch?v=t8XMksxjGoY\">https:\/\/www.youtube.com\/watch?v=t8XMksxjGoY<\/a><\/span><\/p>\n<table cellspacing=\"0\" cellpadding=\"0\" height=\"880\" style=\"width: 407px;\">\n<tbody>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b><span style=\"color: #000000;\">Nota<\/span> de paso<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Aparece por grado conjunto entre dos notas del acorde. (Puede ser crom\u00e1tica o diat\u00f3nica).<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" 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alt=\"pastedGraphic.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Notas de paso sucesivas<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Dos notas, por grado conjunto, unen dos notas del acorde.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" 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\" alt=\"pastedGraphic_1.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Bordadura<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Por grado conjunto entre una nota del acorde y su repetici\u00f3n.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGgAAAAzCAYAAAB7VU2VAAABYWlDQ1BrQ0dDb2xvclNwYWNlRGlzcGxheVAzAAAokWNgYFJJLCjIYWFgYMjNKykKcndSiIiMUmB\/yMAOhLwMYgwKicnFBY4BAT5AJQwwGhV8u8bACKIv64LMOiU1tUm1XsDXYqbw1YuvRJsw1aMArpTU4mQg\/QeIU5MLikoYGBhTgGzl8pICELsDyBYpAjoKyJ4DYqdD2BtA7CQI+whYTUiQM5B9A8hWSM5IBJrB+API1klCEk9HYkPtBQFul8zigpzESoUAYwKuJQOUpFaUgGjn\/ILKosz0jBIFR2AopSp45iXr6SgYGRiaMzCAwhyi+nMgOCwZxc4gxJrvMzDY7v\/\/\/\/9uhJjXfgaGjUCdXDsRYhoWDAyC3AwMJ3YWJBYlgoWYgZgpLY2B4dNyBgbeSAYG4QtAPdHFacZGYHlGHicGBtZ7\/\/9\/VmNgYJ\/MwPB3wv\/\/vxf9\/\/93MVDzHQaGA3kAFSFl7jXH0fsAAA3RSURBVHgB7ZsHiBTNEoD7dM05Zz1zzmIWT8Wcc0TMqKBgAlFUVBQxiwqKCTPmgAEVBXNWzDnnnHOYv796r5d13b2dudu9u\/+9K5ibm56emurKVT0bZmlQIQTQm1eEhYUpDgNm3Fx73jNj\/+9nVygZ8OvXL3Xt2jV17tw5EUyxYsVUxowZVfbs2dXPnz\/VnTt31JMnT+Re2rRpVZEiRVSiRIlCSdK\/DnfIBPT792+1c+dOtW7dOtWjRw+VIUMGtXv3bvX48WM1depU9fbtW7V06VL17ds39ebNG8X82bNnxxkBoVw\/fvxQiRMnVgkSJIg9wWo3ExK4cuWKpS3GunHjhhu\/FoK1bds2i\/PXr1+tT58+yb3r169bCxcudM+LC\/+cOnXKGjt2rKUtPFbJCZlqrFq1SuXLl09ly5ZNtO\/79+\/q7t27qnjx4mIxSZIkUcmTJ1fv3r1Tly5dUmXLlo09LfXx5tu3b6stW7aoDx8++Lgbc0MhExCuDCGYwI+Atm7dqjp27Ki05bhX+PHjR\/Xy5UsRnHswDvxTqlQpUS7ou3\/\/fqwJKmQCqlixojp\/\/rx69eqVsDtlypSqdOnSinOuXLlkjETh6dOnKkWKFCLMOCAXNwnEH5TqwIEDaty4cWratGnq9evX7vsx9U\/IBNSpUyfRwEWLFokGsrhnz56phAkTutf25csX9ejRI1WiRAn3WFz5h8QA6ylatKgaPHiwWr16tSQ5JA8xCSETEJayYMEC9eDBA7Vp0ybRRGJNkyZN3OtLliyZqlq1apxzbxCIIEj9CxYsqCgP2rRpo3TiIOWBewEx8E\/I0mxoL1SokMKCLl68KOl0+fLl3e6N+y6XS+oi\/o9rQNqPCzagUzmVJUsWd0w146E+R1lA+OdDhw6pVKlSSWyhXvAHcdGF+aPVjGPdCIhsDmsim2vXrp0olZkTE+cwknynL+KRzZs3qyFDhkgBunjxYlWyZEmnaOL0fOLjnDlzpFBNnTq1ypo1q6pfv37MF60IyCno7MzSWRqClWPKlClSeDrF82+Yr5MYS2easUaqYxeH2ZNynj59Wmqa8PBwdezYMdWoUSMJpnHaLGwSR+tp7dq10naiRZU7d271\/v17yUpJfmISHAvo+fPn6sSJE6pFixZq\/PjxEjiHDh0qqXThwoX\/SKNjciHBfBfdDTJQSgBiUbp06aROo9FLooDQcHmm8Zs5c2YRIoU5RzDBsYBIm8lwqHPy588vtOCjX7x4Ic1FzzonmIQGwoXW0zmvVKlStDMtuh\/EIIpogK67J7BGkiMKbHNGiFzjURAgxThjnM11VJqujgVEwUlCQE\/NwM2bN4Uw09Yx4zF5Rjjz589XlStXjvZraUXRCenSpYv0CxEQ3fdbt25JNx5l5JrDG+ABVofSYk0IkJ7ksGHDVPXq1b2nB7x2LCDSaeqZvHnzCvIjR45IPOrcuXPQzTsg9R4TkiZNqnbt2qXu6oYsWhwdYI0FChRQvXr1UpkyZZIajrKCVBvL0p146R+irHgUBIaCEKcQImfGTNeBa9xmVMA1adIkIQC3FQgwUb01IP01iMSkaYDSTKRbQEFqB0+g9zi9j9Y+fPhQmNKvXz9Vq1Yt9fnzZ\/dOrhN8rBHXdvnyZVlnmjRpxGXyDg7uc2adHAiOvh2CZC7Wg2URvxAgvUjc77Jly6QTYZc\/vAcLdE2ePFnpNFl2OXUuGela0Cw0lZfQ\/pg+fbo6evSouLw6deoIDqM1kSIK8k0WA0OhCyvCrSAotN0p0N1ACWEuzV2SAl9MNQIzZ2gA4CGH4QOdenjE1kq1atVEoIFoAie7AbhFF5qGb8RPBhIQD5KxXL16VRhx5swZIYQdU6psBBgIRyDionIfumAAHQvix969e9WYMWOk1eSUHnAR1GFQjRo1JMg7wcHzAGcOrAdFgTc1a9a0xR+eo4OBbFxkJBx2vwXAhLE6vWMqCNAKKmzcXWwCroZGLMqC2x4wYIAIyjDMCW3wg+dgql2++MMPHgTshMfgMnIRu7TLXAIieyNnz54V4ZBmwwxa8rENKA5WBE24bHZoiY8GsCwCtx0AF64cdxddII5AF8J2AkYmLgLczJkz\/XaV0QBewt7Ijh071PHjx90+OVxnSwcPHpROQiA3AB4WzjmqAdzfAsFJ3CAdNhqPW6Hjce\/ePXF7JBGMUSJ4dqm9cRJLCPBsNpIIUcsEWps3DnNt1gou6AKviU1mjr8zsQvZuECSM2dOaWN4E8I9gFR67ty5sjACJhnLwIEDJYjyVY73c75eCmFkegi6a9euop2YMUREF2AqaSyBPVwrDdesiTFoI74iFKyI8iCyd0ITzyBYikzW6itJsEMzdJBioxwoOXRE9m6DE75jwZy1FbtU06ZNpVVhJnieL1y4oEaPHi3ZBw+wwUbfjYMsxw6wYOLWhg0bxNy7d++u6tWrJ5t4zZo1s4Mi4Bw0Hea2bt1aFob2c00WRrBns42Ut0GDBgFxsbFIzdOwYUMRUsAHIplAksD6cXFO1krpMnz4cCVOFu1C2t7ApJEjR0pCgIk2b95czZgxQyE0XsxzdnwrBNJcRROxOLaPt2\/fLrGrcePG3q+N0jUWyoESsRbowopwewgKWrnva53eL4ROwxM7872f974GF\/xzgotnABEQi4JxnsCEffv2CSOxMr7Goe6hhYH54yM5aBjyPELg8Af9+\/cXIXGfrWS6EeXKlfvrvf6etztONgc9MBlaEQ5rYwwgDkGnSQAMzd7M4xpc3nyxS4eZZ5QCesBn3mfu+zsbel0Igq8\/+X7NPMxN\/DlffkIo7XY61Xv27JGXoJVsMWzcuFFVqFBBUmzm8ZzB4f1iGNK3b1+5j2ZTvJEsENwhPjrAe7FqcGGdXIOTrJNPi2Ey94hJZKCM8ZkxigKY+YaZKCDzcJsoYFTpgyfEoJMnT0oMMpYcaK3QA43IRpIEJEsANcAE3BvfVMNMaoscOXLIGHGE7QYDtDCAMmXKqA4dOki7w9eCwMliESBFINZHKkzSEB0AL0DwhcEInTFoYF3Qzxgu+fDhw1Is8p0EzO\/du7cK10kFzV4Ey5oNsB7DF39KZ+b6O0MHygFd4IIO47r8PWPGmS9r0zm6zx1DvaVt6QmWDuiavv8AY7rKtnSGYemU2dKLtLQbkV1VrpcvX26mRnrW2m7pDbFI5zi9qS3amjBhwh+PsfOrrUbGuK+35i3NJEsnEpZOcCwtENkJ1l\/sWFq7ZR2aQXLWymZpL\/IHvqhc8L6VK1daa9ascfQ4u7jIRmIQZki2YwDp0TCkWGJjDqBbSwxCU\/v06SMaab5DwEXiEmiv0Kbnax5\/gBbhGj0\/v\/I3N7JxsjTcAHShlWg\/8QXLwbVwJkVmDayHObhq3DMFK9koaTSWs379+r9ehfvz5Qn+muhjgGwRekivoZN3mu6\/j+k+h5AJIALCN3oC8YKtXYg0XQJcEj6dFjwFIP0uela4Ar4Zw73h+iAqMgGBh5Y8CUJUAbeotVL2f1AMgGp90KBB7kwJIbHrCWjVlWQB+hFolSpV1KhRo+QeH1PiSpgDkG3R0+vWrZusTwYd\/KFPOWvWLNkyJ44D7J2x++wEjExcaAk1AoQaIiHY5O8EOBgCI2ACyQT\/0z3GGtgC5\/c+BF0EtH\/\/flkkQjb4DGHmXQYfGu8USJ9JVvQvD\/7IsKCF4E6cEd\/9X8T8j9UTTymUUTj2rozlIRAU0XwknydPHtWzZ0\/BQSJk14pQCJKQefPmyRdPnuuCR\/CLeGi3UEWZeHeYJpA4485oQGxeRpqNFkZERIggEBaWRfcbAYIE4RD8ETLzW7ZsqVikL0BgEAh+k+b6mudvjOcQKkHeO7kgpW7VqpV02309b4I068HdcSA86EC4RllYC2NceyuYL7xmjLkI3bP\/Z+5hQbVr1xZ3a1fg7CktWbJEXIOlW9sa\/5+gCbS0qVrt27d3\/45HZ3Dymxm9OEtrnLVixQpL+1d5UDdNLU2Ixe+CQgmamZYubi3NRAnmmslWeHi4peOfpTOmUL46IG79ob2lFUDo0sKxdPyzdBfD0j9jCfis9wRk4k4SSAO9gV4QGolPpZlKYkBLiLhDnMFK0DI0kUBIHdK2bVtxgd64gnlNw5XuBu+HDlxu3bp1xXKxsNgEygZiDb8sxDqJZSRZxGmnYGQSRnpMEYd\/9AV39R6\/thRxdWZjz7R3dFotLoVgSP+KPRjPbNAXvmCO4S5iWyjBXI8nLpNshekFWiNGjPCbsZBNEDeo\/Mm+8OGkqzBG\/7xRijx2WUmbCbZG8p4vC9X\/aKl2DaFCH2W80AVEhzZS9YkTJ6owijfchkHqiyqEhEAIXLg1LIgxLI+0mU+d0qdPbytD8YU\/fuxvDiBceC0fzxNHIpM29xCQyby4RqAIiJSbbe+YdG1\/L+d\/bwT+wm8pVA3j7S7TWBtCQbi4NeqJeAg+B2ylPTQ32Txiswu\/SNYGUBNhTTEZd4LPgriNUSwoMhKpsOlY81sZOt5svNEq4eNA4hDBjAo6HkLDgYAWRNOOOGO2I0gKsCgDuDg77QszP\/7sjAMBBYSV8MGDAYov84E6XWHTyzL348\/B5UBAAdGyp1tNB4EONLusfHtGBkc8oqLna5V4CA0HbP1GlUYjnWr2caiFyPr4\/pk4FBERIclCaMiLx2pLQLCJtgqFE7GIrI2tBzbDnKbo8Sx3xgHbAnKGNn52sDgQMAYF60XxeKLGgX8AvDcf8PTaEeYAAAAASUVORK5CYII=\" alt=\"pastedGraphic_2.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Bordaduras sucesivas<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Entre una nota del acorde y su repetici\u00f3n, aparecen seguidas, la bordadura inferior y la superior, o viceversa.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"pastedGraphic_3.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Nota de paso y bordadura<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Nota de paso entre una bordadura y la nota que le precede.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,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alt=\"pastedGraphic_4.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Bordadura y nota de paso<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Nota de paso entre su bordadura y su resoluci\u00f3n.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHIAAAA0CAYAAABW3GwMAAABYWlDQ1BrQ0dDb2xvclNwYWNlRGlzcGxheVAzAAAokWNgYFJJLCjIYWFgYMjNKykKcndSiIiMUmB\/yMAOhLwMYgwKicnFBY4BAT5AJQwwGhV8u8bACKIv64LMOiU1tUm1XsDXYqbw1YuvRJsw1aMArpTU4mQg\/QeIU5MLikoYGBhTgGzl8pICELsDyBYpAjoKyJ4DYqdD2BtA7CQI+whYTUiQM5B9A8hWSM5IBJrB+API1klCEk9HYkPtBQFul8zigpzESoUAYwKuJQOUpFaUgGjn\/ILKosz0jBIFR2AopSp45iXr6SgYGRiaMzCAwhyi+nMgOCwZxc4gxJrvMzDY7v\/\/\/\/9uhJjXfgaGjUCdXDsRYhoWDAyC3AwMJ3YWJBYlgoWYgZgpLY2B4dNyBgbeSAYG4QtAPdHFacZGYHlGHicGBtZ7\/\/9\/VmNgYJ\/MwPB3wv\/\/vxf9\/\/93MVDzHQaGA3kAFSFl7jXH0fsAAA7QSURBVHgB7dtljGRV0wfws7C4u8Pg7hAcFpegwX0THALBHbLAJ\/wDFoJkIbgFd1nc3X1xd9d9+lfveya9vbe7b4\/09LPPVnKnu+89UudU1b\/knhk0qkJpHP3X78Dgdq7g33\/\/TX\/++Wf66aef0uSTT54mnHDCNN5446VBgwa1k42xcq62CZIQb7755riWXHLJEN7XX3+djjrqqDTJJJOMlZvb1kWB1nbQQw89NGrRRRcd9eabb8Z0v\/zyy6hhw4aNevnll9sx\/Vg\/xyArbIfmbLHFFoklHn\/88QGnpv3222\/TX3\/9lWaeeeZ2sNDSHNkN6PTPP\/+EG5hggglaGqOdjdsCrX\/\/\/Xd67rnn0tChQ7vXxi9ON9103b\/748sff\/wRyjLjjDOm8ccfv6Up3n\/\/\/TR8+PA06aSTpldeeSVtsMEGaauttupYNzBeS6vrYWNCm3jiidNvv\/02xgg0v7\/o9ttvT9tvv31YfatzCMKeeuqptOCCC6bNN988XXbZZemll15qdZi2tW+LIFkDjb7vvvsiYgWr4OrHH39M33\/\/fb8tduGFF445IIJ5zFmWRNSzzTZbmmmmmdKWW24ZitifvJblq167tgjS5Hzjp59+mi655JL0wQcfpHfeeSeNGDEiDR7cf+gOCSjRjTfemI499tj0zDPP1NuHwvv89++\/\/54++uijNO2006apppqqsF0n3GybIPlD8GRj77jjjvT222+n1VdfPU055ZT9tg\/g8Ycffkhzzz136urqSgcffHBinWUIn\/ry7ZdffnladdVVEwvvVOq1OYg8WdUUU0zRNLGfZppp0n777de2veB\/WdIqq6ySll566XTppZemL774IiCzGRMEbk0i1fXWWy8ttNBCaaKJJmrWbcCe98oiQeQRRxyRTj\/99PTVV18N2CLqTQxaVZJ+\/fXXEOBcc82Vpp566nrNR7svMONTl1pqqUibOlmIGO+xRQrt+T1aziJp\/Kabbho54mg7MoA\/CE3q8eCDD4Z\/3mWXXdJkk01WiiOu4LDDDkszzDBDwHF\/+vJSDDVp1OOCwKOPPhqCo7UWucMOO6TjjjsuFt5kzrY+fu+991KlqhT+bYUVVmjr3O2crEcWKZK7++67kzTiwAMPTLPPPnsEMCNHjuw4Qc4zzzzJNbZTjwRJYA8\/\/HAELkcffXSUryo11IAvFiri61QSAAnQpp9++k5lsUd89SjYEfn9\/PPPkeRLnBGf+c033\/SoitIjznvYqVKsTzfccEMPe3dutx4JkhBp9HzzzRcrU6FRvhIldnp0h8eiUmHniqgcZwGtSk+uMi9CJNksUiKfy140\/IUXXkjbbLNN+vDDD1N\/1k\/LLat+K0roxbai+NhAOZoebNOvueaa9Nlnn0U9sdnidHz11VejvRfF+hGkBPq1116LnK2Vmmaz+fr6uUDt6aefjkSfdZZR3r7moS\/H++6772INIUjhueqFUlYzYpFyMcVktcdzzjknaqebbbZZWn\/99aOS0ikWiVdUzQ8fqfS25pprxjOCVFOtFSghu6r7RocO+8OIFD0GY5ZA1D27KvXIMuStgEL0rbfeGpGqUtauu+6aNtlkkzLd29aGgCBF9VESFvnGG28ED59\/\/nmaddZZU1F+SYD6d7rPV12zpvCRtNGPMmSBIPSiiy6KF65SDcUA9cxOIT5csdvbDutaZJFF0oYbbhhoIbquHC8J3h9\/\/PHQ5vPPPz+ttdZawT6oAr18PutdfPHF45mabScSZQuLxFwWZKNojm\/0\/IEHHkhnnHFGbIS+K664Ytprr72ihtmov7aI4ClDLZT939Mx\/0IMc1fnppgv8sOgVM33lFNOSVdccUWkQ0b0Uvu0005Lu+22W6RN5t5nn33S8ssvn\/bee+90yy23pDXWWCP8\/QUXXJAuvPDCQBp9BXXch6MqGardr6Z8GtC4eMMzKuKxul9vv5uHEM0ZFunLXXfdlV5\/\/fXCDbYATDryIDDyLhFJQQgSVLmaCQdMmct4Fqm97\/X8EEY9pyCizbxBjlIWnZ8h7HvvvTfQopoXVsmX4FfEioePP\/44vfXWW1HMcI+reOSRR9K5554bm5M3WWp12223BY85QszPfOJDgQGP1pSL8toW8Vjdt7ff7Q3U6RakRXtDkCOg6gnyRl533XUJFCECkUM6wzLHHHMU9qsew3fjeEHrXaRCtuMTFmoDPCsigrHZV155ZeLPMrGejTbaKM7GZoERMn947bXXjqFQgrh11103LBS0aqcydeedd6Y999wzCv7cxT333DOaEM23xBJLRJ0WzNYqHP4o\/9lnnx2Isdpqq0UQJZKHDEOGDBmDl7yGvvi05ryesEiCGVo5GFUUtTLd8847LynBoa5KQOTVlfolDV9mmWVK82QzLZxQwJ\/v3vN5aVtE5rz++uvTl19+Odpj7zV32mmnCFSqH+D1pptuCohUZfLmQnQKUr2OQqzzk08+SZWjmeHbl1122bhv8+WWxpAfmwOc7rzzztE2GtX80c4bFW3wQ5Bg9phjjknrrLNO9K\/p0uc\/BZrWFII0OskWkQNIJ598csCHN+QnnHBCvPWwGZJ\/2l0EObVjgR0QZB6CNKZ+BxxwQG3T+M3SHnvssTjnk63OA1YMzouOXUgr5p133nTkkUeGlYNgyFF9Wo8WS7UWWGCBUMo8OUSaZZZZ0kknnRTtnZ5bbLHFGp5gcFSFIu6\/\/\/6BTE888US30juN0A4Cq6NBK6na5LxpFmzjwRptFaYffvjh3ZAIVjBOK8EPiHXPoHmM6oUYz2sugYRzrCzl3XffTXPOOedo8+Y+xqmFepGjNGfrrbcOgeI5k\/EJA0EJwsMHRatu5x7LoRD5Pr5BJ4inrNaD8JDbxI2qP\/pDCvNSOELlY\/EwbNiwULR6fauG6dVXc+dgZ1BloaN23333gARJfhaCRTnSf\/XVV0cCDYr4JTmZDfaeT4gOSkAY4RAmSzFGHqeaUxM7gEXbQYL+oK22rXY2Uf2WMxc5smjKREgEWhv56iNo8RKZkiha1I6bebG2an\/nN58mmHP8UZ5svkZEkM8\/\/3z4cPxBGZsq1ZGX4qe\/yRzSrEBFk2FqSMUxd1UVBCzk\/vvvjwBBmH7mmWdGGG9j5V2gNZODVEgQc+KJJ8bRiKJNtGE5cn322WfDD\/GPRW0FQdIGCuQ4ojb49EnIRUTBRlZesfHFRdBb1CffE4gRhMJIfhmQnxV92kQIpq0clGKy7Ly+akUp6t9X98gJH+Ej+SrCql2AYIPF2UgJPx\/EQlkVqxAQOAcjRCdgFvziiy+m7bbbrulGaq+sN\/\/88xeuyaaCLtBdVHkp6sQVqDbh1ca2QhBFCgUhWFUZsj8ExucS4kCQqB6Ed8f9tVpOyvBeXkTDkfxRoVywQaAClUMPPTQNrxytZ4msQCIOdhsRgYNNSlCP8AMyXGVJHxpau5Yy\/c1DKK3MZy7tKd1AER5c3VFrrUaBCEc4aHZOcgUELFQ4L7xGfoM\/0Ztc7Kqrrop80WGsesSPgWF96xF+QLGrLOkD8mrXUqa\/efRtZT5tCb+VPmV4aaUNnuOqaFQEOzrLC7O\/8lBBVsVH4i8Q4gsduuLXwDB\/xKwFIWB2xP9HbuqaBFu0QOOzRkGTNkW+xNy03HyQAew3sxR9KBr+RKX8a1nCp7xTXgvqrbWIr+rxuCPBmnaguEwKVt2\/L75bs7qxvQmLFESwMDlYXoDFgUAbSlgSX76RsG3ujjvuGIIWuSksKybYSFZJ8P6FLo9Vy\/S2224bQs5KU\/vc3MaiGCJRRXlzNiJ9RJ6iR1UjKFJv\/NpxWLBigDFEvBQMXDUiiGXftKO4FLPsfI3GbeUZfiksGXUHOzZe6F1NBIG5s846K\/yl6EyqoXBuY9dee+3QZLkXTaYhAg1KIT\/sDYla1UNFojmvazYeQYJsAQuEaIWkELTbXAoBZUjkTZAQoxUEKDN22TbQjaF1+8giDSRx4ThLlH7su+++aaWVVgooJWRaaRAaLbkXDMlJQW1vCT+uVrQ8t6+HBI14ykpbtA\/1+umTr3pt+vt+nj8EyZJyQFM7seR9aKUOS1MVlUGnkwCSZuS5CBYMH3TQQWlIJR\/tC1JeYyXNILV6LmtgGXhqlUBjLlSU7as9RdN3oAgPEeQJdhR8CUatscgCCBqBOrVXQRDoYrFyPZ8rr7xyQJpIlJb0hsxHgM4GgVjBS7aUevzhgT91cHrjjTeOyg5e3Ef8mXH1rw2ctFGG9HaHexGtN1uDzXvyySeDLxF6owi8N3vRqK\/1KAtKtwZbBMhUqcmLLuqsU1el8rPccsvFJvttMZJoBQGLYRF5w4vGKHvP2ASIJxamwI1Z8xEIEiVq58qCURBw\/ihbM7g3jueUgnK48vvUan7wTZGVIRUHmq2D4CTjxlaa5GYGgtSdUZzZ4fdsVJG2VzNH0DYT0VibKPkXuaq+1LPo6jHKfleMMD4lAeU+BTMQwNxKaqwI4UH6wF8TGOTAJ7i30dZFoD71zYKv5YUlKn4QTLO9wBt+CDzXoGvHa8fvbHzdUWuZPAjTokiWlzVQYKNwa8C+9BX4IZhTTz01XXzxxZGO+J2rKBTPhVhZFo5PZ3YakRQKvwrr8mHf+WOlNspYdh1Zqfmpsn0a8dWbZ91Ra7NBhLmHHHJIJM3SEP9SZxPAGMob2Wycss9pPKvkj12NSPXJayvWJg2iaPrLbz0jKCkS5aMgUiNCcOW0IX\/PvxvNl59Zs8u8A02lBAminJqTP7JKb+27Kv5SfdUm8WX8U18SQRAIwRACjWf9hOCZ7yowvssdCcz3HOD4zp\/iD+Vgx\/18r7f8CvjsR1+N1xt+SglSlUXlA9MIxLky2bwMM\/lebz9ZjgqQCNR3AshWlIWR5xyojfSPvXxpdjO9XXNv+pcSJB8gkkOE5iyLSBcJdGg7v9PXBOZagbq+nr\/ZeJ0gwMxjKUES0h577BFBDYjz6opvdLJOUd3xC5HeOBq4HSj9r+ccunDfGc9cY8zHPwQ9GeYGbin\/2zOXFmTepuoojW8iQD5rHA3sDrQsyIFld9zs9Xag\/Ov3eiOMu98RO\/AfH0YqqIxBOSsAAAAASUVORK5CYII=\" alt=\"pastedGraphic_5.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Escapada<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Parte por grado conjunto de una nota del acorde y va por salto a otra nota del acorde.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"pastedGraphic_6.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Escapada por salto<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Salta de una nota del acorde y resuelve por grado conjunto en otra nota del acorde.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" 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alt=\"pastedGraphic_7.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Anticipaci\u00f3n<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Anticipa a una nota del acorde siguiente; puede ser directa o indirecta.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"pastedGraphic_8.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Retardo<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Prolongaci\u00f3n de una nota perteneciente al acorde anterior.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"pastedGraphic_9.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Apoyatura<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Sin preparaci\u00f3n, resuelve por grado conjunto en una nota del acorde.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"pastedGraphic_10.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\" style=\"width: 96.765625px;\"><span><b>Apoyaturas sucesivas<\/b><\/span><\/td>\n<td valign=\"middle\" style=\"width: 189.234375px;\"><span>Grados conjuntos inferior y superior (o viceversa) que preceden a una nota del acorde.<\/span><\/td>\n<td valign=\"middle\" style=\"width: 121px;\"><span><b><img decoding=\"async\" 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alt=\"pastedGraphic_11.png\" \/><\/b><\/span><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><span><b><\/b><\/span><\/p>\n<p><span><b>2.- Armonizaci\u00f3n de una melod\u00eda<\/b><\/span><\/p>\n<ul>\n<li><span>Asignar acordes\u00a0<\/span><a href=\"https:\/\/www.youtube.com\/watch?v=f5YeGZlhGYg\">https:\/\/www.youtube.com\/watch?v=f5YeGZlhGYg<\/a><\/li>\n<\/ul>\n<ul>\n<li><span>Escribir el bajo\u00a0<\/span><a href=\"https:\/\/www.youtube.com\/watch?v=l0VDMCPZQVc\">https:\/\/www.youtube.com\/watch?v=l0VDMCPZQVc<\/a><\/li>\n<li><span>Completar la armonizaci\u00f3n a 4 voces\u00a0<\/span><a href=\"https:\/\/www.youtube.com\/watch?v=yZoOFc0Z-QA\">https:\/\/www.youtube.com\/watch?v=yZoOFc0Z-QA<\/a><\/li>\n<\/ul>\n<p><span>Se recomienda practicar todos los d\u00edas, desde una hora en adelante. Ver cada uno de los videos y tomar nota de los modelos y las sugerencia que all\u00ed se encuentran.<\/span><\/p>\n<p><span>Para mantenerte al d\u00eda con las clases y recibir nuestros correos,\u00a0<b>suscr\u00edbete a nuestro bolet\u00edn<\/b> en el formulario m\u00e1s abajo.<\/span><\/p>\n<p><span><\/span><\/p>\n<p>[\/et_pb_text][\/et_pb_column][\/et_pb_row][\/et_pb_section][et_pb_section fb_built=\u00bb1&#8243; admin_label=\u00bbSubscription Section\u00bb _builder_version=\u00bb3.22&#8243; background_color=\u00bb#f7f7f7&#8243; custom_padding=\u00bb0px||0px|||\u00bb][et_pb_row admin_label=\u00bbSubscription Area\u00bb _builder_version=\u00bb3.25&#8243;][et_pb_column type=\u00bb4_4&#8243; _builder_version=\u00bb3.25&#8243; custom_padding=\u00bb|||\u00bb custom_padding__hover=\u00bb|||\u00bb][et_pb_signup mailchimp_list=\u00bb75c232667c\u00bb name_field=\u00bbon\u00bb title=\u00bb\u00danete para recibir nuestro correo\u00bb description=\u00bb<\/p>\n<p><span>Publicamos cada mes, no te pierdas nuestras entradas. <\/span><\/p>\n<p>\u00bb _builder_version=\u00bb4.4.1&#8243; form_field_background_color=\u00bb#ffffff\u00bb form_field_text_color=\u00bb#747d88&#8243; header_font=\u00bbMontserrat|on|||\u00bb header_text_color=\u00bb#353740&#8243; header_font_size=\u00bb42px\u00bb body_font=\u00bbMontserrat||||\u00bb body_text_color=\u00bb#747d88&#8243; body_font_size=\u00bb16px\u00bb body_line_height=\u00bb1.8em\u00bb use_background_color=\u00bboff\u00bb custom_button=\u00bbon\u00bb button_text_color=\u00bb#747d88&#8243; button_border_width=\u00bb4px\u00bb button_border_color=\u00bb#747d88&#8243; button_border_radius=\u00bb100px\u00bb button_letter_spacing=\u00bb2px\u00bb button_font=\u00bbMontserrat|on||on|\u00bb button_icon=\u00bb%%36%%\u00bb background_layout=\u00bblight\u00bb animation_style=\u00bbfade\u00bb button_text_color_hover=\u00bb#747d88&#8243; button_letter_spacing_hover=\u00bb2px\u00bb button_bg_color_hover=\u00bbrgba(0,0,0,0)\u00bb button_text_size__hover_enabled=\u00bboff\u00bb button_one_text_size__hover_enabled=\u00bboff\u00bb button_two_text_size__hover_enabled=\u00bboff\u00bb button_text_color__hover_enabled=\u00bbon\u00bb button_text_color__hover=\u00bb#747d88&#8243; button_one_text_color__hover_enabled=\u00bboff\u00bb button_two_text_color__hover_enabled=\u00bboff\u00bb button_border_width__hover_enabled=\u00bboff\u00bb button_one_border_width__hover_enabled=\u00bboff\u00bb button_two_border_width__hover_enabled=\u00bboff\u00bb button_border_color__hover_enabled=\u00bboff\u00bb button_one_border_color__hover_enabled=\u00bboff\u00bb button_two_border_color__hover_enabled=\u00bboff\u00bb button_border_radius__hover_enabled=\u00bboff\u00bb button_one_border_radius__hover_enabled=\u00bboff\u00bb button_two_border_radius__hover_enabled=\u00bboff\u00bb button_letter_spacing__hover_enabled=\u00bbon\u00bb button_letter_spacing__hover=\u00bb2px\u00bb button_one_letter_spacing__hover_enabled=\u00bboff\u00bb button_two_letter_spacing__hover_enabled=\u00bboff\u00bb button_bg_color__hover_enabled=\u00bbon\u00bb button_bg_color__hover=\u00bbrgba(0,0,0,0)\u00bb button_one_bg_color__hover_enabled=\u00bboff\u00bb button_two_bg_color__hover_enabled=\u00bboff\u00bb]Curabitur aliquam justo ex, ac varius sem facilisis a. In vel felis eros. Fusce ipsum enim, ultrices at ante sollicitudin, faucibus hendrerit nunc. Nullam tempor nulla eu imperdiet interdum. 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Queremos que nuestros alumnos aprovechen al\u00a0m\u00e1ximo este tiempo [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_et_pb_use_builder":"on","_et_pb_old_content":"","_et_gb_content_width":"","_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[8,24,17,25],"tags":[],"class_list":["post-627","post","type-post","status-publish","format-standard","hentry","category-blog","category-casa","category-ejercicios-para-la-casa","category-material-didactico"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Recursos para continuar las clases de m\u00fasica en casa (semana 16-21 de marzo 2020) \u2013 Profesor Samuel Guzm\u00e1n - ACADEMIA DE M\u00daSICA IBO<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/ibomusica.org\/academia\/2020\/03\/18\/recursos-sugeridos-para-continuar-las-clases-de-musica-en-casa-profesor-samuel-guzman\/\" \/>\n<meta property=\"og:locale\" content=\"es_ES\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Recursos para continuar las clases de m\u00fasica en casa (semana 16-21 de marzo 2020) \u2013 Profesor Samuel Guzm\u00e1n - ACADEMIA DE M\u00daSICA IBO\" \/>\n<meta property=\"og:description\" content=\"[et_pb_section fb_built=\u00bb1&#8243; _builder_version=\u00bb3.22&#8243; custom_padding=\u00bb0|0px|0px|0px|false|false\u00bb][et_pb_row _builder_version=\u00bb3.25&#8243; background_size=\u00bbinitial\u00bb background_position=\u00bbtop_left\u00bb background_repeat=\u00bbrepeat\u00bb custom_padding=\u00bb0|0px|27px|0px|false|false\u00bb][et_pb_column type=\u00bb4_4&#8243; _builder_version=\u00bb3.25&#8243; custom_padding=\u00bb|||\u00bb custom_padding__hover=\u00bb|||\u00bb][et_pb_image src=\u00bbhttps:\/\/ibomusica.org\/academia\/wp-content\/uploads\/2020\/03\/3.jpg\u00bb align_tablet=\u00bbcenter\u00bb align_phone=\u00bb\u00bb align_last_edited=\u00bbon|desktop\u00bb _builder_version=\u00bb3.23&#8243;][\/et_pb_image][et_pb_text _builder_version=\u00bb4.4.1&#8243; text_text_color=\u00bb#000000&#8243; background_size=\u00bbinitial\u00bb background_position=\u00bbtop_left\u00bb background_repeat=\u00bbrepeat\u00bb hover_enabled=\u00bb0&#8243;] Ante las disposiciones del estado a permanecer en casa, queremos que los padres tengan recursos para continuar el\u00a0aprendizaje de m\u00fasica desde los hogares. 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