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De: IGNACIOAL (Mensaje original) |
Enviado: 10/04/2015 17:36 |
EL TIMPLE
4:58
Alegransa - Aires de Lima de Artenara
Es un instrumento musical de cuerda pulsada, que consta de 5 cuerdas y que es típico y originario de CANARIAS .
Al estilo de otros instrumentos de cuerda, especialmente de Sudamérica , como el cuatro venezolano , el timple posee unas dimensiones reducidas, de unos 38-40 centímetros aproximadamente. Generalmente son de cinco cuerdas, si bien en algunos casos de cuatro cuerdas. La caja de resonancia estrecha y abombada por debajo se denominada joroba y le da al instrumento la denominación de "camellito sonoro". La afinación del timple puede ser variante dependiendo de para qué se use y quién sea el intérprete, pero la afinación más usada del instrumento es RE, LA, MI, DO, SOL.
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BATUCADA - TIMPLE
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](data:image/jpeg;base64,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)
Timpluras Sing , Sing , Sing
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