Quan el ratolí toqui les figuras musicales i els seus silencis veurem el seu nom. Quan les cliquem podrem escoltar i veure el nombre de temps.data:image/png;base64,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data:image/png;base64,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,soundssoundsCorrecte!1whirl01Quantes corxeres equivalen a una rodona?8Correcte!1fisheye01Dos rodones, a quantes semicorxeres equivalen?320