f[b_, t_] := 
      Play[{Sin[2 π x 440 (2^(b/12))]/x  , 
          Sin[2 π x 440 (2^(b/12))]/x  }  , {x, 0, (t/5)} ,  
        DisplayFunction -> Identity]

Sem[t_]  :=  
      Play[{Sin[0], Sin[0] } ,  {x, 0, t},  
        DisplayFunction -> Identity]

ds5  =  -6;e5 = -5;f5 = -4;fs5 = -3;g5 = -2;gs5 = -1;a5 = 0;as5 = 1;b5 = 2;c6 = 3;cs6 = 4;d6 = 5;ds6 = 6;e6 = 7;f6 = 8;fs6 = 9;g6 = 10;gs6 = 11;a6  =  12;as6  =  13;b6 = 14;

bourree01 = {f[e6, 1], f[fs6, 1], f[g6, 2], f[fs6, 1], f[e6, 1], 
            f[ds6, 2], f[e6, 1], f[fs6, 1], f[b5, 2], f[cs6, 1], f[ds6, 1], 
            f[e6, 2], f[d6, 1], f[c6, 1], f[b5, 2], f[a5, 1], f[g5, 1], 
            f[fs5, 2], f[g5, 1], f[a5, 1], f[b5, 1], f[a5, 1], f[g5, 1], 
            f[fs5, 1], f[e5, 1]};

bourree02 ={f[e6, 1], f[fs6, 1], f[g6, 2], f[fs6, 1], f[e6, 1], 
            f[ds6, 2], f[e6, 1], f[fs6, 1], f[b5, 2], f[cs6, 1], f[ds6, 1], 
            f[e6, 2], f[d6, 1], f[c6, 1], f[b5, 2], f[a5, 1], f[g5, 1], 
            f[fs5, 0.5], f[e5, 0.5], f[fs5, 0.5], f[g5, 0.5], f[fs5, 1], 
            f[g5, 1], f[g5, 2]};

bourree03 ={f[b5, 1], f[g5, 1], f[d6, 2], f[a5, 1], f[c6, 1], 
            f[b5, 2], f[g6, 1], f[d6, 1], f[e6, 2], f[b5, 1], f[d6, 1], 
            f[c6, 2], f[b5, 1], f[a5, 1], f[gs5, 2], f[a5, 1], f[b5, 1], 
            f[c6, 2], f[b5, 1], f[a5, 1], f[a5, 1], f[b5, 1], f[a5, 1], 
            f[g5, 1], f[fs5, 2]};

bourree04 = {f[d6, 1], f[a5, 1], f[b5, 2], f[g6, 1], f[d6, 1], 
            f[e6, 2], f[b5, 1], f[d6, 1], f[c6, 2], f[a6, 1], f[e6, 1], 
            f[fs6, 2], f[cs6, 1], f[e6, 1], f[d6, 2], f[cs6, 1], f[b5, 1], 
            f[b5, 0.5], f[as5, 0.5], f[b5, 0.5], f[as5, 0.5], f[b5, 0.5], 
            f[as5, 0.5], f[b5, 1], f[b5, 1], f[as5, 1], f[b5, 1], f[cs6, 1], 
            f[ds6, 2]};

bourree05 = {f[b6, 1], f[fs6, 1], f[gs6, 2], f[fs6, 1], f[e6, 1], 
            f[a6, 2], f[e6, 1], f[g6, 1], f[fs6, 2], f[e6, 1], f[d6, 1], 
            f[g6, 2], f[d6, 1], f[f6, 1], f[e6, 2], f[a6, 1], f[e6, 1], 
            f[fs6, 2], f[cs6, 1], f[e6, 1], f[ds6, 2]};

bourree06 = {f[b5, 1], f[c6, 1], f[b5, 1], f[a5, 1], f[e6, 1], 
            f[b5, 1], f[c6, 1], Sem[0.2], f[d6, 1], f[a5, 1], f[b5, 1], 
            Sem[0.2], f[c6, 1], f[g5, 1], f[a5, 1], Sem[0.2], f[b5, 1], 
            f[fs5, 1], f[g5, 2], f[fs5, 1], f[e5, 1], f[ds5, 2], f[e5, 1], 
            f[fs5, 1], f[g5, 1], f[fs5, 0.5], f[g5, 0.5], f[fs5, 0.5], 
            f[e5, 0.5], f[fs5, 1], f[e5, 6]};

bourree  =  {bourree01, Sem[0.2] ,  bourree02, Sem[0.2], 
          bourree03, bourree04, bourree05, bourree06};

Show[ bourree];