Dream Suspended

Page 1

Dream Suspended for Five Bowed Vibraphones and Two Crystal Glasses

(2004)

Eric Guinivan (b. 1984)

Duration: 10 minutes



Dream Suspended for Five Bowed Vibraphones and Two Crystal Glasses

  Vibraphone 1   Vibraphone 2

Motor on - slow

(depress throughout) Motor off     

 

pp

Vibraphone 3

 

 (depress throughout) 

Motor on - medium

 (depress throughout)  

 

pp

Vibraphone 5

Crystal Glasses

     pp  (depress throughout)

  

  

2

3

1

4

5



 (depress throughout)

p

p

  

  

  



 

 

 

 



 

 

 

 

 

p

 

 



 

 

 

p

p

11

 

 Tacet until mesure 37    



8

Motor off

 

Motor on - slow

Vibraphone 4

Eric Guinivan

Adagio q = 52

 


2

    2  15

1

3

4

5

1

   

 

2

3

4

5

 

   

 

          

  



 



 



 



 



    

          



 







22

  

  

  

             

mf

 

 p

 

mf

 

28

 

 p



(no cresc.)

mf

mf





21 

  p

 

 p

 p


29       1 



p

2

3

4

5

  

 

 

 



     

   

   

     

   

 

      

 

   



 

    

mf

mf

(no cresc.)

     

 

mp

mf

 

 

 

p



p

mf

p

3

35   



p

Cue Wine Glasses in:   1   2 

 

36

3

4

 

   5  

mp

 

 

 

   

mp

 

mp



 p

 

(no cresc.)

mp

p

p

p

 

2

1

 

 

3 

  

 

 

     p






4

 

43

1

2

3

4

      

   49

1

2

3

4

5

CG

    

p

pp

p



pp

50         p

 

  

p

 

 

  

   



  

ff

 p

cresc.

 

 

   p

mf





 



  

ppp



p

ppp

    

 

     

ppp

 

  

cresc. poco a poco

  

ppp



pp

   5    CG

  

  

 

     

  

        


5

      1     56

2

     

3

4

 

 5   CG

  

  

63      1  

2

3

4

5

CG

       

 

    

  

   

  

   

 

       

  

    

       

     

  

       

     

  

    

   

     

    

    

   

     

   

        

   

          

   

        

 

  

    

      

  

 

 



              

     

mf

( p)

  

 

   

     



     p

p


6

  1   2 3

4

72

70

  

  

f

 

  

 

    5   f

 

  

( p)

CG

3

4

     

 5    CG

  

f

 

       

  



p

 



ff

 

ff



ff

 

ff

ff

         



    

 





 

  

 

p



p

             

p

f

        



f

  1        2   77

f



p

     

84

 

p

 p

  p

 

 p

 p


85       1 

2

3

  

   5   4

CG

  

 1  92

2

3

4

5

CG

 

     

   

    



 

  

       

  

 

  

mf

 



p

 

mf

  

    

   

mf

mf

 p

 

 p

(no cresc.)

mf

98  

p

p



mf

7

p



 

 

mf

 



mf

 

(no cresc.)



 

mp

                  

      

                    

 

 

   

91 



p

  p

p

 


8

  1   99

2

 

3

4

5

CG

 

  p 



    

 



 

4

    CG 

    



 

  

 

  p

  

   

 

  

 

 

 

 

 

p

 

 

p

mp

 

 

pp

  

 

 

111  

pp

 

pp



p

pp



p

3

5

  

 1 

mp



106

2

  

  p

   


 1  113

2

3

4

5

CG

 



 

 

 

  

 



 

 

pp

p

pp

pp

9

 

 pp

 

 ppp

 1  119

 

2

 

3

 

 

 

 

 

 

 

4

5



CG

  

pppp

  

dim. poco a poco

mf

p

pp

  

n


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