Ambiences by Eric Guinivan

AMBIENCES for Solo Cello

(2005)

Eric Guinivan (b. 1984)

Duration: 20 Minutes

AMBIENCES Performance Notes

Approximate Movement Duration: I. 1’58’’ II. 3’56’’ III. 9’10’’ IV. 1’58’’ V. 3’42’’ VI. 0’28’’ Movements II and III may be performed as a standalone piece. Notation in Movement III Observe the following notation guidelines for Movement III: • On the upper staff, downward stems always indicate pizzicato while upward stems always indicate arco. • All notes on the lower staff are arco; stem direction does not affect technique. • The double-stop G-D on the lower staff is always played with normal technique. • The double-stop C-E-flat on the lower staff is always played sul tasto. • The double-stop A-B on the lower staff is always played sul

ponticello.

AMBIENCES for Solo Cello

I. Ominous Wind

Eric Guinivan

Smooth, Subtle, and Flowing, q = 152 con. sord., poco sul pont.

                                                 pppp

                                                   

pppp

                                             

pppp

ppp

pppp

                                          

 16



ppp

                                            ppp

p ppp

ppp

                                            

ppp

                                            

pp mp

                                                

                                             

p mf

2                                              

                                                



                                        p p p sub. mf mf

                                     

mf p sub.

p sub.

                                  

p sub.

                                       



  mf

                          mf

          pp

    mf

                   pp

                                  

pp mf

                                          

3                                        

 64



  mf

                                    mf

                                  pp pp mf mf mf pp p sub.

                                             

ppp

pppp

                                             

ppp

pppp

sord.                                         senza    

ppp

pppp

attaca

II. Soaring

Driving and Agressive, q = 152

                     (senza sord.)

  

       

  

    

  

                           ff p f    ffp

                               p

                   

       ffp

   

ff sub.

   

                         

                                p p ff p

90                               

 

  

 

   

 

             ffp

                                                          p f p ff ff sub. f

                  

100

ffp

   

         ff    f

    104                       ff p mf

                    mf    

109

                     ff

             ff f

                             fff ff Angry!

   

             



   

              ffp          ffp

 

     

   

                           

                                                   

115

molto

Suddenly Subdued

mf pp

                                     

120

mf pp

p f sub.

                                                      

126

mf pp

Growing              3                                   3 f

132

cresc. poco a poco

                                                 

135

                             

137

  Driving!                        ff ffp

            

        

       141                                                                p p f f    147                                                                           p

                                       ff       

   

each note precisely the same duration

151

155

   

   

   

       

     





          IV III    IV                                                   f      p ff

6                               162 I              ff f ff 159

p sub.

I  I  II                                                     f ff f ff       f p    In a violent storm!                                                     ff mp

ff mf

ff f

            pizz.                                                                 ffff f Disaster!

167

fff

ff Subdued arco

                                                                                                                pp      p mf pp mp    pp f f  176                                                                     ff    p p f   mf pp 171

181

                                             p sub. Tension mounts

ff sub.

ffp

183



                                           

185



                                              p p p ff

187



                              p

7 189



III IV

                                                 Increasingly Chaotic

                                         cresc. poco a poco

191

cresc. poco a poco

                                         

193

cresc. poco a poco

                                                    p p sub.     p     p ff ff ff  198                                                                    p p          

molto!

195

poco a poco sul pont.       203                                     ff

           

206

pp sub.

                             molto accel.

 ord.                     

q = 176

208



molto!

sfffz

sfffz sfffz

 

fff

               211                                   sfffz

 

      

 

sfffz

                     

sfffz

 

    

 

sfffz

                      

Gradually increasing in intensity!

sfffz

                215                                         sfffz

sfffz sfffz sfffz sfffz

sfffz

        219            sfffz sfffz

223



  

 

    

sfffz 226

 228



sfffz

 

 

                sfffz

sfffz

         

sfffz

   

sfffz sfffz

     

  

 

sfffz

 

q=180    Disappear!                                            ff sub. pp

                  

sfffz

                        

A final burst of energy!

sfffz sfffz fff

         

                       

 

              

                                fff

ffff

 

allow strings to resonate

  

fffff

III. Raindrops

Moderato, q = 100

   l.v.   (pizz.)

   239



247



ppp



  



     



   

255

      

262

   

   







sim.



l.v. sempre



  



   

  

  



See performance notes for explanation of non-standard notation in this movement.



      



   



     

         

   

 

  



   

      

sim.           (pizz.)                                    (arco)

268

        

ppp

ppp p

              273                                               278



     

ppp

ppp p

                                                ppp

ppp p

   

283

         



ppp p



         

ppp p



                            ppp p

ppp

                                                    

288

ppp p

ppp

                                293                        

298

 

     

  303





 308





 313



 

          mp



 

               

ppp p

ppp





   





 

 

                  (pizz.)

             arco

 

           mp



  



                    pp mp



  



                                        

          

 

                             



ppp p

              

                

pp mp

ppp p



pp mp





     

pp mp        318                                             pp mp mp mp mp                     mp

    323                        





pp mp



                      mp

           



 11                                         pp mp                 328

               

  333

               

338



          

   



  



    





       



  

                           348

    353



 

          

    





  mf



      

mf              pp



 

 

 

   

   mf                          pp mf                     mf                           pp mf                     

                     mf  pp mf



   mf         

                 

                  

             

mf (sempre sul tasto)

343



   



  

  

  

          mf                          pp mf 363               358





               pp mf



  

      

   

    

      

 



                       

  

  



 368                           

                 

   

   

           mf pp mf

             

               373                                           f  sempre                             sfz  sfz           (sempre sul pont.)        378                                                                            sfz  sfz  383                                                                                        sfz     

  

sfz

  





               388

        sfz

  393

13                                                                   sfz  sfz





  

                               sfz   

                



    

  

                                                         sfz 398

         sfz



               

                                             sfz  sfz

                                                                                                     sfz  403



sfz

                       408                                                                 sfz  sfz

    

14  



413

    

 



         

       sfz



          sfz

                                               sfz 

                                         423





  

sfz



      





   

 



      





           sfz

                                        sfz 

                                                          sfz 

         428

        





                      

sfz



    

                           

418



                       

      

sfz

                     



sfz

 433

                       

         



         



               sfz

sfz



     





              

     

  

438



      

         

443      

    



sffz







                       





        

   

                

         

            



  

    

                sffz



    

 



453

sffz

        

                                              

                     

457



              

                

 

448



sfz sfz

ff sempre



                              

            

 









     



sffz

       

                                  



            

sffz

  







   

    

      

sffz



attaca

                                                 

sffz

sffz sfffz

IV. Dark Wind

Smooth, Subtle, and Flowing, q = 152 con. sord., poco sul pont.

                                                  pppp

464



                                                  p

pppp

467



                                               pppp

pppp

ppp

470



                                            ppp

ppp

473



                                              ppp

476



             pp

       pp



                              mp

pp mp

                                      mf

                                               mf

488

      mp

482

ppp

479



ppp

                                                p

485

p ppp

                                               p

17 491

   p

494



                                           mf

                                                p

497



      

     mf

                        mf

p sub.

500



mf p sub.

                                            mf p sub.

503

           mf

mf p sub.

                                              p

                                                

506

                                           

509

512

  



                                                   pp

518

                                               

pp mf 515

                                             mf

18                                                    

521

524



                                               pp

pp mf

p sub.

527

                     pp

ppp

                             pp

ppp

pppp

530



                                               ppp

533



pppp



attaca

                                             p

ppp

pppp

 

V. Thunder

Angry! q = 152 ca.

  

  

fff

 539     

fff

  

541

  

fff

  

543

 

fff

  

545

  

 547       

554

  

                          

ffff

 

                          

ffff

 











                      

ffff

 

                   

ffff



ffff

              





                       

fff

550

ffff

 

 537    

                             

    

fff

 



                

    

fff

ffff

           ffff

  













    

               



    

fff

    

fff

ffff

           

fff

ffff

        ffff

 



 

 559     

      ffff

fff

564

  



  

    



fff

            



ffff

fff

    



 

sfffz

ffff

 

 

    

 

      

fff

       ffff



sfffz



                                                        ff As Fast as Possible, h = 120 ca.

571

                                                             f   583                                                 ff f ff   ff f      588                                                          f fff  594                                                      ff 577

                                                          ff        606                                                 f ff     f ff f 601

fff

  

                                                   ff f ff f ff     619                                                          f   624                                          ff f ff           612

630

      

fff

                                                       ff f

                                                   ff f f    642                                                    ff ff f  647                                                       f ff f fff  653                                                       ff f ff  660                                                          ff f  666                                                               f ff   ff ff f 636

fff

22               

673

         

   

             fff

696

 704

 



 



     

    

 

              

                   

                          

681

688

   

            ff

 



    

         f





     

 





    

            

attaca

sffz

VI. Gentle Wind Sounding



                                 

                                  I II III II III

II I

714

Smooth and Flowing, q = 132

ppp

                                

IV                                                I

ppp

717

                          

ppp

               

 

     

 

I                                               II

721

ppp

                                              

                 III                             724

ppp

                 







               

                               

ppp

726

                

               

                                  mp