The Planet G. Holst Per Fiati

The Planets Written by Gustav Holst

Transcibed and Arranged for 4 Trumpets 2 Horns 2 Trombones 2 Tubas Piano from the original piano four hands by Wayne Beardwood

Mars The Bringer of War Allegro q = 132

Trumpet 1

  





 







 







 







 







 







 





 





 





Trumpet 2

Trumpet 3

Trumpet 4

Horn 1

Horn 2

Trombone 1

Trombone 2

Tuba 1

Tuba 2

Written by Gustav Holst Transcribed and Arranged by Wayne Beardwood

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(16)

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     



     

 

     



 

     



35

      









  

     

     

  

     

     

  



               (28)

    

  





    

    

3

     

3

  

     

3

3

     

3

   

    

  

(20)

   



  

3

  

                  

   

3

    

   

11

3

    

   

(36)

  



    3

    



   

  

   

  

  

      

  

  

  

  

B 

     

  

  

  

  



      

   

   

   

  

 

      

   

   

   

  

 



    ff



         ff            



12

38

  

   

  

3









3

   

  

   

  3



  

 

ff



ff



ff

ff

3

                  





   

  

    



ff

3

(32)

          3

    

        

 



ff 3

               ff

3

(40)

       

ff

    













 



     

41

 

13





































  f







  











    

f



f



 



              3





3

       







 f

3

          f

3

       

   

  

  

  

   

  

   

  

  

  

3

   

f

   

14 44

 

   

  

  

   

 



   

  

  

  

 

 

























     

   

   

    

   

    



f

f

  

   

 

   

  

   

  

 

   

  

   

   

 

   

  

   

   

 

   

  

   

  

 

   

  

  

  

   

    

  

   

    

   

  



(44)

3

    

3

  

   

3

   

    

  

15

  

  

  



  

  

  

   

 



  

  



  

  

      

 

47

 















 

  

  

  

 

  

  

  



  

  

   

   

              



   

  

       

 

 

   

   



   

  

       

 

  

  

  



  

  





 







   

3

   

3

   

   

(48)

   

  

 

 

 

3

    

  

 

16

  

 





   



 





   

50









 







 





















   



  

   

   

   

   

  

  

  

  

   

   

   

  

  

 

   

  

   

  

  

   

  

 

   

  

   

  

  

   

  

  

  

  

   

   

   

  

  



3

   

3

   

   

3



  

   

(52)

   

  

   





   



53



  



  



   

  

    

   

  

  

















     

   

  

   

    

   

  

  

    

  

   

           

    

  

  

    

   

  









3

   

      

  

   



   

   

  

        

  

    

   

  

  

  

   

  

3





       

 3

   

   

17

18 56

  



  



  









  

   

  

C       f

  

        

     

 

   

 

   

 

f



f



f

  

  

 

   

  



  

  

   

  

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71

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3

3

            3

          







3

3





   

          



 

         

3

3

 



3



3



3



 

 

3

 

   

3

3

         

   

3

3

3

3

3









 





















      

  



       

  

79

         

               



3

                3

3

5



3

3

5



  

25

3

3 3

3

    

   

          



   

                3

3

3

    





   

 



 

  











   

 

 



 







 



 

          



   

 



 



   

 



 

 



 

 

    

  











 

26

  

   



   

82



3

3

   

             

 





   

   

    

3



3

  3                   3

3

 



    E                   



3

                           3 mf 3

3

3



                        3 mf 3

 

 

   

3

3

   

   

   

 3

3

3

3

         f  f 

 

 

       

mf

   



mf











   



mf



 

   











   

mf



27

            

     

     

    

                  

     

     

    

85

f

3

f

3

3

    





    

        

       





    

        

 

   

 

   

       

       

   

                           

       



            

    





     

        

        





    

        





    

        





3



   

28

  

   



   

89



   





 f



   





 f

    

 







 





 f

 



 

 

   

 

             

        

  

 



 

 



 

 

 





 









 







 





                 







             

f

 

   

       

   



             

             

     







 



 





 





 



 

  



  



 

  



   



   

 











   



   

 







 



       

  







      



  

































92



   



 



 









 



  













29







93                            mf                          mf

30

     

                                 mf      mf      mf

        

      

    

                    

   

                               mf

                                                                mf

mf

                                mf                                 mf

                                       94

f

                             f

                                      f

    

h = 66

ff

     ff

     ff

                                    f ff                                           ff

                                         f

                                    f

f

                                  f

                                   f

                             

f

ff

      ff

             

     

 

    

 

    



ff

ff

ff





31

32 96

F

 











  



 



  



 



pp

pp















                                 

p

 









                                       

p





33 98

 











  



 



  



 















  





                                    



                                      



34

  

               

                

 

                    

               

100

mp

mp











                

                    

  mp



      3





   



mp

  

    3





   



 





 



p



  p



3

     mp





  



3

   





   

   

              

                 

  

                 

               

102

35















      3





    

               

                 

  

  3

    





    

    



 





 



   

    

3

3





(4)

   

   

36 104

G



    

              

                

 

                 

                

 

               

               

mf

mf

mf



3

     mf

  mf



3

mf



3

    

   

               

      



    



    

                

    3







    

              

                

  mf

               

               





                 

               

   mf

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37

  

   

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 

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   

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   

   

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   

   

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   

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106



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   

           3



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38 107

 







  

   

  

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    

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   

   

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   

   

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f

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3

   



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         f

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

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   

    (8)

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   

  

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3

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f

                   

39

108

 

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              

 

             







3

   

 

  



 





 

                     f

  

              

      3



f

 

  

             

                  

f













f

f

 

 

                      f

 







              

                    

             

                    

f

f

40

110 q = 132 (4)                                    3

3

ff

3

f3

                            (4)     3

3

ff

3

f3

(4)                         3            3 3 3 ff

f

ff

f

(4) 3                                   3 3 3

                                   3

3

3

3

ff

3        ff       3

ff

(4)

f

 

     

3

        3

 

     

3

       

 

3

(4)

              f  

3

f

                           



                           



3

ff

3

ff

3

3

3

3

3 3  3                          

ff

f

f



f



41

(8)                                   114

3



3

3

3

                            (8)   3

3

3

3

3

3

3

3

(8)

3

3

3

3

(8)

3

3

3

3

(8)

3

3

3

3

                                                                                                   

(8)

                                             









 









  





 









  





 









  

42

(12) 118                                   3



3

3

3

(12)                                 3

3

3

3

3

3

3

3

(12)

3

3

3

3

(12)

3

3

3

3

(12)

3

3

3

3

                                                                                                   

(12)

                                          





 



 







 



 







 



 















43

                                  (16)

122

3



3

3

3

(16)                                 3

3

3

3

3

3

3

3

(16)

3

3

3

3

(16)

3

3

3

3

                                                                                    







                       

 

 

 









 



















 







 







  







44 126

 



















3

3

3

3

(20)

3

3

3

3

(20)

3

3

3

3

3

3

3

3

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

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48

140



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      143

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I       146

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3

   

       

  

  

   

   

   

  

   

  

        

   

   

  

   

   

  

   

   

   

   

   

   

  

  

   

  

   

  

 

   

  

     

  

  

  



   

  

  

   

  

   

   

f

   f

   f

f

   f

     

   

   

   

149

3



3

    

   





 





  



 



3



  



  

 

3



  



  

 

   

       

       

  

   

  

   

  

     

   

   

    

   

   

  

   



   

  

   

   



   

  

   

   

  

  

3

    





3

3 3



   



         

  

   

           3

   

     

   

mf

   

   

      

  

3

mf

3

       mf

   

51

52





 





  

  





 







   

 

 

  





  

 





   

 

 

  





  

 





   

 

152

  

  





 

     

   

  

   

  

   

   

 

   

   

  

   

  

   

   

 

   

 

   

         



  

3



  

3



  

       

  

   

3

     



   



  

   



  



  



  

3

   

   

3 3

   

    3

3

   

   

3

   

  

  

 

  

155

f



f

  

  



   

  

    

   

   

  

  

  

 

  

  



   

    

  

  

 

   

  



  

    

  

  

  

   

     

   

    

  

  

  

  



   

      

  

  

 

  



   

  

  

f

f

f

f

f

    

  

  

   

3

   

3



   

   

   

3

    





   

   

   

3

   

   

3 3

       

   

3 3

   

   

3

   

   

53

54 158

 

   

   p

   









f

  p

 

   

     

  

     



    

  

   



    

   

   

   

  

   

    

    

  

  

  

   

   

   

     

  

    

    

   

  

   

 

p

   

p

     

p



3

      3



J    











p

f











  f







 p

f

 

   

p

f

 

   

           



 









3

    

f

 

     161

 



f

     f

 

    

 

    

 

 

f



f

p

f

p

f

p

 

  

 

p

f

p

f

f

p

f

p

    



    



55

p

        

       

    

        

        

   



   p

f

p

f

p

p

         

                                 

     

  

                                          

  

                                

 



  

                      

   



 



 

        

















 



 



 



165      

56



h = 66

 



  



  





  





  

                  





  

                









 





f

    

 

    

 

    

 

f

f









fff







fff







fff

fff

                        fff



                  





fff

 







  fff

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57

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K

                                                                 mp mf                                                         

58

172 q = 136

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                                                      mp mf    

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mf

175

                  f                  f

               

      

        

      

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       

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

       

      

    



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       

59

 

                           

60

178 L rall.      

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182

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61

 

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   

Venus The Bringer of Peace

62

Gustav Holst

Adagioq = 54

Trumpet 1

Trumpet 2

Trumpet 3

Trumpet 4

Horn 1

Horn 2

    



   

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   

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

Trombone 2

Tuba 1

Tuba 2

  

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mp

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Trombone 1

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pp

63

      

    

     

   

     

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   

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      

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      

192

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          



                             



               



                           



64

     199

        

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       

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

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   

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   

            

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M     

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   

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206

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65

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67

       

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68

                                   222

                                                                                     

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N                                    227

69

    

                                                                                                    

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                       

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 

                              

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                              

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

 

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71

                               

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      

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       

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238

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            250

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             

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76

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77

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78

       281

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           286

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             

79

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    292

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81

R         

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82

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     307

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      

                          

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83

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84

    



    

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309

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               

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   

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              

311

   

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                      

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            

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3



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3

3

   3

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86

   

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  

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314

        

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    

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

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                3

3



3



              3



3

  



 





mp

pp

3

        

S 

    pp     pp

   

pp

   





pp

    pp

    317



                

             





             

mp

mp

87

mp

   

















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

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   

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    

 

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                           

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88

    

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

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320

p

p

       

 

  



  

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   

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

            mp





 





 







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



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      mp 

    







 

   







   









322

          

   

mp



89









 

 

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





 



 









 



 









 



   





  







             mp    

  















  















   















90 3 3                3

324

mp

  



p

3

  





 



  





 



 



  





  





 







 





  



p

  









 



  









 



  









     

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   









     



Mercury, The Winged Messenger q. =140

Trumpet1

Trumpet 2

Trumpet 3

Trumpet 4

Horn 1

  



   



           



    

           



      







mp

 



 



 







mp

mp

mp

                              mp

Trombone1

Gustav Holst

   



             



              

mp

Horn 2

91

                                     mp

Trombone2

                                      mp

Tuba1

                                          mp

Tuba2

                                    mp

Copyright © 1949

92 332

                    4

      





    









        

   









        

   



 

 



4

4





    

                       

        

                        

        

4

4

                            

   

                            

   

              



     

       

               



     

       

93

 

           

               

           

337

 

 



 







  

             



  

              

4

4

4

4

4                                       4

mf

4                                     4

mf

                    

   

      

                    

   

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                

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                 

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94

341                         

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                                   p mp

       

96 351

        

                        4 4 mp

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             mp

      

            mf

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               mf

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                      mp

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              mf

97 356



   

 

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        

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                                        mp

4

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4

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f

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                         mf

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99

  

              

        

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

              

        



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              

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

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              

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





              

         



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            

         









365



p

p



p

p

p

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



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            

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           

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           

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           



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100 372

                    

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                      





                     mf f

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

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



                   



                  

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              







pp

   







              

pp

   







              

pp







              

pp







     379

 

mf

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

 

                

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                   

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101

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              f

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                    f

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   

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                  

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               

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              

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



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              

                







102

                 385







p



 





              

p

              p 













              p-

                      



                      



mf

f

mf

f

                     mf 











       



        



f









f

                  mf





103

                 391



 















              

             











             

                     

     

                     

     

                    mf

     

mf

f

mf



f

f







f



f

       

  

       

  

f









f

                  mf





    

f

104

            397



 



         

   



   







 

f

mf

f

mf











 

  

    

                  

    

                  

    

mf

f



 

                  

f





         

    



                            



  

   

mf

            





f













                mf

105

V q = 140                                       402

f

mf

                                      f

mf

                                     f

mf

                                     f

mf

f

mf

f

mf

                                                                                                           f

mf

                             f

mf

              









f









                         mf

106 408

      















      















    













  

    



p

p

p

p



p

       









     

 





  





  

p



p

    









   p

        



        





     





  

p

mf



     





  

p





      pp

3



3

3

3







3

3



3

 mf

            

mf



3



3





107 416

 



























     

p



     

   

        

       



   

   

        

       



   





 









      





  

           3

3

3

3

3

3

3

3

3

3

         mf

3

3

3

3

























3

          





3









































108 425



 



              mf

3

 



 

  



  

  



 



    



3



3



3



3





p

3







3

3



 







 



 













p

















 mf











p



 

p



mp

mp

3



 



3

3



mp





















p















p























434

   























mp

W









3











 





 



           3

3

3

 



3



3







3

 

 



p



3



3



p

 



      mf



109





 



p













 



 

 





 



p





















110 442



 





 mp

        3

 

3





3

 







































 



3

3

 







          mf







mp





  

3

 

 











3

3







3

 







3

mp

 







 



 

 mp

 

 

 

 

   















             3

3

3

3

3

3

3

3

3

3

3



3 3



3

            

















f

    3

 



f

 



f

 

111

X

450















f

  

f

 

 

 













 

f















   f

















f



 

3







 f





3

 

112 458

  

















  









 







3

3

3

3

























3

3

3

 



 

3





3

 















 

3

  3

  



3







 



 





3

 



          









 



          3









       3



3



3







113 467



 



 



 





3

3

 







3

      

3



3





3



f























         

































f

 



  

f











3

3

 



             3



3



3



3



3



             3



3

3

3







3

3



3



114

475            

mf

3









3

3

p







3

3







3

















p

 





 



mf

 

p

 



 





mf



mf

 

 

 

  

p

  



  

       mp

  p





 p

p

 

  

mp



p









 





p



p



p



  

  





p



 

mf

 

mp



p









          mf

Y q. = 140       

 



p



 p 

 

483

 









              

115

mp







      

mp

              mp p



              mp p







             



                                  p





                                 p

                                        p

mp

p

p

mp

p

                                            



        







p

p

 

mp





   

116 488

 







      



f

      



4

4

     mp

4              



                 4

4







    

mp





4

      



f

f

                                       mp

f

                                       f

                                                                        



f



                       p

            mp p





      f

117

           493

               



mp









mf



               



mf

                      mp



mf

                







                                         mp

mf 4

4

mp

mf 4

4

                                                                  





mp

 

 



   



4

mp 4 4

             



4

p

                  

mp

mp





      mf

        mf

        mf

118 498

 







             ff

mf





   mf

         

mp

                                   







ff

    4

4

f

mp

      







ff

                                 f

        

ff

mp









f

                                                f



ff



mp









        









         









f

f

119 503

 

















         p







         p







        p

                                    



f











                                        

        

p



f











                                 

      

p



f

       



f





   mf



   f

  

    



       

p

   

mp



120

          



       



508

                    mf



               





                 



mf

     4





4

      



mf

                        

       



       

4

4





mf



mf

mf

                











                mf

         









               

               mf





       513



Z 

121

              

p



             mf



                 













  p



 

               p

                                 p                  



p

                  







    





 

           p

                    













 

           

p

122

   518





              

   

            



                

            



               

   

 



              



   



              



   

                  





 





                



       

          

            









   

                

             



 

              524

   



              mp



                





                 



                            



 







            mp



               mp

                  

         

123



        

              





 

        mp





            mp

124

   529





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

         

mp





f





f



 





      

f

            



         



mp



                 

mp





f

 

        f

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



f

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

 





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

       





            

      f



mp







f



 





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

mp

f

125

   534









                4     

mf

4

4

mf

4              

mf

 



 





 













       4

 



4

mf

mf

mf

         



              



           

4

mf 4



4

       

              

 

      

4



 



4

4

         





  4 4 4                      mf  

 





4

     4



 



126

   539



              



 4

            



         

             



         

   

 

                 

                 

 

 





    4







        

          

        

4

 

           

                

 









4



   

4





AA

      4                        544

4



   





 4

 

           

        p 

4

  

4

4

 











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

                 



        



p









          

p

                



p

4

4        





p

4  4   

 



p

   

 

127







 p            

    p             



128

                  549

         



mp

       



      





 mp

mp

              







 mp

               

               

 

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             

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 mp

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 mp

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129

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130

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   







 

   





    



    



                     4

4

         mp 4



4

   

       

      



4



        4



mp











             

4

mp

 

4

4

mp





mp



4



4



4

4

4



608

                  



 

mf

4

4

      4

4

f





mp

4

           4

mp







    



                 4

mf 4

f



mf



mp

    

     

p

p

    mp

   p

   

   p

     



mp



     

 

mf



mp

    

mp



139



  

mp







mf



     

   

 

mp































mf

       mf

140

           

  



          

  



     

  

 





     

  

 

614









 

 

 

 

 

  

  

  

    

  

    





  



    pp



    

















pp

pp

pp

pp

 

 

 



 







 



 

 

p



     pp

   pp













p

























         mp



   pp

141

Jupiter The Bringer of Jollity q = 120

Trumpet 1

Trumpet 2

Trumpet 3

Trumpet 4

  

    





 

  f



Horn 2

Trombone 1

Trombone 2

Tuba 1

Tuba 2





 

f





 



f

    







  

f

Horn 1

Gustav Holst

 











 











 











 











 











  











142 627

           





  







  

f

    

   

    

    

   

   

    

   

    

 

   

 

f





 

 



 

 

    

f



 

   

f

 



   





  











 

 

 

 

   

 

 

 



























143 632

 



     

         





        





       

   

      









     



  

 

  

 

  

 

  

 

  

 

  

 

f



f

 

 

 

f



fp







 

fp









 

fp

f

 

 

 

   

    





       

   



     

      

    

       

      

      





f



f

144 638



 

     

         



  



       



       

     

  















 ff

  ff

    ff

     

                    







ff

       

   

                         

   

   

ff

ff

    ff

 





        

      

          

   

      

           

   

      

          

   

ff

ff

ff

  







644



 



 



 



        

 

DD             



              









   

f

   

   

   

f

145

             f

  







            

f

          



                                   



    

f

 

   

        

f



           









            







146

652        



      





 



 



f





      



f

 







  



f

   







      







   



f

                 ff  



            ff             



ff

       



          

 

                    

 

ff















                   ff                    ff

 

147

            659

                                       

    

    

    







  

   f







    f





    



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  

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mp

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     mp

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





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        

 mp 



 

    







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   

   

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mp

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     

mp

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        p 





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        p

       

       





       

         



                mp

        

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       

         

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156 717

 

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mp

mp

        mp

    

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  

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     

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mp

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mp

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     

mp

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     mp

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   

   

        mp 

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     

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724

   



 



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  HH q = 138       

157

f



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

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f

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          

                              

        

                         







f



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 

f

f





 

  

f



       f

















       f

158

    

  



 

  

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

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   

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   

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

   



   

  

732

   

 

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  

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  

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  

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 

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 

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 

 

  

 

 

 

 

 

3                        3





3

                     3

3

3

    

     

        

  

     

        

739



   

     

   

     

  

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 





     







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3

 

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 



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

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 

 

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



 

3

3

3

3

        



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3

        





3

3

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 

159

 

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      

160 745

3    3

  

3





         

ff



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 



          

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 

   

      

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    

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 







        ff



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 





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3



 

ff

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

ff

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

         

  

     

  

 









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









 

ff

 





 ff

ff

3 3 3                          

750

161

II q = 144   

3 3 3                             



                

  



                

  





  

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   

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  

3

3

  

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3

    

3

 

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        

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       





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    3

3













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162

  

    

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    

755

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

  

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      3

3

      3

3

 

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  

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       

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       

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  

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  

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                                                

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761

3    3



 

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   

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   

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 

               



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  

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                   



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     



     



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3



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3

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               







      



                  

            



163

 

766      

164

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167

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168

791       

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       821

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      

  

           



      

  



  

                      

  

           

   

   

              





 







 







  



 

 



 

  

  



  





173

              

             828

               

 



     

      







     

     

           

              

  















  















 















 















             

 

               mf



mf







     





 





174

               835

    

  

  

    



 

  



  



 



 



f

           



            f   







        f  mf

















  



mf







 

  









  



mf











  

mf

      

 MM       

f

                 

  

 

  







         



 







 







   

 

mf

  

mf

  

        



      



       



       



842

     



     



175









     

f









     

f









     

f









     

f

          f             f            



mf



mf

    



    



    

  

           

     

  

           

f

           

f



 

 

 

 



 



 



mf

 mf







176

             849

                         

          

      

          

      

ff

ff

          

ff

      

p

p

         p

 

        

ff

p

          

  

f

  

       

  

  

  

       





 







        



f





          





 









 

f

         

  













       

  

       p

  

f

f

p

p

f



p





           p 



        p

NN q = 120                   856

   

177



   



   

   

   



   

   

                

   



   











   













     

  



  







mp

  



   









  

mp

  

    

   mp

  

    

     

mp





178

       861

           

           



               

           

       



              

           





      

           

           

  







  

      mp



      mp





     



           

     

   



    



   



  

      

   

 

    

       

       

 

    

   



  



  



  



  



867

      

OO              

            

            

           

mp

mp

            

       

           

      



















       











mp

mp

    

 

    

 

mp



     

179

mp





           



   

        

 

   

        

 









 

mp









 

mp

180

             

            

       

            

           

      

872



   



   



            

   



   



           

























         

             

      

     

         

             

      

     



       

         

    

      



     

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    

      

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PP                mf

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181

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                  

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182 882

 

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

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                           

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            887

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             

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                  

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             

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187

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   

   





    

   

   



     

 

 





 

 

   

    



RR  

           

    



    

 

 

 

   

 

 

 

   

 

                                      

   

   

      

    

    

     

f

  

     

f

 

 

mf

  mf

 

189 929

 



































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































                                                                                                                          



          

 

       

   

     

  

 

 

 

 

 

 

 

 

 

 

 

 

 

 



 





190 937

 



























  



f

  



f

      



  

f

  

f

        







f

 

7

  

     

f

 

                         mf



mf





  

 

 

           

 7

        

mf



                

f

mf



              mf





           

   





   







       

   







        











   









  

     

191

   

  

942















                                                                                             

                                          

                                                                                       

192 950

 





















































 

   

mp

   

    



SS



   

  

    



    mp   

            

                      

mp

mp

  

mp

     

       

      

        

  

     

  

       



  

      



p

        

p

956

     

                  

    

             

                

            



 

mp





mp

 

 



mp

 





mp

                 



mp



                  

 





     



mp





 mp                  

                   

mp







                         mp

      





   

193

       

















194

  



























































962

 



 



























































 

 

 

 

 

 

                        mp                           mp          



















                 mp

                        



                 mp

                      

TT q = 132                                  

195

970

f

                               f

                                f

                                 f                                 f

                              f                               f

                                 f

 



   

    



  

 

   

  

3

f

     f

  

   

                    3

976       

196

     

         

    

           

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  

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    



         

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  

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    



         

 

   

 

    



              

   



        

   

           

    

          

 

   3



         

 

         

        

                      



        

 

  

     

  

 

3 3

  

           3

UU                           982

f

 



 



 

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

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

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f

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f

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197

f

                               f





 









     

3

       

3

 

3

   

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 

   



3 3

    

3



 3



3

 



3

 

    f   

f



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  

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

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f



198 987

                              



 

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 

          

     

          

     

          

     

          

  



    





 

   

 

   



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 

   

     





 

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3

3

3

3

3

3

3

3

             

                       

 





  

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  

 

 

 

 



199 993

3     3

   3

   3

        

     

 



  

  

  

 

   

  

ff

  

ff





  



     

 



  

  

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



 

ff



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ff

ff



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         ff         ff

 

 







3



3



         

 

 

   



  



  



   ff

 

 



 



 







  

 



  



  

 

ff







 

  

ff

  

200 999

    

    3

 





 





   

 

    3

3































3



3



 

      







      







 



 











 

   

   

 



  

 





3

















 

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



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













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

  



 



  

  



               

    

  

        

 

 

















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1004

   

  



  

   

   

   



3

 









    

 

 

      3

                      







  

3

 

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   

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

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  

  

  

  

 





















    3



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

 

              

        



 



      

               



3



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         

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201

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202

      1009



 



        

3

 



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VV

q = 43



mf







    f

3

      

 



  



         

    f

   mf

 



mf

  











  











  

 









 









f

f

 







 

 

  

f

f

                 1011

mf

     









       

    



    



   



  





203

   















   















  















   















204

                 1013

     





    

         

   

  



  



  





  









  



  



  





  





   











             

    

  



q = 140

  



 







 





  

                   fff

       













                   



fff

                  







fff

 

      

205

1015







               

     

fff

  







 









  





  





fff

fff

        

     



   

      



      

            

fff

fff

  

     







       

      









fff

fff

      

     

     

      

 1022           

206











       













                       



  



 

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



 

           



   















 



 



 





 





 

 



 



                

 

 

         































  













            



 

207

Saturn The Bringer of Old Age

Gustav Holst

q = 60 Adagio

Trumpet 1

Trumpet 2

Trumpet 3

Trumpet 4

Horn 1

Horn 2

Trombone 1

  











 











 











 











 











  



  

  

  

  



   

  

  

  

  



   

  

  

  

  



p

p

Trombone 2

p

Tuba 1

Tuba 2

 







  











mp





  

208 1035

 







































































 

  

  

  



 



  

  

         



 



  

  



 





 







  

   



mp











  





   

   





   



209 1041

 

























































mp



mp





   



   

  

  





mp

 

  



     

    

  





 

 

  



 

   



  





mf





    mf

 







 

  

 

 







   











pp



210 1047

 













































 mf

  





mf

 



  



    





  

  

  



        

  



  



  



        

  

  

 



   

pp

 

 

   



   

   

pp

   





    





mp















mp

211

 







WW q = 66  















































   

1053



mp



 



  



 



  



   

p



   





  



  

 p

 

 

  

p

 

  

   

 

 

 

 



p



pp

  

  

pp



          mp







           mp

212 1059

  

    



 

   



 

   



 

    







mp

mp



    





    





    





    











     





    



mp

 

 

 

 

 

mp



mp





      





    







 mp

   



   



                   

    

                   

    

1065

 















 











213

   

mf











mf

 



   



mp

    



    

   



mp

                   





 mf



mf

           





         















        

                                 



                                        

214 1071

  







 





  





       



         

 

 

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

        

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



        











    



f



 

mf

mf





mf





f

f





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    

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



    









   



























       f

 f













        f

        f

mf

    

                 f

       mf

      

                     f

      



f

mf



 

XX             



         



1077

mf



mf

mf

         mf

 



mf

 mf

  mf

  









p



 



mf





p



p





p









 



mp



mf



p



mf





mf



 mf

p

        



p

215





 p







mp

 

p

         

                 







                   

p

p









                    p

216 1083

 



























 



  

















 























 























  























                                  



   

 

















            

                                                             

1089

 













mf







  



mf

 









mf

 





 



   















mp





mp









































mf











217

              



























                          mp

                              mp

                            mp

                            mp

1095     YY                        

218

f

                

       

                

  

                

       

 

f



  



f

f







  











 









 





 

 

f



f











































  





































  













f

f

f

   f

1101

          



  



  



























    







    







     







    



     



    

ff

 

     

 

   ff

   ff



  



  



ff









 







 











ff

 



 

ff









219 q = 110



                 ff

 







                  ff

  

 













                   ff  ff

























    

q = 66 1107            

220

       



       



         





 q = 110    





f



 





   

f

       



         



















  

f

     

  

     

f





              





              f

f

    

          



    

          



      

          







      





















1112

  

 ZZ  



  



  



  

   

   

   

   

  

    



    



    



    

 

   

 

   

 

   

 

   

221

                                                                                   











  



 

 





  



 

 





  



 

 



  

 

 

fff

 fff

 fff



fff





1116    

222



  



  



  





 

ff

   

   

   

 

    ff

  

    



 

   

 

    



   

 

    



   

 

   

 

ff



  

ff

                                          ff

                                         

  

  

        

  

ff

    ff

    ff

    ff

  





  



    ff

1120

  

  





q = 60



        

 

            

        

 

                

          

 

  

f

  

  



    

f







 



      



    







f

















f



p

    

mf

 p

mf

p

    



mf

   







mf





p

 p

mf

f



p



f





     

f





p

f

    

 

p

f

f





         

 



223



mf

224

1125    



 

  



 

  

  



 



 

  



 

  

  



 



 

  



 

  

  



  



 

  



 

  

  



 



 























 























 























 

























   

     







    

     





  







mp

mp



   

  

 

  

1131



  

  

   

  

  

  





    









    

















 

 

 





 



 



 p



p

     



  





    



  





p

  

 



p

  

 

  

225

  AAA q = 100      

 

p

   







p

  

p

   



   



   



p









p











p

226

   







  







  







1136

   



   



























  



 

  



     

































  





  



  

















  





  

  





  





  

 



   







  







  







1140

   



   

























  



 

  































  





  



  





 









 









     





227

 

















 

 



 

 



 

 

228

   



  



1144

  

 

  



p



p



   

   

 

     



          p

     

p

   





   

      



    

 

                 



  



               



    

 









  



 



   









 





 





 





 





 





 

p

p

p

p

p

p

229

                                   1148

                                          

    

     



    

     



    

     



    

     









  





  





  









 





 



    





 





 





 





 





 





 



230

BBB                                  1152

pp

                             pp

   

           

    



        



 



          







 

    pp





 



  

pp

  



pp



pp



pp





pp





pp





pp

231 1155

     

   

   

   

   

    

   

   

   

   

 

        

   

   

 

 

        

   

   

 

    







  







  







  







  







  







  





232 1159

      

   

   

   

  

     

   

   

   

  



  

   

        

   



  

   

        

   



 



 



 



 



  







  



  



  



  





  





  

233 1163

  

        

   



 

        

   





   

   

      

   

 

   

   

      

   

 











































 

















  









       

234

1167   

  



CCC 



 

  







  

   

        





  

   

        









 

       

 

   







        

  

   

  

   

  



 





























    

235

      

   





     

   





            

1172

 

    

    





 



    





   





 



 







 



 











































  

236

     

   

   

   

   

    

   

   

   

   

1177

     

        

       

     

        

       

 



 







 



 













































      

   





 

 

     

   



  

  

1181



   

    

   

 

   

    

   



 











 

















237





        

 







 









 



238

Uranus The Magician h. = 60

Trumpet 1

    

  

 



    

  

 



    

  

 



    

  

 



   







 





   

   

 

 

   

  

 

 

ff

Trumpet 2

ff

Trumpet 3

ff

Trumpet 4

ff

Horn 1

ff

Horn 2

    ff

Trombone 1

ff

Trombone 2



Tuba 1

Tuba 2

 



  



 























ff

















Gustav Holst





 









 

2

2

   ff

2

   ff

2

 

 



 







1191

h. = 108

239







 









 











 











 











 











 











 

                 

mp

      

      

 

mp



     mp 

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

mp

 

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

mp

240 1196

 















































     







mp



 

 

      mp

          mp



                  



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



     

                           

241 1200

 







































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





 



 



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

                                                            

 



 



                 

 

                

242

DDD 1204                           f

       f

       f

       f

f

sempre staccato

                 

f

                 

f



f



 



sempre staccato

 





      

 



      



      f

         

   

 



 

 

 



 



      f       

f

                     

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

f

            f



f



 



 



 



     

      

243

                             1208

4

4

4

                            4

4

4

                            4

4

4

                            4

4

4

                             4

4

4

                                             

 





4

4

4

4

4

4

               





4

4

4

4

4

4









4

4

4









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

1212                    

244



    

                  

     

      

     

     

                  

     

      

     

     

           

                                            













 



 







 







  















 





             





             





            





            





             





245

1216





 



 



 



            

                    



                  



 

















 

 

 

 

 

         

           

246

 













































































1220

 

             













      

 

 

 

 

 

 

  

             

 

 

 

 

 

 

 

 

 

 

 

                                                  

247

  































 















 















1224





  

  

             













      

 

 

 

 

 

 

                          

 



             



  

 

 

 

 

 

 

 

 

 

 

         

           

248 1228

 













p

             



p

             



p



 

EEE              

             



p

  





                p

          

             

           

 





          

 





          

 



            

p

    mp



     mp

            

                1232

     



249

    

              

           

              

     

     

             

     

     

                                                                  





      mf





     

     

  

     

  

mf

          



 

     



mp

250

1236                                 

mp

                               mp

                               mp

                             mp

                             mp

                            mp

  













  













  





   



         mp

            



 

  

251

                          1240

     

     

      

     

      

                 

                                                                              



















         







  







  



mf

  mp

       



252

1244                          

       

     

     

     













                  

                               

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

                         



























   

   

 

 

 

mf



  

   







     





253 1248

 







































     

    

                mf

    

                 mf                 



mf

 



    mf

 







    

    

  

    

             



           

    

               

          

   

         





        

      

254

             

                f



 

    

                

 

    

 

               f



 

          f     



               



                

1252

  

    



f

f

                   

                 f

                                







         







         

    

                   

    

  

f

   f



  





         

      

1256

255

FFF

 











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

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



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



                            



  

 



 



 



 



 



 



 

 



 

 

 

  

 

 



 

 

 

  

 



ff

   ff

                             



 



 



 



 



 



 



 



256 1260

 































 



 



ff



 





 



ff

                           



 



 



 



 



 



 



 



 

 

 

     

 



 



 

 

 

     

 



 



                            



 



 



 



 



 



 



 



1264

 











 



 

257

f



f

 

 

 

 

 

 

 

 



 

 

 

 

 

 

 

 



                           



 

 

 

 

 



 



 



 



 



 



 



 

 

 

 

 

 



 

 

 

 

 

 



                               



 



 



 



 



 



     

258

   





 





 

  



 





 





 

  



   

 

 

 





 

   

 

   

 

 

 





 

   

 

 

 

 

 

 

 

 

 





















1268

ff



ff

ff

ff

f

 f

 



 





     



 

f

 

    



 

 

     







  



f





 f





 





 





 







f

  f







f

f

 f



   1272

 

     

 



 



 



 



  

 

 

     

  

 

 

     



 

 



  

 

 

     



 

 



 

 

    



  



 

 

    



  







 

259



  





 



 



 

 

 



 





     





 



    





 

  





    













 



260

  

 

 



 

 

1276



       





   

    

   

 



 





   

 





   



      





      





 

 

   ff        

   

     

 

 



 

 

ff

ff



ff

ff

    





 

  





      



 

 

 



 



 



 



 

ff

 ff

 ff

 









1280

 







 

 

   

      

 

 

 



 





   

 

   

 

ff





  

 

  



   



ff

 

        ff    

 

   

   





 



sf



  













ff

      



  sf

ff

 



   

261

 

ff

 





GGG  



 ff

   ff

  ff



     

 

  

 



  

 



sf

 







   

sf

















ff

     

262 1286

      

    

   

    

   



 



 

  







 

   

 

 

 

 

f

f

  



  





 















f





 

f

   

 



 

 

 

 

 

 

 



 

 



f









 





 





f

  



f

f

  





263 1292

 















































 









mf





  





























 





 





    



mf

   

   mf 



 

      





 

264 1297

    



    

 



































mp





mp















































   

   mp 

  

 

  

 



265 1301

  



































































mp







   



 



 





  



  



 



 



mp







 



 



mp

   

  





mp

 

 

266 1305

 







  



mf



4

4            4







   f































mf

 

  

    

 

 mf



      

mf

   

 









f

 

f

 

     

 

mf









 

  





 

  

mf

f



4

  



  



 



 



f



mf









 

 





f

 





f

1309



 

    4     4









 







 



ff

 



 



 





ff







 



ff

  



  



 





ff



ff

 





ff

267

HHH

 

 

 



 

 



 

 

     

 

 

     

f

f





 







 



 

  



 

  

  

 

  

f



f

268 1314

 







































                                  mf                                  mf 



















      







    

      

    

  

  

     

 

  

    

mf



mf



269 1318

 







































  

                               mp

  

                             mp

 

















      







    

  

  

     

     

 

  

    

    

mp



mp





270

        



  



   

      

       



  



   

      



   

     



   

     

1322

mp

mp

       mp        mp



     

     p

     

     p 



   



   

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

   

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





















   

  



  



 

            

    



    

  

  

 

  



1326

      

 

             

      



271





    



    

mp

             



    mp 

            



    mp 

           

mp

 

                      mp



   

                      mp       



   



   

mp







     



   

mp



   

  

     

     

     



  

    

    

    



 







 1330       

272





    

 

  





       mf

f

               





            





             mf





mf

   



 

mf

  

  

 

 

  

    

      

  



 

  

    

      

  



 

     



      

   





 



 

   

 

mf

mf

mf

     

mf

      



       4





    

 

 

                 mf



     



mf

        

                               

273

1333

mf

                                mf

         

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

        

                       

mf

mf

         



  



    

   

        



  



    

   

        



  



    

        



 



    

mf

mf

mf

mf

       



 

     

  

  

  



 

     

        



    



 

     

 1337                               

274

                                                                                                 



 

  



    

  



   

 

  



    



   

 

  



    

    



   

 

 



    

  



   

   

  



  



 

                 



    



    



    

        1341





 



 

             



275



                

       4 f

       4 f

      

     

      

              

 

   

 

  

 

    

 

  

      







    



 



 

       4 f



      

         f      

    

      

   

   



      

   

     

   

4

       

                

     



       

    

276

1344 III   









 









 

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



 

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

   

 



mf

   

 mf      

 

 

mf

   

 



        

   

      

 

 

   

    

   

   

 

 

   

       

   

     

 

 

 

     

mf

       

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mp

  

 mp

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    



    



    

1348

  

      f



 



   

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      mp

4       

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     f 

 



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4

       



4

     f

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 

      mp

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4

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mp

      mp  





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4

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      mp

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277

       mp 4



 

 



mp

 

      mp





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 





mp

      

  



 

4              

mp







    



    

4                 mp

278

                          1352

                                                                                                      





    



 



 



         

                                                        







 



 

      

 



 

      

 



 

  



 

     

 

   



  

       

 

 



 

      



  

       







          



279



    1356



     

  

 



   

 

   

 

   

  



 









  



 

 





     

             

                   

280

   







1360





                      4 4 4



mp

mp

  

  

  

 

 

  

 

 

 

 













  

      



     

     

     

       

 

   

     



                    4 4 4



 



 

     

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 

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 

 



 



 

 







 

281 1364

 







           



mp



            mp

  



 



   

  

 



  

       



 



 

     



 



 





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 

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   

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 

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

     

     

    

    

      

      



 

mp







mp

  



 





282 1368

          

   

    

mf

  

                 

  

 

 

 

 

mp

 

mp





mp

 

mf

     

     

   

 





 

mf

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 

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           

mf



   

  mf



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  

 

       

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   

    

mf

 



         

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     

     

    

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 

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mf

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

            1372



 



  







          

   

   

    



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           

    

    

     

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       

    

    

     

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   











  



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







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  





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       











 







       





 



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     

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  

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

    









 

283







 

    



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

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

284

1377 JJJ      



      

 

 

         



 

mf

    

     

                

  

     

       

              

  

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   

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          

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          

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        

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   

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    

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      1381

                    

   

                             

    

                       

 

  



        



    

 

   



         



   



   



  

        



 

   







 

 

285



 

 

      



 

 



   

        



   

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1385          

         

        4

      

              

        4

        

             

        4

286

   

      

 

  

  

   

        

 

 

  

   

 

 

 

  

 

     

 

 

 

  

   



      



 

 

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

    

      

  



      

 

  

             

 

   



 

     



     



 



    



 



    



  



          



  



          



   

                 

        1388

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   

287

   

  

    

  

                       

  

                                                

 

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  

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  

    

     

           

  

     

    



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    



    

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

    



 



    

 

  

 

  

  

   

288

1392



 



   

    



   



       





         





       

                                                                                    



   

  

                 

   

  

                 



  



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

    



    



 

   

   1396





             

       4

 

       4

              mf

       4

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 

  

 

  

   

     mf

   



      

289

          4

 

  

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   

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 

  

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   

      

 

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     

 

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   

       

290 1399

  

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  

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     

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    

1403



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     

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291

q = 60

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

 

 

 

 



     

KKK   





 

 



  



 



 



 

pp

             



  





 

 







 







292 1407

    



  





   



  



 

   









  

 

  



  



 

 

  



  



 

  



 

pp

pp

pp

  

 



                



 

 



  

mp

p

  

  

 



  





 



p



p

 



  





 

p

  



p

p

  





p

 





 









p



1413

293

q = 120

    



 





   



  





   



  





 

  

 





 

  

  





 

  

  









 





  



 



  



   







                 



mp







  



 





     



  



     



  



mp

mp



294 1418

 













































  

 

 



  

 

 



mf



   







 

 



  







  







  

4               



  



mf

  



 





mf

  

mf

mf



mf

4

              

1422

 















  

















 





  

f



 f



 





ff



 

f

f



f

ff



  



 



  









f







 

ff





f

              

               f











ff





  ff

f



f



















f



 



f





f



f

ff

f





ff

ff





ff







295

ff

 



LLL    

q = 60

f

296 1428



     



 

mf





  



mf

mf

 



mf

  



mf



mf







mf





mf





  mf



mp



p

























mp



 





 





 













 



pp

pp



p

p



pp

p

mp

mp



p



mp



mp

mp

mp













mp









pp













pp

 





ppp





 

ppp







p



p





p

 p







               mp pp ppp 



 pp





 

ppp



297

Neptune The Mystic Gustav Holst

q = 60

Trumpet 1/2

Trumpet 3/4

  

 

 

 

                         

    

Horn 2

Trombone1

 



    p

p

Horn 1

p





 

                      p        p

Trombone2

Tuba1

Tuba2

Piano

Piano





 



 



 







 







  











p



 



p

298 1438

 

      

  











    

      

 

 

  

 

p

                           p







               

          





p















p

    









 



p

































299

  

   

 

  

                 

    







       

    







1442



 

 

mp

mp

    

      



 

 

 



 

pp

 

     

 

mp









pp

    

    



mp

















pp

 

 





pp























300 1446

 

 

 



 

 













MMM

           

mp

                    mp 



 



 



      







             



 



      













        

p

p

p

          mp





p



  p























301

                                   1450

mp

 

  mp

      

                     







  







 







mp

            



















mp

  





 mp

  





mp





 





mp

















302

1453                                     

                                      

            







mp

  











  



 







  













 

















 





















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303 1456

 

 



  







 



 





  

 











6 6     7                      7 6

f



 



304 1457

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     

7

7



                       6



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305 1458

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p

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6 6                 7

p

6

f

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306 1459

NNN

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          



307 1460

 

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308 1461

 

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7 7                              7

7

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7

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309 1462

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    

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                             

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310 1463

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                               

 

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311 1464

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 7             

7

7



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  

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7

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7

   

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312 1465

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7

                            

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7

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1466

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7

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                       

 

7

7

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313

  p          





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OOO 1469    

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314

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  

7

      

  

             7



315

   

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1470

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  

 

  

7

      

  

             7



316 1471

     



    

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  

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 

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7 7                                         7



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317 1472

     

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7                                           9 9



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318 1473

     

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  

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7 7 7 7                                   7 7 7 7



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7

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319 1474

     

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7 7 7 7                                     7 7 7 7

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320 1475

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          

          6

6

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 

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6

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321 1476

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6                      6 6

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322 1477

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

6              6

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323 1478

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6                    6 6

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324 1479

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325 1481

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             1506

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   1510

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  

      

337 1521

 

 



     

 





 



 



  



 





     

  

     

    

   

    

338 1522

 

 



 

 





 









     





















                     







339 1523

 

 



 

 



 









 

  



 



















 

 

  

                

340

 

 





 



1524

 





  









  





 





 















 

 

  

 



  

 

   

 

    



 

TTT         1525

       

p

    p

341

 

  

 

 

 

  

   

     

 

        

     



   







  





   

   













 



pp

 

pp

pp

 







   







  





    

   



  

















 



 



 

   















pp

  



  











pp

pp



 









 











342

    



   

 

1529

  

 

  

      

 

   







 

   



   







   

   

   







   





  

   

  

   

     

 



 

  

  



 

 







 

 







 







 









      

 





343

    

 

 

 

 

   



 



 



  





   



 



 



  





 

















1532

   













Repeat ad lib. Fade to silence









 



 







   



 



 









   



 



 









 













 











