Mayerl - I Need You

I need you  

3  3                                            

Moderate swing

   

3

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

5

8



   

   

   

    

   

  

           

       

15

     

 

3

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

12

                         

 

 

  

          

   

                                   

   

       

 



  

 

     

                                                  

   

  

  

 

            

 

     

          

  

Billy Mayerl Song by Suzanne Botterell

   

        

  

      

   

     

      

      

  

                         



            

19

   

  

 

    

  

    

     

           3 3                

22





         

  

 



      

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

25

                      

29

   

  

  

 

32



      

        

  

   

         

    

   

  

   

        

         

 

    

          

      

  

   

  



     

          

                           

        

  

 



  

 

 

 

  

           

                

 





     

     

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

38

     

     

 

  

     

                3               

41

   

           

                  

    

 

 



  



     

 



 

                                       

 

  

 

  



  

  

 



35

 

         

  

           

                                                            3 3                                                

45





                                3

3

           

   



     48          3                

  

       

              

    

 

      

 

                  5                      

55

 

           



59

             

           

62

   

     





          

 

 

 

 

         3              

      

   

  



 



      

 64    

       

  

  

    

     

   

                 

 



     

52



                                   

  

        

               

 

     

         

 

 



 

 

       





