Ready Steady Go

  • November 2019
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READY STEADY GO = 144

Full Metal Alchemist

 







                 

   4

   

                7

   

              

 

   

    

11

 

       

             

             

                  15

      

transcribed by alpha door

2

              19

                                                                                                  23

                                      27

                                                           35 A                                                 31

 

                                         39

3

                 43

        

 

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

             

47

                      

             Last time to B                 50

   



2   



 



53





1



 

                                                     

                                                          57

61

   

                

   

     

   

4

    66

  

 

     

         

        

                   70

      

                                       73

                76    B                          

   

79

Back to A

                  

 

 

         82









                                          

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