[ K e y C o d e I m a g e S i z e ] 
 
 S i z e = r e c t s i z e , 4 0 , 3 2 
 
 
 
 
 
 [ M o u s e K e y C o d e I m a g e L i s t ] 
 
 0 = L . b m p 
 
 1 = R . b m p 
 
 2 = M . b m p 
 
 3 = L T . b m p 
 
 4 = R T . b m p 
 
 5 = P . b m p 
 
 6 = A . b m p 
 
 7 = 1 . b m p   
 
 8 = N . b m p 
 
 9 = 3 . b m p   
 
 1 0 = 4 . b m p   
 
 1 1 = M 1 . b m p 
 
 1 2 = M 2 . b m p 
 
 1 3 = M 3 . b m p 
 
 1 4 = M 4 . b m p 
 
 1 5 = M 6 . b m p 
 
 1 6 = M 7 . b m p 
 
 1 7 = M 8 . b m p 
 
 1 8 = M 9 . b m p 
 
 1 9 = U p . b m p 
 
 2 0 = D N . b m p 
 
 2 1 = F - L . b m p 
 
 2 2 = K _ F . b m p 
 
 2 3 = M o d e l . b m p 
 
 2 4 = G 4 . b m p 
 
 2 5 = G 5 . b m p 
 
 2 6 = G 6 . b m p 
 
 2 7 = G 7 . b m p 
 
 2 8 = G 8 . b m p 
 
 2 9 = N 3 . b m p 
 
 
 
 
 
 [ K e y b o a r d K e y C o d e I m a g e L i s t ] 
 
 0 = K _ P a u s e . b m p 
 
 1 = K _ 0 0 . b m p 
 
 2 = K _ 0 0 . b m p 
 
 3 = K _ 0 0 . b m p 
 
 4 = K _ R i g h t C t r l . b m p 
 
 5 = K _ 0 0 . b m p 
 
 6 = K _ L e f t C t r l . b m p 
 
 7 = K _ F 5 . b m p 
 
 8 = K _ Q . b m p 
 
 9 = K _ T a b . b m p 
 
 1 0 = K _ A . b m p 
 
 1 1 = K _ E s c . b m p 
 
 1 2 = K _ Z . b m p 
 
 1 3 = K _ 0 0 . b m p 
 
 1 4 = K _ T i l d e . b m p 
 
 1 5 = K _ 1 . b m p 
 
 1 6 = K _ W . b m p 
 
 1 7 = K _ C a p s L o c k . b m p 
 
 1 8 = K _ S . b m p 
 
 1 9 = K _ 0 0 . b m p 
 
 2 0 = K _ X . b m p 
 
 2 1 = K _ 0 0 . b m p 
 
 2 2 = K _ F 1 . b m p 
 
 2 3 = K _ 2 . b m p 
 
 2 4 = K _ E . b m p 
 
 2 5 = K _ F 3 . b m p 
 
 2 6 = K _ D . b m p 
 
 2 7 = K _ F 4 . b m p 
 
 2 8 = K _ C . b m p 
 
 2 9 = K _ 0 0 . b m p 
 
 3 0 = K _ F 2 . b m p 
 
 3 1 = K _ 3 . b m p 
 
 3 2 = K _ R . b m p 
 
 3 3 = K _ T . b m p 
 
 3 4 = K _ F . b m p 
 
 3 5 = K _ G . b m p 
 
 3 6 = K _ V . b m p 
 
 3 7 = K _ B . b m p 
 
 3 8 = K _ 5 . b m p 
 
 3 9 = K _ 4 . b m p 
 
 4 0 = K _ U . b m p 
 
 4 1 = K _ Y . b m p 
 
 4 2 = K _ J . b m p 
 
 4 3 = K _ H . b m p 
 
 4 4 = K _ M . b m p 
 
 4 5 = K _ N . b m p 
 
 4 6 = K _ 6 . b m p 
 
 4 7 = K _ 7 . b m p 
 
 4 8 = K _ I . b m p 
 
 4 9 = K _ C l o s e B r a c k e t . b m p 
 
 5 0 = K _ K . b m p 
 
 5 1 = K _ F 6 . b m p 
 
 5 2 = K _ C o m m a . b m p 
 
 5 3 = K _ 0 0 . b m p 
 
 5 4 = K _ E q u a l . b m p 
 
 5 5 = K _ 8 . b m p 
 
 5 6 = K _ O . b m p 
 
 5 7 = K _ F 7 . b m p 
 
 5 8 = K _ L . b m p 
 
 5 9 = K _ 0 0 . b m p 
 
 6 0 = K _ P e r i o d . b m p 
 
 6 1 = K _ A p p . b m p 
 
 6 2 = K _ F 8 . b m p 
 
 6 3 = K _ 9 . b m p 
 
 6 4 = K _ P . b m p 
 
 6 5 = K _ O p e n B r a c k e t . b m p 
 
 6 6 = K _ S e m i c o l o n . b m p 
 
 6 7 = K _ A p o s t r o p h e . b m p 
 
 6 8 = K _ 0 0 . b m p 
 
 6 9 = K _ Q u e s t i o n M a r k . b m p 
 
 7 0 = K _ H y p h e n . b m p 
 
 7 1 = K _ 0 . b m p 
 
 7 2 = K _ S c r o l l L o c k . b m p 
 
 7 3 = K _ 0 0 . b m p 
 
 7 4 = K _ 0 0 . b m p 
 
 7 5 = K _ L e f t A l t . b m p 
 
 7 6 = K _ 0 0 . b m p 
 
 7 7 = K _ R i g h t A l t . b m p 
 
 7 8 = K _ 0 0 . b m p 
 
 7 9 = K _ P r i n t . b m p 
 
 8 0 = K _ 0 0 . b m p 
 
 8 1 = K _ B a c k s p a c e . b m p 
 
 8 2 = K _ S l a s h . b m p 
 
 8 3 = K _ F 1 1 . b m p 
 
 8 4 = K _ E n t e r . b m p 
 
 8 5 = K _ F 1 2 . b m p 
 
 8 6 = K _ F 9 . b m p 
 
 8 7 = K _ F 1 0 . b m p 
 
 8 8 = K _ N u m 7 . b m p 
 
 8 9 = K _ N u m 4 . b m p 
 
 9 0 = K _ N u m 1 . b m p 
 
 9 1 = K _ S p a c e . b m p 
 
 9 2 = K _ N u m L o c k . b m p 
 
 9 3 = K _ D o w n . b m p 
 
 9 4 = K _ D e l e t e . b m p 
 
 9 5 = K _ 0 0 . b m p 
 
 9 6 = K _ N u m 8 . b m p 
 
 9 7 = K _ N u m 5 . b m p 
 
 9 8 = K _ N u m 2 . b m p 
 
 9 9 = K _ N u m 0 . b m p 
 
 1 0 0 = K _ S l a s h . b m p 
 
 1 0 1 = K _ R i g h t . b m p 
 
 1 0 2 = K _ I n s e r t . b m p 
 
 1 0 3 = K _ 0 0 . b m p 
 
 1 0 4 = K _ N u m 9 . b m p 
 
 1 0 5 = K _ N u m 6 . b m p 
 
 1 0 6 = K _ N u m 3 . b m p 
 
 1 0 7 = K _ N u m D e l . b m p 
 
 1 0 8 = K _ N u m M u l t i p l y . b m p 
 
 1 0 9 = K _ N u m M i n u s . b m p 
 
 1 1 0 = K _ P a g e U p . b m p 
 
 1 1 1 = K _ P a g e D o w n . b m p 
 
 1 1 2 = K _ N u m P l u s . b m p 
 
 1 1 3 = K _ 0 0 . b m p 
 
 1 1 4 = K _ N u m E n t e r . b m p 
 
 1 1 5 = K _ U p . b m p 
 
 1 1 6 = K _ 0 0 . b m p 
 
 1 1 7 = K _ L e f t . b m p 
 
 1 1 8 = K _ H o m e . b m p 
 
 1 1 9 = K _ E n d . b m p 
 
 1 2 0 = K _ 0 0 . b m p 
 
 1 2 1 = K _ L e f t S h i f t . b m p 
 
 1 2 2 = K _ R i g h t S h i f t . b m p 
 
 1 2 3 = K _ 0 0 . b m p 
 
 1 2 4 = K _ 0 0 . b m p 
 
 1 2 5 = K _ 0 0 . b m p 
 
 1 2 6 = K _ 0 0 . b m p 
 
 1 2 7 = K _ 0 0 . b m p 
 
 1 2 8 = K _ 0 0 . b m p 
 
 1 2 9 = K _ L e f t W I N . b m p 
 
 1 3 0 = K _ 0 0 . b m p 
 
 1 3 1 = K _ 0 0 . b m p 
 
 1 3 2 = K _ 0 0 . b m p 
 
 1 3 3 = K _ 0 0 . b m p 
 
 1 3 4 = K _ 0 0 . b m p 
 
 1 3 5 = K _ 0 0 . b m p 
 
 1 3 6 = K _ 0 0 . b m p 
 
 1 3 7 = K _ 0 0 . b m p 
 
 1 3 8 = K _ R i g h t W I N . b m p 
 
 1 3 9 = K _ 0 0 . b m p 
 
 1 4 0 = K _ 0 0 . b m p 
 
 1 4 1 = K _ 0 0 . b m p 
 
 1 4 2 = K _ 0 0 . b m p 
 
 1 4 3 = K _ 0 0 . b m p 
 
 1 4 4 = K _ 0 0 . b m p 
 
 1 4 5 = K _ 0 0 . b m p 
 
 1 4 6 = K _ 0 0 . b m p 
 
 1 4 7 = K _ 0 0 . b m p 
 
 1 4 8 = K _ 0 0 . b m p 
 
 1 4 9 = K _ 0 0 . b m p 
 
 1 5 0 = K _ 0 0 . b m p 
 
 1 5 1 = K _ 0 0 . b m p 
 
 1 5 2 = K _ 0 0 . b m p 
 
 1 5 3 = K _ 0 0 . b m p 
 
 1 5 4 = K _ 0 0 . b m p 
 
 1 5 5 = K _ 0 0 . b m p 
 
 1 5 6 = K _ 0 0 . b m p 
 
 1 5 7 = K _ 0 0 . b m p 
 
 1 5 8 = K _ 0 0 . b m p 
 
 1 5 9 = K _ 0 0 . b m p 
 
 1 6 0 = K _ 0 0 . b m p 
 
 1 6 1 = K _ 0 0 . b m p 