4x4 Peg Solitaire

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In peg solitaire, a move consists of jumping a peg over an existing peg into an empty hole (horizontally or vertically).  The jumped peg is then removed.  The goal is to end up with a single peg on the board.  In a 4x4 grid of pegs, play peg solitaire.  There are basically three starting positions (remove a peg from location A, B, or F in the grid to the right.)   Can you find a solution for each?  Try to leave the final peg as close to the starting hole as possible.

  A B C D  
  E F G H  
  I J K L  
  M N O P

Source: Original.  You can send text grids, graphics, or use the peg-labeling of the grid above.

Solutions were received from Kirk Bresniker, Dan Chirica, Philippe Fondanaiche.  Only the starting position with B empty can be solved to a single peg.
 
Philippe's Solution for a peg removed from B.
  1         2         3         4         5        
A   C D   A J C D   A J C D   A   C D   A   C D    
E F G H   E   G H   E H       E         E N        
I J K L   I   K L   I   K L   I J K L   I   K L    
M N O P   M N O P   M N O P   M N O P   M   O P    
                                                   
  6         7         8         9         10        
A D       A D       A D       A D       A D        
E N       E N       E N       E N       E N        
I   K L   I L       I L       I L           I      
M   O P   M   O P   M P           M         M      
                                                   
  11         12         13         14         15        
A D         D                               A      
E N M       N M         M         M                
          A         A D           A                
                                                   
                                           

Kirk provided the best solutions for each, as well as solutions if diagonal jumps are allowed:

With only horizontal or vertical jumps, then no position has a win (end in the hole you started with). The best I found for each: 

STARTING @ A
C->A J->B A->C I->A D->B A->C H->F O->G F->H L->D D->B M->O P->N
score=2
_ * _ _
_ _ _ _
_ _ _ _
_ * _ _

STARTING @ B
D->B A->C I->A J->B H->F O->G P->H B->J C->K M->O O->G H->F J->B A->C
score=1
_ _ * _
_ _ _ _
_ _ _ _
_ _ _ _

STARTING @ F
H->F E->G M->E N->F F->H O->G H->F E->G P->H H->F B->J D->B A->C
score=2
_ _ * _
_ _ _ _
_ * _ _
_ _ _ _


If you allow diagonal jumps, then each position has a win.

STARTING @ A
C->A J->B A->C I->A D->B A->C L->D D->J N->F P->N M->O O->G C->K K->A

STARTING @ B
D->B A->C I->A J->B B->D L->B P->F A->K D->L N->P P->F B->J M->G L->B

STARTING @ F
H->F E->G M->E N->F F->H P->F A->I C->A A->K O->G D->J I->K H->P P->F
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