Peg solitaire is an old puzzle with a 300 year history. We consider two ways a computer can be utilized to find interesting peg solitaire puzzles. It is common for a peg solitaire puzzle to begin from a symmetric board position, we have computed solvable symmetric board positions for four board shapes. A new idea is to search for board positions which have a unique starting jump leading to a solution. We show many challenging puzzles uncovered by this search technique. Clever solvers can take advantage of the uniqueness property to help solve these puzzles.
 Beasley, J. The Ins and Outs of Peg Solitaire, Oxford Univ. Press, 1992.
 Berlekamp, E., Conway, J., Guy, R. “Purging pegs properly”, in Winning Ways for Your Mathematical Plays, 2nd ed., Vol. 4, Chap. 23: 803-841, A K Peters, 2004.
 Gardner, M. “Peg Solitaire”, in Knots and Borromean Rings, Rep-Tiles and Eight Queens, Cambridge Univ. Press, 2014.
 Bell, G. “Triangular peg solitaire unlimited”, Games and Puzzles Journal, 36, 2004. http://www.gpj.connectfree.co.uk/gpjr.htm http://arxiv.org/abs/0711.0486
 Bell, G. “Solving triangular peg solitaire”, Journal of Integer Sequences, 11, 2008. http://arxiv.org/abs/math/0703865
 Beasley, J. “On 33-hole solitaire positions with rotational symmetry”, 2012. http://www.jsbeasley.co.uk/puzzles/solitairerotations.pdf
 Bell, G. “Notes on solving and playing peg solitaire on a computer”, 2014. http://arxiv.org/abs/0903.3696
 Bell, G. Peg Solitaire web site, http://www.gibell.net/pegsolitaire/
 Bell, G. Symmetric English positions, http://www.gibell.net/pegsolitaire/Tools/Symmetric/English.htm
 Bell, G. Symmetric French positions, http://www.gibell.net/pegsolitaire/Tools/Symmetric/French.htm
 Bell, G. Symmetric 6x6 positions, http://www.gibell.net/pegsolitaire/Tools/Symmetric/SixBySix.htm
 Bell, G. Symmetric Hexagon positions, http://www.gibell.net/pegsolitaire/Tools/Hex37/Symmetric.htm
 Bell, G. Difficult English positions, http://www.gibell.net/pegsolitaire/Tools/Difficult/English0.htm
 Bell, G. Difficult French positions, http://www.gibell.net/pegsolitaire/Tools/Difficult/French0.htm
 Bell, G. Difficult Hexagon positions, http://www.gibell.net/pegsolitaire/Tools/Hex37/Difficult.htm