4637 Allan Adler: Magic cubes and the 3-adic zeta function. Math. Intell. 14/3 (1992), 14-23. David Bressoud: Proofs and confirmations. The story of the alternating sign matrix conjecture. Cambridge UP 1999, 290p. $75. "Proofs and confirmations is one of the most brilliant examples of mathematical exposition that I have encountered ... " (H. Wilf) David Bressoud/James Propp: How the alternating sign matrix conjecture was solved. Notices AMS June 1999, ... R. Brualdi/H. Ryser: Combinatorial matrix theory. Cambridge UP 1991. Pds. 35. "Graduate students, lecturers and researchers alike will like this book for its nice and interesting collection of results in a field that combines tools from seemingly very different areas." (C. Krattenthaler). Shalosh Ekhad: A very short proof of Dixon's theorem. J. Comb. Theory A 54 (1990), 141-142. Shalosh Ekhad/Spl Tre: A purely verification proof of the first Rogers- Ramanujan identity.J. Comb. Theory A 54 (1990), 309-311. 20412 Niklas Eriksen: The freshman's approach to Conway's napkin problem. Am. Math. Monthly June 2008, 492-498. 21089 Michael Freeze/Weidong Gao/Alfred Geroldinger: The critical number of finite abelian groups. Internet 2008, 14p. 7852 Donald Knuth: Johann Faulhaber and sums of powers. Internet, ca. 1990, 22p. 7169 Brendan McKay/Eric Rogoyski. Latin squares of order 10. Electronic J. Comb. 2 (1995), 4p. The authors describe two independent computations of the number of Latin squares of order 10. 7167 Michael Larsen: The problem of kings. Electronic J. Comb. 2 (1995), 14p. 12406 Christoph Po''ppe: Supermagische Quadrate. Spektrum 1999/2, 76-78. H. Stark: An introduction to number theory. MIT Press 1987. Should contain a long section on magic squares. 7168 Herbert Wilf: The problem of the kings. Electronic J. Comb. 2 (1995), 7p. 13148 Herbert Wilf: Connections through a matrix. Review of the book "Proofs and confirmations" by David Bressoud. Science 7 April 2000, 61.