Turks and Russians
This puzzle is on the lines of the Afridi problem published by me in Tit-Bits some years ago.
On an open level tract of country a party of Russian infantry, no two of whom were stationed at the same spot, were suddenly surprised by thirty-two Turks, who opened fire on the Russians from all directions. Each of the Turks simultaneously fired a bullet, and each bullet passed immediately over the heads of three Russian soldiers. As each of these bullets when fired killed a different man, the puzzle is to discover what is the smallest possible number of soldiers of which the Russian party could have consisted and what were the casualties on each side.
Its source prints no answer for this problem, so there's nothing to check against.
H. E. Dudeney, Amusements in Mathematics (1917) · No. 213
No hints for this one.
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