Find a 4x4 magic square with magic constant being 188 (base ten) and each of whose 16 entries is a non leading zeroes positive binary palindrome.
*** Disregard rotations and reflections.
(In reply to re(2): No Subject
by Ady TZIDON)
1) Why has nobody pointed out that magic squares need to have distinct numbers? I have looked it up in several places, and everybody agrees.
2) I disagree that the limitation about leading zeroes was redundant. Otherwise the list above would include 2 (010) and 6 (0110).