
ABC, BCD, DEF, DFH are right-angled triangles, each congruent to each other (the same side lenghts, the same angles). AC, BD, DH, EF as well as AB, CD, DE, FH are the legs of these triangles, CB, DF their hypotenuses.
The area of the (green) square BDHG = AC2 = BD2 = DH2 = EF2. The area of the (blue) square CDEL = AB2 = CD2 = DE2 = FH2.