The cylindrical super‐lattice structures with three‐contrasts from binary blends of four‐component pentablock quadpolymers, AB0CB1D and CB0AB1D, is studied, where B0 and B1 are the same polymer component. The difference in the architecture between two quadpolymers consists merely in the order of A and C block chains. The volume fractions of the first‐, third‐, and fifth‐components are denoted as φ1, φ3, and φ5, respectively, and γ is the volume fraction ratio of two B‐chains, γ = φB0/φB1. To form cylindrical domains with three‐contrasts in B‐matrix phase, φ1, φ3, and φ5 are fixed as φ1 = φ5 = 0.125 and φ3 = 0.156. At the large γ region, the (2+2) and (3+3) tiling super‐lattice structures appear, where each D‐domain is surrounded with two or three A‐ and C‐cylinders each and their basic tilings are of squares and regular hexagons. At the smaller γ region, untraditional (4+4) and (5+5)(3) cylindrical super‐lattice structures are observed, where each D‐domain is surrounded with four or five A‐ and C‐cylinders each as satellites. Since square and regular hexagon can give Euclidean regular tilings, traditional (2+2) and (3+3) structures can be easily formed, while (4+4) and (5+5)(3) untraditional cylindrical super‐lattice structures are exhibited simply because regular octagons and decagons cannot fill out 2D surface.