Self-assembly strategies in coordination chemistry have reached a level of maturity such that predictable structures can be created by the simple expedient of designing and synthesizing a ligand with suitably encoded coordination information. With an appropriate balance between the coordinating features of the ligand and the coordination requirements of a metal, square [n n] grid structures have been achieved routinely for n = 2 and 3 (M 4 , M 9 ) with sixcoordinate transition-metal ions (M 4 Spin-exchange interactions occur between the paramagnetic metal ions through direct bridging (e.g. m-O, m-NN) connections. [1][2][3] The ability to concentrate spin-bearing sites in ordered "flat" arrays has created a broad interest in such systems within the chemistry and physics communities; [4][5][6][7] this interest has focused on their novel quantum-based magnetic properties, and in particular, in the case of [Mn II 5 MnIII 4 ] mixed-spin-state [3 3] grids, their potential to act as spin "qubits". [7] The coordination capacity of such ligands can be expanded to "tetratopic" by starting with a central dinucleating pyridazine fragment, rather than pyridine (Scheme 1), and using similar extension strategies. The tetratopic pyridazine bishydrazone ligand L1 was shown to produce a linear trinuclear Ni II complex, [8] with an empty potential coordination site (occupied by water), and a open, square-based, incomplete Cu 12 [n n] grid.[9] Other pyridazine-based polytopic ligands include tritopic and pentatopic examples, which produce a [3 3] Ag 9 grid complex [10] and a 2 [2 5] Ag 20 incomplete gridlike complex, respectively, [11] in which the pyridazine groups act as bridges, and the congruence of the bidentate ligand pockets creates four-coordinate (N 4 ) metal sites. A recent review article highlights a number of [n n] grid-based systems in this general class.