The mixed-cation KBe 2 BO 3 F 2 -type polyborate, BaLi-Zn 3 B 3 O 9 , has been obtained. It was constituted by a threedimensional (LiZn 3 B 3 O 9 ) ∞ network with perpendicularly connected (LiZn 3 B 3 O 16 ) ∞ layers. Within each single layer, a KBe 2 BO 3 F 2 -type six-membered ring structure is perfectly main-Recently, the nonlinear optical (NLO) materials have been paid more and more attention in solid state laser industry because of their unique advantages that they can modify the frequency of a laser to a targeted specific one. [1] In addition, according to the anion group theory, [2][3][4][5][6][7] borates are the optimal UV NLO materials due to their appropriate birefringence and desired nonlinear effects, [8][9][10] many research teams have been studying borate systems and a number of new borates have been discovered continuously, [11][12][13] nowadays.Typically, B atoms can be coordinated to either three or four O atoms to form BO 3 triangle or BO 4 tetrahedron, which are the most basic foundation of all kinds of boron-oxygen skeletons, these BO 3 groups and BO 4 groups can be either independent distribution to form diversified zero-dimensional structures or interconnected to constitute higher-dimensional structures. In addition, they can be further connected to Al/Zn/Be/P-O 4 groups in generating more complex structures by sharing vertex oxygen atoms, which also substantially broaden the structural diversities of the borates. Though a large number of borates have been reported, crystals that can generate 266 nm and deep ultraviolet (DUV, λ < 200 nm) laser output are scarce and this situation is even severer for the DUV region. For now, the only practical deep-UV NLO crystals are KBe 2 BO 3 F 2 -type crystals, including KBBF [14] and RbBe 2 BO 3 F 2 . [15] Meanwhile, KBBF exhibits the best DUV NLO properties for its two-dimensional (2D) Be 2 BO 3 F 2 layer with a unique six-membered Be 2 BO 3 ring and a preferably alignment of the BO 3 groups within each layer. Yet, the growth of bulk size KBBF crystal is still a major problem for the application of KBBF due to its typical 2D structures and [a]