Acronym  ... 
Name  2that+∞{3} (?) 
Vertex figure  2[3,3/2,3,6,3,6] 
Confer 

Looks like 2 incident triangularhexagonal tilings (that) together with additional coincident triangle pairs, and indeed, vertices and {6} coincide by pairs, edges coincide by 3, and each {3/2} coincides with 3 {3}.
Incidence matrix according to Dynkin symbol
β6β3o (N → ∞) both( . . . )  6N  2 2 2  1 1 1 3 +++ sefa( s6s . (r))  2  6N * *  1 0 0 1 sefa( s6s . (l))  2  * 6N *  0 1 0 1 sefa( . β3o )  2  * * 6N  0 0 1 1 +++ s6s . (r) ♦ 6  6 0 0  N * * * s6s . (l) ♦ 6  0 6 0  * N * * . β3o ♦ 3  0 0 3  * * 2N * sefa( β6β3o )  3  1 1 1  * * * 6N starting figure: x6x3o
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