This hypercompact hyperbolic tesselation uses thisquat in the sense of an infinite bollohedron and tosquat in the sense of an infinite horohedron as cells.

Incidence matrix according to symbol extension

trunc( x4o3o4x4*b )   (N,M,K → ∞)

trops( x . . .    ) | 24NMK     * |     1     0     2     2     0     0 |    2     2    0    0    1     2     1    0 |   1   2    1   0    1
trops( . . . x    ) |     * 48NMK |     0     1     0     1     1     1 |    0     1    1    1    0     1     1    1 |   0   1    1   1    1
--------------------+-------------+-------------------------------------+--------------------------------------------+----------------------
trunc( x . . .    ) |     2     0 | 12NMK     *     *     *     *     * |    2     2    0    0    0     0     0    0 |   1   2    1   0    0
trunc( . . . x    ) |     0     2 |     * 24NMK     *     *     *     * |    0     1    1    1    0     0     0    0 |   0   1    1   1    0
verf(  x4o . .    ) |     2     0 |     *     * 24NMK     *     *     * |    1     0    0    0    1     1     0    0 |   1   1    0   0    1
verf(  x . . x    ) |     1     1 |     *     *     * 48NMK     *     * |    0     1    0    0    0     1     1    0 |   0   1    1   0    1
verf(  . o . x4*b ) |     0     2 |     *     *     *     * 24NMK     * |    0     0    1    0    0     1     0    1 |   0   1    0   1    1
verf(  . . o4x    ) |     0     2 |     *     *     *     *     * 24NMK |    0     0    0    1    0     0     1    1 |   0   0    1   1    1
--------------------+-------------+-------------------------------------+--------------------------------------------+----------------------
trunc( x4o . .    ) |     8     0 |     4     0     4     0     0     0 | 6NMK     *    *    *    *     *     *    * |   1   1    0   0    0
trunc( x . . x    ) |     4     4 |     2     2     0     4     0     0 |    * 12NMK    *    *    *     *     *    * |   0   1    1   0    0
trunc( . o . x4*b ) |     0     8 |     0     4     0     0     4     0 |    *     * 6NMK    *    *     *     *    * |   0   1    0   1    0
trunc( . . o4x    ) |     0     8 |     0     4     0     0     0     4 |    *     *    * 6NMK    *     *     *    * |   0   0    1   1    0
verf(  x4o3o .    ) |     3     0 |     0     0     3     0     0     0 |    *     *    *    * 8NMK     *     *    * |   1   0    0   0    1
verf(  x4o . x4*b ) |     2     2 |     0     0     1     2     1     0 |    *     *    *    *    * 24NMK     *    * |   0   1    0   0    1
verf(  x . o4x    ) |     1     2 |     0     0     0     2     0     1 |    *     *    *    *    *     * 24NMK    * |   0   0    1   0    1
verf(  . o3o4x4*b ) |     0     6 |     0     0     0     0     3     3 |    *     *    *    *    *     *     * 8NMK |   0   0    0   1    1
--------------------+-------------+-------------------------------------+--------------------------------------------+----------------------
trunc( x4o3o .    ) ♦    24     0 |    12     0    24     0     0     0 |    6     0    0    0    8     0     0    0 | NMK   *    *   *    *
trunc( x4o . x4*b ) ♦    8M    8M |    4M    4M    4M    8M    4M     0 |    M    2M    M    0    0    4M     0    0 |   * 6NK    *   *    *
trunc( x . o4x    ) ♦     8    16 |     4     8     0    16     0     8 |    0     4    0    2    0     0     8    0 |   *   * 3NMK   *    *
trunc( . o3o4x4*b ) ♦     0   24K |     0   12K     0     0   12K   12K |    0     0   3K   3K    0     0     0   4K |   *   *    * 2NM    *
verf(  x4o3o4x4*b ) ♦     3     6 |     0     0     3     6     3     3 |    0     0    0    0    1     3     3    1 |   *   *    *   * 8NMK