((Qo3oo3oq4xx))&#zh (with Q=2q pseudo)

This hypercompact hyperbolic tetracomb uses the euclidean tiling that for horocells and the hyperbolic honeycomb lamina-trunc( o3x3x4o4*a3*c ) in the sense of infinite bollochora as a type of its facets.

Incidence matrix

(N,M,K → ∞)

3NMK ♦    64    64 |    96   192    96    32 |    48   192   96    64 |   8  24  64   16
-----+-------------+-------------------------+------------------------+-----------------
   2 | 96NMK     * |     3     3     0     0 |     3     3    3     0 |   1   3   1    0
   2 |     * 96NMK |     0     3     3     1 |     0     6    3     3 |   0   3   3    1
-----+-------------+-------------------------+------------------------+-----------------
   3 |     3     0 | 96NMK     *     *     * |     2     0    1     0 |   1   2   0    0
   6 |     3     3 |     * 96NMK     *     * |     0     2    1     0 |   0   2   1    0
   4 |     0     4 |     *     * 72NMK     * |     0     2    0     2 |   0   1   2    1
   3 |     0     3 |     *     *     * 32NMK |     0     0    3     0 |   0   3   0    0
-----+-------------+-------------------------+------------------------+-----------------
   6 |    12     0 |     8     0     0     0 | 24NMK     *    *     * |   1   1   0    0  oct
  24 |    12    24 |     0     8     6     0 |     * 24NMK    *     * |   0   1   1    0  toe
  3M |    3M    3M |     M     M     0     M |     *     * 96NK     * |   0   2   0    0  that
   8 |     0    12 |     0     0     6     0 |     *     *    * 24NMK |   0   0   1    1  cube
-----+-------------+-------------------------+------------------------+-----------------
  24 |    96     0 |    96     0     0     0 |    24     0    0     0 | NMK   *   *    *  ico
 3MK |  12MK  12MK |   8MK   8MK   3MK   4MK |    MK    MK   8K     0 |   * 24N   *    *  lt-o3x3x4o4*a3*c
 192 |    96   288 |     0    96   144     0 |     0    24    0    24 |   *   * NMK    *  tico
  16 |     0    32 |     0     0    24     0 |     0     0    0     8 |   *   *   * 3NMK  tes