# type topo
# generated by MOF++: this is not a deposited structure
# net pop — https://mofpp.ramabile.casa/net/pop
# computed maximum-symmetry embedding of the net's own graph; every edge is the
# same length and the cell is the ideal cell of the net's symmetry group, scaled
# so that the mean edge is 1. Lengths are NOT in angstrom and this is NOT a
# measurement of any material.
# provenance: computed:mofpp.embedding-v1 (systre-19.6.0, rcsr-archive-key)
# licence: RCSR-2019
# cell     2.828430     2.828430     2.828430    90.000000    90.000000    90.000000
26
   1 nd        0.707107    0.707107    0.707107   0        9/13     10/13     11/13     15/13     16/13     17/13     21/13     22/13     23/13
   2 nd        0.707107    0.707107    2.121322   0       10/14     11/14     12/13     15/13     16/13     18/13     21/13     22/14     25/13
   3 nd        0.707107    2.121322    0.707107   0        9/16     11/16     13/13     15/13     17/13     19/13     22/13     23/16     24/13
   4 nd        2.121322    0.707107    0.707107   0        9/22     10/22     14/13     16/13     17/13     20/13     21/22     23/13     26/13
   5 nd        0.707107    2.121322    2.121322   0       11/17     12/16     13/14     15/13     18/13     19/13     22/14     24/13     25/16
   6 nd        2.121322    0.707107    2.121322   0       10/23     12/22     14/14     16/13     18/13     20/13     21/22     25/13     26/14
   7 nd        2.121322    2.121322    0.707107   0        9/25     13/22     14/16     17/13     19/13     20/13     23/16     24/22     26/13
   8 nd        2.121322    2.121322    2.121322   0       12/25     13/23     14/17     18/13     19/13     20/13     24/22     25/16     26/14
   9 c         0.000000    0.000000    0.707107   0        1/13      3/10       4/4       7/1
  10 c         0.000000    0.707107    0.000000   0        1/13      2/12       4/4       6/3
  11 c         0.707107    0.000000    0.000000   0        1/13      2/12      3/10       5/9
  12 c         0.000000    0.000000    2.121322   0        2/13      5/10       6/4       8/1
  13 c         0.000000    2.121322    0.000000   0        3/13      5/12       7/4       8/3
  14 c         2.121322    0.000000    0.000000   0        4/13      6/12      7/10       8/9
  15 c         0.707107    1.414215    1.414215   0        1/13      2/13      3/13      5/13
  16 c         1.414215    0.707107    1.414215   0        1/13      2/13      4/13      6/13
  17 c         1.414215    1.414215    0.707107   0        1/13      3/13      4/13      7/13
  18 c         1.414215    1.414215    2.121322   0        2/13      5/13      6/13      8/13
  19 c         1.414215    2.121322    1.414215   0        3/13      5/13      7/13      8/13
  20 c         2.121322    1.414215    1.414215   0        4/13      6/13      7/13      8/13
  21 c         0.000000    0.707107    1.414215   0        1/13      2/13       4/4       6/4
  22 c         0.707107    1.414215    0.000000   0        1/13      2/12      3/13      5/12
  23 c         1.414215    0.000000    0.707107   0        1/13      3/10      4/13      7/10
  24 c         0.000000    2.121322    1.414215   0        3/13      5/13       7/4       8/4
  25 c         1.414215    0.000000    2.121322   0        2/13      5/10      6/13      8/10
  26 c         2.121322    1.414215    0.000000   0        4/13      6/12      7/13      8/12