// Cells and their vertices.
#0={0,1,3,5,7,14,16,18,20,25,27,29,32,38,41,43,50,52,54,63,65,72,74,84,92}
#1={2,4,6,8,10,15,17,19,21,26,28,30,33,39,42,44,51,53,55,64,66,73,75,85,93}
#2={9,12,23,36,48,61,76,86,94,100,104}
#3={11,13,24,37,49,62,77,87,95,101,105}
#4={22,31,34,35,40,45,46,47,56,57,58,59,60,67,68,69,70,78,79,80,81,88,89,97}
#5={71,82,83,90,91,96,98,99,102,103,107}
#6={106}

// Induced graph on cells.
#0:.
#1:.
#2:->#0.
#3:->#1.
#4:->#0,#1.
#5:->#0,#1,#4.
#6:->#2,#3,#5.

// Individual cells.
// cell #0:
0[0]: {1,2,3,4} --> 8
1[1]: {1,2,3,6} --> 7,8
2[3]: {1,2,5,6} --> 6,7
3[5]: {1,4,5,6} --> 5,6
4[7]: {3,4,5,6} --> 5
5[14]: {2,4,5,6} --> 3,4,9
6[16]: {1,3,5,6} --> 2,3,9,10
7[18]: {1,2,4,6} --> 1,2,10,11
8[20]: {1,2,3,5} --> 0,1,11,12
9[25]: {2,3,5,6} --> 5,6,13
10[27]: {1,3,4,6} --> 6,7,13,14
11[29]: {1,2,4,5} --> 7,8,14,15
12[32]: {1,2,3,6} --> 8,15
13[38]: {2,3,4,6} --> 9,10,16
14[41]: {1,3,4,5} --> 10,11,16,18
15[43]: {1,2,4,6} --> 11,12,17,18
16[50]: {2,3,4,5} --> 13,14,20
17[52]: {1,2,5,6} --> 15,19
18[54]: {1,3,4,6} --> 14,15,19,20
19[63]: {1,3,5,6} --> 17,18,21,22
20[65]: {2,3,4,6} --> 16,18,22
21[72]: {1,4,5,6} --> 19,23
22[74]: {2,3,5,6} --> 19,20,23
23[84]: {2,4,5,6} --> 21,22,24
24[92]: {3,4,5,6} --> 23

// cell #1:
0[2]: {1,2,3,4} --> 8
1[4]: {1,2,3,6} --> 7,8
2[6]: {1,2,5,6} --> 6,7
3[8]: {1,4,5,6} --> 5,6
4[10]: {3,4,5,6} --> 5
5[15]: {2,4,5,6} --> 3,4,9
6[17]: {1,3,5,6} --> 2,3,9,10
7[19]: {1,2,4,6} --> 1,2,10,11
8[21]: {1,2,3,5} --> 0,1,11,12
9[26]: {2,3,5,6} --> 5,6,13
10[28]: {1,3,4,6} --> 6,7,13,14
11[30]: {1,2,4,5} --> 7,8,14,15
12[33]: {1,2,3,6} --> 8,15
13[39]: {2,3,4,6} --> 9,10,16
14[42]: {1,3,4,5} --> 10,11,16,18
15[44]: {1,2,4,6} --> 11,12,17,18
16[51]: {2,3,4,5} --> 13,14,20
17[53]: {1,2,5,6} --> 15,19
18[55]: {1,3,4,6} --> 14,15,19,20
19[64]: {1,3,5,6} --> 17,18,21,22
20[66]: {2,3,4,6} --> 16,18,22
21[73]: {1,4,5,6} --> 19,23
22[75]: {2,3,5,6} --> 19,20,23
23[85]: {2,4,5,6} --> 21,22,24
24[93]: {3,4,5,6} --> 23

// cell #2:
0[9]: {2,3,4,5,6} --> 1
1[12]: {1,3,4,5,6} --> 0,2
2[23]: {1,2,4,5,6} --> 1,3
3[36]: {1,2,3,5,6} --> 2,4
4[48]: {1,2,3,4,6} --> 3,5
5[61]: {1,2,3,4,5} --> 4,6
6[76]: {1,2,3,4,6} --> 5,7
7[86]: {1,2,3,5,6} --> 6,8
8[94]: {1,2,4,5,6} --> 7,9
9[100]: {1,3,4,5,6} --> 8,10
10[104]: {2,3,4,5,6} --> 9

// cell #3:
0[11]: {2,3,4,5,6} --> 1
1[13]: {1,3,4,5,6} --> 0,2
2[24]: {1,2,4,5,6} --> 1,3
3[37]: {1,2,3,5,6} --> 2,4
4[49]: {1,2,3,4,6} --> 3,5
5[62]: {1,2,3,4,5} --> 4,6
6[77]: {1,2,3,4,6} --> 5,7
7[87]: {1,2,3,5,6} --> 6,8
8[95]: {1,2,4,5,6} --> 7,9
9[101]: {1,3,4,5,6} --> 8,10
10[105]: {2,3,4,5,6} --> 9

// cell #4:
0[22]: {1,2,3,4,6} --> 1,5
1[31]: {1,2,3,5} --> 0,3,4
2[34]: {1,2,3,5,6} --> 1,5,13
3[35]: {1,2,3,6} --> 1,6
4[40]: {1,2,4,5} --> 1,5,6,7
5[45]: {1,2,4,6} --> 2,4,10
6[46]: {1,2,4,6} --> 3,4,9,11
7[47]: {1,3,4,5} --> 4,10,11,12
8[56]: {1,2,4,5,6} --> 5,13,21
9[57]: {1,2,5,6} --> 6,14
10[58]: {1,3,4,6} --> 5,7,13,15
11[59]: {1,3,4,6} --> 6,7,14,16
12[60]: {2,3,4,5} --> 7,15,16
13[67]: {1,3,5,6} --> 8,10,19
14[68]: {1,3,5,6} --> 9,11,18,20
15[69]: {2,3,4,6} --> 10,12,19
16[70]: {2,3,4,6} --> 11,12,20
17[78]: {1,3,4,5,6} --> 13,21
18[79]: {1,4,5,6} --> 14,22
19[80]: {2,3,5,6} --> 13,15,21
20[81]: {2,3,5,6} --> 14,16,22
21[88]: {2,4,5,6} --> 17,19
22[89]: {2,4,5,6} --> 18,20,23
23[97]: {3,4,5,6} --> 22

// cell #5:
0[71]: {1,2,3,4,5} --> 1,2
1[82]: {1,2,3,4,6} --> 0,3
2[83]: {1,2,3,4,6} --> 0,4
3[90]: {1,2,3,5,6} --> 1,6
4[91]: {1,2,3,5,6} --> 2,7
5[96]: {2,3,4,5,6} --> 8
6[98]: {1,2,4,5,6} --> 3,8
7[99]: {1,2,4,5,6} --> 4,9
8[102]: {1,3,4,5,6} --> 5,6
9[103]: {1,3,4,5,6} --> 7,10
10[107]: {2,3,4,5,6} --> 9

// cell #6:
0[106]: {1,2,3,4,5,6}