// Cells and their vertices.
#0={0}
#1={1,3,6,12,23,49}
#2={2,4,8,17,31,54,55}
#3={5,11,14,22,28,48}
#4={7,13,16,20,24,25,27,30,33,37,39,41,42,44,45,50,51,57,59,63,65,66,69,72,74,75,77,80,82,90,92,96,99,101,102,106,111,113,114,116,131,133,143,147,163,165,181,186,210}
#5={88,123,159,198,213,250}
#6={9,10,18,19,21,32,34,35,38,52,53,56,58,62,76,78,81,83,85,89,105,107,112,115,121,122,138,144,148,152,154,158,176,177,182,188,193,196,221,226,229,233,236,238,253,263,266,268,271}
#7={15,26,29,36,40,43,46,64,67,73,91,100,103,132,164}
#8={47,68,71,86,93,95,98,104,108,118,125,127,128,130,134,136,139,141,145,149,160,162,166,168,169,171,174,178,180,183,185,199,201,202,204,205,207,215,219,222,224,227,239,241,242,244,247,255,257,259,261,273,275,278,287,290,300,302,305,313,315,326,342}
#9={120,153,155,157,191,194,195,197,208,209,211,212,237,249,280}
#10={60,61,70,79,84,87,94,97,109,110,117,119,124,126,129,135,137,140,142,146,150,151,156,161,167,170,172,173,175,179,184,187,189,190,192,200,203,206,214,216,217,218,220,223,225,228,230,231,232,234,235,240,243,245,246,248,251,252,254,256,258,260,262,264,265,267,269,270,272,274,276,277,279,282,283,285,286,288,289,291,293,294,295,296,298,301,303,304,306,309,310,314,316,317,320,321,324,325,330,334,335,336,340,346,353}
#11={281,284,292,297,299,308,312,319,323,329,333,339,345,350,356}
#12={307,311,318,322,327,328,331,332,337,338,341,343,344,347,348,349,351,352,354,355}

// Induced graph on cells.
#0:.
#1:->#0.
#2:->#0.
#3:->#0,#2.
#4:->#2,#3.
#5:->#2.
#6:->#1,#2,#3,#5.
#7:->#1,#3,#6.
#8:->#4.
#9:->#4,#5,#6.
#10:->#4,#6,#7,#8,#9.
#11:->#5,#6.
#12:->#9,#10,#11.

// Individual cells.
// cell #0:
0[0]: {}

// cell #1:
0[1]: {2} --> 1,2
1[3]: {1} --> 0
2[6]: {3} --> 0,3
3[12]: {4} --> 2,4
4[23]: {5} --> 3,5
5[49]: {6,7} --> 4

// cell #2:
0[2]: {1} --> 1
1[4]: {2} --> 0,2
2[8]: {3} --> 1,3
3[17]: {4} --> 2,4
4[31]: {5} --> 3,5,6
5[54]: {7} --> 4
6[55]: {6} --> 4

// cell #3:
0[5]: {3} --> 1,2
1[11]: {4} --> 0,3
2[14]: {2} --> 0,4
3[22]: {5} --> 1,5
4[28]: {1} --> 2
5[48]: {6,7} --> 3

// cell #4:
0[7]: {1,3} --> 1,2,13
1[13]: {1,4} --> 0,4,6
2[16]: {2} --> 0
3[20]: {2,3} --> 2,8,9,12,13,31
4[24]: {1,5} --> 1,11,15
5[25]: {2,4} --> 10,12,14,29,31
6[27]: {2,4} --> 1,2,11,13,30
7[30]: {1,2} --> 2,9,31
8[33]: {2,4} --> 3,16,17,18
9[37]: {1,3} --> 3,7,18
10[39]: {2,5} --> 5,19,21,23
11[41]: {2,5} --> 4,6,20,24
12[42]: {3} --> 5
13[44]: {3} --> 6
14[45]: {1,4} --> 5,21,22
15[50]: {1,6,7} --> 4,24,37,39
16[51]: {2,5} --> 8,25,26,27,28
17[57]: {3,4} --> 8,12,13,25,29,30
18[59]: {1,4} --> 8,9,26
19[63]: {3,5} --> 10,12,29,32,44
20[65]: {3,5} --> 11,13,30,33,45
21[66]: {1,5} --> 10,14,34
22[69]: {1,3} --> 12,14,31
23[72]: {2,6,7} --> 10,27,28,32,34
24[74]: {2,6,7} --> 11,15,27,28,33
25[75]: {3,5} --> 16,17,35,36,38
26[77]: {1,5} --> 16,18,37,39
27[80]: {2,7} --> 16,36,37
28[82]: {2,6} --> 16,38,39
29[90]: {4} --> 19
30[92]: {4} --> 20
31[96]: {2} --> 22
32[99]: {3,6,7} --> 19,23,36,38,40
33[101]: {3,6,7} --> 20,24,36,38,41
34[102]: {1,6,7} --> 21,23,37,39
35[106]: {4,5} --> 25,29,30,42,43,44,45
36[111]: {3,7} --> 25,27,42
37[113]: {1,7} --> 26,27
38[114]: {3,6} --> 25,28,43
39[116]: {1,6} --> 26,28
40[131]: {4,6,7} --> 29,32,42,43,44,48
41[133]: {4,6,7} --> 30,33,42,43,45,48
42[143]: {4,7} --> 35,36,46
43[147]: {4,6} --> 35,38,47
44[163]: {5} --> 40
45[165]: {5} --> 41
46[181]: {5,7} --> 42,44,45,48
47[186]: {5,6} --> 43,44,45,48
48[210]: {6,7} --> 46,47

// cell #5:
0[88]: {6,7} --> 1
1[123]: {5} --> 0,2
2[159]: {4} --> 1,3
3[198]: {3} --> 2,4
4[213]: {2} --> 3,5
5[250]: {1} --> 4

// cell #6:
0[9]: {1,3} --> 2,3,11
1[10]: {1,2} --> 3,4,48
2[18]: {1,4} --> 0,5,7
3[19]: {2} --> 0
4[21]: {1,3} --> 1,6,8
5[32]: {1,5} --> 2,10,13
6[34]: {1,4} --> 4,9,12
7[35]: {2,4} --> 2,3,10,11,20
8[38]: {2,3} --> 3,4,11,12,47,48
9[52]: {1,5} --> 6,14,16,17
10[53]: {2,5} --> 5,7,15,19
11[56]: {3} --> 7
12[58]: {2,4} --> 6,8,14,18
13[62]: {1,6,7} --> 5,16,17,19
14[76]: {2,5} --> 9,12,21,22,23
15[78]: {3,5} --> 10,11,20,25,32
16[81]: {1,7} --> 9,22
17[83]: {1,6} --> 9,23
18[85]: {3,4} --> 11,12,20,21,45,47
19[89]: {2,6,7} --> 10,13,22,23,25
20[105]: {4} --> 15
21[107]: {3,5} --> 14,18,26,27,28
22[112]: {2,7} --> 14,16,27
23[115]: {2,6} --> 14,17,28
24[121]: {1,6,7} --> 16,17,30,31
25[122]: {3,6,7} --> 15,19,27,28,29
26[138]: {4,5} --> 20,21,32,33,34,44,45
27[144]: {3,7} --> 21,22,33
28[148]: {3,6} --> 21,23,34
29[152]: {4,6,7} --> 20,25,32,33,34,46
30[154]: {2,6,7} --> 22,23,24,35,36
31[158]: {1,5} --> 24,36,37
32[176]: {5} --> 29
33[177]: {4,7} --> 26,27,38
34[182]: {4,6} --> 26,28,39
35[188]: {3,6,7} --> 27,28,30,40,41
36[193]: {2,5} --> 30,31,41,42
37[196]: {1,4} --> 31,42,43
38[221]: {5,7} --> 32,33,44,46
39[226]: {5,6} --> 32,34,44,46
40[229]: {4,6,7} --> 33,34,35,44,45,46
41[233]: {3,5} --> 35,36,44,45,47
42[236]: {2,4} --> 36,37,45,47,48
43[238]: {1,3} --> 37,47,48
44[253]: {5} --> 40
45[263]: {4} --> 41
46[266]: {6,7} --> 38,39
47[268]: {3} --> 42
48[271]: {2} --> 43

// cell #7:
0[15]: {2,3} --> 1,2
1[26]: {2,4} --> 0,4,5,6
2[29]: {1,3} --> 0,3,6
3[36]: {1,2} --> 2
4[40]: {2,5} --> 1,7,8,9
5[43]: {3,4} --> 1,7
6[46]: {1,4} --> 1,2,8
7[64]: {3,5} --> 4,5,10,11
8[67]: {1,5} --> 4,6,12
9[73]: {2,6,7} --> 4,11,12
10[91]: {4,5} --> 7,13
11[100]: {3,6,7} --> 7,9,13
12[103]: {1,6,7} --> 8,9
13[132]: {4,6,7} --> 10,11,14
14[164]: {5,6,7} --> 13

// cell #8:
0[47]: {1,2,4} --> 1,2,9,11
1[68]: {1,2,5} --> 0,5,7,17
2[71]: {1,3} --> 0,6
3[86]: {1,3,4} --> 2,8,9,10,11,31,32
4[93]: {1,3,5} --> 10,12,14,31,33,51
5[95]: {1,3,5} --> 1,2,11,13,15,34
6[98]: {2,3} --> 2,9,31
7[104]: {1,2,6,7} --> 1,15,28,30
8[108]: {1,3,5} --> 3,16,17,18,19,37
9[118]: {2,4} --> 3,6,17
10[125]: {1,4} --> 4,20,56
11[127]: {1,4} --> 5,21
12[128]: {2,5} --> 4,20,24
13[130]: {2,3,5} --> 5,6,17,21,25,37,43
14[134]: {1,3,6,7} --> 4,18,19,22,24,44
15[136]: {1,3,6,7} --> 5,7,18,19,23,25
16[139]: {1,4,5} --> 8,10,11,26,27,29,33,34
17[141]: {2,5} --> 8,9,28,30
18[145]: {1,3,7} --> 8,27,28,47
19[149]: {1,3,6} --> 8,29,30,49
20[160]: {2,4} --> 10,12,31
21[162]: {2,4} --> 11,13,32
22[166]: {1,4,6,7} --> 10,14,27,29,33,35,46
23[168]: {1,4,6,7} --> 11,15,27,29,34,36,46
24[169]: {2,6,7} --> 12,14,28,30
25[171]: {2,3,6,7} --> 13,15,28,30,36,47,49
26[174]: {2,4,5} --> 16,17,20,21,37,38,40,42,43,56,57
27[178]: {1,4,7} --> 16,18,38,39
28[180]: {2,7} --> 17,18
29[183]: {1,4,6} --> 16,19,40,41
30[185]: {2,6} --> 17,19
31[199]: {3} --> 20
32[201]: {3,4} --> 21,37,56
33[202]: {1,5} --> 22,42
34[204]: {1,5} --> 23,43
35[205]: {2,4,6,7} --> 20,22,24,38,40,42,44,53,56,61
36[207]: {2,4,6,7} --> 21,23,25,38,40,43,45,53
37[215]: {3,5} --> 26,31,32,47,49
38[219]: {2,4,7} --> 26,27,28,47,48,59
39[222]: {1,5,7} --> 27,33,34,46,48
40[224]: {2,4,6} --> 26,29,30,49,50,60
41[227]: {1,5,6} --> 29,33,34,46,50
42[239]: {2,5} --> 33,35,51,62
43[241]: {2,5} --> 34,36,52
44[242]: {3,6,7} --> 31,35,47,49,51
45[244]: {3,4,6,7} --> 32,36,47,49,52,58,59,60
46[247]: {1,6,7} --> 39,41,53
47[255]: {3,7} --> 37,38
48[257]: {2,5,7} --> 38,39,42,43,53,54
49[259]: {3,6} --> 37,40
50[261]: {2,5,6} --> 40,41,42,43,53,55
51[273]: {3,5} --> 42,44,56
52[275]: {3,5} --> 43,45,57
53[278]: {2,6,7} --> 46,48,50,58
54[287]: {3,5,7} --> 47,48,51,52,58,59,62
55[290]: {3,5,6} --> 49,50,51,52,58,60,62
56[300]: {4} --> 51
57[302]: {4,5} --> 52,59,60,62
58[305]: {3,6,7} --> 53,54,55,61
59[313]: {4,7} --> 54,56,57
60[315]: {4,6} --> 55,56,57
61[326]: {4,6,7} --> 58,59,60,62
62[342]: {5} --> 61

// cell #9:
0[120]: {2,6,7} --> 1,2,3
1[153]: {3,6,7} --> 0,4,6
2[155]: {1,6,7} --> 0,5
3[157]: {2,5} --> 0,5,6,7
4[191]: {4,6,7} --> 1,8,9
5[194]: {1,5} --> 2,3,12
6[195]: {3,5} --> 1,3,9,10
7[197]: {2,4} --> 3,10,11,12
8[208]: {5,6,7} --> 4
9[209]: {4,5} --> 4,6
10[211]: {3,4} --> 6,7
11[212]: {2,3} --> 7,13
12[237]: {1,4} --> 5,7,13
13[249]: {1,3} --> 11,12,14
14[280]: {1,2} --> 13

// cell #10:
0[60]: {1,2,4} --> 3,4,7,16
1[61]: {1,2,3} --> 4,5,83
2[70]: {1,3,4} --> 4,6,7,16,38
3[79]: {1,2,5} --> 0,9,12,14
4[84]: {1,3} --> 0,10
5[87]: {1,2,4} --> 1,8,11
6[94]: {1,3,5} --> 2,13,14,15,35
7[97]: {2,4} --> 2,10,14
8[109]: {1,2,5} --> 5,17,19,20
9[110]: {1,3,5} --> 3,4,16,18,22,40
10[117]: {2,3} --> 4,7
11[119]: {1,3,4} --> 4,5,16,17,21,79,83
12[124]: {1,2,6,7} --> 3,19,20,22,25
13[126]: {1,4,5} --> 6,16,23,24,40
14[129]: {2,5} --> 6,7,25
15[135]: {1,3,6,7} --> 6,24,25,52
16[137]: {1,4} --> 9,26
17[140]: {1,3,5} --> 8,11,27,28,29,30
18[142]: {2,3,5} --> 9,10,14,26,34,35,57
19[146]: {1,2,7} --> 8,29
20[150]: {1,2,6} --> 8,30
21[151]: {2,3,4} --> 10,11,26,28,88,93
22[156]: {1,3,6,7} --> 9,12,29,30,31,34
23[161]: {2,4,5} --> 13,14,26,35,37,57,89
24[167]: {1,4,6,7} --> 13,15,36,37
25[170]: {2,6,7} --> 14,15
26[172]: {2,4} --> 16,18,38
27[173]: {1,4,5} --> 16,17,39,40,41,43,74,79
28[175]: {2,3,5} --> 17,21,39,42,44
29[179]: {1,3,7} --> 17,19,41,42
30[184]: {1,3,6} --> 17,20,43,44
31[187]: {1,4,6,7} --> 16,22,40,41,43,45,82
32[189]: {1,3,6,7} --> 47,48,50,81
33[190]: {1,2,6,7} --> 19,20,46,47,49
34[192]: {2,3,6,7} --> 18,22,25,42,44,45,52
35[200]: {3,5} --> 23,38,52
36[203]: {1,5,6,7} --> 24,40,51,82
37[206]: {2,4,6,7} --> 23,24,25,51,52,85
38[214]: {3,4} --> 26,35
39[216]: {2,4,5} --> 26,27,28,56,57,58,60,90,93
40[217]: {1,5} --> 31,57
41[218]: {1,4,7} --> 27,29,58,59
42[220]: {2,3,7} --> 28,29,58
43[223]: {1,4,6} --> 27,30,60,61
44[225]: {2,3,6} --> 28,30,60
45[228]: {2,4,6,7} --> 26,31,34,57,58,60,62,95
46[230]: {1,3,6,7} --> 29,30,33,63,64,66
47[231]: {2,6,7} --> 32,67
48[232]: {1,4,6,7} --> 32,53,54,65
49[234]: {1,2,5} --> 33,66,67,68
50[235]: {1,3,5} --> 32,54,55,67,87
51[240]: {2,5,6,7} --> 36,37,57,69,95
52[243]: {3,6,7} --> 35,37
53[245]: {1,5,6,7} --> 48,70,74,82
54[246]: {1,4,5} --> 48,50,71,74,79
55[248]: {1,3,4} --> 50,72,79,83,97
56[251]: {3,4,5} --> 38,39,73,75,77,97,98
57[252]: {2,5} --> 40,45,73
58[254]: {2,4,7} --> 39,41,42,75,76
59[256]: {1,5,7} --> 40,41,74,76,82
60[258]: {2,4,6} --> 39,43,44,77,78
61[260]: {1,5,6} --> 40,43,74,78,82
62[262]: {3,4,6,7} --> 38,45,52,73,75,77,85,101
63[264]: {1,4,6,7} --> 41,43,46,74,79,80,82
64[265]: {2,3,6,7} --> 42,44,46,47,80,81,84
65[267]: {2,4,6,7} --> 47,48,70,71,81,96
66[269]: {1,3,5} --> 46,49,74,79,83,84
67[270]: {2,5} --> 47,50,72
68[272]: {1,2,4} --> 49,72,79,83
69[274]: {3,5,6,7} --> 51,52,73,85,101,104
70[276]: {2,5,6,7} --> 53,65,86,90,95
71[277]: {2,4,5} --> 54,65,67,87,90,93,102
72[279]: {2,4} --> 55,67,88
73[282]: {3,5} --> 57,62,89
74[283]: {1,5} --> 63,90
75[285]: {3,4,7} --> 56,58,91
76[286]: {2,5,7} --> 57,58,59,90,91,95
77[288]: {3,4,6} --> 56,60,92
78[289]: {2,5,6} --> 57,60,61,90,92,95
79[291]: {1,4} --> 66,93
80[293]: {2,4,6,7} --> 58,60,63,64,90,93,94,95
81[294]: {3,6,7} --> 65,87
82[295]: {1,6,7} --> 59,61,95
83[296]: {1,3} --> 68,88
84[298]: {2,3,5} --> 64,66,67,87,88,90,93
85[301]: {4,6,7} --> 69,89
86[303]: {3,5,6,7} --> 70,81,96,98,101,104
87[304]: {3,5} --> 71,81,97
88[306]: {2,3} --> 72,83
89[309]: {4,5} --> 73,85
90[310]: {2,5} --> 74,80,98
91[314]: {3,5,7} --> 73,75,76,98,99,101
92[316]: {3,5,6} --> 73,77,78,98,100,101
93[317]: {2,4} --> 79,84,97
94[320]: {3,4,6,7} --> 75,77,80,81,96,97,98,101
95[321]: {2,6,7} --> 76,78,82,101
96[324]: {4,6,7} --> 86,102
97[325]: {3,4} --> 87,93
98[330]: {3,5} --> 90,94,102
99[334]: {4,5,7} --> 89,91,102,103
100[335]: {4,5,6} --> 89,92,102,103
101[336]: {3,6,7} --> 91,92,95,103
102[340]: {4,5} --> 96,98
103[346]: {4,6,7} --> 99,100,101,104
104[353]: {5,6,7} --> 103

// cell #11:
0[281]: {1,2} --> 5
1[284]: {4,5} --> 6,8
2[292]: {3,4} --> 6,7
3[297]: {2,3} --> 5,7
4[299]: {5,6,7} --> 8
5[308]: {1,3} --> 0,3,9
6[312]: {3,5} --> 1,2,10,11
7[319]: {2,4} --> 2,3,9,10
8[323]: {4,6,7} --> 1,4,11
9[329]: {1,4} --> 5,7,12
10[333]: {2,5} --> 6,7,12,13
11[339]: {3,6,7} --> 6,8,13
12[345]: {1,5} --> 9,10,14
13[350]: {2,6,7} --> 10,11,14
14[356]: {1,6,7} --> 12,13

// cell #12:
0[307]: {1,2,3} --> 5
1[311]: {1,4,5} --> 6,7,9
2[318]: {1,3,4} --> 4,5,7
3[322]: {1,5,6,7} --> 8,9
4[327]: {2,3,4} --> 2,11
5[328]: {1,2,4} --> 0,2,12
6[331]: {2,4,5} --> 1,10,11,14
7[332]: {1,3,5} --> 1,2,11,12,15
8[337]: {2,5,6,7} --> 3,13,14
9[338]: {1,4,6,7} --> 1,3,14,15
10[341]: {3,4,5} --> 6,17
11[343]: {2,3,5} --> 4,6,7,18
12[344]: {1,2,5} --> 5,7,19
13[347]: {3,5,6,7} --> 8,16,17
14[348]: {2,4,6,7} --> 6,8,9,17,18
15[349]: {1,3,6,7} --> 7,9,18,19
16[351]: {4,5,6,7} --> 13
17[352]: {3,4,6,7} --> 10,13,14
18[354]: {2,3,6,7} --> 11,14,15
19[355]: {1,2,6,7} --> 12,15