Subnet $^{6}$× 6: 27 A = q $^{25}$+ 21 q $^{23}$m + 210 q $^{21}$m2 + (1315 q $^{19}$+ 15 q $^{20}$) m $^{3}$+ (5715 q $^{17}$+ 270 q $^{18}$) m 4 + (18084 q $^{15}$+ 2235 q $^{16}$+ 30 q $^{17}$) m 5 + (42560 q $^{13}$+ 11166 q $^{14}$+ 525 q $^{15}$+ 10 q $^{16}$) m 6 + (74769 q $^{11}$+ 37113 q $^{12}$+ 4113 q $^{13}$+ 210 q $^{14}$) m 7 + (96819 q $^{9}$+ 85161 q $^{10}$+ 18795 q 11 + 1926 q $^{12}$+ 54 q $^{13}$) m $^{8}$+ (89350 q $^{7}$+ 135082 q $^{8}$+ 54561 q $^{9}$+ 10086 q $^{10}$+ 798 q 11 + 18 q $^{12}$) m 9 + (54795 q $^{5}$+ 143112 q $^{6}$+ 102321 q $^{7}$+ 32634 q $^{8}$+ 5172 q $^{9}$+ 351 q 10 + 6 q $^{11}$) m 10 + (19257 q $^{3}$+ 92445 q $^{4}$+ 118923 q $^{5}$+ 65685 q $^{6}$+ 18570 q $^{7}$+ 2622 q 8 + 174 q $^{9}$) m 11 + (2642 q + 29213 q $^{2}$+ 74961 q $^{3}$+ 76633 q $^{4}$+ 38522 q $^{5}$+ 9990 q $^{6}$+ 1452 q 7 + 66 q $^{8}$) m 12 + (2106 + 17556 q + 41547 q $^{2}$+ 42069 q $^{3}$+ 20271 q $^{4}$+ 5523 q $^{5}$+ 735 q 6 + 27 q $^{7}$) m 13 + (4536 + 16626 q + 18789 q $^{2}$+ 10158 q $^{3}$+ 2817 q $^{4}$+ 381 q $^{5}$+ 9 q $^{6}$) m 14 + (3459 + 6819 q + 4372 q $^{2}$+ 1398 q $^{3}$+ 179 q $^{4}$+ 3 q $^{5}$) m 15 + (1398 + 1593 q + 594 q 2 + 87 q $^{3}$) m 16 + (342 + 216 q + 36 q $^{2}$) m 17 + (48 + 13 q ) m $^{18}$+ 3 m $^{19}$, B = q $^{14}$m6 + (20 q $^{12}$+ 5 q $^{13}$) m 7 + (145 q $^{10}$+ 90 q $^{11}$+ 10 q $^{12}$) m 8 + (540 q 8 + 623 q $^{9}$+ 168 q $^{10}$+ 14 q $^{11}$) m 9 + (1142 q $^{6}$+ 2263 q $^{7}$+ 1132 q $^{8}$+ 221 q $^{9}$+ 17 q $^{10}$) m 10 + (1304 q $^{4}$+ 4549 q $^{5}$+ 4089 q $^{6}$+ 1413 q $^{7}$+ 258 q $^{8}$+ 16 q $^{9}$) m 11 + (659 q $^{2}$+ 4573 q 3 + 7808 q $^{4}$+ 4873 q $^{5}$+ 1569 q $^{6}$+ 238 q $^{7}$+ 16 q $^{8}$) m 12 + (68 + 1652 q + 6525 q $^{2}$+ 8325 q 3 + 4896 q $^{4}$+ 1432 q $^{5}$+ 214 q $^{6}$+ 14 q $^{7}$) m 13 + (1183 + 4981 q + 6786 q $^{2}$+ 3999 q $^{3}$+ 1184 q 4 + 182 q $^{5}$+ 11 q $^{6}$) m 14 + (1950 + 4062 q + 2733 q $^{2}$+ 885 q $^{3}$+ 141 q $^{4}$+ 9 q $^{5}$) m 15 + (1372 + 1566 q + 571 q $^{2}$+ 102 q $^{3}$+ 7 q $^{4}$) m 16 + (538 + 338 q + 64 q $^{2}$+ 5 q $^{3}$) m 17 + (127 + 40 q + 3 q $^{2}$) m 18 + (17 + 2 q ) m 19 + m $^{20}$, C = (54 q $^{5}$+ 99 q $^{6}$) m 11 + (146 q $^{3}$+ 585 q $^{4}$+ 483 q $^{5}$+ 29 q $^{6}$) m 12 + (90 q + 888 q 2 + 1971 q $^{3}$+ 1170 q $^{4}$+ 159 q $^{5}$) m 13 + (228 + 1992 q + 3303 q $^{2}$+ 2073 q $^{3}$+ 381 q 4 + 9 q $^{5}$) m 14 + (1677 + 3726 q + 2598 q $^{2}$+ 660 q $^{3}$+ 33 q $^{4}$) m 15 + (2421 + 2511 q + 810 q $^{2}$+ 81 q $^{3}$) m 16 + (1626 + 813 q + 114 q $^{2}$+ 3 q $^{3}$) m 17 + (620 + 133 q + 6 q $^{2}$) m 18 + (141 + 9 q ) m 19 + 18 m 20 + m $^{21}$. (A.10)