International
Tables for
Crystallography
Volume C
Mathematical, physical and chemical tables
Edited by E. Prince

International Tables for Crystallography (2006). Vol. C, ch. 9.8, pp. 922-934

Table 9.8.3.5 

T. Janssen,a A. Janner,a A. Looijenga-Vosb and P. M. de Wolffc

aInstitute for Theoretical Physics, University of Nijmegen, Toernooiveld, NL-6525 ED Nijmegen, The Netherlands,bRoland Holstlaan 908, NL-2624 JK Delft, The Netherlands, and cMeermanstraat 126, 2614 AM, Delft, The Netherlands

Table 9.8.3.5| top | pdf |   superspace group finder
(3 + 1)-Dimensional superspace groups

The number labelling the superspace group is denoted by n.m, where n is the number attached to the three-dimensional basic space group and m numbers the various superspace groups having the same basic space group. The symbol of the basic space group, the symbol for the four-dimensional point group Ks, the number of the four-dimensional Bravais class to which the superspace group belongs (Table 9.8.3.2[link]a), and the superspace-group symbol are also given. The superspace-group symbol is indicated in the short notation, i.e. for the basic group one uses the short symbol from International Tables for Crystallography, Volume A [link], and then the values of τ are given for each of the generators in this symbol, unless all these values are zero. Then, instead of writing a number of zeros, one omits them all. Finally, the special reflection conditions due to non-primitive translations are given, for hklm if qr = 0 and for HKLm otherwise. Recall the HKLm are the indices with respect to a conventional basis [{\bf a}_c^*, {\bf b}_c^*, {\bf c}_c^*, {\bf q}^i] as in Table 9.8.3.2[link](a). The reflection conditions due to centring translations are given in Table 9.8.3.6[link].

No.Basic space groupPoint group KsBravais class No.Group symbolSpecial reflection conditions
1.1 P1 (1, 1) 1 P1(αβγ)  
2.1 [P{\bar 1}] ([{\bar 1}], [{\bar 1}]) 1 P[{\bar 1}](αβγ)  
3.1 P2 (2, [{\bar 1}]) 2 P2(αβ0)  
3.2   (2, [{\bar 1}]) 3 P2(αβ[{{1}\over{2}}])  
3.3   (2, 1) 5 P2(00γ)  
3.4   (2, 1) 5 P2(00γ)s 00lm: m = 2n
3.5   (2, 1) 6 P2([{{1}\over{2}}]0γ)  
4.1 P21 (2, [{\bar 1}]) 2 P21(αβ0) 00l0: l = 2n
4.2   (2, 1) 5 P21(00γ) 00lm: l = 2n
4.3   (2, 1) 6 P21([{{1}\over{2}}]0γ) 00Lm: L = 2n
5.1 B2 (2, [{\bar 1}]) 4 B2(αβ0)  
5.2   (2, 1) 7 B2(00γ)  
5.3   (2, 1) 7 B2(00γ)s 00lm: m = 2n
5.4   (2, 1) 8 B2(0[{{1}\over{2}}]γ)  
6.1 Pm (m, 1) 2 Pm(αβ0)  
6.2   (m, 1) 2 Pm(αβ0)s hk0m: m = 2n
6.3   (m, 1) 3 Pm(αβ[{{1}\over{2}}])  
6.4   (m, [{\bar 1}]) 5 Pm(00γ)  
6.5   (m, [{\bar 1}]) 6 Pm([{{1}\over{2}}]0γ)  
7.1 Pb (m, 1) 2 Pb(αβ0) hk0m: k = 2n
7.2   (m, 1) 3 Pb(αβ[{{1}\over{2}}]) HK0m: K = 2n
7.3   (m, [{\bar 1}]) 5 Pb(00γ) hk00: k = 2n
7.4   (m, [{\bar 1}]) 6 Pb([{{1}\over{2}}]0γ) HK00: K = 2n
8.1 Bm (m, 1) 4 Bm(αβ0)  
8.2   (m, 1) 4 Bm(αβ0)s hk0m: m = 2n
8.3   (m, [{\bar 1}]) 7 Bm(00γ)  
8.4   (m, [{\bar 1}]) 8 Bm(0[{{1}\over{2}}]γ)  
9.1 Bb (m, 1) 4 Bb(αβ0) hk0m: k = 2n
9.2   (m, [{\bar 1}]) 7 Bb(00γ) hk00: k = 2n
10.1 P2/m (2/m, [{\bar 1}1]) 2 P2/m(αβ0)  
10.2   (2/m, [{\bar 1}1]) 2 P2/m(αβ0)0s hk0m: m = 2n
10.3   (2/m, [{\bar 1}1]) 3 P2/m(αβ[{{1}\over{2}}])  
10.4   (2/m, [1{\bar 1}]) 5 P2/m(00γ)  
10.5   (2/m, [1{\bar 1}]) 5 P2/m(00γ)s0 00lm: m = 2n
10.6   (2/m, [1{\bar 1}]) 6 P2/m([{{1}\over{2}}]0γ)  
11.1 P21/m (2/m, [{\bar 1}1]) 2 P21/m(αβ0) 00l0: l = 2n
11.2   (2/m, [{\bar 1}1]) 2 P21/m(αβ0)0s 00l0: l = 2n; hk0m: m = 2n
11.3   (2/m, [1{\bar 1}]) 5 P21/m(00γ) 00lm: l = 2n
11.4   (2/m, [1{\bar 1}]) 6 P21/m([{{1}\over{2}}]0γ) 00Lm: L = 2n
12.1 B2/m (2/m, [{\bar 1}1]) 4 B2/m(αβ0)  
12.2   (2/m, [{\bar 1}1]) 4 B2/m(αβ0)0s hk0m: m = 2n
12.3   (2/m, [1{\bar 1}]) 7 B2/m(00γ)  
12.4   (2/m, [1{\bar 1}]) 7 B2/m(00γ)s0 00lm: m = 2n
12.5   (2/m, [1{\bar 1}]) 8 B2/m([{{1}\over{2}}]0γ)  
13.1 P2/b (2/m, [{\bar 1}1]) 2 P2/b(αβ0) hk0m: k = 2n
13.2   (2/m, [{\bar 1}1]) 3 P2/b(αβ[{{1}\over{2}}]) HK0m: m = 2n
13.3   (2/m, [1{\bar 1}]) 5 P2/b(00γ) hk00: k = 2n
13.4   (2/m, [1{\bar 1}]) 5 P2/b(00γ)s0 00lm: m = 2n; hk00: k = 2n
13.5   (2/m, [1{\bar 1}]) 6 P2/b([{{1}\over{2}}]0γ) HK00: K = 2n
14.1 P21/b (2/m, [{\bar 1}1]) 2 P21/b(αβ0) 00l0: l = 2n; hk0m: k = 2n
14.2   (2/m, [1{\bar 1}]) 5 P21/b(00γ) 00lm: l = 2n; hk00: k = 2n
14.3   (2/m, [1{\bar 1}]) 6 P21/b([{{1}\over{2}}]0γ) 00Lm: L = 2n; HK00: K = 2n
15.1 B2/b (2/m, [{\bar 1}1]) 4 B2/b(αβ0) hk0m: k = 2n
15.2   (2/m, [1{\bar 1}]) 7 B2/b(00γ) hk00: k = 2n
15.3   (2/m, [1{\bar 1}]) 7 B2/b(00γ)s0 00lm: m = 2n; hk00: k = 2n
16.1 P222 (222, [{\bar 1}{\bar 1}1]) 9 P222(00γ)  
16.2     9 P222(00γ)00s 00lm: m = 2n
16.3     10 P222(0[{{1}\over{2}}]γ)  
16.4     11 P222([{{1}\over{2}}{{1}\over{2}}]γ)  
17.1 P2221 (222, [{\bar 1}{\bar 1}1]) 9 P2221(00γ) 00lm: l = 2n
17.2     10 P2221(0[{{1}\over{2}}]γ) 00Lm: L = 2n
17.3     11 P2221([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n
17.4     9 P2122(00γ) h000: h = 2n
17.5     9 P2122(00γ)00s h000: h = 2n; 00lm: m = 2n
17.6     10 P2122(0[{{1}\over{2}}]γ) H000: H = 2n
18.1 P21212 (222, [{\bar 1}{\bar 1}1]) 9 P21212(00γ) h000: h = 2n; 0k00: k = 2n
18.2     9 P21212(00γ)00s h000: h = 2n; 0k00: k = 2n; 00lm: m = 2n
18.3     9 P21221(00γ) h000: h = 2n; 00lm: l = 2n
18.4     10 P21221(0[{{1}\over{2}}]γ) H000: H = 2n; 00Lm: L = 2n
19.1 P212121 (222, [{\bar 1}{\bar 1}1]) 9 P212121(00γ) h000: h = 2n; 0k00: k = 2n; 00lm: l = 2n
20.1 C2221 (222, [{\bar 1}{\bar 1}1]) 13 C2221(00γ) 00lm: l = 2n
20.2     14 C2221(10γ) 00Lm: L = 2n
20.3     15 A2122(00γ) h000: h = 2n
20.4     15 A2122(00γ)00s h000: h = 2n; 00lm: m = 2n
21.1 C222 (222, [{\bar 1}{\bar 1}1]) 13 C222(00γ)  
21.2     13 C222(00γ)00s 00lm: m = 2n
21.3     14 C222(10γ)  
21.4     14 C222(10γ)00s 00Lm: m = 2n
21.5     15 A222(00γ)  
21.6     15 A222(00γ)00s 00lm: m = 2n
21.7     16 A222([{{1}\over{2}}]0γ)  
22.1 F222 (222, [{\bar 1}{\bar 1}1]) 17 F222(00γ)  
22.2     17 F222(00γ)00s 00lm: m = 2n
22.3     18 F222(10γ)  
23.1 I222 (222, [{\bar 1}{\bar 1}1]) 12 I222(00γ)  
23.2     12 I222(00γ)00s 00lm: m = 2n
24.1 I212121 (222, [{\bar 1}{\bar 1}1]) 12 I212121(00γ) h000: h = 2n; 0k00: k = 2n; 00lm: l = 2n
24.2     12 I212121(00γ)00s h000: h = 2n; 0k00: k = 2n; 00lm: l + m = 2n
25.1 Pmm2 (mm2, 111) 9 Pmm2(00γ)  
25.2     9 Pmm2(00γ)s0s 0klm: m = 2n
25.3     9 Pmm2(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
25.4     10 Pmm2(0[{{1}\over{2}}]γ)  
25.5     10 Pmm2(0[{{1}\over{2}}]γ)s0s 0KLm: m = 2n
25.6     11 Pmm2([{{1}\over{2}}{{1}\over{2}}]γ)  
25.7   (m2m, [1{\bar 1}{\bar 1}]) 10 Pm2m(0[{{1}\over{2}}]γ)  
25.8     10 Pm2m(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n
25.9   (2mm, [{\bar 1}1{\bar 1}]) 9 P2mm(00γ)  
25.10     9 P2mm(00γ)0s0 h0lm: m = 2n
25.11     10 P2mm(0[{{1}\over{2}}]γ)  
25.12     11 P2mm([{{1}\over{2}}{{1}\over{2}}]γ)  
26.1 Pmc21 (mm2, 111) 9 Pmc21(00γ) h0lm: l = 2n
26.2     9 Pmc21(00γ)s0s 0klm: m = 2n; h0lm: l = 2n
26.3     10 Pmc21(0[{{1}\over{2}}]γ) H0Lm: L = 2n
26.4     10 Pmc21(0[{{1}\over{2}}]γ)s0s 0KLm: m = 2n; H0Lm: L = 2n
26.5     10 Pcm21(0[{{1}\over{2}}]γ) 0KLm: L = 2n
26.6     11 Pmc21([{{1}\over{2}}{{1}\over{2}}]γ) H0Lm: L = 2n
26.7   (2mm, [{\bar 1}1{\bar 1}]) 9 P21am(00γ) h0lm: h = 2n
26.8     9 P21am(00γ)0s0 h0lm: h + m = 2n
26.9     9 P21ma(00γ) hk00: h = 2n
26.10     9 P21ma(00γ)0s0 h0lm: m = 2n; hk00: h = 2n
26.11     10 P21am(0[{{1}\over{2}}]γ) H0Lm: H = 2n
26.12     10 P21ma(0[{{1}\over{2}}]γ) HK00: H = 2n
27.1 Pcc2 (mm2, 111) 9 Pcc2(00γ) 0klm: l = 2n; h0lm: l = 2n
27.2     9 Pcc2(00γ)s0s 0klm: l + m = 2n; h0lm: l = 2n
27.3     10 Pcc2(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: L = 2n
27.4     11 Pcc2([{{1}\over{2}}{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: L = 2n
27.5   (2mm, [{\bar 1}1{\bar 1}]) 9 P2aa(00γ) h0lm: h = 2n; hk00: h = 2n
27.6     9 P2aa(00γ)0s0 h0lm: h + m = 2n; hk00: h = 2n
27.7     10 P2aa(0[{{1}\over{2}}]γ) H0Lm: H = 2n; HK00: H = 2n
28.1 Pma2 (mm2, 111) 9 Pma2(00γ) h0lm: h = 2n
28.2     9 Pma2(00γ)s0s 0klm: m = 2n; h0lm: h = 2n
28.3     9 Pma2(00γ)ss0 0klm: m = 2n; h0lm: h + m = 2n
28.4     9 Pma2(00γ)0ss h0lm: h + m = 2n
28.5     10 Pma2(0[{{1}\over{2}}]γ) H0Lm: H = 2n
28.6     10 Pma2(0[{{1}\over{2}}]γ)s0s 0KLm: m = 2n; H0Lm: H = 2n
28.7   (m2m, [1{\bar 1}{\bar 1}]) 10 Pm2a(0[{{1}\over{2}}]γ) HK00: H = 2n
28.8     10 Pm2a(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; HK00: H = 2n
28.9     10 Pc2m(0[{{1}\over{2}}]γ) 0KLm: L = 2n
28.10   (2mm, [{\bar 1}1{\bar 1}]) 9 P2cm(00γ) h0lm: l = 2n
28.11     9 P2mb(00γ) hk00: k = 2n
28.12     9 P2mb(00γ)0s0 h0lm: m = 2n; hk00: k = 2n
28.13     10 P2cm(0[{{1}\over{2}}]γ) H0Lm: L = 2n
28.14     11 P2cm([{{1}\over{2}}{{1}\over{2}}]γ) H0Lm: L = 2n
29.1 Pca21 (mm2, 111) 9 Pca21(00γ) 0klm: l = 2n; h0lm: h = 2n
29.2     9 Pca21(00γ)0ss 0klm: l = 2n; h0lm: h + m = 2n
29.3     10 Pca21(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: H = 2n
29.4   (2mm, [{\bar 1}1{\bar 1}]) 9 P21ca(00γ) hk00: h = 2n; h0lm: l = 2n
29.5     9 P21ab(00γ) h0lm: h = 2n; hk00: k = 2n
29.6     9 P21ab(00γ)0s0 h0lm: h + m = 2n; hk00: k = 2n
29.7     10 P21ca(0[{{1}\over{2}}]γ) H0Lm: L = 2n; HK00: H = 2n
30.1 Pcn2 (mm2, 111) 9 Pcn2(00γ) 0klm: l = 2n; h0lm: h + l = 2n
30.2     9 Pcn2(00γ)s0s 0klm: l + m = 2n; h0lm: h + l = 2n
30.3     10 Pcn2(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: H + L = 2n
30.4   (2mm, [{\bar 1}1{\bar 1}]) 9 P2na(00γ) h0lm: h + 1 = 2n; hk00: h = 2n
30.5     9 P2an(00γ) h0lm: h = 2n; hk00: h + k = 2n
30.6     9 P2an(00γ)0s0 h0lm: h + m = 2n; hk00: h + k = 2n
30.7     10 P2na(0[{{1}\over{2}}]γ) H0Lm: H + L = 2n; HK00: H = 2n
30.8     11 P2an([{{1}\over{2}}{{1}\over{2}}]γ)0q0 H0Lm: 2H + m = 4n; HK00: H + K = 2n
31.1 Pmn21 (mm2, 111) 9 Pmn21(00γ) h0lm: h + l = 2n
31.2     9 Pmn21(00γ)s0s 0klm: m = 2n; h0lm: h + l = 2n
31.3     10 Pmn21(0[{{1}\over{2}}]γ) H0Lm: H + L = 2n
31.4     10 Pmn21(0[{{1}\over{2}}]γ)s0s 0KLm: m = 2n; H0Lm: H + L = 2n
31.5   (2mm, [{\bar 1}1{\bar 1}]) 9 P21nm(00γ) h0lm: h + l = 2n
31.6     9 P21mn(00γ) hk00: h + k = 2n
31.7     9 P21mn(00γ)0s0 hk00: h + k = 2n; h0lm: m = 2n
31.8     10 P21nm(0[{{1}\over{2}}]γ) H0Lm: H + L = 2n
32.1 Pba2 (mm2, 111) 9 Pba2(00γ) 0klm: k = 2n; h0lm: h = 2n
32.2     9 Pba2(00γ)s0s 0klm: k + m = 2n; h0lm: h = 2n
32.3     9 Pba2(00γ)ss0 0klm: k + m = 2n; h0lm: h + m = 2n
32.4     11 Pba2([{{1}\over{2}}{{1}\over{2}}]γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + m = 4n
32.5   (m2m, [1{\bar 1}{\bar 1}]) 10 Pc2a(0[{{1}\over{2}}]γ) 0KLm: L = 2n; HK00: H = 2n
32.6   (2mm, [{\bar 1}1{\bar 1}]) 9 P2cb(00γ) h0lm: l = 2n; hk00: k = 2n
33.1 Pbn21 (mm2, 111) 9 Pbn21(00γ) 0klm: k = 2n; h0lm: h + l = 2n
33.2     9 Pbn21(00γ)s0s 0klm: k + m = 2n; h0lm: h + l = 2n
33.3     11 Pbn21([{{1}\over{2}}{{1}\over{2}}]γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + 2L + m = 4n
33.4   (2mm, [{\bar 1}1{\bar 1}]) 9 P21nb(00γ) h0lm: h + l = 2n; hk00: k = 2n
33.5     9 P21cn(00γ) h0lm: l = 2n; hk00: h + k = 2n
34.1 Pnn2 (mm2, 111) 9 Pnn2(00γ) 0klm: k + l = 2n; h0lm: h + l = 2n
34.2     9 Pnn2(00γ)s0s 0klm: k + l + m = 2n; h0lm: h + l = 2n
34.3     11 Pnn2([{{1}\over{2}}{{1}\over{2}}]γ)qq0 0KLm: 2K + 2L + m = 4n; H0Lm: 2H + 2L + m = 4n
34.4   (2mm, [{\bar 1}1{\bar 1}]) 9 P2nn(00γ) h0lm: h + l = 2n; hk00: h + k = 2n
34.5     11 P2nn([{{1}\over{2}}{{1}\over{2}}]γ)0q0 H0Lm: 2H + 2L + m = 4n; HK00: H + K = 2n
35.1 Cmm2 (mm2, 111) 13 Cmm2(00γ)  
35.2     13 Cmm2(00γ)s0s 0klm: m = 2n
35.3     13 Cmm2(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
35.4     14 Cmm2(10γ)  
35.5     14 Cmm2(10γ)s0s 0KLm: m = 2n
35.6     14 Cmm2(10γ)ss0 0KLm: m = 2n; H0Lm: m = 2n
35.7   (2mm, [{\bar 1}1{\bar 1}]) 15 A2mm(00γ)  
35.8     15 A2mm(00γ)0s0 h0lm: m = 2n
35.9     16 A2mm([{{1}\over{2}}]0γ)  
35.10     16 A2mm([{{1}\over{2}}]0γ)0s0 H0Lm: m = 2n
36.1 Cmc21 (mm2, 111) 13 Cmc21(00γ)  
36.2     13 Cmc21(00γ)s0s 0klm: m = 2n; h0lm: l = 2n
36.3     14 Cmc21(10γ) H0Lm: L = 2n
36.4     14 Cmc21(10γ)s0s 0KLm: m = 2n; H0Lm: L = 2n
36.5   (2mm, [{\bar 1}1{\bar 1}]) 15 A21am(00γ) h0lm: h = 2n
36.6     15 A21am(00γ)0s0 h0lm: h + m = 2n
36.7     15 A21ma(00γ) hk00: h = 2n
36.8     15 A21ma(00γ)0s0 h0lm: m = 2n; hk00: h = 2n
37.1 Ccc2 (mm2, 111) 13 Ccc2(00γ) 0klm: l = 2n; h0lm: l = 2n
37.2     13 Ccc2(00γ)s0s 0klm: l + m = 2n; h0lm: l = 2n
37.3     14 Ccc2(10γ) 0KLm: L = 2n; H0Lm: L = 2n
37.4     14 Ccc2(10γ)s0s 0KLm: L + m = 2n; H0Lm: L = 2n
37.5   (2mm, [{\bar 1}1{\bar 1}]) 15 A2aa(00γ) h0lm: h = 2n; hk00: h = 2n
37.6     15 A2aa(00γ)0s0 h0lm: h + m = 2n; hk00: h = 2n
38.1 C2mm (2mm, [{\bar 1}1{\bar 1}]) 13 C2mm(00γ)  
38.2     13 C2mm(00γ)0s0 h0lm: m = 2n
38.3     14 C2mm(10γ)  
38.4     14 C2mm(10γ)0s0 H0Lm: m = 2n
38.5   (mm2, 111) 15 Amm2(00γ)  
38.6     15 Amm2(00γ)s0s 0klm: m = 2n
38.7     15 Amm2(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
38.8     15 Amm2(00γ)0ss h0lm: m = 2n
38.9     16 Amm2([{{1}\over{2}}]0γ)  
38.10     16 Amm2([{{1}\over{2}}]0γ)0ss H0Lm: m = 2n
38.11   (m2m, [1{\bar 1}{\bar 1}]) 15 Am2m(00γ)  
38.12     15 Am2m(00γ)s00 0klm: m = 2n
38.13     16 Am2m([{{1}\over{2}}]0γ)  
39.1 C2mb (2mm, [{\bar 1}1{\bar 1}]) 13 C2mb(00γ) hk00: k = 2n
39.2     13 C2mb(00γ)0s0 h0lm: m = 2n; hk00: k = 2n
39.3     14 C2mb(10γ) HK00: K = 2n
39.4     14 C2mb(10γ)0s0 H0Lm: m = 2n; HK00: K = 2n
39.5   (mm2, 111) 15 Abm2(00γ) 0klm: k = 2n
39.6     15 Abm2(00γ)s0s 0klm: k + m = 2n
39.7     15 Abm2(00γ)ss0 0klm: k + m = 2n; h0lm: m = 2n
39.8     15 Abm2(00γ)0ss 0klm: k = 2n; h0lm: m = 2n
39.9     16 Abm2([{{1}\over{2}}]0γ) 0KLm: K = 2n
39.10     16 Abm2([{{1}\over{2}}]0γ)0ss 0KLm: K + m = 2n
39.11   (m2m, [1{\bar 1}{\bar 1}]) 15 Ac2m(00γ) 0klm: l = 2n
39.12     15 Ac2m(00γ)s00 0klm: l + m = 2n
39.13     16 Ac2m([{{1}\over{2}}]0γ) 0KLm: L = 2n
40.1 C2cm (2mm, [{\bar 1}1{\bar 1}]) 13 C2cm(00γ) h0lm: l = 2n
40.2     14 C2cm(10γ) H0Lm: L = 2n
40.3   (mm2, 111) 15 Ama2(00γ) h0lm: h = 2n
40.4     15 Ama2(00γ)s0s 0klm: m = 2n; h0lm: h = 2n
40.5     15 Ama2(00γ)ss0 0klm: m = 2n; h0lm: h + m = 2n
40.6     15 Ama2(00γ)0ss h0lm: h + m = 2n
40.7   (m2m, [1{\bar 1}{\bar 1}]) 15 Am2a(00γ) hk00: h = 2n
40.8     15 Am2a(00γ)s00 0klm: m = 2n; hk00: h = 2n
41.1 C2cb (2mm, [{\bar 1}1{\bar 1}]) 13 C2cb(00γ) h0lm: l = 2n; hk00: k = 2n
41.2     14 C2cb(10γ) H0Lm: L = 2n; HK00: K = 2n
41.3   (mm2, 111) 15 Aba2(00γ) 0klm: k = 2n; h0lm: h = 2n
41.4     15 Aba2(00γ)s0s 0klm: k + m = 2n; h0lm: h = 2n
41.5     15 Aba2(00γ)ss0 0klm: k + m = 2n; h0lm: h + m = 2n
41.6     15 Aba2(00γ)0ss 0klm: k = 2n; h0lm: h + m = 2n
41.7   (m2m, [1{\bar 1}{\bar 1}]) 15 Ac2a(00γ) 0klm: l = 2n; hk00: h = 2n
41.8     15 Ac2a(00γ)s00 0klm: l + m = 2n; hk00: h = 2n
42.1 Fmm2 (mm2, 111) 17 Fmm2(00γ)  
42.2     17 Fmm2(00γ)s0s 0klm: m = 2n
42.3     17 Fmm2(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
42.4     18 Fmm2(10γ)  
42.5     18 Fmm2(10γ)s0s 0KLm: m = 2n
42.6     18 Fmm2(10γ)ss0 0KLm: m = 2n; H0Lm: m = 2n
42.7   (2mm, [{\bar 1}1{\bar 1}]) 17 F2mm(00γ)  
42.8     17 F2mm(00γ)0s0 h0lm: m = 2n
42.9     18 F2mm(10γ)  
42.10     18 F2mm(10γ)0s0 H0Lm: m = 2n
43.1 Fdd2 (mm2, 111) 17 Fdd2(00γ) 0klm: k + l = 4n
43.2     17 Fdd2(00γ)s0s 0klm: k + l + 2m = 4n; h0lm: h + l = 4n
43.3   (2mm, [{\bar 1}1{\bar 1}]) 17 F2dd(00γ) h0lm: h + l = 4n
44.1 Imm2 (mm2, 111) 12 Imm2(00γ)  
44.2     12 Imm2(00γ)s0s 0klm: m = 2n
44.3     12 Imm2(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
44.4   (2mm, [{\bar 1}1{\bar 1}]) 12 I2mm(00γ)  
44.5     12 I2mm(00γ)0s0 h0lm: m = 2n
45.1 Iba2 (mm2, 111) 12 Iba2(00γ) 0klm: k = 2n; h0lm: h = 2n
45.2     12 Iba2(00γ)s0s 0klm: k + m = 2n; h0lm: h = 2n
45.3     12 Iba2(00γ)ss0 0klm: k + m = 2n; h0lm: h + m = 2n
45.4   (2mm, [{\bar 1}1{\bar 1}]) 12 I2cb(00γ) h0lm: l = 2n; hk00: k = 2n
45.5     12 I2cb(00γ)0s0 h0lm: l + m = 2n; hk00: k = 2n
46.1 Ima2 (mm2, 111) 12 Ima2(00γ) h0lm: h = 2n
46.2     12 Ima2(00γ)s0s 0klm: m = 2n; h0lm: h = 2n
46.3     12 Ima2(00γ)ss0 0klm: m = 2n; h0lm: h + m = 2n
46.4     12 Ima2(00γ)0ss h0lm: h + m = 2n
46.5   (2mm, [{\bar 1}1{\bar 1}]) 12 I2mb(00γ) hk00: k = 2n
46.6     12 I2mb(00γ)0s0 h0lm: m = 2n; hk00: k = 2n
46.7     12 I2cm(00γ) h0lm: l = 2n
46.8     12 I2cm(00γ)0s0 h0lm: l + m = 2n
47.1 Pmmm (mmm, [11{\bar 1}]) 9 Pmmm(00γ)  
47.2     9 Pmmm(00γ)s00 0klm: m = 2n
47.3     9 Pmmm(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
47.4     10 Pmmm(0[{{1}\over{2}}]γ)  
47.5     10 Pmmm(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n
47.6     11 Pmmm([{{1}\over{2}}{{1}\over{2}}]γ)  
48.1 Pnnn (mmm, [11{\bar 1}]) 9 Pnnn(00γ) 0klm: k + l = 2n; h0lm: h + l = 2n; hk00: h + k = 2n
48.2     9 Pnnn(00γ)s00 0klm: k + l + m = 2n; h0lm: h + l = 2n; hk00: h + k = 2n
48.3     11 Pnnn([{{1}\over{2}}{{1}\over{2}}]γ)qq0 0KLm: 2K + 2L + m = 4n; H0Lm: 2H + 2L + m = 2n; HK00: H + K = 2n
49.1 Pccm (mmm, [11{\bar 1}]) 9 Pccm(00γ) 0klm: l = 2n; h0lm: l = 2n
49.2     9 Pccm(00γ)s00 0klm: l + m = 2n; h0lm: l = 2n
49.3     9 Pmaa(00γ) h0lm: h = 2n; hk00: h = 2n
49.4     9 Pmaa(00γ)s00 0klm: m = 2n; h0lm: h = 2n; hk00: h = 2n
49.5     9 Pmaa(00γ)ss0 0klm: m = 2n; h0lm: h + m = 2n; hk00: h = 2n
49.6     9 Pmaa(00γ)0s0 h0lm: h + m = 2n; hk00: h = 2n
49.7     10 Pccm(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: L = 2n
49.8     10 Pmaa(0[{{1}\over{2}}]γ) H0Lm: H = 2n; HK00: H = 2n
49.9     10 Pmaa(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; H0Lm: H = 2n; HK00: H = 2n
49.10     11 Pccm ([{{1}\over{2}}{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: L = 2n
50.1 Pban (mmm, [11{\bar 1}]) 9 Pban(00γ) 0klm: k = 2n; h0lm: h = 2n
50.2     9 Pban(00γ)s00 0klm: k + m = 2n; h0lm: h = 2n
50.3     9 Pban(00γ)ss0 0klm: k + m = 2n; h0lm: h + m = 2n
50.4     9 Pcna(00γ) 0klm: l = 2n; h0lm: h + l = 2n; hk00: h = 2n
50.5     9 Pcna(00γ)s00 0klm: l + m = 2n; h0lm: h + l = 2n; hk00: h = 2n
50.6     10 Pcna(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: H + L = 2n; HK00: H = 2n
50.7     11 Pban([{{1}\over{2}}{{1}\over{2}}]γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + m = 4n; HK00: H + K = 2n
51.1 Pmma (mmm, [11{\bar 1}]) 9 Pmma(00γ) hk00: h = 2n
51.2     9 Pmma(00γ)s00 0klm: m = 2n; hk00: h = 2n
51.3     9 Pmma(00γ)ss0 0klm: m = 2n; h0lm: m = 2n; hk00: h = 2n
51.4     9 Pmma(00γ)0s0 h0lm: m = 2n; hk00: h = 2n
51.5     9 Pmam(00γ) h0lm: h = 2n
51.6     9 Pmam(00γ)s00 0klm: m = 2n; h0lm: h = 2n
51.7     9 Pmam(00γ)ss0 0klm: m = 2n; h0lm: h + m = 2n
51.8     9 Pmam(00γ)0s0 h0lm: h + m = 2n
51.9     9 Pmcm(00γ) h0lm: l = 2n
51.10     9 Pmcm(00γ)s00 0klm: m = 2n; h0lm: l = 2n
51.11     10 Pmma(0[{{1}\over{2}}]γ) HK00: H = 2n
51.12     10 Pmma(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; HK00: H = 2n
51.13     10 Pmam(0[{{1}\over{2}}]γ) H0Lm: H = 2n
51.14     10 Pmam(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; H0Lm: H = 2n
51.15     10 Pmcm(0[{{1}\over{2}}]γ) H0Lm: L = 2n
51.16     10 Pmcm(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; H0Lm: L = 2n
51.17     10 Pcmm(0[{{1}\over{2}}]γ) 0KLm: L = 2n
51.18     11 Pcmm([{{1}\over{2}}{{1}\over{2}}]γ) 0KLm: L = 2n
52.1 Pnna (mmm, [11{\bar 1}]) 9 Pnna(00γ) 0klm: k + l = 2n; h0lm: h + l = 2n; hk00: h = 2n
52.2     9 Pnna(00γ)s00 0klm: k + l + m = 2n; h0lm: h + l = 2n; hk00: h = 2n
52.3     9 Pbnn(00γ) 0klm: k = 2n; h0lm: h + l = 2n; hk00: h + k = 2n
52.4     9 Pbnn(00γ)s00 0klm: k + m = 2n; h0lm: h + l = 2n; hk00: h + k = 2n
52.5     9 Pcnn(00γ) 0klm: l = 2n; h0lm: h + l = 2n; hk00: h + k = 2n
52.6     9 Pcnn(00γ)s00 0klm: l + m = 2n; h0lm: h + l = 2n; hk00: h + k = 2n
52.7     11 Pbnn([{{1}\over{2}}{{1}\over{2}}]γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + 2L + m = 4n; HK00: H + K = 2n
53.1 Pmna (mmm, [11{\bar 1}]) 9 Pmna(00γ) h0lm: h + l = 2n; hk00: h = 2n
53.2     9 Pmna(00γ)s00 0klm: m = 2n; h0lm: h + l = 2n; hk00: h = 2n
53.3     9 Pcnm(00γ) 0klm: l = 2n; h0lm: h + l = 2n
53.4     9 Pcnm(00γ)s00 0klm: l + m = 2n; h0lm: h + l = 2n
53.5     9 Pbmn(00γ) 0klm: k = 2n; hk00: h + k = 2n
53.6     9 Pbmn(00γ)s00 0klm: k + m = 2n; hk00: h + k = 2n
53.7     9 Pbmn(00γ)ss0 0klm: k + m = 2n; h0lm: m = 2n; hk00: h + k = 2n
53.8     9 Pbmn(00γ)0s0 0klm: k = 2m; h0lm: m = 2n; hk00: h + k = 2n
53.9     10 Pmna(0[{{1}\over{2}}]γ) H0Lm: H + L = 2n; HK00: H = 2n
53.10     10 Pmna(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; H0Lm: H + L = 2n; HK00: H = 2n
53.11     10 Pcnm(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: H + L = 2n
54.1 Pcca (mmm, [11{\bar 1}]) 9 Pcca(00γ) 0klm: l = 2n; h0lm: l = 2n; hk00: h = 2n
54.2     9 Pcca(00γ)s00 0klm: l + m = 2n; h0lm: l = 2n; hk00: h = 2n
54.3     9 Pcaa(00γ) 0klm: l = 2n; h0lm: h = 2n; hk00: h = 2n
54.4     9 Pcaa(00γ)0s0 0klm: l = 2n; h0lm: h + m = 2n; hk00: h = 2n
54.5     9 Pbab(00γ) 0klm: k = 2n; h0lm: h = 2n; hk00: k = 2n
54.6     9 Pbab(00γ)s00 0klm: k + m = 2n; h0lm: h = 2n; hk00: k = 2n
54.7     9 Pbab(00γ)ss0 0klm: k + m = 2n; h0lm: h + m = 2n; hk00: k = 2n
54.8     9 Pbab(00γ)0s0 0klm: k = 2n; h0lm: h + m = 2n; hk00: k = 2n
54.9     10 Pcca(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: L = 2n; HK00: H = 2n
54.10     10 Pcaa(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: H = 2n; HK00: H = 2n
55.1 Pbam (mmm, [11{\bar 1}]) 9 Pbam(00γ) 0klm: k = 2n; h0lm: h = 2n
55.2     9 Pbam(00γ)s00 0klm: k + m = 2n; h0lm: h = 2n
55.3     9 Pbam(00γ)ss0 0klm: k + m = 2n; h0lm: h + m = 2n
55.4     9 Pcma(00γ) 0klm: l = 2n; hk00: h = 2n
55.5     9 Pcma(00γ)0s0 0klm: l = 2n; h0lm: m = 2n; hk00: h = 2n
55.6     10 Pcma(0[{{1}\over{2}}]γ) 0KLm: L = 2n; HK00: H = 2n
56.1 Pccn (mmm, [11{\bar 1}]) 9 Pccn(00γ) 0klm: l = 2n; h0lm: l = 2n; hk00: h + k = 2n
56.2     9 Pccn(00γ)s00 0klm: l + m = 2n; h0lm: l = 2n; hk00: h + k = 2n
56.3     9 Pbnb(00γ) 0klm: k = 2n; h0lm: h + l = 2n; hk00: k = 2n
56.4     9 Pbnb(00γ)s00 0klm: k + m = 2n; h0lm: h + l = 2n; hk00: k = 2n
57.1 Pcam (mmm, [11{\bar 1}]) 9 Pcam(00γ) 0klm: l = 2n; h0lm: h = 2n
57.2     9 Pcam(00γ)0s0 0klm: l = 2n; h0lm: h + m = 2n
57.3     9 Pmca(00γ) h0lm: l = 2n; hk00: h = 2n
57.4     9 Pmca(00γ)s00 0klm: m = 2n; h0lm: l = 2n; hk00: h = 2n
57.5     9 Pbma(00γ) 0klm: k = 2n; hk00: h = 2n
57.6     9 Pbma(00γ)s00 0klm: k + m = 2n; hk00: h = 2n
57.7     9 Pbma(00γ)ss0 0klm: k + m = 2n; h0lm: m = 2n; hk00: h = 2n
57.8     9 Pbma(00γ)0s0 0klm: k = 2n; h0lm: m = 2n; hk00: h = 2n
57.9     10 Pcam(0[{{1}\over{2}}]γ) 0KLm: L = 2n; H0Lm: H = 2n
57.10     10 Pmca(0[{{1}\over{2}}]γ) H0Lm: L = 2n; HK00: H = 2n
57.11     10 Pmca(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; H0Lm: L = 2n; HK00: H = 2n
58.1 Pnnm (mmm, [11{\bar 1}]) 9 Pnnm(00γ) 0klm: k + l = 2n; h0lm: h + l = 2n
58.2     9 Pnnm(00γ)s00 0klm: k + l + m = 2n; h0lm: h + l = 2n
58.3     9 Pmnn(00γ) h0lm: h + l = 2n; hk00: h + k = 2n
58.4     9 Pmnn(00γ)s00 0klm: m = 2n; h0lm: h + l = 2n; hk00: h + k = 2n
59.1 Pmmn (mmm, [11{\bar 1}]) 9 Pmmn(00γ) hk00: h + k = 2n
59.2     9 Pmmn(00γ)s00 0klm: m = 2n; hk00: h + k = 2n
59.3     9 Pmmn(00γ)ss0 0klm: m = 2n; h0lm: m = 2n; hk00: h + k = 2n
59.4     9 Pmnm(00γ) h0lm: h + l = 2n
59.5     9 Pmnm(00γ)s00 0klm: m = 2n; h0lm: h + l = 2n
59.6     10 Pmnm(0[{{1}\over{2}}]γ) H0Lm: H + L = 2n
59.7     10 Pmnm(0[{{1}\over{2}}]γ)s00 0KLm: m = 2n; H0Lm: H + L = 2n
60.1 Pbcn (mmm, [11{\bar 1}]) 9 Pbcn(00γ) 0klm: k = 2n; h0lm: l = 2n; hk00: h + k = 2n
60.2     9 Pbcn(00γ)s00 0klm: k + m = 2n; h0lm: l = 2n; hk00: h + k = 2n
60.3     9 Pnca(00γ) 0klm: k + l = 2n; h0lm: l = 2n; hk00: h = 2n
60.4     9 Pnca(00γ)s00 0klm: k + l + m = 2n; h0lm: l = 2n; hk00: h = 2n
60.5     9 Pbna(00γ) 0klm: k = 2n; h0lm: h + l = 2n; hk00: h = 2n
60.6     9 Pbna(00γ)s00 0klm: k + m = 2n; h0lm: h + l = 2n; hk00: h = 2n
61.1 Pbca (mmm, [11{\bar 1}]) 9 Pbca(00γ) 0klm: k = 2n; h0lm: l = 2n; hk00: h = 2n
61.2     9 Pbca(00γ)s00 0klm: k + m = 2n; h0lm: l = 2n; hk00: h = 2n
62.1 Pnma (mmm, [11{\bar 1}]) 9 Pnma(00γ) 0klm: k + l = 2n; hk00: h = 2n
62.2     9 Pnma(00γ)0s0 0klm: k + l = 2n; h0lm: m = 2n; hk00: h = 2n
62.3     9 Pbnm(00γ) 0klm: k = 2n; h0lm: h + l = 2n
62.4     9 Pbnm(00γ)s00 0klm: k + m = 2n; h0lm: h + l = 2n
62.5     9 Pmcn(00γ) h0lm: l = 2n; hk00: h + k = 2n
62.6     9 Pmcn(00γ)s00 0klm: m = 2n; h0lm: l = 2n; hk00: h + k = 2n
63.1 Cmcm (mmm, [11{\bar 1}]) 13 Cmcm(00γ) h0lm: l = 2n
63.2     13 Cmcm(00γ)s00 0klm: m = 2n; h0lm: l = 2n
63.3     14 Cmcm(10γ) H0Lm: L = 2n
63.4     14 Cmcm(10γ)s00 0KLm: m = 2n; H0Lm: L = 2n
63.5     15 Amam(00γ) h0lm: h = 2n
63.6     15 Amam(00γ)s00 0klm: m = 2n; h0lm: h = 2n
63.7     15 Amam(00γ)ss0 0klm: m = 2n; h0lm: h + m = 2n
63.8     15 Amam(00γ)0s0 h0lm: h + m = 2n
63.9     15 Amma(00γ) hk00: h = 2n
63.10     15 Amma(00γ)s00 0klm: m = 2n; hk00: h = 2n
63.11     15 Amma(00γ)ss0 0klm: m = 2n; h0lm: m = 2n; hk00: h = 2n
63.12     15 Amma(00γ)0s0 h0lm: m = 2n; hk00: h = 2n
64.1 Cmca (mmm, [11{\bar 1}]) 13 Cmca(00γ) h0lm: l = 2n; hk00: h = 2n
64.2     13 Cmca(00γ)s00 0klm: m = 2n; h0lm: l = 2n; hk00: h = 2n
64.3     14 Cmca(10γ) H0Lm: L = 2n; HK00: H = 2n
64.4     14 Cmca(10γ)s00 0KLm: m = 2n; H0Lm: L = 2n; HK00: H = 2n
64.5     15 Abma(00γ) 0klm: k = 2n; hk00: h = 2n
64.6     15 Abma(00γ)s00 0klm: k + m = 2n; hk00: h = 2n
64.7     15 Abma(00γ)ss0 0klm: k + m = 2n; h0lm: m = 2n; hk00: h = 2n
64.8     15 Abma(00γ)0s0 0klm: k = 2n; h0lm: m = 2n; hk00: h = 2n
64.9     15 Acam(00γ) 0klm: l = 2n; h0lm: h = 2n
64.10     15 Acam(00γ)s00 0klm: l + m = 2n; h0lm: h = 2n
64.11     15 Acam(00γ)ss0 0klm: l + m = 2n; h0lm: h + m = 2n
64.12     15 Acam(00γ)0s0 0klm: l = 2n; h0lm: h + m = 2n
65.1 Cmmm (mmm, [11{\bar 1}]) 13 Cmmm(00γ)  
65.2     13 Cmmm(00γ)s00 0klm: m = 2n
65.3     13 Cmmm(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
65.4     14 Cmmm(10γ)  
65.5     14 Cmmm(10γ)s00 0KLm: m = 2n
65.6     14 Cmmm(10γ)ss0 0KLm: m = 2n; H0Lm: m = 2n
65.7     15 Ammm(00γ)  
65.8     15 Ammm(00γ)s00 0klm: m = 2n
65.9     15 Ammm(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
65.10     15 Ammm(00γ)0s0 h0lm: m = 2n
65.11     16 Ammm([{{1}\over{2}}]0γ)  
65.12     16 Ammm([{{1}\over{2}}]0γ)0s0 H0Lm: m = 2n
66.1 Cccm (mmm, [11{\bar 1}]) 13 Cccm(00γ) 0klm: l = 2n; h0lm: l = 2n
66.2     13 Cccm(00γ)s00 0klm: l + m = 2n; h0lm: l = 2n
66.3     14 Cccm(10γ) 0KLm: L = 2n; H0Lm: L = 2n
66.4     14 Cccm(10γ)s00 0KLm: L + m = 2n; H0Lm: L = 2n
66.5     15 Amaa(00γ) h0lm: h = 2n; hk00: h = 2n
66.6     15 Amaa(00γ)s00 0klm: m = 2n; h0lm: h = 2n; hk00: h = 2n
66.7     15 Amaa(00γ)ss0 0klm: m = 2n; h0lm: h + m = 2n; hk00: h = 2n
66.8     15 Amaa(00γ)0s0 h0lm: h + m = 2n; hk00: h = 2n
67.1 Cmma (mmm, [11{\bar 1}]) 13 Cmma(00γ) hk00: h = 2n
67.2     13 Cmma(00γ)s00 0klm: m = 2n; hk00: h = 2n
67.3     13 Cmma(00γ)ss0 0klm: m = 2n; h0lm: m = 2n; hk00: h = 2n
67.4     14 Cmma(10γ) HK00: H = 2n
67.5     14 Cmma(10γ)s00 0KLm: m = 2n; HK00: H = 2n
67.6     14 Cmma(10γ)ss0 0KLm: m = 2n; H0Lm: m = 2n; HK00: H = 2n
67.7     15 Acmm(00γ) 0klm: l = 2n
67.8     15 Acmm(00γ)s00 0klm: l + m = 2n
67.9     15 Acmm(00γ)ss0 0klm: l + m = 2n; h0lm: m = 2n
67.10     15 Acmm(00γ)0s0 0klm: l = 2n; h0lm: m = 2n
67.11     16 Acmm([{{1}\over{2}}]0γ) 0KLm: L = 2n
67.12     16 Acmm([{{1}\over{2}}]0γ)0s0 0KLm: L = 2n; H0Lm: m = 2n
68.1 Ccca (mmm, [11{\bar 1}]) 13 Ccca(00γ) 0klm: l = 2n; h0lm: l = 2n; hk00: h = 2n
68.2     13 Ccca(00γ)s00 0klm: l + m = 2n; h0lm: l = 2n; hk00: h = 2n
68.3     14 Ccca(10γ) 0KLm: L = 2n; H0Lm: L = 2n; HK00: H = 2n
68.4     14 Ccca(10γ)s00 0KLm: L + m = 2n; H0Lm: L = 2n; HK00: H = 2n
68.5     15 Acaa(00γ) 0klm: l = 2n; h0lm: h = 2n; hk00: h = 2n
68.6     15 Acaa(00γ)s00 0klm: l + m = 2n; h0lm: h = 2n; hk00: h = 2n
68.7     15 Acaa(00γ)ss0 0klm: l + m = 2n; h0lm: h + m = 2n; hk00: h = 2n
68.8     15 Acaa(00γ)0s0 0klm: l = 2n; h0lm: h + m = 2n; hk00: h = 2n
69.1 Fmmm (mmm, [11{\bar 1}]) 17 Fmmm(00γ)  
69.2     17 Fmmm(00γ)s00 0klm: m = 2n
69.3     17 Fmmm(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
69.4     18 Fmmm(10γ)  
69.5     18 Fmmm(10γ)s00 0KLm: m = 2n
69.6     18 Fmmm(10γ)ss0 0KLm: m = 2n; H0Lm: m = 2n
70.1 Fddd (mmm, [11{\bar 1}]) 17 Fddd(00γ) 0klm: k + l = 4n; h0lm: h + l = 4n; hk00: h + k = 4n
70.2     17 Fddd(00γ)s00 0klm: k + l + 2m = 4n; h0lm: h + l = 4n; hk00: h + k = 4n
71.1 Immm (mmm, [11{\bar 1}]) 12 Immm(00γ)  
71.2     12 Immm(00γ)s00 0klm: m = 2n
71.3     12 Immm(00γ)ss0 0klm: m = 2n; h0lm: m = 2n
72.1 Ibam (mmm, [11{\bar 1}]) 12 Ibam(00γ) 0klm: k = 2n; h0lm: h = 2n
72.2     12 Ibam(00γ)s00 0klm: k + m = 2n; h0lm: h = 2n
72.3     12 Ibam(00γ)ss0 0klm: k + m = 2n; h0lm: h + m = 2n
72.4     12 Imcb(00γ) h0lm: l = 2n; hk00: k = 2n
72.5     12 Imcb(00γ)s00 0klm: m = 2n; h0lm: l = 2n; hk00: k = 2n
72.6     12 Imcb(00γ)ss0 0klm: m = 2n; h0lm: l + m = 2n; hk00: k = 2n
72.7     12 Imcb(00γ)0s0 h0lm: l + m = 2n; hk00: k = 2n
73.1 Ibca (mmm, [11{\bar 1}]) 12 Ibca(00γ) 0klm: k = 2n; h0lm: l = 2n; hk00: h = 2n
73.2     12 Ibca(00γ)s00 0klm: k + m = 2n; h0lm: l = 2n; hk00: h = 2n
73.3     12 Ibca(00γ)ss0 0klm: k + m = 2n; h0lm: l + m = 2n; hk00: h = 2n
74.1 Imma (mmm, [11{\bar 1}]) 12 Imma(00γ) hk00: h = 2n
74.2     12 Imma(00γ)s00 0klm: m = 2n; hk00: h = 2n
74.3     12 Imma(00γ)ss0 0klm: m = 2n; h0lm: m = 2n; hk00: h = 2n
74.4     12 Icmm(00γ) 0klm: l = 2n
74.5     12 Icmm(00γ)s00 0klm: l + m = 2n
74.6     12 Icmm(00γ)ss0 0klm: l + m = 2n; h0lm: m = 2n
74.7     12 Icmm(00γ)0s0 0klm: l = 2n; h0lm: m = 2n
75.1 P4 (4, 1) 19 P4(00γ)  
75.2     19 P4(00γ)q 00lm: m = 4n
75.3     19 P4(00γ)s 00lm: m = 2n
75.4     20 P4([{{1}\over{2}}{{1}\over{2}}]γ)  
75.5     20 P4([{{1}\over{2}}{{1}\over{2}}]γ)q 00Lm: m = 4n
76.1 P41 (4, 1) 19 P41(00γ) 00lm: l = 4n
76.2     20 P41([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 4n
77.1 P42 (4, 1) 19 P42(00γ) 00lm: l = 2n
77.2     19 P42(00γ)q 00lm: 2l + m = 4n
77.3     20 P42([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n
77.4     20 P42([{{1}\over{2}}{{1}\over{2}}]γ)q 00Lm: 2L + m = 4n
78.1 P43 (4, 1) 19 P43(00γ) 00lm: l = 4n
78.2     20 P43([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 4n
79.1 I4 (4, 1) 21 I4(00γ)  
79.2     21 I4(00γ)q 00lm: m = 4n
79.3     21 I4(00γ)s 00lm: m = 2n
80.1 I41 (4, 1) 21 I41(00γ) 00lm: l = 4n
80.2     21 I41(00γ)q 00lm: l + m = 4n
81.1 [P{\bar 4}] ([{\bar 4}], [{\bar 1}]) 19 P[{\bar 4}](00γ)  
81.2     20 P[{\bar 4}]([{{1}\over{2}}{{1}\over{2}}]γ)  
82.1 [I{\bar 4}] ([{\bar 4}], [{\bar 1}]) 21 I[{\bar 4}](00γ)  
83.1 P4/m (4/m, [1{\bar 1}]) 19 P4/m(00γ)  
83.2     19 P4/m(00γ)s0 00lm: m = 2n
83.3     20 P4/m([{{1}\over{2}}{{1}\over{2}}]γ)  
84.1 P42/m (4/m, [1{\bar 1}]) 19 P42/m(00γ) 00lm: l = 2n
84.2     20 P42/m([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n
85.1 P4/n (4/m, [1{\bar 1}]) 19 P4/n(00γ) hk00: h + k = 2n
85.2     19 P4/n(00γ)s0 00lm: m = 2n; hk00: h + k = 2n
85.3     20 P4/n([{{1}\over{2}}{{1}\over{2}}]γ)q0 00Lm: m = 4n; HK00: H = 2n, K = 2n
86.1 P42/n (4/m, [1{\bar 1}]) 19 P42/n(00γ) 00lm: l = 2n; hk00: h + k = 2n
86.2     20 P42/n([{{1}\over{2}}{{1}\over{2}}]γ)q0 00Lm: 2L + m = 4n; HK00: H = 2n, K = 2n
87.1 I4/m (4/m, [1{\bar 1}]) 21 I4/m(00γ)  
87.2     21 I4/m(00γ)s0 00lm: m = 2n
88.1 I41/a (4/m, [1{\bar 1}]) 21 I41/a(00γ) 00lm: l = 4n; hk00: h = 2n
89.1 P422 (422, [1{\bar 1}{\bar 1}]) 19 P422(00γ)  
89.2     19 P422(00γ)q00 00lm: m = 4n
89.3     19 P422(00γ)s00 00lm: m = 2n
89.4     20 P422([{{1}\over{2}}{{1}\over{2}}]γ)  
89.5     20 P422([{{1}\over{2}}{{1}\over{2}}]γ)q00 00Lm: m = 4n
90.1 P4212 (422, [1{\bar 1}{\bar 1}]) 19 P4212(00γ) h000: h = 2n
90.2     19 P4212(00γ)q00 00lm: m = 4n; h000: h = 2n
90.3     19 P4212(00γ)s00 00lm: m = 2n; h000: h = 2n
91.1 P4122 (422, [1{\bar 1}{\bar 1}]) 19 P4122(00γ) 00lm: l = 4n
91.2     20 P4122([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 4n
92.1 P41212 (422, [1{\bar 1}{\bar 1}]) 19 P41212(00γ) 00lm: l = 4n; h000: h = 2n
93.1 P4222 (422, [1{\bar 1}{\bar 1}]) 19 P4222(00γ) 00lm: l = 2n
93.2     19 P4222(00γ)q00 00lm: 2l + m = 4n
93.3     20 P4222([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n
93.4     20 P4222([{{1}\over{2}}{{1}\over{2}}]γ)q00 00Lm: 2L + m = 4n
94.1 P42212 (422, [1{\bar 1}{\bar 1}]) 19 P42212(00γ) 00lm: l = 2n; h000: h = 2n
94.2     19 P42212(00γ)q00 00lm: 2l + m = 4n; h000: h = 2n
95.1 P4322 (422, [1{\bar 1}{\bar 1}]) 19 P4322(00γ) 00lm: l = 4n
95.2     20 P4322([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 4n
96.1 P43212 (422, [1{\bar 1}{\bar 1}]) 19 P43212(00γ) 00lm: l = 4n; h000: h = 2n
97.1 I422 (422, [1{\bar 1}{\bar 1}]) 21 I422(00γ)  
97.2     21 I422(00γ)q00 00lm: m = 4n
97.3     21 I422(00γ)s00 00lm: m = 2n
98.1 I4122 (422, [1{\bar 1}{\bar 1}]) 21 I4122(00γ) 00lm: l = 4n
98.2     21 I4122(00γ)q00 00lm: l + m = 4n
99.1 P4mm (4mm, 111) 19 P4mm(00γ)  
99.2     19 P4mm(00γ)ss0 00lm: m = 2n; 0klm: m = 2n
99.3     19 P4mm(00γ)0ss 0klm: m = 2n; hhlm: m = 2n
99.4     19 P4mm(00γ)s0s 00lm: m = 2n; hhlm: m = 2n
99.5     20 P4mm([{{1}\over{2}}{{1}\over{2}}]γ)  
99.6     20 P4mm([{{1}\over{2}}{{1}\over{2}}]γ)0ss 0KLm: m = 2n; HHLm: m = 2n
100.1 P4bm (4mm, 111) 19 P4bm(00γ) 0klm: k = 2n
100.2     19 P4bm(00γ)ss0 00lm: m = 2n; 0klm: m = 2n
100.3     19 P4bm(00γ)0ss 0klm: k + m = 2n; hhlm: m = 2n
100.4     19 P4bm(00γ)s0s 00lm: m = 2n; 0klm: k = 2n; hhlm: m = 2n
100.5     20 P4bm([{{1}\over{2}}{{1}\over{2}}]γ)qq0 00Lm: m = 4n; KKLm: 2K + m = 4n
100.6     20 P4bm([{{1}\over{2}}{{1}\over{2}}]γ)qqs 00Lm: m = 4n; KKLm: 2K + m = 4n; H0Lm: m = 2n
101.1 P42cm (4mm, 111) 19 P42cm(00γ) 00lm: l = 2n; 0klm: l = 2n
101.2     19 P42cm(00γ)0ss 00lm: l = 2n; 0klm: l + m = 2n; hhlm: m = 2n
101.3     20 P42cm([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n; HHLm: L = 2n
101.4     20 P42cm([{{1}\over{2}}{{1}\over{2}}]γ)0ss 00Lm: L = 2n; HHLm: L + m = 2n; H0Lm: m = 2n
102.1 P42nm (4mm, 111) 19 P42nm(00γ) 00lm: l = 2n; 0klm: k + l = 2n
102.2     19 P42nm(00γ)0ss 00lm: l = 2n; 0klm: k + l + m = 2n; hhlm: m = 2n
102.3     20 P42nm([{{1}\over{2}}{{1}\over{2}}]γ)qq0 00Lm: 2L + m = 4n; HHLm: 2H + 2L + m = 4n
102.4     20 P42nm([{{1}\over{2}}{{1}\over{2}}]γ)qqs 00Lm: 2L + m = 4n; HHLm: 2H + 2L + m = 4n; H0Lm: m = 2n
103.1 P4cc (4mm, 111) 19 P4cc(00γ) 0klm: l = 2n; hhlm: l = 2n
103.2     19 P4cc(00γ)ss0 00lm: m = 2n; 0klm: l + m = 2n; hhlm: l = 2n
103.3     20 P4cc([{{1}\over{2}}{{1}\over{2}}]γ) HHLm: L = 2n; H0Lm: L = 2n
104.1 P4nc (4mm, 111) 19 P4nc(00γ) 0klm: k + l = 2n; hhlm: l = 2n
104.2     19 P4nc(00γ)ss0 00lm: m = 2n; 0klm: k + l + m = 2n; hhlm: l = 2n
104.3     20 P4nc([{{1}\over{2}}{{1}\over{2}}]γ)qq0 00Lm: m = 4n; HHLm: 2H + 2L + m = 4n; H0Lm: L = 2n
105.1 P42mc (4mm, 111) 19 P42mc(00γ) 00lm: l = 2n; hhlm: l = 2n
105.2     19 P42mc(00γ)ss0 00lm: l + m = 2n; 0klm: m = 2n; hhlm: l = 2n
105.3     20 P42mc([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n; H0Lm: L = 2n
106.1 P42bc (4mm, 111) 19 P42bc(00γ) 00lm: l = 2n; 0klm: k = 2n; hhlm: l = 2n
106.2     19 P42bc(00γ)ss0 00lm: l + m = 2n; 0klm: k + m = 2n; hhlm: l = 2n
106.3     20 P42bc([{{1}\over{2}}{{1}\over{2}}]γ)qq0 00Lm: 2L + m = 4n; HHLm: 2H + m = 4n; H0Lm: L = 2n
107.1 I4mm (4mm, 111) 21 I4mm(00γ)  
107.2     21 I4mm(00γ)ss0 00lm: m = 2n; 0klm: m = 2n
107.3     21 I4mm(00γ)0ss 0klm: m = 2n; hhlm: m = 2n
107.4     21 I4mm(00γ)s0s 00lm: m = 2n; hhlm: m = 2n
108.1 I4cm (4mm, 111) 21 I4cm(00γ) 0klm: l = 2n
108.2     21 I4cm(00γ)ss0 00lm: m = 2n; 0klm: l + m = 2n
108.3     21 I4cm(00γ)0ss 0klm: l + m = 2n; hhlm: m = 2n
108.4     21 I4cm(00γ)s0s 00lm: m = 2n; 0klm: l = 2n; hhlm: m = 2n
109.1 I41md (4mm, 111) 21 I41md(00γ) 00lm: l = 4n; hhlm: 2h + l = 4n
109.2     21 I41md(00γ)ss0 00lm: l + 2m = 4n; 0klm: m = 2n; hhlm: 2h + l = 4n
110.1 I41cd (4mm, 111) 21 I41cd(00γ) 00lm: l = 4n; 0klm: l = 2n; hhlm: 2h + l = 4n
110.2     21 I41cd(00γ)ss0 00lm: l + 2m = 4n; 0klm: l + m = 2n; hhlm: 2h + l = 4n
111.1 [P{\bar 4}2m] ([{\bar 4}2m], [{\bar 1}{\bar 1}1]) 19 P[{\bar 4}]2m(00γ)  
111.2     19 P[{\bar 4}]2m(00γ)00s hhlm: m = 2n
111.3     20 P[{\bar 4}]2m([{{1}\over{2}}{{1}\over{2}}]γ)  
111.4     20 P[{\bar 4}]2m([{{1}\over{2}}{{1}\over{2}}]γ)00s H0Lm: m = 2n
112.1 [P{\bar 4}2c] ([{\bar 4}2m], [{\bar 1}{\bar 1}1]) 19 P[{\bar 4}]2c(00γ) hhlm: l = 2n
112.2     20 P[{\bar 4}]2c([{{1}\over{2}}{{1}\over{2}}]γ) H0Lm: L = 2n
113.1 [P{\bar 4}2_1m] ([{\bar 4}2m], [{\bar 1}{\bar 1}1]) 19 P[{\bar 4}]21m(00γ) h000: h = 2n
113.2     19 P[{\bar 4}]21m(00γ)00s h000: h = 2n; hhlm: m = 2n
114.1 [P{\bar 4}2_1c] ([{\bar 4}2m], [{\bar 1}{\bar 1}1]) 19 P[{\bar 4}]21c(00γ) h000: h = 2n; hhlm: l = 2n
115.1 [P{\bar 4}m2] ([{\bar 4}m2], [{\bar 1}1{\bar 1}]) 19 P[{\bar 4}]m2(00γ)  
115.2     19 P[{\bar 4}]m2(00γ)0s0 0klm: m = 2n
115.3     20 P[{\bar 4}]m2([{{1}\over{2}}{{1}\over{2}}]γ)  
116.1 [P{\bar 4}c2] ([{\bar 4}m2], [{\bar 1}1{\bar 1}]) 19 P[{\bar 4}]c2(00γ) 0klm: l = 2n
116.2     20 P[{\bar 4}]c2([{{1}\over{2}}{{1}\over{2}}]γ) HHLm: L = 2n
117.1 [P{\bar 4}b2] ([{\bar 4}m2], [{\bar 1}1{\bar 1}]) 19 P[{\bar 4}]b2(00γ) 0klm: k = 2n
117.2     19 P[{\bar 4}]b2(00γ)0s0 0klm: k + m = 2n
117.3     20 P[{\bar 4}]b2([{{1}\over{2}}{{1}\over{2}}]γ)0q0 HHLm: 2H + m = 4n
118.1 [P{\bar 4}n2] ([{\bar 4}m2], [{\bar 1}1{\bar 1}]) 19 P[{\bar 4}]n2(00γ) 0klm: k + l = 2n
118.2     20 P[{\bar 4}]n2([{{1}\over{2}}{{1}\over{2}}]γ)0q0 HHLm: 2H + 2L + m = 4n
119.1 [I{\bar 4}m2] ([{\bar 4}m2], [{\bar 1}1{\bar 1}]) 21 I[{\bar 4}]m2(00γ)  
119.2     21 I[{\bar 4}]m2(00γ)0s0 0klm: m = 2n
120.1 [I{\bar 4}c2] ([{\bar 4}m2], [{\bar 1}1{\bar 1}]) 21 I[{\bar 4}]c2(00γ) 0klm: l = 2n
120.2     21 I[{\bar 4}]c2(00γ)0s0 0klm: l + m = 2n
121.1 [I{\bar 4}2m] ([{\bar 4}2m], [{\bar 1}{\bar 1}1]) 21 I[{\bar 4}]2m(00γ)  
121.2     21 I[{\bar 4}]2m(00γ)00s hhlm: m = 2n
122.1 [I{\bar 4}2d] ([{\bar 4}2m], [{\bar 1}{\bar 1}1]) 21 I[{\bar 4}]2d(00γ) hhlm: 2h + l = 4n
123.1 P4/mmm (4/mmm, [1{\bar 1}11]) 19 P4/mmm(00γ)  
123.2     19 P4/mmm(00γ)s0s0 00lm: m = 2n; 0klm: m = 2n
123.3     19 P4/mmm(00γ)00ss 0klm: m = 2n; hhlm: m = 2n
123.4     19 P4/mmm(00γ)s00s 00lm: m = 2n; hhlm: m = 2n
123.5     20 P4/mmm([{{1}\over{2}}{{1}\over{2}}]γ)  
123.6     20 P4/mmm([{{1}\over{2}}{{1}\over{2}}]γ)00ss HHLm: m = 2n; H0Lm: m = 2n
124.1 P4/mcc (4/mmm, [1{\bar 1}11]) 19 P4/mcc(00γ) 0klm: l = 2n; hhlm: l = 2n
124.2     19 P4/mcc(00γ)s0s0 00lm: m = 2n; 0klm: l + m = 2n; hhlm: l = 2n
124.3     20 P4/mcc([{{1}\over{2}}{{1}\over{2}}]γ) HHLm: L = 2n; H0Lm: L = 2n
125.1 P4/nbm (4/mmm, [1{\bar 1}11]) 19 P4/nbm(00γ) hk00: h + k = 2n; 0klm: k = 2n
125.2     19 P4/nbm(00γ)s0s0 00lm: m = 2n; hk00: h + k = 2n; 0klm: k + m = 2n
125.3     19 P4/nbm(00γ)00ss hk00: h + k = 2n; 0klm: k + m = 2n; hhlm: m = 2n
125.4     19 P4/nbm(00γ)s00s 00lm: m = 2n; hk00: h + k = 2n; 0klm: k = 2n; hhlm: m = 2n
125.5     20 P4/nbm([{{1}\over{2}}{{1}\over{2}}]γ)q0q0 00Lm: m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + m = 4n
125.6     20 P4/nbm([{{1}\over{2}}{{1}\over{2}}]γ)q0qs 00Lm: m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + m = 4n; H0Lm: m = 2n
126.1 P4/nnc (4/mmm, [1{\bar 1}11]) 19 P4/nnc(00γ) hk00: h + k = 2n; h0lm: h + l = 2n; hhlm: l = 2n
126.2     19 P4/nnc(00γ)s0s0 00lm: m = 2n; hk00: h + k = 2n; h0lm: h + l + m = 2n; hhlm: l = 2n
126.3     20 P4/nnc([{{1}\over{2}}{{1}\over{2}}]γ)q0q0 00Lm: m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + 2L + m = 4n; H0Lm: L = 2n
127.1 P4/mbm (4/mmm, [1{\bar 1}11]) 19 P4/mbm(00γ) 0klm: k = 2n
127.2     19 P4/mbm(00γ)s0s0 00lm: m = 2n; 0klm: k + m = 2n
127.3     19 P4/mbm(00γ)00ss 0klm: k + m = 2n; hhlm: m = 2n
127.4     19 P4/mbm(00γ)s00s 00lm: m = 2n; 0klm: k = 2n; hhlm: m = 2n
128.1 P4/mnc (4/mmm, [1{\bar 1}11]) 19 P4/mnc(00γ) 0klm: k + l = 2n; hhlm: l = 2n
128.2     19 P4/mnc(00γ)s0s0 00lm: m = 2n; 0klm: k + l + m = 2n; hhlm: l = 2n
129.1 P4/nmm (4/mmm, [1{\bar 1}11]) 19 P4/nmm(00γ) hk00: h + k = 2n
129.2     19 P4/nmm(00γ)s0s0 00lm: m = 2n; hk00: h + k = 2n; 0klm: m = 2n
129.3     19 P4/nmm(00γ)00ss hk00: h + k = 2n; 0klm: m = 2n; hhlm: m = 2n
129.4     19 P4/nmm(00γ)s00s 00lm: m = 2n; hk00: h + k = 2n; hhlm: m = 2n
130.1 P4/ncc (4/mmm, [1{\bar 1}11]) 19 P4/ncc(00γ) hk00: h + k = 2n; 0klm: l = 2n; hhlm: l = 2n
130.2     19 P4/ncc(00γ)s0s0 00lm: m = 2n; hk00: h + k = 2n; 0klm: l + m = 2n; hhlm: l = 2n
131.1 P42/mmc (4/mmm, [1{\bar 1}11]) 19 P42/mmc(00γ) 00lm: l = 2n; hhlm: l = 2n
131.2     19 P42/mmc(00γ)s0s0 00lm: l + m = 2n; 0klm: m = 2n; hhlm: l = 2n
131.3     20 P42/mmc([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n; H0Lm: L = 2n
132.1 P42/mcm (4/mmm, [1{\bar 1}11]) 19 P42/mcm(00γ) 00lm: l = 2n; 0klm: l = 2n
132.2     19 P42/mcm(00γ)00ss 00lm: l = 2n; 0klm: l + m = 2n; hhlm: m = 2n
132.3     20 P42/mcm([{{1}\over{2}}{{1}\over{2}}]γ) 00Lm: L = 2n; HHLm: L = 2n
132.4     20 P42/mcm([{{1}\over{2}}{{1}\over{2}}]γ)00ss 00Lm: L = 2n; HHLm: L + m = 2n; H0Lm: m = 2n
133.1 P42/nbc (4/mmm, [1{\bar 1}11]) 19 P42/nbc(00γ) 00lm: l = 2n; hk00: h + k = 2n; 0klm: k = 2n; hhlm: l = 2n
133.2     19 P42/nbc(00γ)s0s0 00lm: l + m = 2n; hk00: h + k = 2n; 0klm: k + m = 2n; hhlm: l = 2n
133.3     20 P42/nbc([{{1}\over{2}}{{1}\over{2}}]γ)q0q0 00Lm: 2L + m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + m = 4n; H0Lm: L = 2n
134.1 P42/nnm (4/mmm, [1{\bar 1}11]) 19 P42/nnm(00γ) 00lm: l = 2n; hk00: h + k = 2n; 0klm: k + l = 2n
134.2     19 P42/nnm(00γ)00ss 00lm: l = 2n; hk00: h + k = 2n; 0klm: k + l + m = 2n; hhlm: m = 2n
134.3     20 P42/nnm([{{1}\over{2}}{{1}\over{2}}]γ)q0q0 00Lm: 2L + m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + 2L + m = 4n
134.4     20 P42/nnm([{{1}\over{2}}{{1}\over{2}}]γ)q0qs 00Lm: 2L + m = 4n; HK00: H + K = 2n; HHLm: 2H + 2L + m = 4n; H0Lm: m = 2n
135.1 P42/mbc (4/mmm, [1{\bar 1}11]) 19 P42/mbc(00γ) 00lm: l = 2n; 0klm: k = 2n; hhlm: l = 2n
135.2     19 P42/mbc(00γ)s0s0 00lm: l + m = 2n; 0klm: k + m = 2n; hhlm: l = 2n
136.1 P42/mnm (4/mmm, [1{\bar 1}11]) 19 P42/mnm(00γ) 00lm: l = 2n; 0klm: k + l = 2n
136.2     19 P42/mnm(00γ)00ss 00lm: l = 2n; 0klm: k + l + m = 2n; hhlm: m = 2n
137.1 P42/nmc (4/mmm, [1{\bar 1}11]) 19 P42/nmc(00γ) 00lm: l = 2n; hk00: h + k = 2n; hhlm: l = 2n
137.2     19 P42/nmc(00γ)s0s0 00lm: l + m = 2n; hk00: h + k = 2n; 0klm: m = 2n; hhlm: l = 2n
138.1 P42/ncm (4/mmm, [1{\bar 1}11]) 19 P42/ncm(00γ) 00lm: l = 2n; hk00: h + k = 2n; 0klm: l = 2n
138.2     19 P42/ncm(00γ)00ss 00lm: l = 2n; hk00: h + k = 2n; 0klm: l + m = 2n; hhlm: m = 2n
139.1 I4/mmm (4/mmm, [1{\bar 1}11]) 21 I4/mmm(00γ)  
139.2     21 I4/mmm(00γ)s0s0 00lm: m = 2n; 0klm: m = 2n
139.3     21 I4/mmm(00γ)00ss 0klm: m = 2n; hhlm: m = 2n
139.4     21 I4/mmm(00γ)s00s 00lm: m = 2n; hhlm: m = 2n
140.1 I4/mcm (4/mmm, [1{\bar 1}11]) 21 I4/mcm(00γ) 0klm: l = 2n
140.2     21 I4/mcm(00γ)s0s0 00lm: m = 2n; 0klm: l + m = 2n
140.3     21 I4/mcm(00γ)00ss 0klm: l + m = 2n; hhlm: m = 2n
140.4     21 I4/mcm(00γ)s00s 00lm: m = 2n; 0klm: l = 2n; hhlm: m = 2n
141.1 I41/amd (4/mmm, [1{\bar 1}11]) 21 I41/amd(00γ) 00lm: l = 4n; hk00: h = 2n; hhlm: 2h + l = 4n
141.2     21 I41/amd(00γ)s0s0 00lm: l + 2m = 4n; hk00: h = 2n; 0klm: m = 2n; hhlm: 2h + l = 4n
142.1 I41/acd (4/mmm, [1{\bar 1}11]) 21 I41/acd(00γ) 00lm: l = 4n; hk00: h = 2n; 0klm: l = 2n; hhlm: 2h + l = 4n
142.2     21 I41/acd(00γ)s0s0 00lm: l + 2m = 4n; hk00: h = 2n; 0klm: l + m = 2n; hhlm: 2h + l = 4n
143.1 P3 (3, 1) 23 P3([{{1}\over{3}}{{1}\over{3}}]γ)  
143.2     24 P3(00γ)  
143.3     24 P3(00γ)t 00lm: m = 3n
144.1 P31 (3, 1) 23 P31([{{1}\over{3}}{{1}\over{3}}]γ) 00Lm: L = 3n
144.2     24 P31(00γ) 00lm: l = 3n
145.1 P32 (3, 1) 23 P32([{{1}\over{3}}{{1}\over{3}}]γ) 00Lm: L = 3n
145.2     24 P32(00γ) 00lm: l = 3n
146.1 R3 (3, 1) 22 R3(00γ)  
146.2     22 R3(00γ)t 00lm: m = 3n
147.1 [P{\bar 3}] ([{\bar 3}], [{\bar 1}]) 23 P[{\bar 3}]([{{1}\over{3}}{{1}\over{3}}]γ)  
147.2     24 P[{\bar 3}](00γ)  
148.1 [R{\bar 3}] ([{\bar 3}], [{\bar 1}]) 22 R[{\bar 3}](00γ)  
149.1 P312 (312, [11{\bar 1}]) 23 P312([{{1}\over{3}}{{1}\over{3}}]γ)  
149.2     24 P312(00γ)  
149.3     24 P312(00γ)t00 00lm: m = 3n
150.1 P321 (321, [1{\bar 1}1]) 24 P321(00γ)  
150.2     24 P321(00γ)t00 00lm: m = 3n
151.1 P3112 (312, [11{\bar 1}]) 23 P3112([{{1}\over{3}}{{1}\over{3}}]γ) 00Lm: L = 3n
151.2     24 P3112(00γ) 00lm: l = 3n
152.1 P3121 (321, [1{\bar 1}1]) 24 P3121(00γ) 00lm: l = 3n
153.1 P3212 (312, [11{\bar 1}]) 23 P3212([{{1}\over{3}}{{1}\over{3}}]γ)  
153.2     24 P3212(00γ) 00lm: l = 3n
154.1 P3221 (321, [1{\bar 1}1]) 24 P3221(00γ) 00lm: l = 3n
155.1 R32 (32, [1{\bar 1}]) 22 R32(00γ)  
155.2     22 R32(00γ)t0 00lm: m = 3n
156.1 P3m1 (3m1, 111) 24 P3m1(00γ)  
156.2     24 P3m1(00γ)0s0 0klm: m = 2n
157.1 P31m (31m, 111) 23 P31m([{{1}\over{3}}{{1}\over{3}}]γ)  
157.2     23 P31m([{{1}\over{3}}{{1}\over{3}}]γ)00s [H{\bar H}Lm]: m = 2n
157.3     24 P31m(00γ)  
157.4     24 P31m(00γ)00s hhlm: m = 2n
158.1 P3c1 (3m1, 111) 24 P3c1(00γ) 0klm: l = 2n
159.1 P31c (31m, 111) 23 P31c([{{1}\over{3}}{{1}\over{3}}]γ) [H{\bar H}Lm]: L = 2n
159.2     24 P31c(00γ) hhlm: l = 2n
160.1 R3m (3m, 11) 22 R3m(00γ)  
160.2     22 R3m(00γ)0s hhlm: m = 2n
161.1 R3c (3m, 11) 22 R3c(00γ) hhlm: l = 2n
162.1 [P{\bar 3}1m] ([{\bar 3}1m], [{\bar 1}11]) 23 P[{\bar 3}]1m([{{1}\over{3}}{{1}\over{3}}]γ)  
162.2     23 P[{\bar 3}]1m([{{1}\over{3}}{{1}\over{3}}]γ)00s [H{\bar H}Lm]: m = 2n
162.3     24 P[{\bar 3}]1m(00γ)  
162.4     24 P[{\bar 3}]1m(00γ)00s hhlm: m = 2n
163.1 [P{\bar 3}1c] ([{\bar 3}1m], [{\bar 1}11]) 23 P[{\bar 3}]1c([{{1}\over{3}}{{1}\over{3}}]γ) [H{\bar H}Lm]: L = 2n
163.2     24 P[{\bar 3}]1c(00γ) hhlm: l = 2n
164.1 [P{\bar 3}m1] ([{\bar 3}m1], [{\bar 1}11]) 24 P[{\bar 3}]m1(00γ)  
164.2     24 P[{\bar 3}]m1(00γ)0s0 0klm: m = 2n
165.1 [P{\bar 3}c1] ([{\bar 3}m1], [{\bar 1}11]) 24 P[{\bar 3}]c1(00γ) 0klm: l = 2n
166.1 [R{\bar 3}m] ([{\bar 3}m], [{\bar 1}1]) 22 R[{\bar 3}]m(00γ)  
166.2     22 R[{\bar 3}]m(00γ)0s hhlm: m = 2n
167.1 [R{\bar 3}c] ([{\bar 3}m], [{\bar 1}1]) 22 R[{\bar 3}]c(00γ) hhlm: l = 2n
168.1 P6 (6, 1) 24 P6(00γ)  
168.2     24 P6(00γ)h 00lm: m = 6n
168.3     24 P6(00γ)t 00lm: m = 3n
168.4     24 P6(00γ)s 00lm: m = 2n
169.1 P61 (6, 1) 24 P61(00γ) 00lm: l = 6n
170.1 P65 (6, 1) 24 P65(00γ) 00lm: l = 6n
171.1 P62 (6, 1) 24 P62(00γ) 00lm: l = 3n
171.2     24 P62(00γ)h 00lm: 2l + m = 6n
172.1 P64 (6, 1) 24 P64(00γ) 00lm: l = 3n
172.2     24 P64(00γ)h 00lm: 2l + m = 6n
173.1 P63 (6, 1) 24 P63(00γ) 00lm: l = 2n
173.2     24 P63(00γ)h 00lm: 3l + m = 6n
174.1 [P{\bar 6}] ([{\bar 6}], [{\bar 1}]) 24 P[{\bar 6}](00γ)  
175.1 P6/m (6/m, [1{\bar 1}]) 24 P6/m(00γ)  
175.2     24 P6/m(00γ)s0 00lm: m = 2n
176.1 P63/m (6/m, [1{\bar 1}]) 24 P63/m(00γ) 00lm: l = 2n
177.1 P622 (622, [1{\bar 1}{\bar 1}]) 24 P622(00γ)  
177.2     24 P622(00γ)h00 00lm: m = 6n
177.3     24 P622(00γ)t00 00lm: m = 3n
177.4     24 P622(00γ)s00 00lm: m = 2n
178.1 P6122 (622, [1{\bar 1}{\bar 1}]) 24 P6122(00γ) 00lm: l = 6n
179.1 P6522 (622, [1{\bar 1}{\bar 1}]) 24 P6522(00γ) 00lm: l = 6n
180.1 P6222 (622, [1{\bar 1}{\bar 1}]) 24 P6222(00γ) 00lm: l = 3n
180.2     24 P6222(00γ)h00 00lm: 2l + m = 6n
181.1 P6422 (622, [1{\bar 1}{\bar 1}]) 24 P6422(00γ) 00lm: l = 3n
181.2     24 P6422(00γ)h00 00lm: 2l + m = 6n
182.1 P6322 (622, [1{\bar 1}{\bar 1}]) 24 P6322(00γ)  
182.2     24 P6322(00γ)h00 00lm: 3l + m = 6n
183.1 P6mm (6mm, 111) 24 P6mm(00γ)  
183.2     24 P6mm(00γ)ss0 00lm: m = 2n; 0klm: m = 2n
183.3     24 P6mm(00γ)0ss 0klm: m = 2n; hhlm: m = 2n
183.4     24 P6mm(00γ)s0s 00lm: m = 2n; hhlm: m = 2n
184.1 P6cc (6mm, 111) 24 P6cc(00γ) 0klm: l = 2n; hhlm: l = 2n
184.2     24 P6cc(00γ)s0s 00lm: m = 2n; 0klm: l = 2n; hhlm: l + m = 2n
185.1 P63cm (6mm, 111) 24 P63cm(00γ) 00lm: l = 2n; 0klm: l = 2n
185.2     24 P63cm(00γ)0ss 00lm: l = 2n; 0klm: l + m = 2n; hhlm: m = 2n
186.1 P63mc (6mm, 111) 24 P63mc(00γ) 00lm: l = 2n; hhlm: l = 2n
186.2     24 P63mc(00γ)0ss 00lm: l = 2n; 0klm: m = 2n; hhlm: l + m = 2n
187.1 [P{\bar 6}m2] ([{\bar 6}m2], [{\bar 1}1{\bar 1}]) 24 P[{\bar 6}]m2(00γ)  
187.2     24 P[{\bar 6}]m2(00γ)0s0 0klm: m = 2n
188.1 [P{\bar 6}c2] ([{\bar 6}m2], [{\bar 1}1{\bar 1}]) 24 P[{\bar 6}]c2(00γ) 0klm: l = 2n
189.1 [P{\bar 6}2m] ([{\bar 6}2m], [{\bar 1}{\bar 1}1]) 24 P[{\bar 6}]2m(00γ)  
189.2     24 P[{\bar 6}]2m(00γ)00s hhlm: m = 2n
190.1 [P{\bar 6}2c] ([{\bar 6}2m], [{\bar 1}{\bar 1}1]) 24 P[{\bar 6}]2c(00γ) hhlm: l = 2n
191.1 P6/mmm (6/mmm, [1{\bar 1}11]) 24 P6/mmm(00γ)  
191.2     24 P6/mmm(00γ)s0s0 00lm: m = 2n; 0klm: m = 2n
191.3     24 P6/mmm(00γ)00ss 0klm: m = 2n; hhlm: m = 2n
191.4     24 P6/mmm(00γ)s00s 00lm: m = 2n; hhlm: m = 2n
192.1 P6/mcc (6/mmm, [1{\bar 1}11]) 24 P6/mcc(00γ) 0klm: l = 2n; hhlm: l = 2n
192.2     24 P6/mcc(00γ)s00s 00lm: m = 2n; 0klm: l = 2n; hhlm: l + m = 2n
193.1 P63/mcm (6/mmm, [1{\bar 1}11]) 24 P63/mcm(00γ) 00lm: l = 2n; 0klm: l = 2n
193.2     24 P63/mcm(00γ)00ss 00lm: l = 2n; 0klm: l + m = 2n; hhlm: m = 2n
194.1 P63/mmc (6/mmm, [1{\bar 1}11]) 24 P63/mmc(00γ) 00lm: l = 2n; hhlm: l = 2n
194.2     24 P63/mmc(00γ)00ss 00lm: l = 2n; 0klm: m = 2n; hhlm: l + m = 2n