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 (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 9.8.3.2a), 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 , 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 as in Table 9.8.3.2(a). The reflection conditions due to centring translations are given in Table 9.8.3.6.
No.Basic space groupPoint group KsBravais class No.Group symbolSpecial reflection conditions
1.1 P1 (1, 1) 1 P1(αβγ)
2.1 (, ) 1 P(αβγ)
3.1 P2 (2, ) 2 P2(αβ0)
3.2   (2, ) 3 P2(αβ)
3.3   (2, 1) 5 P2(00γ)
3.4   (2, 1) 5 P2(00γ)s 00lm: m = 2n
3.5   (2, 1) 6 P2(0γ)
4.1 P21 (2, ) 2 P21(αβ0) 00l0: l = 2n
4.2   (2, 1) 5 P21(00γ) 00lm: l = 2n
4.3   (2, 1) 6 P21(0γ) 00Lm: L = 2n
5.1 B2 (2, ) 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(0γ)
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)
6.4   (m, ) 5 Pm(00γ)
6.5   (m, ) 6 Pm(0γ)
7.1 Pb (m, 1) 2 Pb(αβ0) hk0m: k = 2n
7.2   (m, 1) 3 Pb(αβ) HK0m: K = 2n
7.3   (m, ) 5 Pb(00γ) hk00: k = 2n
7.4   (m, ) 6 Pb(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, ) 7 Bm(00γ)
8.4   (m, ) 8 Bm(0γ)
9.1 Bb (m, 1) 4 Bb(αβ0) hk0m: k = 2n
9.2   (m, ) 7 Bb(00γ) hk00: k = 2n
10.1 P2/m (2/m, ) 2 P2/m(αβ0)
10.2   (2/m, ) 2 P2/m(αβ0)0s hk0m: m = 2n
10.3   (2/m, ) 3 P2/m(αβ)
10.4   (2/m, ) 5 P2/m(00γ)
10.5   (2/m, ) 5 P2/m(00γ)s0 00lm: m = 2n
10.6   (2/m, ) 6 P2/m(0γ)
11.1 P21/m (2/m, ) 2 P21/m(αβ0) 00l0: l = 2n
11.2   (2/m, ) 2 P21/m(αβ0)0s 00l0: l = 2n; hk0m: m = 2n
11.3   (2/m, ) 5 P21/m(00γ) 00lm: l = 2n
11.4   (2/m, ) 6 P21/m(0γ) 00Lm: L = 2n
12.1 B2/m (2/m, ) 4 B2/m(αβ0)
12.2   (2/m, ) 4 B2/m(αβ0)0s hk0m: m = 2n
12.3   (2/m, ) 7 B2/m(00γ)
12.4   (2/m, ) 7 B2/m(00γ)s0 00lm: m = 2n
12.5   (2/m, ) 8 B2/m(0γ)
13.1 P2/b (2/m, ) 2 P2/b(αβ0) hk0m: k = 2n
13.2   (2/m, ) 3 P2/b(αβ) HK0m: m = 2n
13.3   (2/m, ) 5 P2/b(00γ) hk00: k = 2n
13.4   (2/m, ) 5 P2/b(00γ)s0 00lm: m = 2n; hk00: k = 2n
13.5   (2/m, ) 6 P2/b(0γ) HK00: K = 2n
14.1 P21/b (2/m, ) 2 P21/b(αβ0) 00l0: l = 2n; hk0m: k = 2n
14.2   (2/m, ) 5 P21/b(00γ) 00lm: l = 2n; hk00: k = 2n
14.3   (2/m, ) 6 P21/b(0γ) 00Lm: L = 2n; HK00: K = 2n
15.1 B2/b (2/m, ) 4 B2/b(αβ0) hk0m: k = 2n
15.2   (2/m, ) 7 B2/b(00γ) hk00: k = 2n
15.3   (2/m, ) 7 B2/b(00γ)s0 00lm: m = 2n; hk00: k = 2n
16.1 P222 (222, ) 9 P222(00γ)
16.2     9 P222(00γ)00s 00lm: m = 2n
16.3     10 P222(0γ)
16.4     11 P222(γ)
17.1 P2221 (222, ) 9 P2221(00γ) 00lm: l = 2n
17.2     10 P2221(0γ) 00Lm: L = 2n
17.3     11 P2221(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(0γ) H000: H = 2n
18.1 P21212 (222, ) 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(0γ) H000: H = 2n; 00Lm: L = 2n
19.1 P212121 (222, ) 9 P212121(00γ) h000: h = 2n; 0k00: k = 2n; 00lm: l = 2n
20.1 C2221 (222, ) 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, ) 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(0γ)
22.1 F222 (222, ) 17 F222(00γ)
22.2     17 F222(00γ)00s 00lm: m = 2n
22.3     18 F222(10γ)
23.1 I222 (222, ) 12 I222(00γ)
23.2     12 I222(00γ)00s 00lm: m = 2n
24.1 I212121 (222, ) 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(0γ)
25.5     10 Pmm2(0γ)s0s 0KLm: m = 2n
25.6     11 Pmm2(γ)
25.7   (m2m, ) 10 Pm2m(0γ)
25.8     10 Pm2m(0γ)s00 0KLm: m = 2n
25.9   (2mm, ) 9 P2mm(00γ)
25.10     9 P2mm(00γ)0s0 h0lm: m = 2n
25.11     10 P2mm(0γ)
25.12     11 P2mm(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(0γ) H0Lm: L = 2n
26.4     10 Pmc21(0γ)s0s 0KLm: m = 2n; H0Lm: L = 2n
26.5     10 Pcm21(0γ) 0KLm: L = 2n
26.6     11 Pmc21(γ) H0Lm: L = 2n
26.7   (2mm, ) 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(0γ) H0Lm: H = 2n
26.12     10 P21ma(0γ) 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(0γ) 0KLm: L = 2n; H0Lm: L = 2n
27.4     11 Pcc2(γ) 0KLm: L = 2n; H0Lm: L = 2n
27.5   (2mm, ) 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(0γ) 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(0γ) H0Lm: H = 2n
28.6     10 Pma2(0γ)s0s 0KLm: m = 2n; H0Lm: H = 2n
28.7   (m2m, ) 10 Pm2a(0γ) HK00: H = 2n
28.8     10 Pm2a(0γ)s00 0KLm: m = 2n; HK00: H = 2n
28.9     10 Pc2m(0γ) 0KLm: L = 2n
28.10   (2mm, ) 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(0γ) H0Lm: L = 2n
28.14     11 P2cm(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(0γ) 0KLm: L = 2n; H0Lm: H = 2n
29.4   (2mm, ) 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(0γ) 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(0γ) 0KLm: L = 2n; H0Lm: H + L = 2n
30.4   (2mm, ) 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(0γ) H0Lm: H + L = 2n; HK00: H = 2n
30.8     11 P2an(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(0γ) H0Lm: H + L = 2n
31.4     10 Pmn21(0γ)s0s 0KLm: m = 2n; H0Lm: H + L = 2n
31.5   (2mm, ) 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(0γ) 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(γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + m = 4n
32.5   (m2m, ) 10 Pc2a(0γ) 0KLm: L = 2n; HK00: H = 2n
32.6   (2mm, ) 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(γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + 2L + m = 4n
33.4   (2mm, ) 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(γ)qq0 0KLm: 2K + 2L + m = 4n; H0Lm: 2H + 2L + m = 4n
34.4   (2mm, ) 9 P2nn(00γ) h0lm: h + l = 2n; hk00: h + k = 2n
34.5     11 P2nn(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, ) 15 A2mm(00γ)
35.8     15 A2mm(00γ)0s0 h0lm: m = 2n
35.9     16 A2mm(0γ)
35.10     16 A2mm(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, ) 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, ) 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, ) 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(0γ)
38.10     16 Amm2(0γ)0ss H0Lm: m = 2n
38.11   (m2m, ) 15 Am2m(00γ)
38.12     15 Am2m(00γ)s00 0klm: m = 2n
38.13     16 Am2m(0γ)
39.1 C2mb (2mm, ) 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(0γ) 0KLm: K = 2n
39.10     16 Abm2(0γ)0ss 0KLm: K + m = 2n
39.11   (m2m, ) 15 Ac2m(00γ) 0klm: l = 2n
39.12     15 Ac2m(00γ)s00 0klm: l + m = 2n
39.13     16 Ac2m(0γ) 0KLm: L = 2n
40.1 C2cm (2mm, ) 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, ) 15 Am2a(00γ) hk00: h = 2n
40.8     15 Am2a(00γ)s00 0klm: m = 2n; hk00: h = 2n
41.1 C2cb (2mm, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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(0γ)
47.5     10 Pmmm(0γ)s00 0KLm: m = 2n
47.6     11 Pmmm(γ)
48.1 Pnnn (mmm, ) 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(γ)qq0 0KLm: 2K + 2L + m = 4n; H0Lm: 2H + 2L + m = 2n; HK00: H + K = 2n
49.1 Pccm (mmm, ) 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(0γ) 0KLm: L = 2n; H0Lm: L = 2n
49.8     10 Pmaa(0γ) H0Lm: H = 2n; HK00: H = 2n
49.9     10 Pmaa(0γ)s00 0KLm: m = 2n; H0Lm: H = 2n; HK00: H = 2n
49.10     11 Pccm (γ) 0KLm: L = 2n; H0Lm: L = 2n
50.1 Pban (mmm, ) 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(0γ) 0KLm: L = 2n; H0Lm: H + L = 2n; HK00: H = 2n
50.7     11 Pban(γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + m = 4n; HK00: H + K = 2n
51.1 Pmma (mmm, ) 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(0γ) HK00: H = 2n
51.12     10 Pmma(0γ)s00 0KLm: m = 2n; HK00: H = 2n
51.13     10 Pmam(0γ) H0Lm: H = 2n
51.14     10 Pmam(0γ)s00 0KLm: m = 2n; H0Lm: H = 2n
51.15     10 Pmcm(0γ) H0Lm: L = 2n
51.16     10 Pmcm(0γ)s00 0KLm: m = 2n; H0Lm: L = 2n
51.17     10 Pcmm(0γ) 0KLm: L = 2n
51.18     11 Pcmm(γ) 0KLm: L = 2n
52.1 Pnna (mmm, ) 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(γ)qq0 0KLm: 2K + m = 4n; H0Lm: 2H + 2L + m = 4n; HK00: H + K = 2n
53.1 Pmna (mmm, ) 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(0γ) H0Lm: H + L = 2n; HK00: H = 2n
53.10     10 Pmna(0γ)s00 0KLm: m = 2n; H0Lm: H + L = 2n; HK00: H = 2n
53.11     10 Pcnm(0γ) 0KLm: L = 2n; H0Lm: H + L = 2n
54.1 Pcca (mmm, ) 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(0γ) 0KLm: L = 2n; H0Lm: L = 2n; HK00: H = 2n
54.10     10 Pcaa(0γ) 0KLm: L = 2n; H0Lm: H = 2n; HK00: H = 2n
55.1 Pbam (mmm, ) 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(0γ) 0KLm: L = 2n; HK00: H = 2n
56.1 Pccn (mmm, ) 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, ) 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(0γ) 0KLm: L = 2n; H0Lm: H = 2n
57.10     10 Pmca(0γ) H0Lm: L = 2n; HK00: H = 2n
57.11     10 Pmca(0γ)s00 0KLm: m = 2n; H0Lm: L = 2n; HK00: H = 2n
58.1 Pnnm (mmm, ) 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, ) 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(0γ) H0Lm: H + L = 2n
59.7     10 Pmnm(0γ)s00 0KLm: m = 2n; H0Lm: H + L = 2n
60.1 Pbcn (mmm, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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(0γ)
65.12     16 Ammm(0γ)0s0 H0Lm: m = 2n
66.1 Cccm (mmm, ) 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, ) 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(0γ) 0KLm: L = 2n
67.12     16 Acmm(0γ)0s0 0KLm: L = 2n; H0Lm: m = 2n
68.1 Ccca (mmm, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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(γ)
75.5     20 P4(γ)q 00Lm: m = 4n
76.1 P41 (4, 1) 19 P41(00γ) 00lm: l = 4n
76.2     20 P41(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(γ) 00Lm: L = 2n
77.4     20 P42(γ)q 00Lm: 2L + m = 4n
78.1 P43 (4, 1) 19 P43(00γ) 00lm: l = 4n
78.2     20 P43(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 (, ) 19 P(00γ)
81.2     20 P(γ)
82.1 (, ) 21 I(00γ)
83.1 P4/m (4/m, ) 19 P4/m(00γ)
83.2     19 P4/m(00γ)s0 00lm: m = 2n
83.3     20 P4/m(γ)
84.1 P42/m (4/m, ) 19 P42/m(00γ) 00lm: l = 2n
84.2     20 P42/m(γ) 00Lm: L = 2n
85.1 P4/n (4/m, ) 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(γ)q0 00Lm: m = 4n; HK00: H = 2n, K = 2n
86.1 P42/n (4/m, ) 19 P42/n(00γ) 00lm: l = 2n; hk00: h + k = 2n
86.2     20 P42/n(γ)q0 00Lm: 2L + m = 4n; HK00: H = 2n, K = 2n
87.1 I4/m (4/m, ) 21 I4/m(00γ)
87.2     21 I4/m(00γ)s0 00lm: m = 2n
88.1 I41/a (4/m, ) 21 I41/a(00γ) 00lm: l = 4n; hk00: h = 2n
89.1 P422 (422, ) 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(γ)
89.5     20 P422(γ)q00 00Lm: m = 4n
90.1 P4212 (422, ) 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, ) 19 P4122(00γ) 00lm: l = 4n
91.2     20 P4122(γ) 00Lm: L = 4n
92.1 P41212 (422, ) 19 P41212(00γ) 00lm: l = 4n; h000: h = 2n
93.1 P4222 (422, ) 19 P4222(00γ) 00lm: l = 2n
93.2     19 P4222(00γ)q00 00lm: 2l + m = 4n
93.3     20 P4222(γ) 00Lm: L = 2n
93.4     20 P4222(γ)q00 00Lm: 2L + m = 4n
94.1 P42212 (422, ) 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, ) 19 P4322(00γ) 00lm: l = 4n
95.2     20 P4322(γ) 00Lm: L = 4n
96.1 P43212 (422, ) 19 P43212(00γ) 00lm: l = 4n; h000: h = 2n
97.1 I422 (422, ) 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, ) 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(γ)
99.6     20 P4mm(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(γ)qq0 00Lm: m = 4n; KKLm: 2K + m = 4n
100.6     20 P4bm(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(γ) 00Lm: L = 2n; HHLm: L = 2n
101.4     20 P42cm(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(γ)qq0 00Lm: 2L + m = 4n; HHLm: 2H + 2L + m = 4n
102.4     20 P42nm(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(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(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(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(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 (, ) 19 P2m(00γ)
111.2     19 P2m(00γ)00s hhlm: m = 2n
111.3     20 P2m(γ)
111.4     20 P2m(γ)00s H0Lm: m = 2n
112.1 (, ) 19 P2c(00γ) hhlm: l = 2n
112.2     20 P2c(γ) H0Lm: L = 2n
113.1 (, ) 19 P21m(00γ) h000: h = 2n
113.2     19 P21m(00γ)00s h000: h = 2n; hhlm: m = 2n
114.1 (, ) 19 P21c(00γ) h000: h = 2n; hhlm: l = 2n
115.1 (, ) 19 Pm2(00γ)
115.2     19 Pm2(00γ)0s0 0klm: m = 2n
115.3     20 Pm2(γ)
116.1 (, ) 19 Pc2(00γ) 0klm: l = 2n
116.2     20 Pc2(γ) HHLm: L = 2n
117.1 (, ) 19 Pb2(00γ) 0klm: k = 2n
117.2     19 Pb2(00γ)0s0 0klm: k + m = 2n
117.3     20 Pb2(γ)0q0 HHLm: 2H + m = 4n
118.1 (, ) 19 Pn2(00γ) 0klm: k + l = 2n
118.2     20 Pn2(γ)0q0 HHLm: 2H + 2L + m = 4n
119.1 (, ) 21 Im2(00γ)
119.2     21 Im2(00γ)0s0 0klm: m = 2n
120.1 (, ) 21 Ic2(00γ) 0klm: l = 2n
120.2     21 Ic2(00γ)0s0 0klm: l + m = 2n
121.1 (, ) 21 I2m(00γ)
121.2     21 I2m(00γ)00s hhlm: m = 2n
122.1 (, ) 21 I2d(00γ) hhlm: 2h + l = 4n
123.1 P4/mmm (4/mmm, ) 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(γ)
123.6     20 P4/mmm(γ)00ss HHLm: m = 2n; H0Lm: m = 2n
124.1 P4/mcc (4/mmm, ) 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(γ) HHLm: L = 2n; H0Lm: L = 2n
125.1 P4/nbm (4/mmm, ) 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(γ)q0q0 00Lm: m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + m = 4n
125.6     20 P4/nbm(γ)q0qs 00Lm: m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + m = 4n; H0Lm: m = 2n
126.1 P4/nnc (4/mmm, ) 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(γ)q0q0 00Lm: m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + 2L + m = 4n; H0Lm: L = 2n
127.1 P4/mbm (4/mmm, ) 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, ) 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, ) 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, ) 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, ) 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(γ) 00Lm: L = 2n; H0Lm: L = 2n
132.1 P42/mcm (4/mmm, ) 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(γ) 00Lm: L = 2n; HHLm: L = 2n
132.4     20 P42/mcm(γ)00ss 00Lm: L = 2n; HHLm: L + m = 2n; H0Lm: m = 2n
133.1 P42/nbc (4/mmm, ) 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(γ)q0q0 00Lm: 2L + m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + m = 4n; H0Lm: L = 2n
134.1 P42/nnm (4/mmm, ) 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(γ)q0q0 00Lm: 2L + m = 4n; HK00: H = 2n, K = 2n; HHLm: 2H + 2L + m = 4n
134.4     20 P42/nnm(γ)q0qs 00Lm: 2L + m = 4n; HK00: H + K = 2n; HHLm: 2H + 2L + m = 4n; H0Lm: m = 2n
135.1 P42/mbc (4/mmm, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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, ) 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(γ)
143.2     24 P3(00γ)
143.3     24 P3(00γ)t 00lm: m = 3n
144.1 P31 (3, 1) 23 P31(γ) 00Lm: L = 3n
144.2     24 P31(00γ) 00lm: l = 3n
145.1 P32 (3, 1) 23 P32(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 (, ) 23 P(γ)
147.2     24 P(00γ)
148.1 (, ) 22 R(00γ)
149.1 P312 (312, ) 23 P312(γ)
149.2     24 P312(00γ)
149.3     24 P312(00γ)t00 00lm: m = 3n
150.1 P321 (321, ) 24 P321(00γ)
150.2     24 P321(00γ)t00 00lm: m = 3n
151.1 P3112 (312, ) 23 P3112(γ) 00Lm: L = 3n
151.2     24 P3112(00γ) 00lm: l = 3n
152.1 P3121 (321, ) 24 P3121(00γ) 00lm: l = 3n
153.1 P3212 (312, ) 23 P3212(γ)
153.2     24 P3212(00γ) 00lm: l = 3n
154.1 P3221 (321, ) 24 P3221(00γ) 00lm: l = 3n
155.1 R32 (32, ) 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(γ)
157.2     23 P31m(γ)00s : 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(γ) : 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 (, ) 23 P1m(γ)
162.2     23 P1m(γ)00s : m = 2n
162.3     24 P1m(00γ)
162.4     24 P1m(00γ)00s hhlm: m = 2n
163.1 (, ) 23 P1c(γ) : L = 2n
163.2     24 P1c(00γ) hhlm: l = 2n
164.1 (, ) 24 Pm1(00γ)
164.2     24 Pm1(00γ)0s0 0klm: m = 2n
165.1 (, ) 24 Pc1(00γ) 0klm: l = 2n
166.1 (, ) 22 Rm(00γ)
166.2     22 Rm(00γ)0s hhlm: m = 2n
167.1 (, ) 22 Rc(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 (, ) 24 P(00γ)
175.1 P6/m (6/m, ) 24 P6/m(00γ)
175.2     24 P6/m(00γ)s0 00lm: m = 2n
176.1 P63/m (6/m, ) 24 P63/m(00γ) 00lm: l = 2n
177.1 P622 (622, ) 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, ) 24 P6122(00γ) 00lm: l = 6n
179.1 P6522 (622, ) 24 P6522(00γ) 00lm: l = 6n
180.1 P6222 (622, ) 24 P6222(00γ) 00lm: l = 3n
180.2     24 P6222(00γ)h00 00lm: 2l + m = 6n
181.1 P6422 (622, ) 24 P6422(00γ) 00lm: l = 3n
181.2     24 P6422(00γ)h00 00lm: 2l + m = 6n
182.1 P6322 (622, ) 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 (, ) 24 Pm2(00γ)
187.2     24 Pm2(00γ)0s0 0klm: m = 2n
188.1 (, ) 24 Pc2(00γ) 0klm: l = 2n
189.1 (, ) 24 P2m(00γ)
189.2     24 P2m(00γ)00s hhlm: m = 2n
190.1 (, ) 24 P2c(00γ) hhlm: l = 2n
191.1 P6/mmm (6/mmm, ) 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, ) 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, ) 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, ) 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