Symmetry Representation
Space Group Symmetry
In crystallography, the Hermann-Mauguin notation is used to represent the symmetry of a crystal structure. Using this notation, the symmetry of a crystal structure can be described by a space group symbol, which is a combination of letters and numbers that represent the symmetry operations that can be applied to the structure. A full Hermann-Mauguin notation can be broken down into four parts:
A single letter (
P, A, B, C, I, R) indicating the type of latticeA symbol denoting the symmetry for the primary direction.
A symbol denoting the symmetry for the secondary direction.
A symbol denoting the symmetry for the tertiary direction.
System |
Primary |
Secondary |
Tertiary |
Possible Symmetry Elements |
|---|---|---|---|---|
Triclinic |
— |
— |
— |
1, -1. |
Monoclinic |
[010] |
— |
— |
2, 2₁, m, c, 2/m, 2/c, 2₁/c. |
Orthorhombic |
[100] |
[010] |
[001] |
2, 2₁, m, a, b, c, n, d. |
Tetragonal |
[001] |
[100]/[010] |
[110]/[101]/… |
4ₙ(/m) @ [001]. |
Tri/Hexagonal |
[001] |
[100]/[010] |
[110]/[101]/.. |
3ₙ/6ₙ, -3, -6 @ [001] |
Cubic |
[100]/… |
[111]/[1̄11]/… |
[110]/[101]/… |
4ₙ @ [100], 3ₙ @ [111], 2ₙ @ [110] |
For example, the space group 227 has a symbol of Fd-3m or F 4₁/d -3 2/m in the full Hermann-Mauguin notation. This means it has
a face centered unit cell
a
4₁/d(including1, -1, 2₁, d, 4₁, -4) symmetry in the [100] family direction.a
-3(including1, -1, 3) symmetry in the [111] family directions.a
2/m(including1, -1, 2, m) symmetry in the [110] family directions.
In most cases, the short Hermann-Mauguin notation is used to describe the symmetry of a crystal structure. For the case of F 4₁/d -3 2/m, it can be simplified to Fd-3m by removing the redundant information due to the following reasons:
4₁/dis reduced todsince the primary direction must have the 4-fold,2/mis reduced tomsince the tertiary direction must have the 2-fold symmetry.
Similarly, the space group 61 P 2₁/b 2₁/c 2₁/a can be simplified to Pbca since the 2₁ must be present in that particular setting. However, the full Hermann-Mauguin notation is more informative and can be used to describe the symmetry of a crystal structure in more detail.
Below shows the symmetry element analysis of the space group Fd-3m on the 15 high symmetry crystallographic axes.
Index |
Direction |
Symmetry elements |
Symbol |
|---|---|---|---|
0 |
(1, 0, 0) |
1, -1, 2₁, d, 4₁, -4 |
4₁/d |
1 |
(0, 1, 0) |
1, -1, 2₁, d, 4₁, -4 |
4₁/d |
2 |
(0, 0, 1) |
1, -1, 2₁, d, 4₁, -4 |
4₁/d |
3 |
(1, 1, 1) |
1, -1, 3 |
-3 |
4 |
(1, -1, -1) |
1, -1, 3 |
-3 |
5 |
(-1, 1, -1) |
1, -1, 3 |
-3 |
6 |
(-1, -1, 1) |
1, -1, 3 |
-3 |
7 |
(1, -1, 0) |
1, -1, 2, m |
2/m |
8 |
(1, 1, 0) |
1, -1, 2, d |
2/d |
9 |
(0, 1, -1) |
1, -1, 2, m |
2/m |
10 |
(0, 1, 1) |
1, -1, 2, d |
2/d |
11 |
(-1, 0, 1) |
1, -1, 2, m |
2/m |
12 |
(1, 0, 1) |
1, -1, 2, d |
2/d |
13 |
(1, -2, 0) |
1, -1 |
-1 |
14 |
(2, -1, 0) |
1, -1 |
-1 |
One can easily verify this via PyXtal as follows.
from pyxtal.symmetry import Group
spg = Group(227)
ss = spg.get_spg_symmetry_object()
ss.to_beautiful_matrix_representation(skip=False)
>>> Order Axis 1 -1 2 2_1 m a b c n d 3 3_1 3_2 4 4_1 4_2 4_3 -4
0 ( 1 0 0): 1 1 0 1 0 0 0 0 0 1 0 0 0 0 1 0 0 1 # 4_1/d
0 ( 0 1 0): 1 1 0 1 0 0 0 0 0 1 0 0 0 0 1 0 0 1 # 4_1/d
0 ( 0 0 1): 1 1 0 1 0 0 0 0 0 1 0 0 0 0 1 0 0 1 # 4_1/d
1 ( 1 1 1): 1 1 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 # -3
1 ( 1 -1 -1): 1 1 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 # -3
1 (-1 1 -1): 1 1 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 # -3
1 (-1 -1 1): 1 1 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 # -3
2 ( 1 -1 0): 1 1 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 # 2/m
2 ( 1 1 0): 1 1 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 # 2/m
2 ( 0 1 -1): 1 1 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 # 2/m
2 ( 0 1 1): 1 1 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 # 2/m
2 (-1 0 1): 1 1 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 # 2/m
2 ( 1 0 1): 1 1 1 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 # 2/m
In the above output, we use a 1D 18-length array to represent the symmetry elements (1, -1, 2, 2₁, m, a, b, c, n, d, 3, 3₁, 3₂, 4, 4₁, 4₂, 4₃, -4).
Space Group Symmetry’s Digital Representation
For the application of deep learning, the space group symmetry can be represented as a 14 lattice indices + 15x18 matrix.
For the lattice index, we divde it into 16 possible cases (0-15) as shown below:
ID |
Lattice Type |
|---|---|
0 |
Triclinic Primitive |
1 |
Monoclinic Primitive |
2 |
Monoclinic C-Base Centered |
3 |
Orthorhombic Primitive |
4 |
Orthorhombic A-base Centered |
5 |
Orthorhombic B-base Centered |
6 |
Orthorhombic C-base Centered |
7 |
Orthorhombic Body Centered |
8 |
Orthorhombic Face Centered |
9 |
Tetragonal Primitive |
10 |
Tetragonal Body Centered |
11 |
Hexagonal Primitive |
12 |
Hexagonal Rhombehedral |
13 |
Cubic Primitive |
14 |
Cubic Body Centered |
15 |
Cubic Face Centered |
For the matrix, the rows represent 15 directions, including
Index
Direction
0
(1, 0, 0)
1
(0, 1, 0)
2
(0, 0, 1)
3
(1, 1, 1)
4
(1, -1, -1)
5
(-1, 1, -1)
6
(-1, -1, 1)
7
(1, -1, 0)
8
(1, 1, 0)
9
(0, 1, -1)
10
(0, 1, 1)
11
(-1, 0, 1)
12
(1, 0, 1)
13
(1, 2, 0)
14
(2, 1, 0)
Ant the columns represent 18 symmetry elements. The value of each element in the matrix indicates the presence (1) or absence (0) of a symmetry operation. There exist a total of 48 combinational symmetries,
Index |
Symmetry elements |
Symbol |
|---|---|---|
0 |
1 |
1 |
1 |
1, -1 |
̄1 |
2 |
1, 2 |
2 |
3 |
1, 2₁ |
2₁ |
4 |
1, m |
m |
5 |
1, a |
a |
6 |
1, b |
b |
7 |
1, c |
c |
8 |
1, n |
n |
9 |
1, d |
d |
10 |
1, 3 |
3 |
11 |
1, 3₁ |
3₁ |
12 |
1, 3₂ |
3₂ |
13 |
1, -1, 2, m |
2/m |
14 |
1, -1, 2, a |
2/a |
15 |
1, -1, 2, b |
2/b |
16 |
1, -1, 2, c |
2/c |
17 |
1, -1, 2, n |
2/n |
18 |
1, -1, 2, d |
2/d |
19 |
1, -1, 2₁, m |
2₁/m |
20 |
1, -1, 2₁, a |
2₁/a |
21 |
1, -1, 2₁, b |
2₁/b |
22 |
1, -1, 2₁, c |
2₁/c |
23 |
1, -1, 2₁, n |
2₁/n |
24 |
1, -1, 2₁, d |
2₁/d |
25 |
1, 2, 4 |
4 |
26 |
1, 2₁, 4₁ |
4₁ |
27 |
1, 2, 4₂ |
4₂ |
28 |
1, 2₁, 4₃ |
4₃ |
29 |
1, 2, -4 |
-4 |
30 |
1, -1, 3 |
-3 |
31 |
1, 2, 3 |
6 |
32 |
1, 2₁, 3₁ |
6₁ |
33 |
1, 2₁, 3₂ |
6₅ |
34 |
1, 2, 3₂ |
6₂ |
35 |
1, 2, 3₁ |
6₄ |
36 |
1, 2₁, 3 |
6₃ |
37 |
1, m, 3 |
-6 |
38 |
1, -1, 2, m, 4, -4 |
4/m |
39 |
1, -1, 2, n, 4, -4 |
4/n |
40 |
1, -1, 2₁, a, 4₁, -4 |
4₁/a |
41 |
1, -1, 2₁, b, 4₁, -4 |
4₁/b |
42 |
1, -1, 2₁, c, 4₁, -4 |
4₁/c |
43 |
1, -1, 2₁, d, 4₁, -4 |
4₁/d |
44 |
1, -1, 2, m, 4₂, -4 |
4₂/m |
45 |
1, -1, 2, m, 4₂, -4 |
4₂/n |
46 |
1, -1, 2, m, 3 |
6/m |
47 |
1, -1, 2₁, m, 3 |
6₃/m |
In PyXtal, this representation can be easily obtained via the get_spg_representation() method. The first element of the output is the lattice index, and the second element is a 15x48 matrix representing the symmetry elements.
from pyxtal.symmetry import Group
spg = Group(227)
id, matrix = spg.get_spg_representation()
print(id)
print(matrix)
>>> 13 # lattice id
>>> # one-hot encoding of 15*48 matrix to represent the space group Fd-3m
[[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]
[0 1 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]])
Wyckoff Site Symmetry
For each space group, the Wyckoff positions are defined by the symmetry of the site. The Wyckoff positions are labeled with a letter and a number, where the letter indicates the type of site and the number indicates the multiplicity of that site. Below, we show the Wyckoff site symmetry for the space group 227 (Fd-3m) as an example.
from pyxtal.symmetry import Group
spg = Group(227)
print(spg)
wp = spg[-1] # Get the last Wyckoff position 8a
ss.to_beautiful_matrix_representation() # List symmetry elements
>>> -- Spacegroup --# 227 (Fd-3m)--
192i site symm: 1
96h site symm: ..2
96g site symm: ..m
48f site symm: 2.mm
32e site symm: .3m
16d site symm: .-3m
16c site symm: .-3m
8b site symm: -43m
8a site symm: -43m
>>> Order Axis 1 -1 2 m 3 4 -4 -3 6 -6
0 ( 1 0 0): 1 0 1 0 0 0 1 0 0 0 -4
0 ( 0 1 0): 1 0 1 0 0 0 1 0 0 0 -4
0 ( 0 0 1): 1 0 1 0 0 0 1 0 0 0 -4
1 ( 1 1 1): 1 0 0 0 1 0 0 0 0 0 3
1 ( 1 -1 -1): 1 0 0 0 1 0 0 0 0 0 3
1 (-1 1 -1): 1 0 0 0 1 0 0 0 0 0 3
1 (-1 -1 1): 1 0 0 0 1 0 0 0 0 0 3
2 ( 1 -1 0): 1 0 0 1 0 0 0 0 0 0 m
2 ( 1 1 0): 1 0 0 1 0 0 0 0 0 0 m
2 ( 0 1 -1): 1 0 0 1 0 0 0 0 0 0 m
2 ( 0 1 1): 1 0 0 1 0 0 0 0 0 0 m
2 (-1 0 1): 1 0 0 1 0 0 0 0 0 0 m
2 ( 1 0 1): 1 0 0 1 0 0 0 0 0 0 m
In space group 227, the Wyckoff position 8a indicates that there are 8 equivalent sites in the unit cell, with a site symmetry of -43m. Unlike the Hermann-Mauguin notation, the site symmetry does not count the translation symmetry. Hence, it does not include the screw axis (e.g., 2₁, 3₁, 4₁, 6₁) or glide plane symmetry (a, b, c, n, d). There are 7 fundamental point group symmetries (1, -1, 2, m, 3, 4, 6, -6) and 5 additional compound group symmetries (-3, 6, 2/m, 4/m, 6/m). For 8a in space group 227, its site symmetry -43m includes
4-fold rotation axis (
-4) @ [100] family directions,3-fold rotation axis (
3) @ [111] family directions,2-fold rotation axis (
m) @ [110] family directions.
Site Symmetry’s Digital Representation
For the application of deep learning, the Wyckoff site symmetry can be represented as a 15x7 matrix, where the rows and columns represent the symmetry elements. The value of each element in the matrix indicates the presence or absence of a symmetry operation. For example, a value of 1 indicates that the symmetry operation is present, while a value of 0 indicates that it is absent. Given that there exist a total of 13 site symmetries (1, -1, 2, m, 3, 4, 6, -6, -3, 6, 2/m, 4/m, 6/m), it can be further converted to an one-hot encoding format of (15x13) matrix via PyXtal as follows:
from pyxtal.symmetry import Group
spg = Group(227)
rep = wp.get_site_symmetry_object().to_one_hot()
>>> # one-hot encoding of the 8a site symmetry of space group 227
[[1 0 0 0 0 0 0 0 0 0 0 0 0]
[1 0 0 0 0 0 0 0 0 0 0 0 0]
[1 0 0 0 0 0 0 0 0 0 0 0 0]
[0 1 0 0 0 0 0 0 0 0 0 0 0]
[0 1 0 0 0 0 0 0 0 0 0 0 0]
[0 1 0 0 0 0 0 0 0 0 0 0 0]
[0 1 0 0 0 0 0 0 0 0 0 0 0]
[0 0 1 0 0 0 0 0 0 0 0 0 0]
[0 0 1 0 0 0 0 0 0 0 0 0 0]
[0 0 1 0 0 0 0 0 0 0 0 0 0]
[0 0 1 0 0 0 0 0 0 0 0 0 0]
[0 0 1 0 0 0 0 0 0 0 0 0 0]
[0 0 1 0 0 0 0 0 0 0 0 0 0]
[1 0 0 0 0 0 0 0 0 0 0 0 0]
[1 0 0 0 0 0 0 0 0 0 0 0 0]]
Complete list of Wyckoff Site Symmetry Table
Using PyXtal, you can easily access the Wyckoff site symmetry for all 230 space groups as follows:
from pyxtal.symmetry import Group
for g in range(1, 231):
spg = Group(g)
for wp in spg:
wp.get_site_symmetry()
print(spg.number, spg.symbol, wp.get_label(), wp.site_symm)
The following table lists the space group number, symbol, Wyckoff label, and site symmetry for all 230 space groups.
Space Group Number |
Space Group Symbol |
Wyckoff Label |
Site Symmetry |
|---|---|---|---|
1 |
P1 |
1a |
1 |
2 |
P-1 |
2i |
1 |
2 |
P-1 |
1h |
-1 |
2 |
P-1 |
1g |
-1 |
2 |
P-1 |
1f |
-1 |
2 |
P-1 |
1e |
-1 |
2 |
P-1 |
1d |
-1 |
2 |
P-1 |
1c |
-1 |
2 |
P-1 |
1b |
-1 |
2 |
P-1 |
1a |
-1 |
3 |
P2 |
2e |
1 |
3 |
P2 |
1d |
2 |
3 |
P2 |
1c |
2 |
3 |
P2 |
1b |
2 |
3 |
P2 |
1a |
2 |
4 |
P21 |
2a |
1 |
5 |
C2 |
4c |
1 |
5 |
C2 |
2b |
2 |
5 |
C2 |
2a |
2 |
6 |
Pm |
2c |
1 |
6 |
Pm |
1b |
m |
6 |
Pm |
1a |
m |
7 |
Pc |
2a |
1 |
8 |
Cm |
4b |
1 |
8 |
Cm |
2a |
m |
9 |
Cc |
4a |
1 |
10 |
P2/m |
4o |
1 |
10 |
P2/m |
2n |
m |
10 |
P2/m |
2m |
m |
10 |
P2/m |
2l |
2 |
10 |
P2/m |
2k |
2 |
10 |
P2/m |
2j |
2 |
10 |
P2/m |
2i |
2 |
10 |
P2/m |
1h |
2/m |
10 |
P2/m |
1g |
2/m |
10 |
P2/m |
1f |
2/m |
10 |
P2/m |
1e |
2/m |
10 |
P2/m |
1d |
2/m |
10 |
P2/m |
1c |
2/m |
10 |
P2/m |
1b |
2/m |
10 |
P2/m |
1a |
2/m |
11 |
P21/m |
4f |
1 |
11 |
P21/m |
2e |
m |
11 |
P21/m |
2d |
-1 |
11 |
P21/m |
2c |
-1 |
11 |
P21/m |
2b |
-1 |
11 |
P21/m |
2a |
-1 |
12 |
C2/m |
8j |
1 |
12 |
C2/m |
4i |
m |
12 |
C2/m |
4h |
2 |
12 |
C2/m |
4g |
2 |
12 |
C2/m |
4f |
-1 |
12 |
C2/m |
4e |
-1 |
12 |
C2/m |
2d |
2/m |
12 |
C2/m |
2c |
2/m |
12 |
C2/m |
2b |
2/m |
12 |
C2/m |
2a |
2/m |
13 |
P2/c |
4g |
1 |
13 |
P2/c |
2f |
2 |
13 |
P2/c |
2e |
2 |
13 |
P2/c |
2d |
-1 |
13 |
P2/c |
2c |
-1 |
13 |
P2/c |
2b |
-1 |
13 |
P2/c |
2a |
-1 |
14 |
P21/c |
4e |
1 |
14 |
P21/c |
2d |
-1 |
14 |
P21/c |
2c |
-1 |
14 |
P21/c |
2b |
-1 |
14 |
P21/c |
2a |
-1 |
15 |
C2/c |
8f |
1 |
15 |
C2/c |
4e |
2 |
15 |
C2/c |
4d |
-1 |
15 |
C2/c |
4c |
-1 |
15 |
C2/c |
4b |
-1 |
15 |
C2/c |
4a |
-1 |
16 |
P222 |
4u |
1 |
16 |
P222 |
2t |
..2 |
16 |
P222 |
2s |
..2 |
16 |
P222 |
2r |
..2 |
16 |
P222 |
2q |
..2 |
16 |
P222 |
2p |
.2. |
16 |
P222 |
2o |
.2. |
16 |
P222 |
2n |
.2. |
16 |
P222 |
2m |
.2. |
16 |
P222 |
2l |
2.. |
16 |
P222 |
2k |
2.. |
16 |
P222 |
2j |
2.. |
16 |
P222 |
2i |
2.. |
16 |
P222 |
1h |
222 |
16 |
P222 |
1g |
222 |
16 |
P222 |
1f |
222 |
16 |
P222 |
1e |
222 |
16 |
P222 |
1d |
222 |
16 |
P222 |
1c |
222 |
16 |
P222 |
1b |
222 |
16 |
P222 |
1a |
222 |
17 |
P2221 |
4e |
1 |
17 |
P2221 |
2d |
.2. |
17 |
P2221 |
2c |
.2. |
17 |
P2221 |
2b |
2.. |
17 |
P2221 |
2a |
2.. |
18 |
P21212 |
4c |
1 |
18 |
P21212 |
2b |
..2 |
18 |
P21212 |
2a |
..2 |
19 |
P212121 |
4a |
1 |
20 |
C2221 |
8c |
1 |
20 |
C2221 |
4b |
.2. |
20 |
C2221 |
4a |
2.. |
21 |
C222 |
8l |
1 |
21 |
C222 |
4k |
..2 |
21 |
C222 |
4j |
..2 |
21 |
C222 |
4i |
..2 |
21 |
C222 |
4h |
.2. |
21 |
C222 |
4g |
.2. |
21 |
C222 |
4f |
2.. |
21 |
C222 |
4e |
2.. |
21 |
C222 |
2d |
222 |
21 |
C222 |
2c |
222 |
21 |
C222 |
2b |
222 |
21 |
C222 |
2a |
222 |
22 |
F222 |
16k |
1 |
22 |
F222 |
8j |
2.. |
22 |
F222 |
8i |
.2. |
22 |
F222 |
8h |
..2 |
22 |
F222 |
8g |
..2 |
22 |
F222 |
8f |
.2. |
22 |
F222 |
8e |
2.. |
22 |
F222 |
4d |
222 |
22 |
F222 |
4c |
222 |
22 |
F222 |
4b |
222 |
22 |
F222 |
4a |
222 |
23 |
I222 |
8k |
1 |
23 |
I222 |
4j |
..2 |
23 |
I222 |
4i |
..2 |
23 |
I222 |
4h |
.2. |
23 |
I222 |
4g |
.2. |
23 |
I222 |
4f |
2.. |
23 |
I222 |
4e |
2.. |
23 |
I222 |
2d |
222 |
23 |
I222 |
2c |
222 |
23 |
I222 |
2b |
222 |
23 |
I222 |
2a |
222 |
24 |
I212121 |
8d |
1 |
24 |
I212121 |
4c |
..2 |
24 |
I212121 |
4b |
.2. |
24 |
I212121 |
4a |
2.. |
25 |
Pmm2 |
4i |
1 |
25 |
Pmm2 |
2h |
m.. |
25 |
Pmm2 |
2g |
m.. |
25 |
Pmm2 |
2f |
.m. |
25 |
Pmm2 |
2e |
.m. |
25 |
Pmm2 |
1d |
mm2 |
25 |
Pmm2 |
1c |
mm2 |
25 |
Pmm2 |
1b |
mm2 |
25 |
Pmm2 |
1a |
mm2 |
26 |
Pmc21 |
4c |
1 |
26 |
Pmc21 |
2b |
m.. |
26 |
Pmc21 |
2a |
m.. |
27 |
Pcc2 |
4e |
1 |
27 |
Pcc2 |
2d |
..2 |
27 |
Pcc2 |
2c |
..2 |
27 |
Pcc2 |
2b |
..2 |
27 |
Pcc2 |
2a |
..2 |
28 |
Pma2 |
4d |
1 |
28 |
Pma2 |
2c |
m.. |
28 |
Pma2 |
2b |
..2 |
28 |
Pma2 |
2a |
..2 |
29 |
Pca21 |
4a |
1 |
30 |
Pnc2 |
4c |
1 |
30 |
Pnc2 |
2b |
..2 |
30 |
Pnc2 |
2a |
..2 |
31 |
Pmn21 |
4b |
1 |
31 |
Pmn21 |
2a |
m.. |
32 |
Pba2 |
4c |
1 |
32 |
Pba2 |
2b |
..2 |
32 |
Pba2 |
2a |
..2 |
33 |
Pna21 |
4a |
1 |
34 |
Pnn2 |
4c |
1 |
34 |
Pnn2 |
2b |
..2 |
34 |
Pnn2 |
2a |
..2 |
35 |
Cmm2 |
8f |
1 |
35 |
Cmm2 |
4e |
m.. |
35 |
Cmm2 |
4d |
.m. |
35 |
Cmm2 |
4c |
..2 |
35 |
Cmm2 |
2b |
mm2 |
35 |
Cmm2 |
2a |
mm2 |
36 |
Cmc21 |
8b |
1 |
36 |
Cmc21 |
4a |
m.. |
37 |
Ccc2 |
8d |
1 |
37 |
Ccc2 |
4c |
..2 |
37 |
Ccc2 |
4b |
..2 |
37 |
Ccc2 |
4a |
..2 |
38 |
Amm2 |
8f |
1 |
38 |
Amm2 |
4e |
m.. |
38 |
Amm2 |
4d |
m.. |
38 |
Amm2 |
4c |
.m. |
38 |
Amm2 |
2b |
mm2 |
38 |
Amm2 |
2a |
mm2 |
39 |
Aem2 |
8d |
1 |
39 |
Aem2 |
4c |
.m. |
39 |
Aem2 |
4b |
..2 |
39 |
Aem2 |
4a |
..2 |
40 |
Ama2 |
8c |
1 |
40 |
Ama2 |
4b |
m.. |
40 |
Ama2 |
4a |
..2 |
41 |
Aea2 |
8b |
1 |
41 |
Aea2 |
4a |
..2 |
42 |
Fmm2 |
16e |
1 |
42 |
Fmm2 |
8d |
.m. |
42 |
Fmm2 |
8c |
m.. |
42 |
Fmm2 |
8b |
..2 |
42 |
Fmm2 |
4a |
mm2 |
43 |
Fdd2 |
16b |
1 |
43 |
Fdd2 |
8a |
..2 |
44 |
Imm2 |
8e |
1 |
44 |
Imm2 |
4d |
m.. |
44 |
Imm2 |
4c |
.m. |
44 |
Imm2 |
2b |
mm2 |
44 |
Imm2 |
2a |
mm2 |
45 |
Iba2 |
8c |
1 |
45 |
Iba2 |
4b |
..2 |
45 |
Iba2 |
4a |
..2 |
46 |
Ima2 |
8c |
1 |
46 |
Ima2 |
4b |
m.. |
46 |
Ima2 |
4a |
..2 |
47 |
Pmmm |
8A |
1 |
47 |
Pmmm |
4z |
..m |
47 |
Pmmm |
4y |
..m |
47 |
Pmmm |
4x |
.m. |
47 |
Pmmm |
4w |
.m. |
47 |
Pmmm |
4v |
m.. |
47 |
Pmmm |
4u |
m.. |
47 |
Pmmm |
2t |
mm2 |
47 |
Pmmm |
2s |
mm2 |
47 |
Pmmm |
2r |
mm2 |
47 |
Pmmm |
2q |
mm2 |
47 |
Pmmm |
2p |
m2m |
47 |
Pmmm |
2o |
m2m |
47 |
Pmmm |
2n |
m2m |
47 |
Pmmm |
2m |
m2m |
47 |
Pmmm |
2l |
2mm |
47 |
Pmmm |
2k |
2mm |
47 |
Pmmm |
2j |
2mm |
47 |
Pmmm |
2i |
2mm |
47 |
Pmmm |
1h |
mmm |
47 |
Pmmm |
1g |
mmm |
47 |
Pmmm |
1f |
mmm |
47 |
Pmmm |
1e |
mmm |
47 |
Pmmm |
1d |
mmm |
47 |
Pmmm |
1c |
mmm |
47 |
Pmmm |
1b |
mmm |
47 |
Pmmm |
1a |
mmm |
48 |
Pnnn |
8m |
1 |
48 |
Pnnn |
4l |
..2 |
48 |
Pnnn |
4k |
..2 |
48 |
Pnnn |
4j |
.2. |
48 |
Pnnn |
4i |
.2. |
48 |
Pnnn |
4h |
2.. |
48 |
Pnnn |
4g |
2.. |
48 |
Pnnn |
4f |
-1 |
48 |
Pnnn |
4e |
-1 |
48 |
Pnnn |
2d |
222 |
48 |
Pnnn |
2c |
222 |
48 |
Pnnn |
2b |
222 |
48 |
Pnnn |
2a |
222 |
49 |
Pccm |
8r |
1 |
49 |
Pccm |
4q |
..m |
49 |
Pccm |
4p |
..2 |
49 |
Pccm |
4o |
..2 |
49 |
Pccm |
4n |
..2 |
49 |
Pccm |
4m |
..2 |
49 |
Pccm |
4l |
.2. |
49 |
Pccm |
4k |
.2. |
49 |
Pccm |
4j |
2.. |
49 |
Pccm |
4i |
2.. |
49 |
Pccm |
2h |
222 |
49 |
Pccm |
2g |
222 |
49 |
Pccm |
2f |
222 |
49 |
Pccm |
2e |
222 |
49 |
Pccm |
2d |
..2/m |
49 |
Pccm |
2c |
..2/m |
49 |
Pccm |
2b |
..2/m |
49 |
Pccm |
2a |
..2/m |
50 |
Pban |
8m |
1 |
50 |
Pban |
4l |
..2 |
50 |
Pban |
4k |
..2 |
50 |
Pban |
4j |
.2. |
50 |
Pban |
4i |
.2. |
50 |
Pban |
4h |
2.. |
50 |
Pban |
4g |
2.. |
50 |
Pban |
4f |
-1 |
50 |
Pban |
4e |
-1 |
50 |
Pban |
2d |
222 |
50 |
Pban |
2c |
222 |
50 |
Pban |
2b |
222 |
50 |
Pban |
2a |
222 |
51 |
Pmma |
8l |
1 |
51 |
Pmma |
4k |
m.. |
51 |
Pmma |
4j |
.m. |
51 |
Pmma |
4i |
.m. |
51 |
Pmma |
4h |
.2. |
51 |
Pmma |
4g |
.2. |
51 |
Pmma |
2f |
mm2 |
51 |
Pmma |
2e |
mm2 |
51 |
Pmma |
2d |
.2/m. |
51 |
Pmma |
2c |
.2/m. |
51 |
Pmma |
2b |
.2/m. |
51 |
Pmma |
2a |
.2/m. |
52 |
Pnna |
8e |
1 |
52 |
Pnna |
4d |
2.. |
52 |
Pnna |
4c |
..2 |
52 |
Pnna |
4b |
-1 |
52 |
Pnna |
4a |
-1 |
53 |
Pmna |
8i |
1 |
53 |
Pmna |
4h |
m.. |
53 |
Pmna |
4g |
.2. |
53 |
Pmna |
4f |
2.. |
53 |
Pmna |
4e |
2.. |
53 |
Pmna |
2d |
2/m.. |
53 |
Pmna |
2c |
2/m.. |
53 |
Pmna |
2b |
2/m.. |
53 |
Pmna |
2a |
2/m.. |
54 |
Pcca |
8f |
1 |
54 |
Pcca |
4e |
..2 |
54 |
Pcca |
4d |
..2 |
54 |
Pcca |
4c |
.2. |
54 |
Pcca |
4b |
-1 |
54 |
Pcca |
4a |
-1 |
55 |
Pbam |
8i |
1 |
55 |
Pbam |
4h |
..m |
55 |
Pbam |
4g |
..m |
55 |
Pbam |
4f |
..2 |
55 |
Pbam |
4e |
..2 |
55 |
Pbam |
2d |
..2/m |
55 |
Pbam |
2c |
..2/m |
55 |
Pbam |
2b |
..2/m |
55 |
Pbam |
2a |
..2/m |
56 |
Pccn |
8e |
1 |
56 |
Pccn |
4d |
..2 |
56 |
Pccn |
4c |
..2 |
56 |
Pccn |
4b |
-1 |
56 |
Pccn |
4a |
-1 |
57 |
Pbcm |
8e |
1 |
57 |
Pbcm |
4d |
..m |
57 |
Pbcm |
4c |
2.. |
57 |
Pbcm |
4b |
-1 |
57 |
Pbcm |
4a |
-1 |
58 |
Pnnm |
8h |
1 |
58 |
Pnnm |
4g |
..m |
58 |
Pnnm |
4f |
..2 |
58 |
Pnnm |
4e |
..2 |
58 |
Pnnm |
2d |
..2/m |
58 |
Pnnm |
2c |
..2/m |
58 |
Pnnm |
2b |
..2/m |
58 |
Pnnm |
2a |
..2/m |
59 |
Pmmn |
8g |
1 |
59 |
Pmmn |
4f |
.m. |
59 |
Pmmn |
4e |
m.. |
59 |
Pmmn |
4d |
-1 |
59 |
Pmmn |
4c |
-1 |
59 |
Pmmn |
2b |
mm2 |
59 |
Pmmn |
2a |
mm2 |
60 |
Pbcn |
8d |
1 |
60 |
Pbcn |
4c |
.2. |
60 |
Pbcn |
4b |
-1 |
60 |
Pbcn |
4a |
-1 |
61 |
Pbca |
8c |
1 |
61 |
Pbca |
4b |
-1 |
61 |
Pbca |
4a |
-1 |
62 |
Pnma |
8d |
1 |
62 |
Pnma |
4c |
.m. |
62 |
Pnma |
4b |
-1 |
62 |
Pnma |
4a |
-1 |
63 |
Cmcm |
16h |
1 |
63 |
Cmcm |
8g |
..m |
63 |
Cmcm |
8f |
m.. |
63 |
Cmcm |
8e |
2.. |
63 |
Cmcm |
8d |
-1 |
63 |
Cmcm |
4c |
m2m |
63 |
Cmcm |
4b |
2/m.. |
63 |
Cmcm |
4a |
2/m.. |
64 |
Cmce |
16g |
1 |
64 |
Cmce |
8f |
m.. |
64 |
Cmce |
8e |
.2. |
64 |
Cmce |
8d |
2.. |
64 |
Cmce |
8c |
-1 |
64 |
Cmce |
4b |
2/m.. |
64 |
Cmce |
4a |
2/m.. |
65 |
Cmmm |
16r |
1 |
65 |
Cmmm |
8q |
..m |
65 |
Cmmm |
8p |
..m |
65 |
Cmmm |
8o |
.m. |
65 |
Cmmm |
8n |
m.. |
65 |
Cmmm |
8m |
..2 |
65 |
Cmmm |
4l |
mm2 |
65 |
Cmmm |
4k |
mm2 |
65 |
Cmmm |
4j |
m2m |
65 |
Cmmm |
4i |
m2m |
65 |
Cmmm |
4h |
2mm |
65 |
Cmmm |
4g |
2mm |
65 |
Cmmm |
4f |
..2/m |
65 |
Cmmm |
4e |
..2/m |
65 |
Cmmm |
2d |
mmm |
65 |
Cmmm |
2c |
mmm |
65 |
Cmmm |
2b |
mmm |
65 |
Cmmm |
2a |
mmm |
66 |
Cccm |
16m |
1 |
66 |
Cccm |
8l |
..m |
66 |
Cccm |
8k |
..2 |
66 |
Cccm |
8j |
..2 |
66 |
Cccm |
8i |
..2 |
66 |
Cccm |
8h |
.2. |
66 |
Cccm |
8g |
2.. |
66 |
Cccm |
4f |
..2/m |
66 |
Cccm |
4e |
..2/m |
66 |
Cccm |
4d |
..2/m |
66 |
Cccm |
4c |
..2/m |
66 |
Cccm |
4b |
222 |
66 |
Cccm |
4a |
222 |
67 |
Cmme |
16o |
1 |
67 |
Cmme |
8n |
.m. |
67 |
Cmme |
8m |
m.. |
67 |
Cmme |
8l |
..2 |
67 |
Cmme |
8k |
.2. |
67 |
Cmme |
8j |
.2. |
67 |
Cmme |
8i |
2.. |
67 |
Cmme |
8h |
2.. |
67 |
Cmme |
4g |
mm2 |
67 |
Cmme |
4f |
.2/m. |
67 |
Cmme |
4e |
.2/m. |
67 |
Cmme |
4d |
2/m.. |
67 |
Cmme |
4c |
2/m.. |
67 |
Cmme |
4b |
222 |
67 |
Cmme |
4a |
222 |
68 |
Ccce |
16i |
1 |
68 |
Ccce |
8h |
..2 |
68 |
Ccce |
8g |
..2 |
68 |
Ccce |
8f |
.2. |
68 |
Ccce |
8e |
2.. |
68 |
Ccce |
8d |
-1 |
68 |
Ccce |
8c |
-1 |
68 |
Ccce |
4b |
222 |
68 |
Ccce |
4a |
222 |
69 |
Fmmm |
32p |
1 |
69 |
Fmmm |
16o |
..m |
69 |
Fmmm |
16n |
.m. |
69 |
Fmmm |
16m |
m.. |
69 |
Fmmm |
16l |
2.. |
69 |
Fmmm |
16k |
.2. |
69 |
Fmmm |
16j |
..2 |
69 |
Fmmm |
8i |
mm2 |
69 |
Fmmm |
8h |
m2m |
69 |
Fmmm |
8g |
2mm |
69 |
Fmmm |
8f |
222 |
69 |
Fmmm |
8e |
..2/m |
69 |
Fmmm |
8d |
.2/m. |
69 |
Fmmm |
8c |
2/m.. |
69 |
Fmmm |
4b |
mmm |
69 |
Fmmm |
4a |
mmm |
70 |
Fddd |
32h |
1 |
70 |
Fddd |
16g |
..2 |
70 |
Fddd |
16f |
.2. |
70 |
Fddd |
16e |
2.. |
70 |
Fddd |
16d |
-1 |
70 |
Fddd |
16c |
-1 |
70 |
Fddd |
8b |
222 |
70 |
Fddd |
8a |
222 |
71 |
Immm |
16o |
1 |
71 |
Immm |
8n |
..m |
71 |
Immm |
8m |
.m. |
71 |
Immm |
8l |
m.. |
71 |
Immm |
8k |
-1 |
71 |
Immm |
4j |
mm2 |
71 |
Immm |
4i |
mm2 |
71 |
Immm |
4h |
m2m |
71 |
Immm |
4g |
m2m |
71 |
Immm |
4f |
2mm |
71 |
Immm |
4e |
2mm |
71 |
Immm |
2d |
mmm |
71 |
Immm |
2c |
mmm |
71 |
Immm |
2b |
mmm |
71 |
Immm |
2a |
mmm |
72 |
Ibam |
16k |
1 |
72 |
Ibam |
8j |
..m |
72 |
Ibam |
8i |
..2 |
72 |
Ibam |
8h |
..2 |
72 |
Ibam |
8g |
.2. |
72 |
Ibam |
8f |
2.. |
72 |
Ibam |
8e |
-1 |
72 |
Ibam |
4d |
..2/m |
72 |
Ibam |
4c |
..2/m |
72 |
Ibam |
4b |
222 |
72 |
Ibam |
4a |
222 |
73 |
Ibca |
16f |
1 |
73 |
Ibca |
8e |
..2 |
73 |
Ibca |
8d |
.2. |
73 |
Ibca |
8c |
2.. |
73 |
Ibca |
8b |
-1 |
73 |
Ibca |
8a |
-1 |
74 |
Imma |
16j |
1 |
74 |
Imma |
8i |
.m. |
74 |
Imma |
8h |
m.. |
74 |
Imma |
8g |
.2. |
74 |
Imma |
8f |
2.. |
74 |
Imma |
4e |
mm2 |
74 |
Imma |
4d |
.2/m. |
74 |
Imma |
4c |
.2/m. |
74 |
Imma |
4b |
2/m.. |
74 |
Imma |
4a |
2/m.. |
75 |
P4 |
4d |
1 |
75 |
P4 |
2c |
2.. |
75 |
P4 |
1b |
4.. |
75 |
P4 |
1a |
4.. |
76 |
P41 |
4a |
1 |
77 |
P42 |
4d |
1 |
77 |
P42 |
2c |
2.. |
77 |
P42 |
2b |
2.. |
77 |
P42 |
2a |
2.. |
78 |
P43 |
4a |
1 |
79 |
I4 |
8c |
1 |
79 |
I4 |
4b |
2.. |
79 |
I4 |
2a |
4.. |
80 |
I41 |
8b |
1 |
80 |
I41 |
4a |
2.. |
81 |
P-4 |
4h |
1 |
81 |
P-4 |
2g |
2.. |
81 |
P-4 |
2f |
2.. |
81 |
P-4 |
2e |
2.. |
81 |
P-4 |
1d |
-4.. |
81 |
P-4 |
1c |
-4.. |
81 |
P-4 |
1b |
-4.. |
81 |
P-4 |
1a |
-4.. |
82 |
I-4 |
8g |
1 |
82 |
I-4 |
4f |
2.. |
82 |
I-4 |
4e |
2.. |
82 |
I-4 |
2d |
-4.. |
82 |
I-4 |
2c |
-4.. |
82 |
I-4 |
2b |
-4.. |
82 |
I-4 |
2a |
-4.. |
83 |
P4/m |
8l |
1 |
83 |
P4/m |
4k |
m.. |
83 |
P4/m |
4j |
m.. |
83 |
P4/m |
4i |
2.. |
83 |
P4/m |
2h |
4.. |
83 |
P4/m |
2g |
4.. |
83 |
P4/m |
2f |
2/m.. |
83 |
P4/m |
2e |
2/m.. |
83 |
P4/m |
1d |
4/m.. |
83 |
P4/m |
1c |
4/m.. |
83 |
P4/m |
1b |
4/m.. |
83 |
P4/m |
1a |
4/m.. |
84 |
P42/m |
8k |
1 |
84 |
P42/m |
4j |
m.. |
84 |
P42/m |
4i |
2.. |
84 |
P42/m |
4h |
2.. |
84 |
P42/m |
4g |
2.. |
84 |
P42/m |
2f |
-4.. |
84 |
P42/m |
2e |
-4.. |
84 |
P42/m |
2d |
2/m.. |
84 |
P42/m |
2c |
2/m.. |
84 |
P42/m |
2b |
2/m.. |
84 |
P42/m |
2a |
2/m.. |
85 |
P4/n |
8g |
1 |
85 |
P4/n |
4f |
2.. |
85 |
P4/n |
4e |
-1 |
85 |
P4/n |
4d |
-1 |
85 |
P4/n |
2c |
4.. |
85 |
P4/n |
2b |
-4.. |
85 |
P4/n |
2a |
-4.. |
86 |
P42/n |
8g |
1 |
86 |
P42/n |
4f |
2.. |
86 |
P42/n |
4e |
2.. |
86 |
P42/n |
4d |
-1 |
86 |
P42/n |
4c |
-1 |
86 |
P42/n |
2b |
-4.. |
86 |
P42/n |
2a |
-4.. |
87 |
I4/m |
16i |
1 |
87 |
I4/m |
8h |
m.. |
87 |
I4/m |
8g |
2.. |
87 |
I4/m |
8f |
-1 |
87 |
I4/m |
4e |
4.. |
87 |
I4/m |
4d |
-4.. |
87 |
I4/m |
4c |
2/m.. |
87 |
I4/m |
2b |
4/m.. |
87 |
I4/m |
2a |
4/m.. |
88 |
I41/a |
16f |
1 |
88 |
I41/a |
8e |
2.. |
88 |
I41/a |
8d |
-1 |
88 |
I41/a |
8c |
-1 |
88 |
I41/a |
4b |
-4.. |
88 |
I41/a |
4a |
-4.. |
89 |
P422 |
8p |
1 |
89 |
P422 |
4o |
.2. |
89 |
P422 |
4n |
.2. |
89 |
P422 |
4m |
.2. |
89 |
P422 |
4l |
.2. |
89 |
P422 |
4k |
..2 |
89 |
P422 |
4j |
..2 |
89 |
P422 |
4i |
2.. |
89 |
P422 |
2h |
4.. |
89 |
P422 |
2g |
4.. |
89 |
P422 |
2f |
222. |
89 |
P422 |
2e |
222. |
89 |
P422 |
1d |
422 |
89 |
P422 |
1c |
422 |
89 |
P422 |
1b |
422 |
89 |
P422 |
1a |
422 |
90 |
P4212 |
8g |
1 |
90 |
P4212 |
4f |
..2 |
90 |
P4212 |
4e |
..2 |
90 |
P4212 |
4d |
2.. |
90 |
P4212 |
2c |
4.. |
90 |
P4212 |
2b |
2.22 |
90 |
P4212 |
2a |
2.22 |
91 |
P4122 |
8d |
1 |
91 |
P4122 |
4c |
..2 |
91 |
P4122 |
4b |
.2. |
91 |
P4122 |
4a |
.2. |
92 |
P41212 |
8b |
1 |
92 |
P41212 |
4a |
..2 |
93 |
P4222 |
8p |
1 |
93 |
P4222 |
4o |
..2 |
93 |
P4222 |
4n |
..2 |
93 |
P4222 |
4m |
.2. |
93 |
P4222 |
4l |
.2. |
93 |
P4222 |
4k |
.2. |
93 |
P4222 |
4j |
.2. |
93 |
P4222 |
4i |
2.. |
93 |
P4222 |
4h |
2.. |
93 |
P4222 |
4g |
2.. |
93 |
P4222 |
2f |
2.22 |
93 |
P4222 |
2e |
2.22 |
93 |
P4222 |
2d |
222. |
93 |
P4222 |
2c |
222. |
93 |
P4222 |
2b |
222. |
93 |
P4222 |
2a |
222. |
94 |
P42212 |
8g |
1 |
94 |
P42212 |
4f |
..2 |
94 |
P42212 |
4e |
..2 |
94 |
P42212 |
4d |
2.. |
94 |
P42212 |
4c |
2.. |
94 |
P42212 |
2b |
2.22 |
94 |
P42212 |
2a |
2.22 |
95 |
P4322 |
8d |
1 |
95 |
P4322 |
4c |
..2 |
95 |
P4322 |
4b |
.2. |
95 |
P4322 |
4a |
.2. |
96 |
P43212 |
8b |
1 |
96 |
P43212 |
4a |
..2 |
97 |
I422 |
16k |
1 |
97 |
I422 |
8j |
..2 |
97 |
I422 |
8i |
.2. |
97 |
I422 |
8h |
.2. |
97 |
I422 |
8g |
..2 |
97 |
I422 |
8f |
2.. |
97 |
I422 |
4e |
4.. |
97 |
I422 |
4d |
2.22 |
97 |
I422 |
4c |
222. |
97 |
I422 |
2b |
422 |
97 |
I422 |
2a |
422 |
98 |
I4122 |
16g |
1 |
98 |
I4122 |
8f |
.2. |
98 |
I4122 |
8e |
..2 |
98 |
I4122 |
8d |
..2 |
98 |
I4122 |
8c |
2.. |
98 |
I4122 |
4b |
2.22 |
98 |
I4122 |
4a |
2.22 |
99 |
P4mm |
8g |
1 |
99 |
P4mm |
4f |
.m. |
99 |
P4mm |
4e |
.m. |
99 |
P4mm |
4d |
..m |
99 |
P4mm |
2c |
2mm. |
99 |
P4mm |
1b |
4mm |
99 |
P4mm |
1a |
4mm |
100 |
P4bm |
8d |
1 |
100 |
P4bm |
4c |
..m |
100 |
P4bm |
2b |
2.mm |
100 |
P4bm |
2a |
4.. |
101 |
P42cm |
8e |
1 |
101 |
P42cm |
4d |
..m |
101 |
P42cm |
4c |
2.. |
101 |
P42cm |
2b |
2.mm |
101 |
P42cm |
2a |
2.mm |
102 |
P42nm |
8d |
1 |
102 |
P42nm |
4c |
..m |
102 |
P42nm |
4b |
2.. |
102 |
P42nm |
2a |
2.mm |
103 |
P4cc |
8d |
1 |
103 |
P4cc |
4c |
2.. |
103 |
P4cc |
2b |
4.. |
103 |
P4cc |
2a |
4.. |
104 |
P4nc |
8c |
1 |
104 |
P4nc |
4b |
2.. |
104 |
P4nc |
2a |
4.. |
105 |
P42mc |
8f |
1 |
105 |
P42mc |
4e |
.m. |
105 |
P42mc |
4d |
.m. |
105 |
P42mc |
2c |
2mm. |
105 |
P42mc |
2b |
2mm. |
105 |
P42mc |
2a |
2mm. |
106 |
P42bc |
8c |
1 |
106 |
P42bc |
4b |
2.. |
106 |
P42bc |
4a |
2.. |
107 |
I4mm |
16e |
1 |
107 |
I4mm |
8d |
.m. |
107 |
I4mm |
8c |
..m |
107 |
I4mm |
4b |
2mm. |
107 |
I4mm |
2a |
4mm |
108 |
I4cm |
16d |
1 |
108 |
I4cm |
8c |
..m |
108 |
I4cm |
4b |
2.mm |
108 |
I4cm |
4a |
4.. |
109 |
I41md |
16c |
1 |
109 |
I41md |
8b |
.m. |
109 |
I41md |
4a |
2mm. |
110 |
I41cd |
16b |
1 |
110 |
I41cd |
8a |
2.. |
111 |
P-42m |
8o |
1 |
111 |
P-42m |
4n |
..m |
111 |
P-42m |
4m |
2.. |
111 |
P-42m |
4l |
.2. |
111 |
P-42m |
4k |
.2. |
111 |
P-42m |
4j |
.2. |
111 |
P-42m |
4i |
.2. |
111 |
P-42m |
2h |
2.mm |
111 |
P-42m |
2g |
2.mm |
111 |
P-42m |
2f |
222. |
111 |
P-42m |
2e |
222. |
111 |
P-42m |
1d |
-42m |
111 |
P-42m |
1c |
-42m |
111 |
P-42m |
1b |
-42m |
111 |
P-42m |
1a |
-42m |
112 |
P-42c |
8n |
1 |
112 |
P-42c |
4m |
2.. |
112 |
P-42c |
4l |
2.. |
112 |
P-42c |
4k |
2.. |
112 |
P-42c |
4j |
.2. |
112 |
P-42c |
4i |
.2. |
112 |
P-42c |
4h |
.2. |
112 |
P-42c |
4g |
.2. |
112 |
P-42c |
2f |
-4.. |
112 |
P-42c |
2e |
-4.. |
112 |
P-42c |
2d |
222. |
112 |
P-42c |
2c |
222. |
112 |
P-42c |
2b |
222. |
112 |
P-42c |
2a |
222. |
113 |
P-421m |
8f |
1 |
113 |
P-421m |
4e |
..m |
113 |
P-421m |
4d |
2.. |
113 |
P-421m |
2c |
2.mm |
113 |
P-421m |
2b |
-4.. |
113 |
P-421m |
2a |
-4.. |
114 |
P-421c |
8e |
1 |
114 |
P-421c |
4d |
2.. |
114 |
P-421c |
4c |
2.. |
114 |
P-421c |
2b |
-4.. |
114 |
P-421c |
2a |
-4.. |
115 |
P-4m2 |
8l |
1 |
115 |
P-4m2 |
4k |
.m. |
115 |
P-4m2 |
4j |
.m. |
115 |
P-4m2 |
4i |
..2 |
115 |
P-4m2 |
4h |
..2 |
115 |
P-4m2 |
2g |
2mm. |
115 |
P-4m2 |
2f |
2mm. |
115 |
P-4m2 |
2e |
2mm. |
115 |
P-4m2 |
1d |
-4m2 |
115 |
P-4m2 |
1c |
-4m2 |
115 |
P-4m2 |
1b |
-4m2 |
115 |
P-4m2 |
1a |
-4m2 |
116 |
P-4c2 |
8j |
1 |
116 |
P-4c2 |
4i |
2.. |
116 |
P-4c2 |
4h |
2.. |
116 |
P-4c2 |
4g |
2.. |
116 |
P-4c2 |
4f |
..2 |
116 |
P-4c2 |
4e |
..2 |
116 |
P-4c2 |
2d |
-4.. |
116 |
P-4c2 |
2c |
-4.. |
116 |
P-4c2 |
2b |
2.22 |
116 |
P-4c2 |
2a |
2.22 |
117 |
P-4b2 |
8i |
1 |
117 |
P-4b2 |
4h |
..2 |
117 |
P-4b2 |
4g |
..2 |
117 |
P-4b2 |
4f |
2.. |
117 |
P-4b2 |
4e |
2.. |
117 |
P-4b2 |
2d |
2.22 |
117 |
P-4b2 |
2c |
2.22 |
117 |
P-4b2 |
2b |
-4.. |
117 |
P-4b2 |
2a |
-4.. |
118 |
P-4n2 |
8i |
1 |
118 |
P-4n2 |
4h |
2.. |
118 |
P-4n2 |
4g |
..2 |
118 |
P-4n2 |
4f |
..2 |
118 |
P-4n2 |
4e |
2.. |
118 |
P-4n2 |
2d |
2.22 |
118 |
P-4n2 |
2c |
2.22 |
118 |
P-4n2 |
2b |
-4.. |
118 |
P-4n2 |
2a |
-4.. |
119 |
I-4m2 |
16j |
1 |
119 |
I-4m2 |
8i |
.m. |
119 |
I-4m2 |
8h |
..2 |
119 |
I-4m2 |
8g |
..2 |
119 |
I-4m2 |
4f |
2mm. |
119 |
I-4m2 |
4e |
2mm. |
119 |
I-4m2 |
2d |
-4m2 |
119 |
I-4m2 |
2c |
-4m2 |
119 |
I-4m2 |
2b |
-4m2 |
119 |
I-4m2 |
2a |
-4m2 |
120 |
I-4c2 |
16i |
1 |
120 |
I-4c2 |
8h |
..2 |
120 |
I-4c2 |
8g |
2.. |
120 |
I-4c2 |
8f |
2.. |
120 |
I-4c2 |
8e |
..2 |
120 |
I-4c2 |
4d |
2.22 |
120 |
I-4c2 |
4c |
-4.. |
120 |
I-4c2 |
4b |
-4.. |
120 |
I-4c2 |
4a |
2.22 |
121 |
I-42m |
16j |
1 |
121 |
I-42m |
8i |
..m |
121 |
I-42m |
8h |
2.. |
121 |
I-42m |
8g |
.2. |
121 |
I-42m |
8f |
.2. |
121 |
I-42m |
4e |
2.mm |
121 |
I-42m |
4d |
-4.. |
121 |
I-42m |
4c |
222. |
121 |
I-42m |
2b |
-42m |
121 |
I-42m |
2a |
-42m |
122 |
I-42d |
16e |
1 |
122 |
I-42d |
8d |
.2. |
122 |
I-42d |
8c |
2.. |
122 |
I-42d |
4b |
-4.. |
122 |
I-42d |
4a |
-4.. |
123 |
P4/mmm |
16u |
1 |
123 |
P4/mmm |
8t |
.m. |
123 |
P4/mmm |
8s |
.m. |
123 |
P4/mmm |
8r |
..m |
123 |
P4/mmm |
8q |
m.. |
123 |
P4/mmm |
8p |
m.. |
123 |
P4/mmm |
4o |
m2m. |
123 |
P4/mmm |
4n |
m2m. |
123 |
P4/mmm |
4m |
m2m. |
123 |
P4/mmm |
4l |
m2m. |
123 |
P4/mmm |
4k |
m.2m |
123 |
P4/mmm |
4j |
m.2m |
123 |
P4/mmm |
4i |
2mm. |
123 |
P4/mmm |
2h |
4mm |
123 |
P4/mmm |
2g |
4mm |
123 |
P4/mmm |
2f |
mmm. |
123 |
P4/mmm |
2e |
mmm. |
123 |
P4/mmm |
1d |
4/mmm |
123 |
P4/mmm |
1c |
4/mmm |
123 |
P4/mmm |
1b |
4/mmm |
123 |
P4/mmm |
1a |
4/mmm |
124 |
P4/mcc |
16n |
1 |
124 |
P4/mcc |
8m |
m.. |
124 |
P4/mcc |
8l |
.2. |
124 |
P4/mcc |
8k |
.2. |
124 |
P4/mcc |
8j |
..2 |
124 |
P4/mcc |
8i |
2.. |
124 |
P4/mcc |
4h |
4.. |
124 |
P4/mcc |
4g |
4.. |
124 |
P4/mcc |
4f |
222. |
124 |
P4/mcc |
4e |
2/m.. |
124 |
P4/mcc |
2d |
4/m.. |
124 |
P4/mcc |
2c |
422 |
124 |
P4/mcc |
2b |
4/m.. |
124 |
P4/mcc |
2a |
422 |
125 |
P4/nbm |
16n |
1 |
125 |
P4/nbm |
8m |
..m |
125 |
P4/nbm |
8l |
.2. |
125 |
P4/nbm |
8k |
.2. |
125 |
P4/nbm |
8j |
..2 |
125 |
P4/nbm |
8i |
..2 |
125 |
P4/nbm |
4h |
2.mm |
125 |
P4/nbm |
4g |
4.. |
125 |
P4/nbm |
4f |
..2/m |
125 |
P4/nbm |
4e |
..2/m |
125 |
P4/nbm |
2d |
-42m |
125 |
P4/nbm |
2c |
-42m |
125 |
P4/nbm |
2b |
422 |
125 |
P4/nbm |
2a |
422 |
126 |
P4/nnc |
16k |
1 |
126 |
P4/nnc |
8j |
.2. |
126 |
P4/nnc |
8i |
.2. |
126 |
P4/nnc |
8h |
..2 |
126 |
P4/nnc |
8g |
2.. |
126 |
P4/nnc |
8f |
-1 |
126 |
P4/nnc |
4e |
4.. |
126 |
P4/nnc |
4d |
-4.. |
126 |
P4/nnc |
4c |
222. |
126 |
P4/nnc |
2b |
422 |
126 |
P4/nnc |
2a |
422 |
127 |
P4/mbm |
16l |
1 |
127 |
P4/mbm |
8k |
..m |
127 |
P4/mbm |
8j |
m.. |
127 |
P4/mbm |
8i |
m.. |
127 |
P4/mbm |
4h |
m.2m |
127 |
P4/mbm |
4g |
m.2m |
127 |
P4/mbm |
4f |
2.mm |
127 |
P4/mbm |
4e |
4.. |
127 |
P4/mbm |
2d |
m.mm |
127 |
P4/mbm |
2c |
m.mm |
127 |
P4/mbm |
2b |
4/m.. |
127 |
P4/mbm |
2a |
4/m.. |
128 |
P4/mnc |
16i |
1 |
128 |
P4/mnc |
8h |
m.. |
128 |
P4/mnc |
8g |
..2 |
128 |
P4/mnc |
8f |
2.. |
128 |
P4/mnc |
4e |
4.. |
128 |
P4/mnc |
4d |
2.22 |
128 |
P4/mnc |
4c |
2/m.. |
128 |
P4/mnc |
2b |
4/m.. |
128 |
P4/mnc |
2a |
4/m.. |
129 |
P4/nmm |
16k |
1 |
129 |
P4/nmm |
8j |
..m |
129 |
P4/nmm |
8i |
.m. |
129 |
P4/nmm |
8h |
..2 |
129 |
P4/nmm |
8g |
..2 |
129 |
P4/nmm |
4f |
2mm. |
129 |
P4/nmm |
4e |
..2/m |
129 |
P4/nmm |
4d |
..2/m |
129 |
P4/nmm |
2c |
4mm |
129 |
P4/nmm |
2b |
-4m2 |
129 |
P4/nmm |
2a |
-4m2 |
130 |
P4/ncc |
16g |
1 |
130 |
P4/ncc |
8f |
..2 |
130 |
P4/ncc |
8e |
2.. |
130 |
P4/ncc |
8d |
-1 |
130 |
P4/ncc |
4c |
4.. |
130 |
P4/ncc |
4b |
-4.. |
130 |
P4/ncc |
4a |
2.22 |
131 |
P42/mmc |
16r |
1 |
131 |
P42/mmc |
8q |
m.. |
131 |
P42/mmc |
8p |
.m. |
131 |
P42/mmc |
8o |
.m. |
131 |
P42/mmc |
8n |
..2 |
131 |
P42/mmc |
4m |
m2m. |
131 |
P42/mmc |
4l |
m2m. |
131 |
P42/mmc |
4k |
m2m. |
131 |
P42/mmc |
4j |
m2m. |
131 |
P42/mmc |
4i |
2mm. |
131 |
P42/mmc |
4h |
2mm. |
131 |
P42/mmc |
4g |
2mm. |
131 |
P42/mmc |
2f |
-4m2 |
131 |
P42/mmc |
2e |
-4m2 |
131 |
P42/mmc |
2d |
mmm. |
131 |
P42/mmc |
2c |
mmm. |
131 |
P42/mmc |
2b |
mmm. |
131 |
P42/mmc |
2a |
mmm. |
132 |
P42/mcm |
16p |
1 |
132 |
P42/mcm |
8o |
..m |
132 |
P42/mcm |
8n |
m.. |
132 |
P42/mcm |
8m |
.2. |
132 |
P42/mcm |
8l |
.2. |
132 |
P42/mcm |
8k |
2.. |
132 |
P42/mcm |
4j |
m.2m |
132 |
P42/mcm |
4i |
m.2m |
132 |
P42/mcm |
4h |
2.mm |
132 |
P42/mcm |
4g |
2.mm |
132 |
P42/mcm |
4f |
2/m.. |
132 |
P42/mcm |
4e |
222. |
132 |
P42/mcm |
2d |
-42m |
132 |
P42/mcm |
2c |
m.mm |
132 |
P42/mcm |
2b |
-42m |
132 |
P42/mcm |
2a |
m.mm |
133 |
P42/nbc |
16k |
1 |
133 |
P42/nbc |
8j |
..2 |
133 |
P42/nbc |
8i |
.2. |
133 |
P42/nbc |
8h |
.2. |
133 |
P42/nbc |
8g |
2.. |
133 |
P42/nbc |
8f |
2.. |
133 |
P42/nbc |
8e |
-1 |
133 |
P42/nbc |
4d |
-4.. |
133 |
P42/nbc |
4c |
2.22 |
133 |
P42/nbc |
4b |
222. |
133 |
P42/nbc |
4a |
222. |
134 |
P42/nnm |
16n |
1 |
134 |
P42/nnm |
8m |
..m |
134 |
P42/nnm |
8l |
..2 |
134 |
P42/nnm |
8k |
..2 |
134 |
P42/nnm |
8j |
.2. |
134 |
P42/nnm |
8i |
.2. |
134 |
P42/nnm |
8h |
2.. |
134 |
P42/nnm |
4g |
2.mm |
134 |
P42/nnm |
4f |
..2/m |
134 |
P42/nnm |
4e |
..2/m |
134 |
P42/nnm |
4d |
2.22 |
134 |
P42/nnm |
4c |
222. |
134 |
P42/nnm |
2b |
-42m |
134 |
P42/nnm |
2a |
-42m |
135 |
P42/mbc |
16i |
1 |
135 |
P42/mbc |
8h |
m.. |
135 |
P42/mbc |
8g |
..2 |
135 |
P42/mbc |
8f |
2.. |
135 |
P42/mbc |
8e |
2.. |
135 |
P42/mbc |
4d |
2.22 |
135 |
P42/mbc |
4c |
2/m.. |
135 |
P42/mbc |
4b |
-4.. |
135 |
P42/mbc |
4a |
2/m.. |
136 |
P42/mnm |
16k |
1 |
136 |
P42/mnm |
8j |
..m |
136 |
P42/mnm |
8i |
m.. |
136 |
P42/mnm |
8h |
2.. |
136 |
P42/mnm |
4g |
m.2m |
136 |
P42/mnm |
4f |
m.2m |
136 |
P42/mnm |
4e |
2.mm |
136 |
P42/mnm |
4d |
-4.. |
136 |
P42/mnm |
4c |
2/m.. |
136 |
P42/mnm |
2b |
m.mm |
136 |
P42/mnm |
2a |
m.mm |
137 |
P42/nmc |
16h |
1 |
137 |
P42/nmc |
8g |
.m. |
137 |
P42/nmc |
8f |
..2 |
137 |
P42/nmc |
8e |
-1 |
137 |
P42/nmc |
4d |
2mm. |
137 |
P42/nmc |
4c |
2mm. |
137 |
P42/nmc |
2b |
-4m2 |
137 |
P42/nmc |
2a |
-4m2 |
138 |
P42/ncm |
16j |
1 |
138 |
P42/ncm |
8i |
..m |
138 |
P42/ncm |
8h |
..2 |
138 |
P42/ncm |
8g |
..2 |
138 |
P42/ncm |
8f |
2.. |
138 |
P42/ncm |
4e |
2.mm |
138 |
P42/ncm |
4d |
..2/m |
138 |
P42/ncm |
4c |
..2/m |
138 |
P42/ncm |
4b |
-4.. |
138 |
P42/ncm |
4a |
2.22 |
139 |
I4/mmm |
32o |
1 |
139 |
I4/mmm |
16n |
.m. |
139 |
I4/mmm |
16m |
..m |
139 |
I4/mmm |
16l |
m.. |
139 |
I4/mmm |
16k |
..2 |
139 |
I4/mmm |
8j |
m2m. |
139 |
I4/mmm |
8i |
m2m. |
139 |
I4/mmm |
8h |
m.2m |
139 |
I4/mmm |
8g |
2mm. |
139 |
I4/mmm |
8f |
..2/m |
139 |
I4/mmm |
4e |
4mm |
139 |
I4/mmm |
4d |
-4m2 |
139 |
I4/mmm |
4c |
mmm. |
139 |
I4/mmm |
2b |
4/mmm |
139 |
I4/mmm |
2a |
4/mmm |
140 |
I4/mcm |
32m |
1 |
140 |
I4/mcm |
16l |
..m |
140 |
I4/mcm |
16k |
m.. |
140 |
I4/mcm |
16j |
.2. |
140 |
I4/mcm |
16i |
..2 |
140 |
I4/mcm |
8h |
m.2m |
140 |
I4/mcm |
8g |
2.mm |
140 |
I4/mcm |
8f |
4.. |
140 |
I4/mcm |
8e |
..2/m |
140 |
I4/mcm |
4d |
m.mm |
140 |
I4/mcm |
4c |
4/m.. |
140 |
I4/mcm |
4b |
-42m |
140 |
I4/mcm |
4a |
422 |
141 |
I41/amd |
32i |
1 |
141 |
I41/amd |
16h |
.m. |
141 |
I41/amd |
16g |
..2 |
141 |
I41/amd |
16f |
.2. |
141 |
I41/amd |
8e |
2mm. |
141 |
I41/amd |
8d |
.2/m. |
141 |
I41/amd |
8c |
.2/m. |
141 |
I41/amd |
4b |
-4m2 |
141 |
I41/amd |
4a |
-4m2 |
142 |
I41/acd |
32g |
1 |
142 |
I41/acd |
16f |
..2 |
142 |
I41/acd |
16e |
.2. |
142 |
I41/acd |
16d |
2.. |
142 |
I41/acd |
16c |
-1 |
142 |
I41/acd |
8b |
2.22 |
142 |
I41/acd |
8a |
-4.. |
143 |
P3 |
3d |
1 |
143 |
P3 |
1c |
3.. |
143 |
P3 |
1b |
3.. |
143 |
P3 |
1a |
3.. |
144 |
P31 |
3a |
1 |
145 |
P32 |
3a |
1 |
146 |
R3 |
9b |
1 |
146 |
R3 |
3a |
3. |
147 |
P-3 |
6g |
1 |
147 |
P-3 |
3f |
-1 |
147 |
P-3 |
3e |
-1 |
147 |
P-3 |
2d |
3.. |
147 |
P-3 |
2c |
3.. |
147 |
P-3 |
1b |
-3.. |
147 |
P-3 |
1a |
-3.. |
148 |
R-3 |
18f |
1 |
148 |
R-3 |
9e |
-1 |
148 |
R-3 |
9d |
-1 |
148 |
R-3 |
6c |
3. |
148 |
R-3 |
3b |
-3. |
148 |
R-3 |
3a |
-3. |
149 |
P312 |
6l |
1 |
149 |
P312 |
3k |
..2 |
149 |
P312 |
3j |
..2 |
149 |
P312 |
2i |
3.. |
149 |
P312 |
2h |
3.. |
149 |
P312 |
2g |
3.. |
149 |
P312 |
1f |
3.2 |
149 |
P312 |
1e |
3.2 |
149 |
P312 |
1d |
3.2 |
149 |
P312 |
1c |
3.2 |
149 |
P312 |
1b |
3.2 |
149 |
P312 |
1a |
3.2 |
150 |
P321 |
6g |
1 |
150 |
P321 |
3f |
.2. |
150 |
P321 |
3e |
.2. |
150 |
P321 |
2d |
3.. |
150 |
P321 |
2c |
3.. |
150 |
P321 |
1b |
32. |
150 |
P321 |
1a |
32. |
151 |
P3112 |
6c |
1 |
151 |
P3112 |
3b |
..2 |
151 |
P3112 |
3a |
..2 |
152 |
P3121 |
6c |
1 |
152 |
P3121 |
3b |
.2. |
152 |
P3121 |
3a |
.2. |
153 |
P3212 |
6c |
1 |
153 |
P3212 |
3b |
..2 |
153 |
P3212 |
3a |
..2 |
154 |
P3221 |
6c |
1 |
154 |
P3221 |
3b |
.2. |
154 |
P3221 |
3a |
.2. |
155 |
R32 |
18f |
1 |
155 |
R32 |
9e |
.2 |
155 |
R32 |
9d |
.2 |
155 |
R32 |
6c |
3. |
155 |
R32 |
3b |
32 |
155 |
R32 |
3a |
32 |
156 |
P3m1 |
6e |
1 |
156 |
P3m1 |
3d |
.m. |
156 |
P3m1 |
1c |
3m. |
156 |
P3m1 |
1b |
3m. |
156 |
P3m1 |
1a |
3m. |
157 |
P31m |
6d |
1 |
157 |
P31m |
3c |
..m |
157 |
P31m |
2b |
3.. |
157 |
P31m |
1a |
3.m |
158 |
P3c1 |
6d |
1 |
158 |
P3c1 |
2c |
3.. |
158 |
P3c1 |
2b |
3.. |
158 |
P3c1 |
2a |
3.. |
159 |
P31c |
6c |
1 |
159 |
P31c |
2b |
3.. |
159 |
P31c |
2a |
3.. |
160 |
R3m |
18c |
1 |
160 |
R3m |
9b |
.m |
160 |
R3m |
3a |
3m |
161 |
R3c |
18b |
1 |
161 |
R3c |
6a |
3. |
162 |
P-31m |
12l |
1 |
162 |
P-31m |
6k |
..m |
162 |
P-31m |
6j |
..2 |
162 |
P-31m |
6i |
..2 |
162 |
P-31m |
4h |
3.. |
162 |
P-31m |
3g |
..2/m |
162 |
P-31m |
3f |
..2/m |
162 |
P-31m |
2e |
3.m |
162 |
P-31m |
2d |
3.2 |
162 |
P-31m |
2c |
3.2 |
162 |
P-31m |
1b |
-3.m |
162 |
P-31m |
1a |
-3.m |
163 |
P-31c |
12i |
1 |
163 |
P-31c |
6h |
..2 |
163 |
P-31c |
6g |
-1 |
163 |
P-31c |
4f |
3.. |
163 |
P-31c |
4e |
3.. |
163 |
P-31c |
2d |
3.2 |
163 |
P-31c |
2c |
3.2 |
163 |
P-31c |
2b |
-3.. |
163 |
P-31c |
2a |
3.2 |
164 |
P-3m1 |
12j |
1 |
164 |
P-3m1 |
6i |
.m. |
164 |
P-3m1 |
6h |
.2. |
164 |
P-3m1 |
6g |
.2. |
164 |
P-3m1 |
3f |
.2/m. |
164 |
P-3m1 |
3e |
.2/m. |
164 |
P-3m1 |
2d |
3m. |
164 |
P-3m1 |
2c |
3m. |
164 |
P-3m1 |
1b |
-3m. |
164 |
P-3m1 |
1a |
-3m. |
165 |
P-3c1 |
12g |
1 |
165 |
P-3c1 |
6f |
.2. |
165 |
P-3c1 |
6e |
-1 |
165 |
P-3c1 |
4d |
3.. |
165 |
P-3c1 |
4c |
3.. |
165 |
P-3c1 |
2b |
-3.. |
165 |
P-3c1 |
2a |
32. |
166 |
R-3m |
36i |
1 |
166 |
R-3m |
18h |
.m |
166 |
R-3m |
18g |
.2 |
166 |
R-3m |
18f |
.2 |
166 |
R-3m |
9e |
.2/m |
166 |
R-3m |
9d |
.2/m |
166 |
R-3m |
6c |
3m |
166 |
R-3m |
3b |
-3m |
166 |
R-3m |
3a |
-3m |
167 |
R-3c |
36f |
1 |
167 |
R-3c |
18e |
.2 |
167 |
R-3c |
18d |
-1 |
167 |
R-3c |
12c |
3. |
167 |
R-3c |
6b |
-3. |
167 |
R-3c |
6a |
32 |
168 |
P6 |
6d |
1 |
168 |
P6 |
3c |
2.. |
168 |
P6 |
2b |
3.. |
168 |
P6 |
1a |
6.. |
169 |
P61 |
6a |
1 |
170 |
P65 |
6a |
1 |
171 |
P62 |
6c |
1 |
171 |
P62 |
3b |
2.. |
171 |
P62 |
3a |
2.. |
172 |
P64 |
6c |
1 |
172 |
P64 |
3b |
2.. |
172 |
P64 |
3a |
2.. |
173 |
P63 |
6c |
1 |
173 |
P63 |
2b |
3.. |
173 |
P63 |
2a |
3.. |
174 |
P-6 |
6l |
1 |
174 |
P-6 |
3k |
m.. |
174 |
P-6 |
3j |
m.. |
174 |
P-6 |
2i |
3.. |
174 |
P-6 |
2h |
3.. |
174 |
P-6 |
2g |
3.. |
174 |
P-6 |
1f |
-6.. |
174 |
P-6 |
1e |
-6.. |
174 |
P-6 |
1d |
-6.. |
174 |
P-6 |
1c |
-6.. |
174 |
P-6 |
1b |
-6.. |
174 |
P-6 |
1a |
-6.. |
175 |
P6/m |
12l |
1 |
175 |
P6/m |
6k |
m.. |
175 |
P6/m |
6j |
m.. |
175 |
P6/m |
6i |
2.. |
175 |
P6/m |
4h |
3.. |
175 |
P6/m |
3g |
2/m.. |
175 |
P6/m |
3f |
2/m.. |
175 |
P6/m |
2e |
6.. |
175 |
P6/m |
2d |
-6.. |
175 |
P6/m |
2c |
-6.. |
175 |
P6/m |
1b |
6/m.. |
175 |
P6/m |
1a |
6/m.. |
176 |
P63/m |
12i |
1 |
176 |
P63/m |
6h |
m.. |
176 |
P63/m |
6g |
-1 |
176 |
P63/m |
4f |
3.. |
176 |
P63/m |
4e |
3.. |
176 |
P63/m |
2d |
-6.. |
176 |
P63/m |
2c |
-6.. |
176 |
P63/m |
2b |
-3.. |
176 |
P63/m |
2a |
-6.. |
177 |
P622 |
12n |
1 |
177 |
P622 |
6m |
..2 |
177 |
P622 |
6l |
..2 |
177 |
P622 |
6k |
.2. |
177 |
P622 |
6j |
.2. |
177 |
P622 |
6i |
2.. |
177 |
P622 |
4h |
3.. |
177 |
P622 |
3g |
222 |
177 |
P622 |
3f |
222 |
177 |
P622 |
2e |
6.. |
177 |
P622 |
2d |
3.2 |
177 |
P622 |
2c |
3.2 |
177 |
P622 |
1b |
622 |
177 |
P622 |
1a |
622 |
178 |
P6122 |
12c |
1 |
178 |
P6122 |
6b |
..2 |
178 |
P6122 |
6a |
.2. |
179 |
P6522 |
12c |
1 |
179 |
P6522 |
6b |
..2 |
179 |
P6522 |
6a |
.2. |
180 |
P6222 |
12k |
1 |
180 |
P6222 |
6j |
..2 |
180 |
P6222 |
6i |
..2 |
180 |
P6222 |
6h |
.2. |
180 |
P6222 |
6g |
.2. |
180 |
P6222 |
6f |
2.. |
180 |
P6222 |
6e |
2.. |
180 |
P6222 |
3d |
222 |
180 |
P6222 |
3c |
222 |
180 |
P6222 |
3b |
222 |
180 |
P6222 |
3a |
222 |
181 |
P6422 |
12k |
1 |
181 |
P6422 |
6j |
..2 |
181 |
P6422 |
6i |
..2 |
181 |
P6422 |
6h |
.2. |
181 |
P6422 |
6g |
.2. |
181 |
P6422 |
6f |
2.. |
181 |
P6422 |
6e |
2.. |
181 |
P6422 |
3d |
222 |
181 |
P6422 |
3c |
222 |
181 |
P6422 |
3b |
222 |
181 |
P6422 |
3a |
222 |
182 |
P6322 |
12i |
1 |
182 |
P6322 |
6h |
..2 |
182 |
P6322 |
6g |
.2. |
182 |
P6322 |
4f |
3.. |
182 |
P6322 |
4e |
3.. |
182 |
P6322 |
2d |
3.2 |
182 |
P6322 |
2c |
3.2 |
182 |
P6322 |
2b |
3.2 |
182 |
P6322 |
2a |
32. |
183 |
P6mm |
12f |
1 |
183 |
P6mm |
6e |
.m. |
183 |
P6mm |
6d |
..m |
183 |
P6mm |
3c |
2mm |
183 |
P6mm |
2b |
3m. |
183 |
P6mm |
1a |
6mm |
184 |
P6cc |
12d |
1 |
184 |
P6cc |
6c |
2.. |
184 |
P6cc |
4b |
3.. |
184 |
P6cc |
2a |
6.. |
185 |
P63cm |
12d |
1 |
185 |
P63cm |
6c |
..m |
185 |
P63cm |
4b |
3.. |
185 |
P63cm |
2a |
3.m |
186 |
P63mc |
12d |
1 |
186 |
P63mc |
6c |
.m. |
186 |
P63mc |
2b |
3m. |
186 |
P63mc |
2a |
3m. |
187 |
P-6m2 |
12o |
1 |
187 |
P-6m2 |
6n |
.m. |
187 |
P-6m2 |
6m |
m.. |
187 |
P-6m2 |
6l |
m.. |
187 |
P-6m2 |
3k |
mm2 |
187 |
P-6m2 |
3j |
mm2 |
187 |
P-6m2 |
2i |
3m. |
187 |
P-6m2 |
2h |
3m. |
187 |
P-6m2 |
2g |
3m. |
187 |
P-6m2 |
1f |
-6m2 |
187 |
P-6m2 |
1e |
-6m2 |
187 |
P-6m2 |
1d |
-6m2 |
187 |
P-6m2 |
1c |
-6m2 |
187 |
P-6m2 |
1b |
-6m2 |
187 |
P-6m2 |
1a |
-6m2 |
188 |
P-6c2 |
12l |
1 |
188 |
P-6c2 |
6k |
m.. |
188 |
P-6c2 |
6j |
..2 |
188 |
P-6c2 |
4i |
3.. |
188 |
P-6c2 |
4h |
3.. |
188 |
P-6c2 |
4g |
3.. |
188 |
P-6c2 |
2f |
-6.. |
188 |
P-6c2 |
2e |
3.2 |
188 |
P-6c2 |
2d |
-6.. |
188 |
P-6c2 |
2c |
3.2 |
188 |
P-6c2 |
2b |
-6.. |
188 |
P-6c2 |
2a |
3.2 |
189 |
P-62m |
12l |
1 |
189 |
P-62m |
6k |
m.. |
189 |
P-62m |
6j |
m.. |
189 |
P-62m |
6i |
..m |
189 |
P-62m |
4h |
3.. |
189 |
P-62m |
3g |
m2m |
189 |
P-62m |
3f |
m2m |
189 |
P-62m |
2e |
3.m |
189 |
P-62m |
2d |
-6.. |
189 |
P-62m |
2c |
-6.. |
189 |
P-62m |
1b |
-62m |
189 |
P-62m |
1a |
-62m |
190 |
P-62c |
12i |
1 |
190 |
P-62c |
6h |
m.. |
190 |
P-62c |
6g |
.2. |
190 |
P-62c |
4f |
3.. |
190 |
P-62c |
4e |
3.. |
190 |
P-62c |
2d |
-6.. |
190 |
P-62c |
2c |
-6.. |
190 |
P-62c |
2b |
-6.. |
190 |
P-62c |
2a |
32. |
191 |
P6/mmm |
24r |
1 |
191 |
P6/mmm |
12q |
m.. |
191 |
P6/mmm |
12p |
m.. |
191 |
P6/mmm |
12o |
.m. |
191 |
P6/mmm |
12n |
..m |
191 |
P6/mmm |
6m |
mm2 |
191 |
P6/mmm |
6l |
mm2 |
191 |
P6/mmm |
6k |
m2m |
191 |
P6/mmm |
6j |
m2m |
191 |
P6/mmm |
6i |
2mm |
191 |
P6/mmm |
4h |
3m. |
191 |
P6/mmm |
3g |
mmm |
191 |
P6/mmm |
3f |
mmm |
191 |
P6/mmm |
2e |
6mm |
191 |
P6/mmm |
2d |
-6m2 |
191 |
P6/mmm |
2c |
-6m2 |
191 |
P6/mmm |
1b |
6/mmm |
191 |
P6/mmm |
1a |
6/mmm |
192 |
P6/mcc |
24m |
1 |
192 |
P6/mcc |
12l |
m.. |
192 |
P6/mcc |
12k |
..2 |
192 |
P6/mcc |
12j |
.2. |
192 |
P6/mcc |
12i |
2.. |
192 |
P6/mcc |
8h |
3.. |
192 |
P6/mcc |
6g |
2/m.. |
192 |
P6/mcc |
6f |
222 |
192 |
P6/mcc |
4e |
6.. |
192 |
P6/mcc |
4d |
-6.. |
192 |
P6/mcc |
4c |
3.2 |
192 |
P6/mcc |
2b |
6/m.. |
192 |
P6/mcc |
2a |
622 |
193 |
P63/mcm |
24l |
1 |
193 |
P63/mcm |
12k |
..m |
193 |
P63/mcm |
12j |
m.. |
193 |
P63/mcm |
12i |
..2 |
193 |
P63/mcm |
8h |
3.. |
193 |
P63/mcm |
6g |
m2m |
193 |
P63/mcm |
6f |
..2/m |
193 |
P63/mcm |
4e |
3.m |
193 |
P63/mcm |
4d |
3.2 |
193 |
P63/mcm |
4c |
-6.. |
193 |
P63/mcm |
2b |
-3.m |
193 |
P63/mcm |
2a |
-62m |
194 |
P63/mmc |
24l |
1 |
194 |
P63/mmc |
12k |
.m. |
194 |
P63/mmc |
12j |
m.. |
194 |
P63/mmc |
12i |
.2. |
194 |
P63/mmc |
6h |
mm2 |
194 |
P63/mmc |
6g |
.2/m. |
194 |
P63/mmc |
4f |
3m. |
194 |
P63/mmc |
4e |
3m. |
194 |
P63/mmc |
2d |
-6m2 |
194 |
P63/mmc |
2c |
-6m2 |
194 |
P63/mmc |
2b |
-6m2 |
194 |
P63/mmc |
2a |
-3m. |
195 |
P23 |
12j |
1 |
195 |
P23 |
6i |
2.. |
195 |
P23 |
6h |
2.. |
195 |
P23 |
6g |
2.. |
195 |
P23 |
6f |
2.. |
195 |
P23 |
4e |
.3. |
195 |
P23 |
3d |
222.. |
195 |
P23 |
3c |
222.. |
195 |
P23 |
1b |
23. |
195 |
P23 |
1a |
23. |
196 |
F23 |
48h |
1 |
196 |
F23 |
24g |
2.. |
196 |
F23 |
24f |
2.. |
196 |
F23 |
16e |
.3. |
196 |
F23 |
4d |
23. |
196 |
F23 |
4c |
23. |
196 |
F23 |
4b |
23. |
196 |
F23 |
4a |
23. |
197 |
I23 |
24f |
1 |
197 |
I23 |
12e |
2.. |
197 |
I23 |
12d |
2.. |
197 |
I23 |
8c |
.3. |
197 |
I23 |
6b |
222.. |
197 |
I23 |
2a |
23. |
198 |
P213 |
12b |
1 |
198 |
P213 |
4a |
.3. |
199 |
I213 |
24c |
1 |
199 |
I213 |
12b |
2.. |
199 |
I213 |
8a |
.3. |
200 |
Pm-3 |
24l |
1 |
200 |
Pm-3 |
12k |
m.. |
200 |
Pm-3 |
12j |
m.. |
200 |
Pm-3 |
8i |
.3. |
200 |
Pm-3 |
6h |
mm2.. |
200 |
Pm-3 |
6g |
mm2.. |
200 |
Pm-3 |
6f |
mm2.. |
200 |
Pm-3 |
6e |
mm2.. |
200 |
Pm-3 |
3d |
mmm.. |
200 |
Pm-3 |
3c |
mmm.. |
200 |
Pm-3 |
1b |
m-3. |
200 |
Pm-3 |
1a |
m-3. |
201 |
Pn-3 |
24h |
1 |
201 |
Pn-3 |
12g |
2.. |
201 |
Pn-3 |
12f |
2.. |
201 |
Pn-3 |
8e |
.3. |
201 |
Pn-3 |
6d |
222.. |
201 |
Pn-3 |
4c |
.-3. |
201 |
Pn-3 |
4b |
.-3. |
201 |
Pn-3 |
2a |
23. |
202 |
Fm-3 |
96i |
1 |
202 |
Fm-3 |
48h |
m.. |
202 |
Fm-3 |
48g |
2.. |
202 |
Fm-3 |
32f |
.3. |
202 |
Fm-3 |
24e |
mm2.. |
202 |
Fm-3 |
24d |
2/m.. |
202 |
Fm-3 |
8c |
23. |
202 |
Fm-3 |
4b |
m-3. |
202 |
Fm-3 |
4a |
m-3. |
203 |
Fd-3 |
96g |
1 |
203 |
Fd-3 |
48f |
2.. |
203 |
Fd-3 |
32e |
.3. |
203 |
Fd-3 |
16d |
.-3. |
203 |
Fd-3 |
16c |
.-3. |
203 |
Fd-3 |
8b |
23. |
203 |
Fd-3 |
8a |
23. |
204 |
Im-3 |
48h |
1 |
204 |
Im-3 |
24g |
m.. |
204 |
Im-3 |
16f |
.3. |
204 |
Im-3 |
12e |
mm2.. |
204 |
Im-3 |
12d |
mm2.. |
204 |
Im-3 |
8c |
.-3. |
204 |
Im-3 |
6b |
mmm.. |
204 |
Im-3 |
2a |
m-3. |
205 |
Pa-3 |
24d |
1 |
205 |
Pa-3 |
8c |
.3. |
205 |
Pa-3 |
4b |
.-3. |
205 |
Pa-3 |
4a |
.-3. |
206 |
Ia-3 |
48e |
1 |
206 |
Ia-3 |
24d |
2.. |
206 |
Ia-3 |
16c |
.3. |
206 |
Ia-3 |
8b |
.-3. |
206 |
Ia-3 |
8a |
.-3. |
207 |
P432 |
24k |
1 |
207 |
P432 |
12j |
..2 |
207 |
P432 |
12i |
..2 |
207 |
P432 |
12h |
2.. |
207 |
P432 |
8g |
.3. |
207 |
P432 |
6f |
4.. |
207 |
P432 |
6e |
4.. |
207 |
P432 |
3d |
42.2 |
207 |
P432 |
3c |
42.2 |
207 |
P432 |
1b |
432 |
207 |
P432 |
1a |
432 |
208 |
P4232 |
24m |
1 |
208 |
P4232 |
12l |
..2 |
208 |
P4232 |
12k |
..2 |
208 |
P4232 |
12j |
2.. |
208 |
P4232 |
12i |
2.. |
208 |
P4232 |
12h |
2.. |
208 |
P4232 |
8g |
.3. |
208 |
P4232 |
6f |
2.22 |
208 |
P4232 |
6e |
2.22 |
208 |
P4232 |
6d |
222.. |
208 |
P4232 |
4c |
.32 |
208 |
P4232 |
4b |
.32 |
208 |
P4232 |
2a |
23. |
209 |
F432 |
96j |
1 |
209 |
F432 |
48i |
2.. |
209 |
F432 |
48h |
..2 |
209 |
F432 |
48g |
..2 |
209 |
F432 |
32f |
.3. |
209 |
F432 |
24e |
4.. |
209 |
F432 |
24d |
2.22 |
209 |
F432 |
8c |
23. |
209 |
F432 |
4b |
432 |
209 |
F432 |
4a |
432 |
210 |
F4132 |
96h |
1 |
210 |
F4132 |
48g |
..2 |
210 |
F4132 |
48f |
2.. |
210 |
F4132 |
32e |
.3. |
210 |
F4132 |
16d |
.32 |
210 |
F4132 |
16c |
.32 |
210 |
F4132 |
8b |
23. |
210 |
F4132 |
8a |
23. |
211 |
I432 |
48j |
1 |
211 |
I432 |
24i |
..2 |
211 |
I432 |
24h |
..2 |
211 |
I432 |
24g |
2.. |
211 |
I432 |
16f |
.3. |
211 |
I432 |
12e |
4.. |
211 |
I432 |
12d |
2.22 |
211 |
I432 |
8c |
.32 |
211 |
I432 |
6b |
42.2 |
211 |
I432 |
2a |
432 |
212 |
P4332 |
24e |
1 |
212 |
P4332 |
12d |
..2 |
212 |
P4332 |
8c |
.3. |
212 |
P4332 |
4b |
.32 |
212 |
P4332 |
4a |
.32 |
213 |
P4132 |
24e |
1 |
213 |
P4132 |
12d |
..2 |
213 |
P4132 |
8c |
.3. |
213 |
P4132 |
4b |
.32 |
213 |
P4132 |
4a |
.32 |
214 |
I4132 |
48i |
1 |
214 |
I4132 |
24h |
..2 |
214 |
I4132 |
24g |
..2 |
214 |
I4132 |
24f |
2.. |
214 |
I4132 |
16e |
.3. |
214 |
I4132 |
12d |
2.22 |
214 |
I4132 |
12c |
2.22 |
214 |
I4132 |
8b |
.32 |
214 |
I4132 |
8a |
.32 |
215 |
P-43m |
24j |
1 |
215 |
P-43m |
12i |
..m |
215 |
P-43m |
12h |
2.. |
215 |
P-43m |
6g |
2.mm |
215 |
P-43m |
6f |
2.mm |
215 |
P-43m |
4e |
.3m |
215 |
P-43m |
3d |
-42.m |
215 |
P-43m |
3c |
-42.m |
215 |
P-43m |
1b |
-43m |
215 |
P-43m |
1a |
-43m |
216 |
F-43m |
96i |
1 |
216 |
F-43m |
48h |
..m |
216 |
F-43m |
24g |
2.mm |
216 |
F-43m |
24f |
2.mm |
216 |
F-43m |
16e |
.3m |
216 |
F-43m |
4d |
-43m |
216 |
F-43m |
4c |
-43m |
216 |
F-43m |
4b |
-43m |
216 |
F-43m |
4a |
-43m |
217 |
I-43m |
48h |
1 |
217 |
I-43m |
24g |
..m |
217 |
I-43m |
24f |
2.. |
217 |
I-43m |
12e |
2.mm |
217 |
I-43m |
12d |
-4.. |
217 |
I-43m |
8c |
.3m |
217 |
I-43m |
6b |
-42.m |
217 |
I-43m |
2a |
-43m |
218 |
P-43n |
24i |
1 |
218 |
P-43n |
12h |
2.. |
218 |
P-43n |
12g |
2.. |
218 |
P-43n |
12f |
2.. |
218 |
P-43n |
8e |
.3. |
218 |
P-43n |
6d |
-4.. |
218 |
P-43n |
6c |
-4.. |
218 |
P-43n |
6b |
222.. |
218 |
P-43n |
2a |
23. |
219 |
F-43c |
96h |
1 |
219 |
F-43c |
48g |
2.. |
219 |
F-43c |
48f |
2.. |
219 |
F-43c |
32e |
.3. |
219 |
F-43c |
24d |
-4.. |
219 |
F-43c |
24c |
-4.. |
219 |
F-43c |
8b |
23. |
219 |
F-43c |
8a |
23. |
220 |
I-43d |
48e |
1 |
220 |
I-43d |
24d |
2.. |
220 |
I-43d |
16c |
.3. |
220 |
I-43d |
12b |
-4.. |
220 |
I-43d |
12a |
-4.. |
221 |
Pm-3m |
48n |
1 |
221 |
Pm-3m |
24m |
..m |
221 |
Pm-3m |
24l |
m.. |
221 |
Pm-3m |
24k |
m.. |
221 |
Pm-3m |
12j |
m.m2 |
221 |
Pm-3m |
12i |
m.m2 |
221 |
Pm-3m |
12h |
mm2.. |
221 |
Pm-3m |
8g |
.3m |
221 |
Pm-3m |
6f |
4m.m |
221 |
Pm-3m |
6e |
4m.m |
221 |
Pm-3m |
3d |
4/mm.m |
221 |
Pm-3m |
3c |
4/mm.m |
221 |
Pm-3m |
1b |
m-3m |
221 |
Pm-3m |
1a |
m-3m |
222 |
Pn-3n |
48i |
1 |
222 |
Pn-3n |
24h |
..2 |
222 |
Pn-3n |
24g |
2.. |
222 |
Pn-3n |
16f |
.3. |
222 |
Pn-3n |
12e |
4.. |
222 |
Pn-3n |
12d |
-4.. |
222 |
Pn-3n |
8c |
.-3. |
222 |
Pn-3n |
6b |
42.2 |
222 |
Pn-3n |
2a |
432 |
223 |
Pm-3n |
48l |
1 |
223 |
Pm-3n |
24k |
m.. |
223 |
Pm-3n |
24j |
..2 |
223 |
Pm-3n |
16i |
.3. |
223 |
Pm-3n |
12h |
mm2.. |
223 |
Pm-3n |
12g |
mm2.. |
223 |
Pm-3n |
12f |
mm2.. |
223 |
Pm-3n |
8e |
.32 |
223 |
Pm-3n |
6d |
-4m.2 |
223 |
Pm-3n |
6c |
-4m.2 |
223 |
Pm-3n |
6b |
mmm.. |
223 |
Pm-3n |
2a |
m-3. |
224 |
Pn-3m |
48l |
1 |
224 |
Pn-3m |
24k |
..m |
224 |
Pn-3m |
24j |
..2 |
224 |
Pn-3m |
24i |
..2 |
224 |
Pn-3m |
24h |
2.. |
224 |
Pn-3m |
12g |
2.mm |
224 |
Pn-3m |
12f |
2.22 |
224 |
Pn-3m |
8e |
.3m |
224 |
Pn-3m |
6d |
-42.m |
224 |
Pn-3m |
4c |
.-3m |
224 |
Pn-3m |
4b |
.-3m |
224 |
Pn-3m |
2a |
-43m |
225 |
Fm-3m |
192l |
1 |
225 |
Fm-3m |
96k |
..m |
225 |
Fm-3m |
96j |
m.. |
225 |
Fm-3m |
48i |
m.m2 |
225 |
Fm-3m |
48h |
m.m2 |
225 |
Fm-3m |
48g |
2.mm |
225 |
Fm-3m |
32f |
.3m |
225 |
Fm-3m |
24e |
4m.m |
225 |
Fm-3m |
24d |
m.mm |
225 |
Fm-3m |
8c |
-43m |
225 |
Fm-3m |
4b |
m-3m |
225 |
Fm-3m |
4a |
m-3m |
226 |
Fm-3c |
192j |
1 |
226 |
Fm-3c |
96i |
m.. |
226 |
Fm-3c |
96h |
..2 |
226 |
Fm-3c |
64g |
.3. |
226 |
Fm-3c |
48f |
4.. |
226 |
Fm-3c |
48e |
mm2.. |
226 |
Fm-3c |
24d |
4/m.. |
226 |
Fm-3c |
24c |
-4m.2 |
226 |
Fm-3c |
8b |
m-3. |
226 |
Fm-3c |
8a |
432 |
227 |
Fd-3m |
192i |
1 |
227 |
Fd-3m |
96h |
..2 |
227 |
Fd-3m |
96g |
..m |
227 |
Fd-3m |
48f |
2.mm |
227 |
Fd-3m |
32e |
.3m |
227 |
Fd-3m |
16d |
.-3m |
227 |
Fd-3m |
16c |
.-3m |
227 |
Fd-3m |
8b |
-43m |
227 |
Fd-3m |
8a |
-43m |
228 |
Fd-3c |
192h |
1 |
228 |
Fd-3c |
96g |
..2 |
228 |
Fd-3c |
96f |
2.. |
228 |
Fd-3c |
64e |
.3. |
228 |
Fd-3c |
48d |
-4.. |
228 |
Fd-3c |
32c |
.-3. |
228 |
Fd-3c |
32b |
.32 |
228 |
Fd-3c |
16a |
23. |
229 |
Im-3m |
96l |
1 |
229 |
Im-3m |
48k |
..m |
229 |
Im-3m |
48j |
m.. |
229 |
Im-3m |
48i |
..2 |
229 |
Im-3m |
24h |
m.m2 |
229 |
Im-3m |
24g |
mm2.. |
229 |
Im-3m |
16f |
.3m |
229 |
Im-3m |
12e |
4m.m |
229 |
Im-3m |
12d |
-4m.2 |
229 |
Im-3m |
8c |
.-3m |
229 |
Im-3m |
6b |
4/mm.m |
229 |
Im-3m |
2a |
m-3m |
230 |
Ia-3d |
96h |
1 |
230 |
Ia-3d |
48g |
..2 |
230 |
Ia-3d |
48f |
2.. |
230 |
Ia-3d |
32e |
.3. |
230 |
Ia-3d |
24d |
-4.. |
230 |
Ia-3d |
24c |
2.22 |
230 |
Ia-3d |
16b |
.32 |
230 |
Ia-3d |
16a |
.-3. |
References
For the use of this function, please cite the following paper.
@inproceedings{levy2024symmcd,
title={Symm{CD}: Symmetry-Preserving Crystal Generation with Diffusion Models},
author={Daniel Levy and Siba Smarak Panigrahi and S{\'e}kou-Oumar Kaba and Qiang Zhu and Mikhail Galkin and Santiago Miret and Siamak Ravanbakhsh},
booktitle={AI for Accelerated Materials Design - NeurIPS 2024},
year={2024},
url={https://openreview.net/forum?id=V7x2KZQn2v}
}