Supporting information
Crystallographic Information File (CIF) https://doi.org/10.1107/S1600536807014651/wm2100sup1.cif | |
Structure factor file (CIF format) https://doi.org/10.1107/S1600536807014651/wm2100Isup2.hkl |
Data collection: COLLECT (Nonius, 1998); cell refinement: COLLECT; data reduction: EVALCCD (Duisenberg, 1998); program(s) used to solve structure: coordinates taken from an isotypic compound; program(s) used to refine structure: SHELXL97 (Sheldrick, 1997); molecular graphics: DIAMOND (Bergerhoff, 1996); software used to prepare material for publication: SHELXL97.
Sr0.44La0.56Mo5O8 | F(000) = 1291 |
Mr = 724.09 | Dx = 7.422 Mg m−3 |
Monoclinic, P21/c | Mo Kα radiation, λ = 0.71069 Å |
Hall symbol: -P 2ybc | Cell parameters from 11060 reflections |
a = 7.5879 (2) Å | θ = 1.0–37.0° |
b = 9.1041 (2) Å | µ = 16.60 mm−1 |
c = 9.9342 (2) Å | T = 293 K |
β = 109.228 (1)° | Irregular, black |
V = 647.98 (3) Å3 | 0.04 × 0.04 × 0.03 mm |
Z = 4 |
Nonius KappaCCD diffractometer | 3292 independent reflections |
Radiation source: fine-focus sealed tube | 2535 reflections with I > 2σ(I) |
Graphite monochromator | Rint = 0.062 |
φ and ω scans | θmax = 37.0°, θmin = 2.8° |
Absorption correction: multi-scan (SORTAV; Blessing, 1995) | h = −12→10 |
Tmin = 0.545, Tmax = 0.676 | k = −14→15 |
14600 measured reflections | l = −16→16 |
Refinement on F2 | Primary atom site location: isomorphous structure methods |
Least-squares matrix: full | w = 1/[σ2(Fo2) + (0.0275P)2] where P = (Fo2 + 2Fc2)/3 |
R[F2 > 2σ(F2)] = 0.035 | (Δ/σ)max = 0.001 |
wR(F2) = 0.077 | Δρmax = 3.23 e Å−3 |
S = 1.05 | Δρmin = −2.62 e Å−3 |
3292 reflections | Extinction correction: SHELXL97, Fc*=kFc[1+0.001xFc2λ3/sin(2θ)]-1/4 |
130 parameters | Extinction coefficient: 0.00291 (15) |
1 restraint |
Geometry. All e.s.d.'s (except the e.s.d. in the dihedral angle between two l.s. planes) are estimated using the full covariance matrix. The cell e.s.d.'s are taken into account individually in the estimation of e.s.d.'s in distances, angles and torsion angles; correlations between e.s.d.'s in cell parameters are only used when they are defined by crystal symmetry. An approximate (isotropic) treatment of cell e.s.d.'s is used for estimating e.s.d.'s involving l.s. planes. |
Refinement. Refinement of F2 against ALL reflections. The weighted R-factor wR and goodness of fit S are based on F2, conventional R-factors R are based on F, with F set to zero for negative F2. The threshold expression of F2 > σ(F2) is used only for calculating R-factors(gt) etc. and is not relevant to the choice of reflections for refinement. R-factors based on F2 are statistically about twice as large as those based on F, and R- factors based on ALL data will be even larger. |
x | y | z | Uiso*/Ueq | Occ. (<1) | |
La | 0.25868 (4) | 0.50427 (3) | 0.53846 (3) | 0.00863 (10) | 0.561 (4) |
Sr | 0.25868 (4) | 0.50427 (3) | 0.53846 (3) | 0.00863 (10) | 0.439 (4) |
Mo1 | 0.60808 (5) | −0.11437 (3) | 0.48417 (4) | 0.00481 (8) | |
Mo2 | 0.38191 (5) | −0.11666 (3) | 0.67921 (4) | 0.00501 (8) | |
Mo3 | 0.17696 (5) | −0.12651 (3) | 0.38527 (4) | 0.00465 (8) | |
Mo4 | 0.81033 (5) | −0.13119 (3) | 0.29842 (4) | 0.00462 (8) | |
Mo5 | −0.00161 (5) | −0.12192 (3) | 0.58562 (4) | 0.00451 (8) | |
O1 | 0.3955 (4) | 0.0061 (3) | 0.8447 (3) | 0.0076 (6) | |
O2 | 0.0018 (4) | −0.2227 (3) | 0.9338 (3) | 0.0065 (5) | |
O3 | −0.0106 (4) | 0.0014 (3) | 0.2342 (3) | 0.0077 (6) | |
O4 | 0.3981 (4) | −0.2522 (3) | 0.0174 (3) | 0.0073 (6) | |
O5 | 0.7974 (4) | −0.2460 (3) | 0.1162 (3) | 0.0069 (5) | |
O6 | 0.2009 (4) | −0.2444 (3) | 0.2125 (3) | 0.0087 (6) | |
O7 | 0.6043 (4) | −0.2378 (3) | 0.8276 (3) | 0.0068 (5) | |
O8 | 0.3842 (4) | −0.0031 (3) | 0.3301 (3) | 0.0076 (6) |
U11 | U22 | U33 | U12 | U13 | U23 | |
La | 0.00867 (15) | 0.00747 (15) | 0.00868 (15) | −0.00017 (10) | 0.00138 (11) | 0.00042 (10) |
Sr | 0.00867 (15) | 0.00747 (15) | 0.00868 (15) | −0.00017 (10) | 0.00138 (11) | 0.00042 (10) |
Mo1 | 0.00486 (16) | 0.00408 (15) | 0.00499 (16) | 0.00004 (11) | 0.00096 (13) | −0.00009 (10) |
Mo2 | 0.00506 (16) | 0.00439 (15) | 0.00500 (15) | −0.00007 (11) | 0.00085 (13) | 0.00029 (11) |
Mo3 | 0.00508 (16) | 0.00407 (15) | 0.00462 (15) | 0.00008 (11) | 0.00135 (12) | −0.00020 (10) |
Mo4 | 0.00453 (16) | 0.00435 (15) | 0.00474 (15) | −0.00015 (11) | 0.00120 (12) | −0.00021 (10) |
Mo5 | 0.00474 (16) | 0.00371 (15) | 0.00479 (16) | −0.00020 (11) | 0.00116 (13) | 0.00021 (10) |
O1 | 0.0077 (14) | 0.0053 (12) | 0.0086 (13) | 0.0010 (10) | 0.0010 (11) | −0.0023 (10) |
O2 | 0.0069 (13) | 0.0054 (12) | 0.0083 (13) | −0.0001 (10) | 0.0038 (11) | 0.0024 (10) |
O3 | 0.0095 (14) | 0.0063 (12) | 0.0055 (13) | −0.0014 (10) | 0.0001 (11) | 0.0009 (10) |
O4 | 0.0063 (14) | 0.0094 (13) | 0.0066 (13) | −0.0028 (10) | 0.0028 (11) | −0.0015 (10) |
O5 | 0.0034 (13) | 0.0082 (13) | 0.0086 (13) | −0.0007 (10) | 0.0014 (11) | −0.0025 (10) |
O6 | 0.0093 (14) | 0.0069 (13) | 0.0084 (14) | 0.0010 (11) | 0.0009 (12) | −0.0029 (10) |
O7 | 0.0066 (13) | 0.0074 (12) | 0.0066 (13) | 0.0043 (11) | 0.0025 (11) | 0.0033 (10) |
O8 | 0.0077 (14) | 0.0073 (13) | 0.0073 (13) | 0.0013 (10) | 0.0018 (11) | 0.0020 (10) |
La/Sr—O1i | 2.471 (3) | Mo4—O2xvii | 2.098 (3) |
La/Sr—O1ii | 2.496 (3) | Mo4—Mo3xii | 2.6276 (5) |
La/Sr—O4iii | 2.531 (3) | Mo4—Mo2viii | 2.7354 (5) |
La/Sr—O7ii | 2.607 (3) | Mo4—Mo5xii | 2.7389 (5) |
La/Sr—O5iv | 2.702 (3) | Mo4—Mo5viii | 2.7644 (5) |
La/Sr—O8iii | 2.736 (3) | Mo4—Srxviii | 3.4411 (4) |
La/Sr—O2i | 2.739 (3) | Mo4—Laxviii | 3.4411 (4) |
La/Sr—O3v | 2.743 (3) | Mo5—O6x | 2.038 (3) |
La/Sr—O6iii | 2.908 (3) | Mo5—O5xix | 2.041 (3) |
La/Sr—O2vi | 2.935 (3) | Mo5—O2xi | 2.074 (3) |
La/Sr—O3iii | 3.252 (3) | Mo5—O3xv | 2.075 (3) |
La—Mo2ii | 3.3879 (5) | Mo5—Mo3xv | 2.6875 (5) |
La—Mo4iv | 3.4411 (4) | Mo5—Mo4xiv | 2.7389 (5) |
La—Mo3vii | 3.6576 (4) | Mo5—Mo4viii | 2.7644 (5) |
La—Mo1viii | 3.7179 (4) | Mo5—Mo1xiv | 2.7975 (5) |
La—Mo2vii | 3.7254 (4) | Mo5—Mo5xv | 2.8017 (6) |
La—Laix | 3.7450 (6) | Mo5—Srxv | 3.9822 (4) |
La—Srix | 3.7450 (6) | O1—Mo4viii | 2.073 (3) |
La—Mo3iii | 3.8600 (5) | O1—Sriii | 2.471 (3) |
La—Mo4viii | 3.8724 (4) | O1—Laiii | 2.471 (3) |
Mo1—O5x | 2.039 (3) | O1—Laxiii | 2.496 (3) |
Mo1—O7xi | 2.050 (3) | O1—Srxiii | 2.496 (3) |
Mo1—O4x | 2.114 (3) | O2—Mo5x | 2.074 (3) |
Mo1—O8viii | 2.116 (3) | O2—Mo3x | 2.075 (3) |
Mo1—O8 | 2.131 (3) | O2—Mo4xix | 2.098 (3) |
Mo1—Mo2viii | 2.6730 (5) | O2—Laiii | 2.739 (3) |
Mo1—Mo1viii | 2.7322 (7) | O2—Sriii | 2.739 (3) |
Mo1—Mo4 | 2.7657 (5) | O2—Laxx | 2.935 (3) |
Mo1—Mo3viii | 2.7854 (5) | O2—Srxx | 2.935 (3) |
Mo1—Mo5xii | 2.7975 (5) | O3—Mo4xiv | 2.069 (3) |
Mo1—Mo2 | 2.9815 (5) | O3—Mo5xv | 2.075 (3) |
Mo1—Mo3 | 3.0922 (5) | O3—Laxxi | 2.743 (3) |
Mo2—O1 | 1.963 (3) | O3—Srxxi | 2.743 (3) |
Mo2—O6x | 1.974 (3) | O3—Lai | 3.252 (3) |
Mo2—O4x | 2.038 (3) | O3—Sri | 3.252 (3) |
Mo2—O8viii | 2.111 (3) | O4—Mo2xi | 2.038 (3) |
Mo2—O7 | 2.144 (3) | O4—Mo3xi | 2.076 (3) |
Mo2—Mo1viii | 2.6730 (5) | O4—Mo1xi | 2.114 (3) |
Mo2—Mo4viii | 2.7354 (5) | O4—Sri | 2.531 (3) |
Mo2—Mo5 | 2.7483 (5) | O4—Lai | 2.531 (3) |
Mo2—Mo3 | 2.8217 (5) | O5—Mo1xi | 2.039 (3) |
Mo2—Srxiii | 3.3879 (5) | O5—Mo5xvii | 2.041 (3) |
Mo2—Laxiii | 3.3879 (5) | O5—Laxviii | 2.702 (3) |
Mo3—O3 | 2.056 (3) | O5—Srxviii | 2.702 (3) |
Mo3—O2xi | 2.075 (3) | O6—Mo2xi | 1.974 (3) |
Mo3—O4x | 2.076 (3) | O6—Mo5xi | 2.038 (3) |
Mo3—O6 | 2.083 (3) | O6—Lai | 2.908 (3) |
Mo3—O8 | 2.146 (3) | O6—Sri | 2.908 (3) |
Mo3—Mo4xiv | 2.6276 (5) | O7—Mo1x | 2.050 (3) |
Mo3—Mo5xv | 2.6875 (5) | O7—Mo4x | 2.061 (3) |
Mo3—Mo5 | 2.7523 (5) | O7—Laxiii | 2.607 (3) |
Mo3—Mo1viii | 2.7854 (5) | O7—Srxiii | 2.607 (3) |
Mo3—Laxvi | 3.6576 (4) | O8—Mo2viii | 2.111 (3) |
Mo4—O7xi | 2.061 (3) | O8—Mo1viii | 2.116 (3) |
Mo4—O5 | 2.065 (3) | O8—Lai | 2.736 (3) |
Mo4—O3xii | 2.069 (3) | O8—Sri | 2.736 (3) |
Mo4—O1viii | 2.073 (3) | ||
O1i—La—O1ii | 73.46 (11) | Mo1—Mo2—Srxiii | 93.270 (13) |
O1i—La—O4iii | 71.06 (8) | O1—Mo2—Laxiii | 46.81 (9) |
O1ii—La—O4iii | 68.17 (8) | O6x—Mo2—Laxiii | 118.99 (8) |
O1i—La—O7ii | 99.56 (9) | O4x—Mo2—Laxiii | 127.01 (8) |
O1ii—La—O7ii | 65.59 (8) | O8viii—Mo2—Laxiii | 53.79 (8) |
O4iii—La—O7ii | 133.54 (9) | O7—Mo2—Laxiii | 50.32 (7) |
O1i—La—O5iv | 63.45 (8) | Mo1viii—Mo2—Laxiii | 94.065 (13) |
O1ii—La—O5iv | 102.39 (8) | Mo4viii—Mo2—Laxiii | 88.287 (12) |
O4iii—La—O5iv | 134.19 (8) | Mo5—Mo2—Laxiii | 139.438 (15) |
O7ii—La—O5iv | 62.55 (8) | Mo3—Mo2—Laxiii | 152.385 (15) |
O1i—La—O8iii | 137.36 (9) | Mo1—Mo2—Laxiii | 93.270 (13) |
O1ii—La—O8iii | 64.00 (9) | Srxiii—Mo2—Laxiii | 0.000 (8) |
O4iii—La—O8iii | 94.69 (8) | O3—Mo3—O2xi | 101.63 (12) |
O7ii—La—O8iii | 60.98 (8) | O3—Mo3—O4x | 169.80 (12) |
O5iv—La—O8iii | 122.23 (8) | O2xi—Mo3—O4x | 87.00 (11) |
O1i—La—O2i | 99.26 (9) | O3—Mo3—O6 | 85.28 (11) |
O1ii—La—O2i | 132.82 (8) | O2xi—Mo3—O6 | 94.98 (11) |
O4iii—La—O2i | 65.52 (8) | O4x—Mo3—O6 | 88.59 (11) |
O7ii—La—O2i | 157.22 (8) | O3—Mo3—O8 | 84.63 (11) |
O5iv—La—O2i | 115.93 (8) | O2xi—Mo3—O8 | 170.16 (10) |
O8iii—La—O2i | 111.17 (8) | O4x—Mo3—O8 | 86.11 (11) |
O1i—La—O3v | 63.77 (9) | O6—Mo3—O8 | 77.83 (11) |
O1ii—La—O3v | 137.20 (9) | O3—Mo3—Mo4xiv | 50.65 (8) |
O4iii—La—O3v | 95.53 (8) | O2xi—Mo3—Mo4xiv | 51.35 (8) |
O7ii—La—O3v | 121.64 (8) | O4x—Mo3—Mo4xiv | 138.34 (8) |
O5iv—La—O3v | 60.15 (8) | O6—Mo3—Mo4xiv | 95.24 (8) |
O8iii—La—O3v | 158.79 (9) | O8—Mo3—Mo4xiv | 135.27 (7) |
O2i—La—O3v | 57.37 (8) | O3—Mo3—Mo5xv | 49.73 (8) |
O1i—La—O6iii | 132.52 (8) | O2xi—Mo3—Mo5xv | 98.86 (8) |
O1ii—La—O6iii | 93.44 (8) | O4x—Mo3—Mo5xv | 134.87 (8) |
O4iii—La—O6iii | 61.81 (8) | O6—Mo3—Mo5xv | 134.67 (8) |
O7ii—La—O6iii | 116.42 (8) | O8—Mo3—Mo5xv | 90.99 (7) |
O5iv—La—O6iii | 160.96 (8) | Mo4xiv—Mo3—Mo5xv | 62.667 (13) |
O8iii—La—O6iii | 56.05 (7) | O3—Mo3—Mo5 | 97.57 (9) |
O2i—La—O6iii | 56.78 (8) | O2xi—Mo3—Mo5 | 48.43 (8) |
O3v—La—O6iii | 113.91 (8) | O4x—Mo3—Mo5 | 92.22 (8) |
O1i—La—O2vi | 120.99 (8) | O6—Mo3—Mo5 | 143.25 (8) |
O1ii—La—O2vi | 126.77 (8) | O8—Mo3—Mo5 | 138.90 (8) |
O4iii—La—O2vi | 161.58 (8) | Mo4xiv—Mo3—Mo5 | 61.156 (13) |
O7ii—La—O2vi | 61.60 (8) | Mo5xv—Mo3—Mo5 | 61.987 (14) |
O5iv—La—O2vi | 58.31 (8) | O3—Mo3—Mo1viii | 93.00 (7) |
O8iii—La—O2vi | 84.72 (8) | O2xi—Mo3—Mo1viii | 137.26 (8) |
O2i—La—O2vi | 97.47 (7) | O4x—Mo3—Mo1viii | 84.08 (8) |
O3v—La—O2vi | 79.74 (8) | O6—Mo3—Mo1viii | 126.37 (8) |
O6iii—La—O2vi | 103.62 (8) | O8—Mo3—Mo1viii | 48.74 (7) |
O1i—La—O3iii | 166.63 (8) | Mo4xiv—Mo3—Mo1viii | 124.054 (15) |
O1ii—La—O3iii | 119.59 (9) | Mo5xv—Mo3—Mo1viii | 61.451 (12) |
O4iii—La—O3iii | 115.20 (8) | Mo5—Mo3—Mo1viii | 90.205 (14) |
O7ii—La—O3iii | 84.54 (8) | O3—Mo3—Mo2 | 138.63 (8) |
O5iv—La—O3iii | 108.30 (8) | O2xi—Mo3—Mo2 | 87.57 (8) |
O8iii—La—O3iii | 55.59 (8) | O4x—Mo3—Mo2 | 46.14 (8) |
O2i—La—O3iii | 74.33 (8) | O6—Mo3—Mo2 | 134.54 (8) |
O3v—La—O3iii | 103.21 (7) | O8—Mo3—Mo2 | 92.70 (8) |
O6iii—La—O3iii | 53.78 (7) | Mo4xiv—Mo3—Mo2 | 120.224 (16) |
O2vi—La—O3iii | 50.01 (7) | Mo5xv—Mo3—Mo2 | 89.173 (13) |
O1i—La—Mo2ii | 101.67 (7) | Mo5—Mo3—Mo2 | 59.068 (12) |
O1ii—La—Mo2ii | 34.99 (6) | Mo1viii—Mo3—Mo2 | 56.938 (12) |
O4iii—La—Mo2ii | 96.53 (6) | O3—Mo3—Mo1 | 128.12 (9) |
O7ii—La—Mo2ii | 39.27 (6) | O2xi—Mo3—Mo1 | 129.91 (8) |
O5iv—La—Mo2ii | 97.45 (6) | O4x—Mo3—Mo1 | 42.91 (8) |
O8iii—La—Mo2ii | 38.50 (6) | O6—Mo3—Mo1 | 84.84 (8) |
O2i—La—Mo2ii | 145.95 (6) | O8—Mo3—Mo1 | 43.51 (7) |
O3v—La—Mo2ii | 156.64 (6) | Mo4xiv—Mo3—Mo1 | 178.734 (15) |
O6iii—La—Mo2ii | 89.43 (5) | Mo5xv—Mo3—Mo1 | 116.434 (14) |
O2vi—La—Mo2ii | 94.40 (6) | Mo5—Mo3—Mo1 | 119.401 (15) |
O3iii—La—Mo2ii | 89.59 (5) | Mo1viii—Mo3—Mo1 | 55.103 (13) |
O1i—La—Mo4iv | 36.60 (6) | Mo2—Mo3—Mo1 | 60.345 (12) |
O1ii—La—Mo4iv | 104.74 (7) | O3—Mo3—Laxvi | 143.71 (8) |
O4iii—La—Mo4iv | 99.97 (6) | O2xi—Mo3—Laxvi | 47.87 (8) |
O7ii—La—Mo4iv | 95.78 (6) | O4x—Mo3—Laxvi | 42.01 (8) |
O5iv—La—Mo4iv | 36.87 (6) | O6—Mo3—Laxvi | 79.66 (7) |
O8iii—La—Mo4iv | 156.49 (5) | O8—Mo3—Laxvi | 123.33 (7) |
O2i—La—Mo4iv | 91.70 (6) | Mo4xiv—Mo3—Laxvi | 97.920 (12) |
O3v—La—Mo4iv | 36.96 (6) | Mo5xv—Mo3—Laxvi | 138.654 (15) |
O6iii—La—Mo4iv | 147.46 (5) | Mo5—Mo3—Laxvi | 76.670 (11) |
O2vi—La—Mo4iv | 86.99 (5) | Mo1viii—Mo3—Laxvi | 122.464 (14) |
O3iii—La—Mo4iv | 130.65 (5) | Mo2—Mo3—Laxvi | 68.807 (10) |
Mo2ii—La—Mo4iv | 120.789 (12) | Mo1—Mo3—Laxvi | 83.338 (10) |
O1i—La—Mo3vii | 76.59 (6) | O7xi—Mo4—O5 | 90.64 (11) |
O1ii—La—Mo3vii | 101.28 (6) | O7xi—Mo4—O3xii | 170.52 (11) |
O4iii—La—Mo3vii | 33.29 (6) | O5—Mo4—O3xii | 82.61 (11) |
O7ii—La—Mo3vii | 166.82 (6) | O7xi—Mo4—O1viii | 88.82 (11) |
O5iv—La—Mo3vii | 124.41 (6) | O5—Mo4—O1viii | 82.48 (11) |
O8iii—La—Mo3vii | 113.36 (5) | O3xii—Mo4—O1viii | 83.72 (11) |
O2i—La—Mo3vii | 34.18 (6) | O7xi—Mo4—O2xvii | 86.59 (11) |
O3v—La—Mo3vii | 68.32 (5) | O5—Mo4—O2xvii | 93.66 (10) |
O6iii—La—Mo3vii | 61.21 (5) | O3xii—Mo4—O2xvii | 100.43 (11) |
O2vi—La—Mo3vii | 131.24 (6) | O1viii—Mo4—O2xvii | 173.97 (10) |
O3iii—La—Mo3vii | 102.10 (5) | O7xi—Mo4—Mo3xii | 137.16 (8) |
Mo2ii—La—Mo3vii | 128.539 (11) | O5—Mo4—Mo3xii | 92.03 (8) |
Mo4iv—La—Mo3vii | 88.514 (9) | O3xii—Mo4—Mo3xii | 50.22 (8) |
O1i—La—Mo1viii | 73.98 (6) | O1viii—Mo4—Mo3xii | 133.89 (8) |
O1ii—La—Mo1viii | 76.65 (6) | O2xvii—Mo4—Mo3xii | 50.58 (8) |
O4iii—La—Mo1viii | 135.82 (6) | O7xi—Mo4—Mo2viii | 90.93 (8) |
O7ii—La—Mo1viii | 32.13 (6) | O5—Mo4—Mo2viii | 128.05 (8) |
O5iv—La—Mo1viii | 32.39 (6) | O3xii—Mo4—Mo2viii | 88.03 (8) |
O8iii—La—Mo1viii | 93.07 (5) | O1viii—Mo4—Mo2viii | 45.65 (8) |
O2i—La—Mo1viii | 147.57 (6) | O2xvii—Mo4—Mo2viii | 138.26 (7) |
O3v—La—Mo1viii | 92.47 (5) | Mo3xii—Mo4—Mo2viii | 119.683 (15) |
O6iii—La—Mo1viii | 148.30 (5) | O7xi—Mo4—Mo5xii | 91.75 (8) |
O2vi—La—Mo1viii | 62.50 (5) | O5—Mo4—Mo5xii | 141.90 (8) |
O3iii—La—Mo1viii | 104.94 (4) | O3xii—Mo4—Mo5xii | 97.67 (8) |
Mo2ii—La—Mo1viii | 65.103 (9) | O1viii—Mo4—Mo5xii | 135.58 (8) |
Mo4iv—La—Mo1viii | 63.661 (9) | O2xvii—Mo4—Mo5xii | 48.60 (7) |
Mo3vii—La—Mo1viii | 149.825 (12) | Mo3xii—Mo4—Mo5xii | 61.668 (13) |
O1i—La—Mo2vii | 102.11 (6) | Mo2viii—Mo4—Mo5xii | 89.931 (14) |
O1ii—La—Mo2vii | 73.97 (6) | O7xi—Mo4—Mo5viii | 137.91 (8) |
O4iii—La—Mo2vii | 31.20 (6) | O5—Mo4—Mo5viii | 130.86 (8) |
O7ii—La—Mo2vii | 125.66 (6) | O3xii—Mo4—Mo5viii | 48.25 (8) |
O5iv—La—Mo2vii | 165.38 (6) | O1viii—Mo4—Mo5viii | 90.08 (7) |
O8iii—La—Mo2vii | 69.47 (5) | O2xvii—Mo4—Mo5viii | 95.95 (7) |
O2i—La—Mo2vii | 61.91 (6) | Mo3xii—Mo4—Mo5viii | 59.726 (12) |
O3v—La—Mo2vii | 112.66 (5) | Mo2viii—Mo4—Mo5viii | 59.959 (12) |
O6iii—La—Mo2vii | 31.67 (6) | Mo5xii—Mo4—Mo5viii | 61.205 (13) |
O2vi—La—Mo2vii | 135.29 (5) | O7xi—Mo4—Mo1 | 47.55 (7) |
O3iii—La—Mo2vii | 85.40 (5) | O5—Mo4—Mo1 | 137.44 (8) |
Mo2ii—La—Mo2vii | 87.490 (8) | O3xii—Mo4—Mo1 | 137.59 (8) |
Mo4iv—La—Mo2vii | 129.496 (11) | O1viii—Mo4—Mo1 | 88.24 (9) |
Mo3vii—La—Mo2vii | 44.928 (8) | O2xvii—Mo4—Mo1 | 91.54 (8) |
Mo1viii—La—Mo2vii | 150.173 (12) | Mo3xii—Mo4—Mo1 | 122.695 (15) |
O1i—La—Laix | 121.41 (7) | Mo2viii—Mo4—Mo1 | 58.141 (12) |
O1ii—La—Laix | 165.05 (7) | Mo5xii—Mo4—Mo1 | 61.087 (12) |
O4iii—La—Laix | 116.13 (6) | Mo5viii—Mo4—Mo1 | 90.365 (14) |
O7ii—La—Laix | 107.56 (6) | O7xi—Mo4—Srxviii | 117.68 (8) |
O5iv—La—Laix | 84.73 (6) | O5—Mo4—Srxviii | 51.73 (8) |
O8iii—La—Laix | 101.07 (7) | O3xii—Mo4—Srxviii | 52.85 (8) |
O2i—La—Laix | 50.99 (6) | O1viii—Mo4—Srxviii | 45.31 (8) |
O3v—La—Laix | 57.72 (7) | O2xvii—Mo4—Srxviii | 134.59 (8) |
O6iii—La—Laix | 77.51 (6) | Mo3xii—Mo4—Srxviii | 96.839 (13) |
O2vi—La—Laix | 46.48 (5) | Mo2viii—Mo4—Srxviii | 82.469 (12) |
O3iii—La—Laix | 45.48 (5) | Mo5xii—Mo4—Srxviii | 149.570 (14) |
Mo2ii—La—Laix | 131.767 (14) | Mo5viii—Mo4—Srxviii | 89.850 (12) |
Mo4iv—La—Laix | 88.885 (11) | Mo1—Mo4—Srxviii | 133.542 (14) |
Mo3vii—La—Laix | 84.922 (11) | O7xi—Mo4—Laxviii | 117.68 (8) |
Mo1viii—La—Laix | 104.802 (12) | O5—Mo4—Laxviii | 51.73 (8) |
Mo2vii—La—Laix | 102.269 (12) | O3xii—Mo4—Laxviii | 52.85 (8) |
O1i—La—Srix | 121.41 (7) | O1viii—Mo4—Laxviii | 45.31 (8) |
O1ii—La—Srix | 165.05 (7) | O2xvii—Mo4—Laxviii | 134.59 (8) |
O4iii—La—Srix | 116.13 (6) | Mo3xii—Mo4—Laxviii | 96.839 (13) |
O7ii—La—Srix | 107.56 (6) | Mo2viii—Mo4—Laxviii | 82.469 (12) |
O5iv—La—Srix | 84.73 (6) | Mo5xii—Mo4—Laxviii | 149.570 (14) |
O8iii—La—Srix | 101.07 (7) | Mo5viii—Mo4—Laxviii | 89.850 (12) |
O2i—La—Srix | 50.99 (6) | Mo1—Mo4—Laxviii | 133.542 (14) |
O3v—La—Srix | 57.72 (7) | O6x—Mo5—O5xix | 90.25 (11) |
O6iii—La—Srix | 77.51 (6) | O6x—Mo5—O2xi | 81.67 (11) |
O2vi—La—Srix | 46.48 (5) | O5xix—Mo5—O2xi | 83.99 (11) |
O3iii—La—Srix | 45.48 (5) | O6x—Mo5—O3xv | 88.39 (11) |
Mo2ii—La—Srix | 131.767 (14) | O5xix—Mo5—O3xv | 90.38 (12) |
Mo4iv—La—Srix | 88.885 (11) | O2xi—Mo5—O3xv | 168.54 (11) |
Mo3vii—La—Srix | 84.922 (11) | O6x—Mo5—Mo3xv | 137.32 (8) |
Mo1viii—La—Srix | 104.802 (12) | O5xix—Mo5—Mo3xv | 93.39 (8) |
Mo2vii—La—Srix | 102.269 (12) | O2xi—Mo5—Mo3xv | 141.01 (8) |
Laix—La—Srix | 0.000 (8) | O3xv—Mo5—Mo3xv | 49.11 (8) |
O1i—La—Mo3iii | 159.77 (6) | O6x—Mo5—Mo4xiv | 130.82 (8) |
O1ii—La—Mo3iii | 92.10 (7) | O5xix—Mo5—Mo4xiv | 88.75 (8) |
O4iii—La—Mo3iii | 90.63 (6) | O2xi—Mo5—Mo4xiv | 49.33 (8) |
O7ii—La—Mo3iii | 86.70 (6) | O3xv—Mo5—Mo4xiv | 140.78 (8) |
O5iv—La—Mo3iii | 135.14 (6) | Mo3xv—Mo5—Mo4xiv | 91.803 (14) |
O8iii—La—Mo3iii | 32.66 (6) | O6x—Mo5—Mo2 | 45.79 (8) |
O2i—La—Mo3iii | 79.99 (6) | O5xix—Mo5—Mo2 | 136.02 (8) |
O3v—La—Mo3iii | 128.65 (7) | O2xi—Mo5—Mo2 | 89.57 (8) |
O6iii—La—Mo3iii | 32.10 (5) | O3xv—Mo5—Mo2 | 87.56 (9) |
O2vi—La—Mo3iii | 78.93 (5) | Mo3xv—Mo5—Mo2 | 117.099 (15) |
O3iii—La—Mo3iii | 32.18 (5) | Mo4xiv—Mo5—Mo2 | 118.902 (16) |
Mo2ii—La—Mo3iii | 71.150 (10) | O6x—Mo5—Mo3 | 89.29 (8) |
Mo4iv—La—Mo3iii | 162.488 (13) | O5xix—Mo5—Mo3 | 131.93 (8) |
Mo3vii—La—Mo3iii | 92.944 (8) | O2xi—Mo5—Mo3 | 48.45 (8) |
Mo1viii—La—Mo3iii | 117.133 (10) | O3xv—Mo5—Mo3 | 137.64 (8) |
Mo2vii—La—Mo3iii | 59.481 (8) | Mo3xv—Mo5—Mo3 | 118.013 (14) |
Laix—La—Mo3iii | 73.883 (11) | Mo4xiv—Mo5—Mo3 | 57.176 (13) |
Srix—La—Mo3iii | 73.883 (11) | Mo2—Mo5—Mo3 | 61.725 (13) |
O1i—La—Mo4viii | 116.22 (6) | O6x—Mo5—Mo4viii | 93.14 (8) |
O1ii—La—Mo4viii | 94.46 (6) | O5xix—Mo5—Mo4viii | 138.10 (8) |
O4iii—La—Mo4viii | 159.19 (6) | O2xi—Mo5—Mo4viii | 137.80 (8) |
O7ii—La—Mo4viii | 29.68 (6) | O3xv—Mo5—Mo4viii | 48.06 (8) |
O5iv—La—Mo4viii | 58.70 (6) | Mo3xv—Mo5—Mo4viii | 57.607 (13) |
O8iii—La—Mo4viii | 66.50 (5) | Mo4xiv—Mo5—Mo4viii | 118.795 (13) |
O2i—La—Mo4viii | 128.20 (6) | Mo2—Mo5—Mo4viii | 59.495 (12) |
O3v—La—Mo4viii | 105.16 (6) | Mo3—Mo5—Mo4viii | 89.888 (14) |
O6iii—La—Mo4viii | 110.06 (5) | O6x—Mo5—Mo1xiv | 136.92 (8) |
O2vi—La—Mo4viii | 32.32 (5) | O5xix—Mo5—Mo1xiv | 46.69 (8) |
O3iii—La—Mo4viii | 62.46 (4) | O2xi—Mo5—Mo1xiv | 91.14 (8) |
Mo2ii—La—Mo4viii | 63.350 (9) | O3xv—Mo5—Mo1xiv | 92.24 (9) |
Mo4iv—La—Mo4viii | 95.416 (7) | Mo3xv—Mo5—Mo1xiv | 60.998 (12) |
Mo3vii—La—Mo4viii | 162.258 (13) | Mo4xiv—Mo5—Mo1xiv | 59.928 (12) |
Mo1viii—La—Mo4viii | 42.677 (8) | Mo2—Mo5—Mo1xiv | 177.283 (15) |
Mo2vii—La—Mo4viii | 135.017 (11) | Mo3—Mo5—Mo1xiv | 117.050 (16) |
Laix—La—Mo4viii | 77.880 (11) | Mo4viii—Mo5—Mo1xiv | 118.547 (14) |
Srix—La—Mo4viii | 77.880 (11) | O6x—Mo5—Mo5xv | 133.86 (8) |
Mo3iii—La—Mo4viii | 78.216 (9) | O5xix—Mo5—Mo5xv | 135.49 (8) |
O5x—Mo1—O7xi | 84.82 (11) | O2xi—Mo5—Mo5xv | 95.39 (8) |
O5x—Mo1—O4x | 87.08 (11) | O3xv—Mo5—Mo5xv | 95.62 (7) |
O7xi—Mo1—O4x | 85.31 (11) | Mo3xv—Mo5—Mo5xv | 60.143 (14) |
O5x—Mo1—O8viii | 86.73 (11) | Mo4xiv—Mo5—Mo5xv | 59.847 (14) |
O7xi—Mo1—O8viii | 169.30 (10) | Mo2—Mo5—Mo5xv | 88.374 (17) |
O4x—Mo1—O8viii | 87.71 (11) | Mo3—Mo5—Mo5xv | 57.870 (14) |
O5x—Mo1—O8 | 169.82 (10) | Mo4viii—Mo5—Mo5xv | 58.948 (13) |
O7xi—Mo1—O8 | 87.62 (11) | Mo1xiv—Mo5—Mo5xv | 88.950 (16) |
O4x—Mo1—O8 | 85.52 (11) | O6x—Mo5—Srxv | 82.07 (8) |
O8viii—Mo1—O8 | 99.93 (10) | O5xix—Mo5—Srxv | 38.51 (8) |
O5x—Mo1—Mo2viii | 136.55 (8) | O2xi—Mo5—Srxv | 45.65 (8) |
O7xi—Mo1—Mo2viii | 92.97 (8) | O3xv—Mo5—Srxv | 127.40 (8) |
O4x—Mo1—Mo2viii | 136.10 (7) | Mo3xv—Mo5—Srxv | 124.023 (14) |
O8viii—Mo1—Mo2viii | 97.68 (7) | Mo4xiv—Mo5—Srxv | 67.453 (10) |
O8—Mo1—Mo2viii | 50.60 (8) | Mo2—Mo5—Srxv | 118.432 (12) |
O5x—Mo1—Mo1viii | 136.35 (8) | Mo3—Mo5—Srxv | 94.043 (11) |
O7xi—Mo1—Mo1viii | 136.78 (8) | Mo4viii—Mo5—Srxv | 173.751 (14) |
O4x—Mo1—Mo1viii | 84.73 (8) | Mo1xiv—Mo5—Srxv | 63.731 (9) |
O8viii—Mo1—Mo1viii | 50.20 (7) | Mo5xv—Mo5—Srxv | 127.300 (17) |
O8—Mo1—Mo1viii | 49.73 (8) | Mo2—O1—Mo4viii | 85.31 (11) |
Mo2viii—Mo1—Mo1viii | 66.944 (15) | Mo2—O1—Sriii | 135.34 (13) |
O5x—Mo1—Mo4 | 88.06 (8) | Mo4viii—O1—Sriii | 98.09 (11) |
O7xi—Mo1—Mo4 | 47.90 (8) | Mo2—O1—Laiii | 135.34 (13) |
O4x—Mo1—Mo4 | 133.21 (8) | Mo4viii—O1—Laiii | 98.09 (11) |
O8viii—Mo1—Mo4 | 138.37 (8) | Mo2—O1—Laxiii | 98.20 (12) |
O8—Mo1—Mo4 | 91.91 (8) | Mo4viii—O1—Laxiii | 139.64 (13) |
Mo2viii—Mo1—Mo4 | 60.362 (12) | Sriii—O1—Laxiii | 106.54 (10) |
Mo1viii—Mo1—Mo4 | 127.23 (2) | Laiii—O1—Laxiii | 106.54 (10) |
O5x—Mo1—Mo3viii | 90.61 (8) | Mo2—O1—Srxiii | 98.20 (12) |
O7xi—Mo1—Mo3viii | 136.88 (8) | Mo4viii—O1—Srxiii | 139.64 (13) |
O4x—Mo1—Mo3viii | 137.35 (8) | Sriii—O1—Srxiii | 106.54 (10) |
O8viii—Mo1—Mo3viii | 49.65 (8) | Laiii—O1—Srxiii | 106.54 (10) |
O8—Mo1—Mo3viii | 99.56 (7) | Mo5x—O2—Mo3x | 83.12 (10) |
Mo2viii—Mo1—Mo3viii | 62.216 (13) | Mo5x—O2—Mo4xix | 82.07 (10) |
Mo1viii—Mo1—Mo3viii | 68.163 (15) | Mo3x—O2—Mo4xix | 78.07 (10) |
Mo4—Mo1—Mo3viii | 89.183 (14) | Mo5x—O2—Laiii | 113.37 (11) |
O5x—Mo1—Mo5xii | 46.75 (8) | Mo3x—O2—Laiii | 97.95 (11) |
O7xi—Mo1—Mo5xii | 90.34 (8) | Mo4xix—O2—Laiii | 163.70 (13) |
O4x—Mo1—Mo5xii | 133.83 (7) | Mo5x—O2—Sriii | 113.37 (11) |
O8viii—Mo1—Mo5xii | 88.64 (8) | Mo3x—O2—Sriii | 97.95 (11) |
O8—Mo1—Mo5xii | 140.29 (8) | Mo4xix—O2—Sriii | 163.70 (13) |
Mo2viii—Mo1—Mo5xii | 89.981 (14) | Mo5x—O2—Laxx | 103.99 (11) |
Mo1viii—Mo1—Mo5xii | 125.570 (19) | Mo3x—O2—Laxx | 172.10 (13) |
Mo4—Mo1—Mo5xii | 58.985 (12) | Mo4xix—O2—Laxx | 99.27 (10) |
Mo3viii—Mo1—Mo5xii | 57.551 (11) | Laiii—O2—Laxx | 82.53 (7) |
O5x—Mo1—Mo2 | 90.70 (8) | Sriii—O2—Laxx | 82.53 (7) |
O7xi—Mo1—Mo2 | 128.41 (8) | Mo5x—O2—Srxx | 103.99 (11) |
O4x—Mo1—Mo2 | 43.10 (8) | Mo3x—O2—Srxx | 172.10 (13) |
O8viii—Mo1—Mo2 | 45.06 (8) | Mo4xix—O2—Srxx | 99.27 (10) |
O8—Mo1—Mo2 | 88.67 (8) | Laiii—O2—Srxx | 82.53 (7) |
Mo2viii—Mo1—Mo2 | 122.523 (13) | Sriii—O2—Srxx | 82.53 (7) |
Mo1viii—Mo1—Mo2 | 55.579 (14) | Mo3—O3—Mo4xiv | 79.14 (10) |
Mo4—Mo1—Mo2 | 176.206 (15) | Mo3—O3—Mo5xv | 81.16 (10) |
Mo3viii—Mo1—Mo2 | 94.418 (14) | Mo4xiv—O3—Mo5xv | 83.69 (12) |
Mo5xii—Mo1—Mo2 | 122.233 (15) | Mo3—O3—Laxxi | 144.21 (12) |
O5x—Mo1—Mo3 | 129.03 (8) | Mo4xiv—O3—Laxxi | 90.19 (10) |
O7xi—Mo1—Mo3 | 89.22 (8) | Mo5xv—O3—Laxxi | 131.92 (13) |
O4x—Mo1—Mo3 | 41.95 (7) | Mo3—O3—Srxxi | 144.21 (12) |
O8viii—Mo1—Mo3 | 91.01 (8) | Mo4xiv—O3—Srxxi | 90.19 (10) |
O8—Mo1—Mo3 | 43.88 (8) | Mo5xv—O3—Srxxi | 131.92 (13) |
Mo2viii—Mo1—Mo3 | 94.234 (13) | Mo3—O3—Lai | 90.40 (11) |
Mo1viii—Mo1—Mo3 | 56.734 (14) | Mo4xiv—O3—Lai | 141.32 (11) |
Mo4—Mo1—Mo3 | 123.193 (14) | Mo5xv—O3—Lai | 131.73 (12) |
Mo3viii—Mo1—Mo3 | 124.897 (13) | Laxxi—O3—Lai | 76.79 (7) |
Mo5xii—Mo1—Mo3 | 175.779 (15) | Srxxi—O3—Lai | 76.79 (7) |
Mo2—Mo1—Mo3 | 55.330 (11) | Mo3—O3—Sri | 90.40 (11) |
O1—Mo2—O6x | 94.13 (12) | Mo4xiv—O3—Sri | 141.32 (11) |
O1—Mo2—O4x | 173.79 (12) | Mo5xv—O3—Sri | 131.73 (12) |
O6x—Mo2—O4x | 89.01 (12) | Laxxi—O3—Sri | 76.79 (7) |
O1—Mo2—O8viii | 85.98 (12) | Srxxi—O3—Sri | 76.79 (7) |
O6x—Mo2—O8viii | 168.53 (11) | Mo2xi—O4—Mo3xi | 86.61 (11) |
O4x—Mo2—O8viii | 89.88 (11) | Mo2xi—O4—Mo1xi | 91.77 (11) |
O1—Mo2—O7 | 84.54 (11) | Mo3xi—O4—Mo1xi | 95.13 (11) |
O6x—Mo2—O7 | 89.35 (11) | Mo2xi—O4—Sri | 108.77 (12) |
O4x—Mo2—O7 | 90.15 (10) | Mo3xi—O4—Sri | 104.70 (11) |
O8viii—Mo2—O7 | 79.24 (10) | Mo1xi—O4—Sri | 151.95 (14) |
O1—Mo2—Mo1viii | 93.25 (8) | Mo2xi—O4—Lai | 108.77 (12) |
O6x—Mo2—Mo1viii | 140.04 (8) | Mo3xi—O4—Lai | 104.70 (11) |
O4x—Mo2—Mo1viii | 87.76 (8) | Mo1xi—O4—Lai | 151.95 (14) |
O8viii—Mo2—Mo1viii | 51.28 (7) | Mo1xi—O5—Mo5xvii | 86.56 (10) |
O7—Mo2—Mo1viii | 130.46 (8) | Mo1xi—O5—Mo4 | 134.36 (15) |
O1—Mo2—Mo4viii | 49.04 (8) | Mo5xvii—O5—Mo4 | 127.34 (14) |
O6x—Mo2—Mo4viii | 95.51 (8) | Mo1xi—O5—Laxviii | 102.38 (11) |
O4x—Mo2—Mo4viii | 136.02 (8) | Mo5xvii—O5—Laxviii | 113.44 (12) |
O8viii—Mo2—Mo4viii | 93.22 (7) | Mo4—O5—Laxviii | 91.40 (10) |
O7—Mo2—Mo4viii | 133.51 (7) | Mo1xi—O5—Srxviii | 102.38 (11) |
Mo1viii—Mo2—Mo4viii | 61.497 (12) | Mo5xvii—O5—Srxviii | 113.44 (12) |
O1—Mo2—Mo5 | 92.91 (9) | Mo4—O5—Srxviii | 91.40 (10) |
O6x—Mo2—Mo5 | 47.75 (8) | Mo2xi—O6—Mo5xi | 86.46 (10) |
O4x—Mo2—Mo5 | 93.16 (8) | Mo2xi—O6—Mo3 | 136.28 (14) |
O8viii—Mo2—Mo5 | 143.72 (7) | Mo5xi—O6—Mo3 | 124.38 (15) |
O7—Mo2—Mo5 | 136.83 (8) | Mo2xi—O6—Lai | 97.63 (11) |
Mo1viii—Mo2—Mo5 | 92.692 (14) | Mo5xi—O6—Lai | 108.18 (11) |
Mo4viii—Mo2—Mo5 | 60.545 (12) | Mo3—O6—Lai | 100.00 (9) |
O1—Mo2—Mo3 | 138.08 (8) | Mo2xi—O6—Sri | 97.63 (11) |
O6x—Mo2—Mo3 | 88.63 (8) | Mo5xi—O6—Sri | 108.18 (11) |
O4x—Mo2—Mo3 | 47.24 (8) | Mo3—O6—Sri | 100.00 (9) |
O8viii—Mo2—Mo3 | 98.96 (8) | Mo1x—O7—Mo4x | 84.56 (10) |
O7—Mo2—Mo3 | 137.37 (7) | Mo1x—O7—Mo2 | 132.11 (14) |
Mo1viii—Mo2—Mo3 | 60.846 (12) | Mo4x—O7—Mo2 | 131.50 (14) |
Mo4viii—Mo2—Mo3 | 89.047 (13) | Mo1x—O7—Laxiii | 105.31 (11) |
Mo5—Mo2—Mo3 | 59.207 (12) | Mo4x—O7—Laxiii | 111.55 (12) |
O1—Mo2—Mo1 | 131.15 (9) | Mo2—O7—Laxiii | 90.41 (9) |
O6x—Mo2—Mo1 | 133.99 (8) | Mo1x—O7—Srxiii | 105.31 (11) |
O4x—Mo2—Mo1 | 45.13 (8) | Mo4x—O7—Srxiii | 111.55 (12) |
O8viii—Mo2—Mo1 | 45.22 (8) | Mo2—O7—Srxiii | 90.41 (9) |
O7—Mo2—Mo1 | 87.67 (8) | Mo2viii—O8—Mo1viii | 89.72 (10) |
Mo1viii—Mo2—Mo1 | 57.477 (13) | Mo2viii—O8—Mo1 | 78.12 (10) |
Mo4viii—Mo2—Mo1 | 118.913 (14) | Mo1viii—O8—Mo1 | 80.07 (10) |
Mo5—Mo2—Mo1 | 123.520 (15) | Mo2viii—O8—Mo3 | 168.32 (15) |
Mo3—Mo2—Mo1 | 64.326 (12) | Mo1viii—O8—Mo3 | 81.61 (11) |
O1—Mo2—Srxiii | 46.81 (9) | Mo1—O8—Mo3 | 92.61 (10) |
O6x—Mo2—Srxiii | 118.99 (8) | Mo2viii—O8—Lai | 87.71 (10) |
O4x—Mo2—Srxiii | 127.01 (8) | Mo1viii—O8—Lai | 145.61 (12) |
O8viii—Mo2—Srxiii | 53.79 (8) | Mo1—O8—Lai | 132.52 (13) |
O7—Mo2—Srxiii | 50.32 (7) | Mo3—O8—Lai | 103.86 (11) |
Mo1viii—Mo2—Srxiii | 94.065 (13) | Mo2viii—O8—Sri | 87.71 (10) |
Mo4viii—Mo2—Srxiii | 88.287 (12) | Mo1viii—O8—Sri | 145.61 (12) |
Mo5—Mo2—Srxiii | 139.438 (15) | Mo1—O8—Sri | 132.52 (13) |
Mo3—Mo2—Srxiii | 152.385 (15) | Mo3—O8—Sri | 103.86 (11) |
Symmetry codes: (i) x, −y+1/2, z−1/2; (ii) −x+1, y+1/2, −z+3/2; (iii) x, −y+1/2, z+1/2; (iv) −x+1, y+1/2, −z+1/2; (v) −x, y+1/2, −z+1/2; (vi) −x, y+1/2, −z+3/2; (vii) x, y+1, z; (viii) −x+1, −y, −z+1; (ix) −x, −y+1, −z+1; (x) x, −y−1/2, z+1/2; (xi) x, −y−1/2, z−1/2; (xii) x+1, y, z; (xiii) −x+1, y−1/2, −z+3/2; (xiv) x−1, y, z; (xv) −x, −y, −z+1; (xvi) x, y−1, z; (xvii) x+1, −y−1/2, z−1/2; (xviii) −x+1, y−1/2, −z+1/2; (xix) x−1, −y−1/2, z+1/2; (xx) −x, y−1/2, −z+3/2; (xxi) −x, y−1/2, −z+1/2. |