

Supporting information
![]() | Crystallographic Information File (CIF) https://doi.org/10.1107/S2056989020008695/cq2037sup1.cif |
![]() | Structure factor file (CIF format) https://doi.org/10.1107/S2056989020008695/cq2037Isup2.hkl |
CCDC reference: 2012571
Key indicators
- Single-crystal X-ray study
- T = 298 K
- Mean
(La-Ru) = 0.006 Å
- R factor = 0.057
- wR factor = 0.049
- Data-to-parameter ratio = 14.1
checkCIF/PLATON results
No syntax errors found
Alert level B PLAT920_ALERT_1_B Theta(Max) in CIF and FCF Differ by ........... 1.26 Degree PLAT971_ALERT_2_B Check Calcd Resid. Dens. 0.85A From La10 3.10 eA-3 PLAT971_ALERT_2_B Check Calcd Resid. Dens. 0.90A From La4 2.91 eA-3 PLAT971_ALERT_2_B Check Calcd Resid. Dens. 0.85A From La8 2.74 eA-3 PLAT971_ALERT_2_B Check Calcd Resid. Dens. 0.83A From La1 2.64 eA-3 PLAT971_ALERT_2_B Check Calcd Resid. Dens. 1.79A From Ru2 2.62 eA-3 PLAT971_ALERT_2_B Check Calcd Resid. Dens. 0.81A From Ru4 2.61 eA-3 PLAT971_ALERT_2_B Check Calcd Resid. Dens. 0.87A From Ru1 2.56 eA-3 PLAT971_ALERT_2_B Check Calcd Resid. Dens. 0.84A From La9 2.54 eA-3 PLAT972_ALERT_2_B Check Calcd Resid. Dens. 0.56A From Ru5 -3.36 eA-3 PLAT972_ALERT_2_B Check Calcd Resid. Dens. 1.63A From Ru5 -3.21 eA-3 PLAT972_ALERT_2_B Check Calcd Resid. Dens. 1.95A From Ru2 -3.17 eA-3 PLAT973_ALERT_2_B Check Calcd Positive Resid. Density on La10 1.76 eA-3
Alert level C STRVA01_ALERT_4_C Flack test results are ambiguous. From the CIF: _refine_ls_abs_structure_Flack 0.350 From the CIF: _refine_ls_abs_structure_Flack_su 0.090 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 0.96A From La1 2.31 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 2.55A From La9 2.19 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.22A From La9 2.12 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.69A From Ru2 2.06 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 0.97A From Ru4 2.06 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 2.35A From La5 2.05 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 0.94A From La9 1.88 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 2.08A From La8 1.86 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.01A From La8 1.86 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.89A From Ru5 1.84 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 2.14A From La3 1.83 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.82A From La7 1.77 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.23A From La6 1.76 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 0.88A From Ru2 1.74 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.14A From Ru4 1.74 eA-3 PLAT971_ALERT_2_C Check Calcd Resid. Dens. 1.05A From Ru2 1.73 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 2.16A From La3 -2.39 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.84A From La4 -2.11 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.31A From La4 -1.99 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.08A From La4 -1.97 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 2.29A From La6 -1.96 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.40A From Ru1 -1.96 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.66A From Ru1 -1.93 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 2.16A From La9 -1.92 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 0.53A From Ru1 -1.89 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.42A From Ru4 -1.86 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.45A From La5 -1.86 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.31A From La1 -1.83 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.44A From La8 -1.78 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.22A From Ru4 -1.71 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.68A From La9 -1.63 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.31A From Ru4 -1.61 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.25A From Ru4 -1.59 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.26A From La8 -1.58 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.30A From Ru2 -1.58 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 2.29A From La3 -1.57 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 0.80A From La9 -1.54 eA-3 PLAT972_ALERT_2_C Check Calcd Resid. Dens. 1.39A From La9 -1.53 eA-3
Alert level G PLAT004_ALERT_5_G Polymeric Structure Found with Maximum Dimension 3 Info PLAT005_ALERT_5_G No Embedded Refinement Details Found in the CIF Please Do ! PLAT808_ALERT_5_G No Parseable SHELXL Style Weighting Scheme Found Please Check PLAT910_ALERT_3_G Missing # of FCF Reflection(s) Below Theta(Min). 4 Note PLAT911_ALERT_3_G Missing FCF Refl Between Thmin & STh/L= 0.600 189 Report PLAT912_ALERT_4_G Missing # of FCF Reflections Above STh/L= 0.600 189 Note PLAT913_ALERT_3_G Missing # of Very Strong Reflections in FCF .... 3 Note PLAT929_ALERT_5_G No Weight Pars,Obs and Calc R1,wR2,S not Checked ! Info PLAT961_ALERT_5_G Dataset Contains no Negative Intensities ....... Please Check
0 ALERT level A = Most likely a serious problem - resolve or explain 13 ALERT level B = A potentially serious problem, consider carefully 39 ALERT level C = Check. Ensure it is not caused by an omission or oversight 9 ALERT level G = General information/check it is not something unexpected 1 ALERT type 1 CIF construction/syntax error, inconsistent or missing data 50 ALERT type 2 Indicator that the structure model may be wrong or deficient 3 ALERT type 3 Indicator that the structure quality may be low 2 ALERT type 4 Improvement, methodology, query or suggestion 5 ALERT type 5 Informative message, check
Data collection: CrysAlis PRO (Rigaku OD, 2019); cell refinement: CrysAlis PRO (Rigaku OD, 2019); data reduction: CrysAlis PRO (Rigaku OD, 2019); program(s) used to solve structure: Jana2006 (Petříček et al., 2014); program(s) used to refine structure: Jana2006 (Petříček et al., 2014); molecular graphics: DIAMOND (Brandenburg & Putz, 2019).
La24Ru11 | Dx = 7.385 Mg m−3 |
Mr = 4445.9 | Mo Kα radiation, λ = 0.71073 Å |
Hexagonal, P63mc | Cell parameters from 1576 reflections |
Hall symbol: P 6c -2c | θ = 4.8–27.3° |
a = 10.0627 (18) Å | µ = 29.00 mm−1 |
c = 22.801 (3) Å | T = 298 K |
V = 1999.5 (8) Å3 | Hexagonal, grey |
Z = 2 | 0.23 × 0.2 × 0.2 mm |
F(000) = 3704 |
Rigaku Oxford Diffraction Xcalibur, Eos diffractometer | 1699 independent reflections |
Radiation source: X-ray tube | 1069 reflections with I > 3σ(I) |
Graphite monochromator | Rint = 0.094 |
Detector resolution: 8.0683 pixels mm-1 | θmax = 27.3°, θmin = 4.8° |
ω scans | h = −6→11 |
Absorption correction: analytical (CrysAlisPro, Rigaku OD, 2019) [Analytical numeric absorption correction using a multifaceted crystal model based on Clark & Reid (1995)] | k = −13→10 |
Tmin = 0.014, Tmax = 0.059 | l = −29→29 |
6801 measured reflections |
Refinement on F | Weighting scheme based on measured s.u.'s w = 1/(σ2(F) + 0.0001F2) |
R[F2 > 2σ(F2)] = 0.057 | (Δ/σ)max = 0.0003 |
wR(F2) = 0.049 | Δρmax = 3.36 e Å−3 |
S = 1.24 | Δρmin = −3.12 e Å−3 |
1069 reflections | Extinction correction: B-C type 1 Gaussian isotropic (Becker & Coppens, 1974a,b) |
76 parameters | Extinction coefficient: 100 |
0 restraints | Absolute structure: Flack (1983), 429 Friedel pairs used in the refinement |
1 constraint | Absolute structure parameter: 0.35 (9) |
Refinement. Data collection and reduction were performed with CrysAlis PRO (Rigaku OD, 2019) software. Structure solution and refinement were performed with JANA2006 (Petříček et al., 2014). During refinement, site occupation factors were checked, but no hints of disorder were found. In the final refinement cycles, all the atoms were refined with anisotropic thermal parameters. DIAMOND Version 4.6.3 (Brandenburg & Putz, 2019) was used for structure visualization and polyhedra construction. |
x | y | z | Uiso*/Ueq | ||
La1 | 1 | 1 | 0.6280 (3) | 0.0285 (15) | |
La2 | 0.45874 (16) | 0.9175 (3) | 0.6059 (3) | 0.0274 (12) | |
La3 | 0.5908 (4) | 0.79539 (19) | 0.4730 (3) | 0.0270 (13) | |
La4 | 0.87616 (17) | 0.7523 (3) | 0.8272 (3) | 0.0274 (11) | |
La5 | 0.4014 (3) | 0.20071 (17) | 0.2379 (3) | 0.0300 (12) | |
La6 | 0.79826 (19) | 0.5965 (4) | 0.5186 (3) | 0.0262 (13) | |
La7 | 0.20264 (16) | 0.4053 (3) | 0.1801 (3) | 0.0298 (12) | |
La8 | 0.333333 | 0.666667 | 0.3124 (3) | 0.0260 (15) | |
La9 | 0.9168 (3) | 0.45838 (17) | 0.3769 (3) | 0.0274 (12) | |
La10 | 1 | 1 | 0.4706 (3) | 0.0299 (17) | |
Ru1 | 0.8492 (3) | 0.6983 (5) | 0.4062 (3) | 0.0301 (19) | |
Ru2 | 0.666667 | 0.333333 | 0.5929 (3) | 0.030 (2) | |
Ru3 | 0.4838 (2) | 0.5162 (2) | 0.2522 (3) | 0.0304 (17) | |
Ru4 | 0.6909 (5) | 0.8455 (3) | 0.5825 (3) | 0.0342 (19) | |
Ru5 | 1 | 1 | 0.748776 | 0.039 (2) |
U11 | U22 | U33 | U12 | U13 | U23 | |
La1 | 0.031 (2) | 0.031 (2) | 0.0243 (17) | 0.0153 (10) | 0 | 0 |
La2 | 0.0274 (13) | 0.0271 (19) | 0.0276 (10) | 0.0135 (9) | −0.0004 (6) | −0.0007 (12) |
La3 | 0.029 (2) | 0.0281 (15) | 0.0241 (11) | 0.0145 (10) | 0.0004 (12) | 0.0002 (6) |
La4 | 0.0293 (13) | 0.0287 (18) | 0.0240 (9) | 0.0144 (9) | 0.0000 (6) | 0.0000 (12) |
La5 | 0.0307 (19) | 0.0300 (13) | 0.0296 (12) | 0.0153 (9) | 0.0067 (12) | 0.0033 (6) |
La6 | 0.0249 (15) | 0.031 (2) | 0.0245 (11) | 0.0156 (11) | 0.0007 (6) | 0.0013 (11) |
La7 | 0.0325 (15) | 0.0271 (19) | 0.0280 (11) | 0.0136 (10) | 0.0016 (6) | 0.0032 (12) |
La8 | 0.0189 (19) | 0.0189 (19) | 0.040 (2) | 0.0095 (10) | 0 | 0 |
La9 | 0.0267 (19) | 0.0272 (14) | 0.0281 (10) | 0.0133 (10) | −0.0018 (12) | −0.0009 (6) |
La10 | 0.031 (2) | 0.031 (2) | 0.0286 (19) | 0.0153 (12) | 0 | 0 |
Ru1 | 0.030 (2) | 0.036 (3) | 0.0264 (16) | 0.0181 (15) | 0.0007 (9) | 0.0013 (17) |
Ru2 | 0.030 (3) | 0.030 (3) | 0.028 (3) | 0.0152 (15) | 0 | 0 |
Ru3 | 0.034 (2) | 0.034 (2) | 0.0303 (16) | 0.022 (2) | −0.0001 (8) | 0.0001 (8) |
Ru4 | 0.021 (3) | 0.033 (3) | 0.045 (2) | 0.0104 (13) | −0.0056 (18) | −0.0028 (9) |
Ru5 | 0.046 (3) | 0.046 (3) | 0.025 (3) | 0.0228 (16) | 0 | 0 |
La1—La7i | 3.727 (5) | La4—La10xii | 3.918 (8) |
La1—La7ii | 3.727 (5) | La4—Ru1viii | 3.023 (8) |
La1—La7iii | 3.727 (5) | La4—Ru1xiii | 3.023 (7) |
La1—La10 | 3.587 (11) | La4—Ru5 | 2.803 (5) |
La1—Ru4 | 2.886 (6) | La5—La7 | 3.754 (5) |
La1—Ru4iv | 2.886 (6) | La5—La7xiv | 3.754 (4) |
La1—Ru4v | 2.886 (6) | La5—La9x | 3.885 (8) |
La1—Ru5 | 2.755 (8) | La5—La9xv | 3.885 (8) |
La2—La2vi | 3.786 (4) | La5—Ru3 | 2.871 (3) |
La2—La2vii | 3.786 (4) | La5—Ru3x | 2.871 (5) |
La2—La3 | 3.754 (8) | La6—La7i | 3.683 (9) |
La2—La3vi | 3.754 (8) | La6—La9 | 3.932 (8) |
La2—La5i | 3.758 (8) | La6—La9x | 3.932 (8) |
La2—La5viii | 3.758 (8) | La6—La10 | 3.682 (5) |
La2—La6vi | 3.748 (7) | La6—Ru1 | 2.713 (9) |
La2—La6v | 3.748 (6) | La6—Ru2 | 2.852 (7) |
La2—La7viii | 3.596 (7) | La7—La7vi | 3.945 (4) |
La2—La7iii | 3.596 (5) | La7—La7vii | 3.945 (4) |
La2—Ru4 | 2.822 (6) | La7—La8 | 3.780 (8) |
La2—Ru4vi | 2.822 (4) | La7—Ru2xvi | 3.024 (7) |
La3—La3vi | 3.886 (5) | La7—Ru3 | 2.965 (6) |
La3—La3vii | 3.886 (4) | La7—Ru3vii | 2.965 (6) |
La3—La4ix | 3.610 (9) | La8—La9xvii | 3.916 (5) |
La3—La6 | 3.691 (6) | La8—La9x | 3.916 (5) |
La3—La6v | 3.691 (4) | La8—La9v | 3.916 (5) |
La3—La9x | 3.856 (6) | La8—Ru3 | 2.960 (5) |
La3—La9v | 3.856 (7) | La8—Ru3vi | 2.960 (5) |
La3—La10 | 3.567 (4) | La8—Ru3vii | 2.960 (5) |
La3—Ru4 | 2.644 (9) | La9—La9x | 3.775 (5) |
La4—La4iv | 3.738 (4) | La9—La9xv | 3.775 (4) |
La4—La4v | 3.738 (5) | La9—Ru1 | 2.895 (6) |
La4—La5i | 3.673 (6) | La9—Ru1xv | 2.895 (4) |
La4—La5ii | 3.673 (6) | La9—Ru3xv | 3.016 (9) |
La4—La7i | 3.623 (9) | La10—Ru1 | 3.012 (6) |
La4—La8i | 3.667 (4) | La10—Ru1iv | 3.012 (6) |
La4—La9xi | 3.813 (5) | La10—Ru1v | 3.012 (7) |
La4—La9viii | 3.813 (4) | ||
La7i—La1—La7ii | 110.31 (14) | La2xviii—La7—La7vi | 56.73 (9) |
La7i—La1—La7iii | 110.31 (14) | La2xviii—La7—La7vii | 108.92 (11) |
La7i—La1—La10 | 108.62 (15) | La2xviii—La7—La8 | 107.30 (10) |
La7i—La1—Ru4 | 70.89 (10) | La2xviii—La7—Ru2xvi | 65.98 (11) |
La7i—La1—Ru4iv | 70.89 (11) | La2xviii—La7—Ru3 | 63.25 (15) |
La7i—La1—Ru4v | 177.6 (3) | La2xviii—La7—Ru3vii | 152.50 (10) |
La7i—La1—Ru5 | 71.38 (15) | La4xvi—La7—La5 | 59.68 (13) |
La7ii—La1—La7iii | 110.31 (14) | La4xvi—La7—La5xxi | 59.68 (12) |
La7ii—La1—La10 | 108.62 (15) | La4xvi—La7—La6xvi | 157.48 (12) |
La7ii—La1—Ru4 | 177.6 (3) | La4xvi—La7—La7vi | 109.16 (17) |
La7ii—La1—Ru4iv | 70.89 (11) | La4xvi—La7—La7vii | 109.16 (18) |
La7ii—La1—Ru4v | 70.89 (14) | La4xvi—La7—La8 | 59.33 (13) |
La7ii—La1—Ru5 | 71.38 (15) | La4xvi—La7—Ru2xvi | 153.4 (2) |
La7iii—La1—La10 | 108.62 (15) | La4xvi—La7—Ru3 | 67.10 (16) |
La7iii—La1—Ru4 | 70.89 (12) | La4xvi—La7—Ru3vii | 67.10 (17) |
La7iii—La1—Ru4iv | 177.6 (3) | La5—La7—La5xxi | 107.61 (15) |
La7iii—La1—Ru4v | 70.89 (15) | La5—La7—La6xvi | 110.42 (16) |
La7iii—La1—Ru5 | 71.38 (15) | La5—La7—La7vi | 90.45 (9) |
La10—La1—Ru4 | 68.94 (19) | La5—La7—La7vii | 144.57 (14) |
La10—La1—Ru4iv | 68.9 (2) | La5—La7—La8 | 90.35 (15) |
La10—La1—Ru4v | 68.94 (19) | La5—La7—Ru2xvi | 126.05 (10) |
La10—La1—Ru5 | 180 | La5—La7—Ru3 | 48.87 (9) |
Ru4—La1—Ru4iv | 107.8 (2) | La5—La7—Ru3vii | 125.3 (2) |
Ru4—La1—Ru4v | 107.8 (2) | La5xxi—La7—La6xvi | 110.42 (14) |
Ru4—La1—Ru5 | 111.06 (19) | La5xxi—La7—La7vi | 144.57 (17) |
Ru4iv—La1—Ru4v | 107.8 (2) | La5xxi—La7—La7vii | 90.45 (11) |
Ru4iv—La1—Ru5 | 111.1 (2) | La5xxi—La7—La8 | 90.35 (15) |
Ru4v—La1—Ru5 | 111.06 (19) | La5xxi—La7—Ru2xvi | 126.05 (13) |
La2vi—La2—La2vii | 60.00 (9) | La5xxi—La7—Ru3 | 125.3 (2) |
La2vi—La2—La3 | 90.76 (14) | La5xxi—La7—Ru3vii | 48.87 (9) |
La2vi—La2—La3vi | 59.72 (13) | La6xvi—La7—La7vi | 90.21 (14) |
La2vi—La2—La5i | 91.66 (14) | La6xvi—La7—La7vii | 90.21 (16) |
La2vi—La2—La5viii | 59.76 (12) | La6xvi—La7—La8 | 143.19 (13) |
La2vi—La2—La6vi | 107.90 (12) | La6xvi—La7—Ru2xvi | 49.12 (15) |
La2vi—La2—La6v | 146.9 (2) | La6xvi—La7—Ru3 | 123.75 (16) |
La2vi—La2—La7viii | 108.92 (12) | La6xvi—La7—Ru3vii | 123.75 (18) |
La2vi—La2—La7iii | 150.8 (2) | La7vi—La7—La7vii | 60.00 (9) |
La2vi—La2—Ru4 | 106.59 (12) | La7vi—La7—La8 | 58.54 (12) |
La2vi—La2—Ru4vi | 47.87 (14) | La7vi—La7—Ru2xvi | 49.28 (13) |
La2vii—La2—La3 | 59.72 (13) | La7vi—La7—Ru3 | 48.29 (11) |
La2vii—La2—La3vi | 90.76 (15) | La7vi—La7—Ru3vii | 95.77 (13) |
La2vii—La2—La5i | 59.76 (13) | La7vii—La7—La8 | 58.54 (12) |
La2vii—La2—La5viii | 91.66 (14) | La7vii—La7—Ru2xvi | 49.28 (13) |
La2vii—La2—La6vi | 146.9 (2) | La7vii—La7—Ru3 | 95.77 (12) |
La2vii—La2—La6v | 107.90 (13) | La7vii—La7—Ru3vii | 48.29 (12) |
La2vii—La2—La7viii | 150.8 (2) | La8—La7—Ru2xvi | 94.06 (15) |
La2vii—La2—La7iii | 108.92 (12) | La8—La7—Ru3 | 50.31 (12) |
La2vii—La2—Ru4 | 47.87 (9) | La8—La7—Ru3vii | 50.31 (12) |
La2vii—La2—Ru4vi | 106.59 (14) | Ru2xvi—La7—Ru3 | 96.82 (12) |
La3—La2—La3vi | 62.33 (14) | Ru2xvi—La7—Ru3vii | 96.82 (15) |
La3—La2—La5i | 107.05 (13) | Ru3—La7—Ru3vii | 100.0 (2) |
La3—La2—La5viii | 147.62 (11) | La4xvi—La8—La4ix | 119.17 (9) |
La3—La2—La6vi | 91.87 (18) | La4xvi—La8—La4xxii | 119.17 (7) |
La3—La2—La6v | 58.94 (11) | La4xvi—La8—La7 | 58.21 (13) |
La3—La2—La7viii | 149.28 (18) | La4xvi—La8—La7vi | 111.92 (15) |
La3—La2—La7iii | 106.97 (12) | La4xvi—La8—La7vii | 111.92 (14) |
La3—La2—Ru4 | 44.68 (17) | La4xvi—La8—La9xvii | 60.27 (7) |
La3—La2—Ru4vi | 106.2 (2) | La4xvi—La8—La9x | 60.27 (7) |
La3vi—La2—La5i | 147.62 (11) | La4xvi—La8—La9v | 152.7 (2) |
La3vi—La2—La5viii | 107.05 (10) | La4xvi—La8—Ru3 | 66.52 (8) |
La3vi—La2—La6vi | 58.94 (13) | La4xvi—La8—Ru3vi | 157.6 (3) |
La3vi—La2—La6v | 91.87 (18) | La4xvi—La8—Ru3vii | 66.52 (9) |
La3vi—La2—La7viii | 106.97 (14) | La4ix—La8—La4xxii | 119.17 (9) |
La3vi—La2—La7iii | 149.28 (18) | La4ix—La8—La7 | 111.92 (15) |
La3vi—La2—Ru4 | 106.2 (2) | La4ix—La8—La7vi | 58.21 (13) |
La3vi—La2—Ru4vi | 44.68 (17) | La4ix—La8—La7vii | 111.92 (15) |
La5i—La2—La5viii | 64.37 (14) | La4ix—La8—La9xvii | 152.7 (2) |
La5i—La2—La6vi | 152.73 (16) | La4ix—La8—La9x | 60.27 (8) |
La5i—La2—La6v | 108.92 (11) | La4ix—La8—La9v | 60.27 (10) |
La5i—La2—La7viii | 96.02 (19) | La4ix—La8—Ru3 | 66.52 (10) |
La5i—La2—La7iii | 61.34 (11) | La4ix—La8—Ru3vi | 66.52 (10) |
La5i—La2—Ru4 | 65.26 (18) | La4ix—La8—Ru3vii | 157.6 (3) |
La5i—La2—Ru4vi | 126.9 (2) | La4xxii—La8—La7 | 111.92 (15) |
La5viii—La2—La6vi | 108.92 (13) | La4xxii—La8—La7vi | 111.92 (15) |
La5viii—La2—La6v | 152.73 (16) | La4xxii—La8—La7vii | 58.21 (13) |
La5viii—La2—La7viii | 61.34 (13) | La4xxii—La8—La9xvii | 60.27 (7) |
La5viii—La2—La7iii | 96.02 (19) | La4xxii—La8—La9x | 152.7 (2) |
La5viii—La2—Ru4 | 126.9 (2) | La4xxii—La8—La9v | 60.27 (9) |
La5viii—La2—Ru4vi | 65.26 (17) | La4xxii—La8—Ru3 | 157.6 (3) |
La6vi—La2—La6v | 64.01 (12) | La4xxii—La8—Ru3vi | 66.52 (9) |
La6vi—La2—La7viii | 60.16 (15) | La4xxii—La8—Ru3vii | 66.52 (10) |
La6vi—La2—La7iii | 94.82 (11) | La7—La8—La7vi | 62.92 (13) |
La6vi—La2—Ru4 | 123.6 (2) | La7—La8—La7vii | 62.92 (13) |
La6vi—La2—Ru4vi | 62.57 (15) | La7—La8—La9xvii | 91.15 (10) |
La6v—La2—La7viii | 94.82 (11) | La7—La8—La9x | 91.15 (11) |
La6v—La2—La7iii | 60.16 (13) | La7—La8—La9v | 149.09 (19) |
La6v—La2—Ru4 | 62.57 (12) | La7—La8—Ru3 | 50.42 (12) |
La6v—La2—Ru4vi | 123.6 (2) | La7—La8—Ru3vi | 99.4 (2) |
La7viii—La2—La7iii | 66.54 (11) | La7—La8—Ru3vii | 50.42 (13) |
La7viii—La2—Ru4 | 140.14 (15) | La7vi—La8—La7vii | 62.92 (14) |
La7viii—La2—Ru4vi | 73.63 (16) | La7vi—La8—La9xvii | 149.09 (19) |
La7iii—La2—Ru4 | 73.63 (12) | La7vi—La8—La9x | 91.15 (11) |
La7iii—La2—Ru4vi | 140.1 (2) | La7vi—La8—La9v | 91.15 (11) |
Ru4—La2—Ru4vi | 146.0 (2) | La7vi—La8—Ru3 | 50.42 (13) |
La2—La3—La2vii | 60.56 (13) | La7vi—La8—Ru3vi | 50.42 (14) |
La2—La3—La3vi | 58.83 (13) | La7vi—La8—Ru3vii | 99.4 (2) |
La2—La3—La3vii | 89.24 (13) | La7vii—La8—La9xvii | 91.15 (11) |
La2—La3—La4ix | 149.65 (12) | La7vii—La8—La9x | 149.09 (19) |
La2—La3—La6 | 109.8 (2) | La7vii—La8—La9v | 91.15 (10) |
La2—La3—La6v | 60.44 (12) | La7vii—La8—Ru3 | 99.4 (2) |
La2—La3—La9x | 146.71 (12) | La7vii—La8—Ru3vi | 50.42 (12) |
La2—La3—La9v | 90.79 (13) | La7vii—La8—Ru3vii | 50.42 (12) |
La2—La3—La10 | 108.59 (16) | La9xvii—La8—La9x | 106.79 (13) |
La2—La3—Ru4 | 48.63 (17) | La9xvii—La8—La9v | 106.79 (13) |
La2vii—La3—La3vi | 89.24 (14) | La9xvii—La8—Ru3 | 125.78 (6) |
La2vii—La3—La3vii | 58.83 (12) | La9xvii—La8—Ru3vi | 125.78 (8) |
La2vii—La3—La4ix | 149.65 (13) | La9xvii—La8—Ru3vii | 49.67 (15) |
La2vii—La3—La6 | 60.44 (12) | La9x—La8—La9v | 106.79 (14) |
La2vii—La3—La6v | 109.79 (19) | La9x—La8—Ru3 | 49.67 (15) |
La2vii—La3—La9x | 90.79 (12) | La9x—La8—Ru3vi | 125.78 (7) |
La2vii—La3—La9v | 146.71 (16) | La9x—La8—Ru3vii | 125.78 (7) |
La2vii—La3—La10 | 108.59 (18) | La9v—La8—Ru3 | 125.78 (7) |
La2vii—La3—Ru4 | 48.63 (12) | La9v—La8—Ru3vi | 49.67 (15) |
La3vi—La3—La3vii | 60.00 (10) | La9v—La8—Ru3vii | 125.78 (9) |
La3vi—La3—La4ix | 109.74 (18) | Ru3—La8—Ru3vi | 100.20 (19) |
La3vi—La3—La6 | 146.80 (13) | Ru3—La8—Ru3vii | 100.20 (19) |
La3vi—La3—La6v | 90.67 (12) | Ru3vi—La8—Ru3vii | 100.20 (18) |
La3vi—La3—La9x | 108.14 (12) | La3iv—La9—La3xv | 60.51 (11) |
La3vi—La3—La9v | 59.75 (11) | La3iv—La9—La4xxiii | 106.19 (11) |
La3vi—La3—La10 | 149.99 (8) | La3iv—La9—La4xviii | 56.16 (12) |
La3vi—La3—Ru4 | 106.6 (2) | La3iv—La9—La5x | 153.45 (15) |
La3vii—La3—La4ix | 109.74 (17) | La3iv—La9—La5xv | 112.04 (11) |
La3vii—La3—La6 | 90.67 (10) | La3iv—La9—La6 | 56.57 (10) |
La3vii—La3—La6v | 146.80 (17) | La3iv—La9—La6xv | 87.60 (17) |
La3vii—La3—La9x | 59.75 (10) | La3iv—La9—La8xxiv | 67.06 (11) |
La3vii—La3—La9v | 108.14 (14) | La3iv—La9—La9x | 108.14 (13) |
La3vii—La3—La10 | 149.99 (12) | La3iv—La9—La9xv | 144.6 (2) |
La3vii—La3—Ru4 | 106.61 (18) | La3iv—La9—Ru1 | 61.43 (12) |
La4ix—La3—La6 | 93.92 (16) | La3iv—La9—Ru1xv | 118.7 (2) |
La4ix—La3—La6v | 93.92 (13) | La3iv—La9—Ru3xv | 108.56 (12) |
La4ix—La3—La9x | 61.31 (13) | La3xv—La9—La4xxiii | 56.16 (13) |
La4ix—La3—La9v | 61.31 (14) | La3xv—La9—La4xviii | 106.19 (11) |
La4ix—La3—La10 | 66.18 (15) | La3xv—La9—La5x | 112.04 (13) |
La4ix—La3—Ru4 | 137.77 (17) | La3xv—La9—La5xv | 153.45 (16) |
La6—La3—La6v | 111.18 (14) | La3xv—La9—La6 | 87.60 (17) |
La6—La3—La9x | 62.74 (12) | La3xv—La9—La6xv | 56.57 (12) |
La6—La3—La9v | 152.51 (17) | La3xv—La9—La8xxiv | 67.06 (12) |
La6—La3—La10 | 60.95 (8) | La3xv—La9—La9x | 144.6 (2) |
La6—La3—Ru4 | 64.68 (17) | La3xv—La9—La9xv | 108.14 (13) |
La6v—La3—La9x | 152.51 (17) | La3xv—La9—Ru1 | 118.7 (2) |
La6v—La3—La9v | 62.74 (12) | La3xv—La9—Ru1xv | 61.43 (15) |
La6v—La3—La10 | 60.95 (9) | La3xv—La9—Ru3xv | 108.56 (15) |
La6v—La3—Ru4 | 64.68 (14) | La4xxiii—La9—La4xviii | 112.06 (14) |
La9x—La3—La9v | 109.2 (2) | La4xxiii—La9—La5x | 56.99 (11) |
La9x—La3—La10 | 95.88 (13) | La4xxiii—La9—La5xv | 108.06 (19) |
La9x—La3—Ru4 | 124.98 (17) | La4xxiii—La9—La6 | 141.9 (2) |
La9v—La3—La10 | 95.88 (11) | La4xxiii—La9—La6xv | 87.10 (13) |
La9v—La3—Ru4 | 124.98 (14) | La4xxiii—La9—La8xxiv | 56.63 (7) |
La10—La3—Ru4 | 71.60 (18) | La4xxiii—La9—La9x | 145.54 (13) |
La3xiii—La4—La4iv | 109.74 (17) | La4xxiii—La9—La9xv | 89.72 (9) |
La3xiii—La4—La4v | 109.74 (19) | La4xxiii—La9—Ru1 | 162.55 (11) |
La3xiii—La4—La5i | 123.63 (14) | La4xxiii—La9—Ru1xv | 51.37 (15) |
La3xiii—La4—La5ii | 123.63 (15) | La4xxiii—La9—Ru3xv | 64.02 (14) |
La3xiii—La4—La7i | 134.77 (12) | La4xviii—La9—La5x | 108.06 (19) |
La3xiii—La4—La8i | 72.32 (14) | La4xviii—La9—La5xv | 56.99 (11) |
La3xiii—La4—La9xi | 62.53 (15) | La4xviii—La9—La6 | 87.10 (12) |
La3xiii—La4—La9viii | 62.53 (13) | La4xviii—La9—La6xv | 141.95 (19) |
La3xiii—La4—La10xii | 56.38 (13) | La4xviii—La9—La8xxiv | 56.63 (8) |
La3xiii—La4—Ru1viii | 63.92 (19) | La4xviii—La9—La9x | 89.72 (11) |
La3xiii—La4—Ru1xiii | 63.92 (16) | La4xviii—La9—La9xv | 145.54 (16) |
La3xiii—La4—Ru5 | 152.59 (18) | La4xviii—La9—Ru1 | 51.37 (12) |
La4iv—La4—La4v | 60.00 (10) | La4xviii—La9—Ru1xv | 162.55 (18) |
La4iv—La4—La5i | 108.42 (14) | La4xviii—La9—Ru3xv | 64.02 (13) |
La4iv—La4—La5ii | 59.41 (11) | La5x—La9—La5xv | 62.04 (14) |
La4iv—La4—La7i | 109.16 (17) | La5x—La9—La6 | 149.48 (9) |
La4iv—La4—La8i | 149.58 (12) | La5x—La9—La6xv | 109.92 (10) |
La4iv—La4—La9xi | 90.28 (9) | La5x—La9—La8xxiv | 86.47 (14) |
La4iv—La4—La9viii | 146.03 (17) | La5x—La9—La9x | 91.69 (14) |
La4iv—La4—La10xii | 61.51 (12) | La5x—La9—La9xv | 60.93 (12) |
La4iv—La4—Ru1viii | 97.75 (15) | La5x—La9—Ru1 | 128.7 (2) |
La4iv—La4—Ru1xiii | 51.80 (12) | La5x—La9—Ru1xv | 69.16 (16) |
La4iv—La4—Ru5 | 48.17 (10) | La5x—La9—Ru3xv | 47.12 (11) |
La4v—La4—La5i | 59.41 (10) | La5xv—La9—La6 | 109.92 (13) |
La4v—La4—La5ii | 108.42 (13) | La5xv—La9—La6xv | 149.48 (12) |
La4v—La4—La7i | 109.16 (18) | La5xv—La9—La8xxiv | 86.47 (15) |
La4v—La4—La8i | 149.58 (9) | La5xv—La9—La9x | 60.93 (13) |
La4v—La4—La9xi | 146.03 (13) | La5xv—La9—La9xv | 91.69 (14) |
La4v—La4—La9viii | 90.28 (11) | La5xv—La9—Ru1 | 69.16 (17) |
La4v—La4—La10xii | 61.51 (13) | La5xv—La9—Ru1xv | 128.7 (2) |
La4v—La4—Ru1viii | 51.80 (15) | La5xv—La9—Ru3xv | 47.12 (13) |
La4v—La4—Ru1xiii | 97.75 (14) | La6—La9—La6xv | 60.69 (13) |
La4v—La4—Ru5 | 48.17 (11) | La6—La9—La8xxiv | 123.49 (12) |
La5i—La4—La5ii | 111.1 (2) | La6—La9—La9x | 61.31 (13) |
La5i—La4—La7i | 61.92 (13) | La6—La9—La9xv | 91.44 (14) |
La5i—La4—La8i | 93.44 (10) | La6—La9—Ru1 | 43.62 (16) |
La5i—La4—La9xi | 153.95 (16) | La6—La9—Ru1xv | 103.7 (2) |
La5i—La4—La9viii | 62.49 (11) | La6—La9—Ru3xv | 149.61 (12) |
La5i—La4—La10xii | 113.65 (12) | La6xv—La9—La8xxiv | 123.49 (15) |
La5i—La4—Ru1viii | 71.20 (16) | La6xv—La9—La9x | 91.44 (15) |
La5i—La4—Ru1xiii | 156.97 (13) | La6xv—La9—La9xv | 61.31 (12) |
La5i—La4—Ru5 | 63.93 (11) | La6xv—La9—Ru1 | 103.7 (2) |
La5ii—La4—La7i | 61.92 (13) | La6xv—La9—Ru1xv | 43.62 (16) |
La5ii—La4—La8i | 93.44 (13) | La6xv—La9—Ru3xv | 149.61 (13) |
La5ii—La4—La9xi | 62.49 (12) | La8xxiv—La9—La9x | 143.40 (15) |
La5ii—La4—La9viii | 153.95 (16) | La8xxiv—La9—La9xv | 143.40 (16) |
La5ii—La4—La10xii | 113.65 (10) | La8xxiv—La9—Ru1 | 105.97 (8) |
La5ii—La4—Ru1viii | 156.97 (13) | La8xxiv—La9—Ru1xv | 105.97 (16) |
La5ii—La4—Ru1xiii | 71.20 (15) | La8xxiv—La9—Ru3xv | 48.44 (13) |
La5ii—La4—Ru5 | 63.93 (11) | La9x—La9—La9xv | 60.00 (10) |
La7i—La4—La8i | 62.46 (14) | La9x—La9—Ru1 | 49.31 (9) |
La7i—La4—La9xi | 95.29 (14) | La9x—La9—Ru1xv | 107.43 (15) |
La7i—La4—La9viii | 95.29 (12) | La9x—La9—Ru3xv | 106.82 (19) |
La7i—La4—La10xii | 168.85 (15) | La9xv—La9—Ru1 | 107.43 (13) |
La7i—La4—Ru1viii | 131.07 (16) | La9xv—La9—Ru1xv | 49.31 (14) |
La7i—La4—Ru1xiii | 131.07 (17) | La9xv—La9—Ru3xv | 106.82 (18) |
La7i—La4—Ru5 | 72.63 (15) | Ru1—La9—Ru1xv | 144.2 (3) |
La8i—La4—La9xi | 63.11 (8) | Ru1—La9—Ru3xv | 106.59 (19) |
La8i—La4—La9viii | 63.11 (8) | Ru1xv—La9—Ru3xv | 106.6 (2) |
La8i—La4—La10xii | 128.7 (2) | La1—La10—La3 | 89.13 (16) |
La8i—La4—Ru1viii | 109.43 (14) | La1—La10—La3iv | 89.13 (16) |
La8i—La4—Ru1xiii | 109.43 (15) | La1—La10—La3v | 89.13 (16) |
La8i—La4—Ru5 | 135.1 (2) | La1—La10—La4xxv | 146.57 (9) |
La9xi—La4—La9viii | 111.09 (14) | La1—La10—La4ix | 146.57 (9) |
La9xi—La4—La10xii | 91.00 (15) | La1—La10—La4xviii | 146.57 (9) |
La9xi—La4—Ru1viii | 125.4 (2) | La1—La10—La6 | 72.72 (14) |
La9xi—La4—Ru1xiii | 48.44 (11) | La1—La10—La6iv | 72.72 (14) |
La9xi—La4—Ru5 | 124.08 (11) | La1—La10—La6v | 72.72 (15) |
La9viii—La4—La10xii | 91.00 (15) | La1—La10—Ru1 | 119.21 (17) |
La9viii—La4—Ru1viii | 48.44 (11) | La1—La10—Ru1iv | 119.21 (17) |
La9viii—La4—Ru1xiii | 125.4 (2) | La1—La10—Ru1v | 119.21 (17) |
La9viii—La4—Ru5 | 124.08 (13) | La3—La10—La3iv | 119.98 (6) |
La10xii—La4—Ru1viii | 49.39 (13) | La3—La10—La3v | 119.98 (9) |
La10xii—La4—Ru1xiii | 49.39 (14) | La3—La10—La4xxv | 106.74 (16) |
La10xii—La4—Ru5 | 96.21 (11) | La3—La10—La4ix | 57.45 (14) |
Ru1viii—La4—Ru1xiii | 97.7 (2) | La3—La10—La4xviii | 106.74 (16) |
Ru1viii—La4—Ru5 | 99.50 (16) | La3—La10—La6 | 61.19 (7) |
Ru1xiii—La4—Ru5 | 99.50 (9) | La3—La10—La6iv | 161.8 (3) |
La2xvi—La5—La2xviii | 60.49 (13) | La3—La10—La6v | 61.19 (7) |
La2xvi—La5—La4xvi | 156.03 (16) | La3—La10—Ru1 | 64.60 (10) |
La2xvi—La5—La4xix | 113.64 (11) | La3—La10—Ru1iv | 151.7 (3) |
La2xvi—La5—La7 | 106.2 (2) | La3—La10—Ru1v | 64.60 (11) |
La2xvi—La5—La7xiv | 57.20 (11) | La3iv—La10—La3v | 119.98 (8) |
La2xvi—La5—La9x | 142.72 (10) | La3iv—La10—La4xxv | 106.74 (16) |
La2xvi—La5—La9xv | 107.83 (13) | La3iv—La10—La4ix | 106.74 (17) |
La2xvi—La5—Ru3 | 119.61 (19) | La3iv—La10—La4xviii | 57.45 (14) |
La2xvi—La5—Ru3x | 61.67 (17) | La3iv—La10—La6 | 61.19 (7) |
La2xviii—La5—La4xvi | 113.64 (13) | La3iv—La10—La6iv | 61.19 (9) |
La2xviii—La5—La4xix | 156.03 (17) | La3iv—La10—La6v | 161.8 (3) |
La2xviii—La5—La7 | 57.20 (12) | La3iv—La10—Ru1 | 64.60 (11) |
La2xviii—La5—La7xiv | 106.20 (19) | La3iv—La10—Ru1iv | 64.60 (15) |
La2xviii—La5—La9x | 107.83 (10) | La3iv—La10—Ru1v | 151.7 (3) |
La2xviii—La5—La9xv | 142.72 (11) | La3v—La10—La4xxv | 57.45 (14) |
La2xviii—La5—Ru3 | 61.67 (16) | La3v—La10—La4ix | 106.74 (17) |
La2xviii—La5—Ru3x | 119.6 (2) | La3v—La10—La4xviii | 106.74 (16) |
La4xvi—La5—La4xix | 61.19 (11) | La3v—La10—La6 | 161.8 (3) |
La4xvi—La5—La7 | 58.39 (13) | La3v—La10—La6iv | 61.19 (11) |
La4xvi—La5—La7xiv | 107.78 (11) | La3v—La10—La6v | 61.19 (9) |
La4xvi—La5—La9x | 60.52 (11) | La3v—La10—Ru1 | 151.7 (3) |
La4xvi—La5—La9xv | 90.14 (18) | La3v—La10—Ru1iv | 64.60 (15) |
La4xvi—La5—Ru3 | 67.20 (13) | La3v—La10—Ru1v | 64.60 (11) |
La4xvi—La5—Ru3x | 126.2 (2) | La4xxv—La10—La4ix | 56.99 (12) |
La4xix—La5—La7 | 107.78 (12) | La4xxv—La10—La4xviii | 56.99 (13) |
La4xix—La5—La7xiv | 58.39 (12) | La4xxv—La10—La6 | 140.7 (2) |
La4xix—La5—La9x | 90.14 (17) | La4xxv—La10—La6iv | 89.14 (12) |
La4xix—La5—La9xv | 60.52 (12) | La4xxv—La10—La6v | 89.14 (12) |
La4xix—La5—Ru3 | 126.2 (2) | La4xxv—La10—Ru1 | 94.2 (2) |
La4xix—La5—Ru3x | 67.20 (12) | La4xxv—La10—Ru1iv | 49.63 (16) |
La7—La5—La7xiv | 109.14 (15) | La4xxv—La10—Ru1v | 49.63 (15) |
La7—La5—La9x | 92.03 (13) | La4ix—La10—La4xviii | 56.99 (14) |
La7—La5—La9xv | 145.8 (2) | La4ix—La10—La6 | 89.14 (12) |
La7—La5—Ru3 | 51.08 (11) | La4ix—La10—La6iv | 140.7 (2) |
La7—La5—Ru3x | 159.8 (2) | La4ix—La10—La6v | 89.14 (13) |
La7xiv—La5—La9x | 145.81 (19) | La4ix—La10—Ru1 | 49.63 (15) |
La7xiv—La5—La9xv | 92.03 (12) | La4ix—La10—Ru1iv | 94.2 (2) |
La7xiv—La5—Ru3 | 159.8 (2) | La4ix—La10—Ru1v | 49.63 (14) |
La7xiv—La5—Ru3x | 51.08 (11) | La4xviii—La10—La6 | 89.14 (12) |
La9x—La5—La9xv | 58.14 (13) | La4xviii—La10—La6iv | 89.14 (13) |
La9x—La5—Ru3 | 50.33 (16) | La4xviii—La10—La6v | 140.7 (2) |
La9x—La5—Ru3x | 107.2 (2) | La4xviii—La10—Ru1 | 49.63 (13) |
La9xv—La5—Ru3 | 107.2 (2) | La4xviii—La10—Ru1iv | 49.63 (15) |
La9xv—La5—Ru3x | 50.33 (17) | La4xviii—La10—Ru1v | 94.2 (2) |
Ru3—La5—Ru3x | 148.13 (17) | La6—La10—La6iv | 111.57 (14) |
La2iv—La6—La2vii | 113.7 (2) | La6—La10—La6v | 111.57 (13) |
La2iv—La6—La3 | 155.60 (17) | La6—La10—Ru1 | 46.49 (15) |
La2iv—La6—La3iv | 60.62 (12) | La6—La10—Ru1iv | 124.17 (15) |
La2iv—La6—La7i | 57.87 (13) | La6—La10—Ru1v | 124.17 (9) |
La2iv—La6—La9 | 89.74 (14) | La6iv—La10—La6v | 111.57 (14) |
La2iv—La6—La9x | 143.08 (16) | La6iv—La10—Ru1 | 124.17 (12) |
La2iv—La6—La10 | 106.29 (9) | La6iv—La10—Ru1iv | 46.49 (15) |
La2iv—La6—Ru1 | 122.97 (15) | La6iv—La10—Ru1v | 124.17 (11) |
La2iv—La6—Ru2 | 65.22 (12) | La6v—La10—Ru1 | 124.17 (10) |
La2vii—La6—La3 | 60.62 (12) | La6v—La10—Ru1iv | 124.17 (14) |
La2vii—La6—La3iv | 155.60 (17) | La6v—La10—Ru1v | 46.49 (16) |
La2vii—La6—La7i | 57.87 (13) | Ru1—La10—Ru1iv | 98.2 (2) |
La2vii—La6—La9 | 143.08 (13) | Ru1—La10—Ru1v | 98.2 (2) |
La2vii—La6—La9x | 89.74 (12) | Ru1iv—La10—Ru1v | 98.2 (2) |
La2vii—La6—La10 | 106.29 (12) | La4ix—Ru1—La4xviii | 76.40 (18) |
La2vii—La6—Ru1 | 122.97 (17) | La4ix—Ru1—La6 | 136.9 (2) |
La2vii—La6—Ru2 | 65.22 (11) | La4ix—Ru1—La9 | 129.5 (3) |
La3—La6—La3iv | 113.60 (15) | La4ix—Ru1—La9x | 80.19 (16) |
La3—La6—La7i | 106.48 (16) | La4ix—Ru1—La10 | 80.98 (19) |
La3—La6—La9 | 108.29 (19) | La4xviii—Ru1—La6 | 136.93 (18) |
La3—La6—La9x | 60.69 (12) | La4xviii—Ru1—La9 | 80.19 (16) |
La3—La6—La10 | 57.86 (8) | La4xviii—Ru1—La9x | 129.5 (3) |
La3—La6—Ru1 | 65.18 (17) | La4xviii—Ru1—La10 | 80.98 (15) |
La3—La6—Ru2 | 123.03 (11) | La6—Ru1—La9 | 89.0 (2) |
La3iv—La6—La7i | 106.48 (14) | La6—Ru1—La9x | 88.96 (18) |
La3iv—La6—La9 | 60.69 (12) | La6—Ru1—La10 | 79.9 (2) |
La3iv—La6—La9x | 108.29 (19) | La9—Ru1—La9x | 81.38 (16) |
La3iv—La6—La10 | 57.86 (8) | La9—Ru1—La10 | 137.99 (16) |
La3iv—La6—Ru1 | 65.18 (14) | La9x—Ru1—La10 | 138.0 (2) |
La3iv—La6—Ru2 | 123.03 (14) | La6—Ru2—La6x | 88.3 (2) |
La7i—La6—La9 | 145.16 (14) | La6—Ru2—La6xv | 88.3 (2) |
La7i—La6—La9x | 145.16 (9) | La6—Ru2—La7i | 77.58 (15) |
La7i—La6—La10 | 107.53 (17) | La6—Ru2—La7xxvi | 133.93 (12) |
La7i—La6—Ru1 | 161.16 (17) | La6—Ru2—La7xiii | 133.93 (8) |
La7i—La6—Ru2 | 53.30 (17) | La6x—Ru2—La6xv | 88.3 (2) |
La9—La6—La9x | 57.38 (12) | La6x—Ru2—La7i | 133.93 (12) |
La9—La6—La10 | 92.76 (16) | La6x—Ru2—La7xxvi | 77.58 (15) |
La9—La6—Ru1 | 47.41 (16) | La6x—Ru2—La7xiii | 133.93 (10) |
La9—La6—Ru2 | 104.02 (16) | La6xv—Ru2—La7i | 133.93 (9) |
La9x—La6—La10 | 92.76 (17) | La6xv—Ru2—La7xxvi | 133.93 (10) |
La9x—La6—Ru1 | 47.41 (12) | La6xv—Ru2—La7xiii | 77.58 (16) |
La9x—La6—Ru2 | 104.02 (14) | La7i—Ru2—La7xxvi | 81.4 (2) |
La10—La6—Ru1 | 53.63 (17) | La7i—Ru2—La7xiii | 81.4 (2) |
La10—La6—Ru2 | 160.8 (3) | La7xxvi—Ru2—La7xiii | 81.4 (2) |
Ru1—La6—Ru2 | 145.5 (2) | La5—Ru3—La5xv | 88.43 (13) |
La1xvi—La7—La2xx | 88.43 (12) | La5—Ru3—La7 | 80.05 (14) |
La1xvi—La7—La2xviii | 88.43 (12) | La5—Ru3—La7vi | 139.0 (3) |
La1xvi—La7—La4xvi | 86.35 (15) | La5—Ru3—La8 | 132.81 (15) |
La1xvi—La7—La5 | 70.25 (10) | La5—Ru3—La9x | 82.55 (18) |
La1xvi—La7—La5xxi | 70.25 (10) | La5xv—Ru3—La7 | 139.0 (3) |
La1xvi—La7—La6xvi | 71.13 (16) | La5xv—Ru3—La7vi | 80.05 (14) |
La1xvi—La7—La7vi | 145.15 (15) | La5xv—Ru3—La8 | 132.81 (15) |
La1xvi—La7—La7vii | 145.15 (14) | La5xv—Ru3—La9x | 82.55 (17) |
La1xvi—La7—La8 | 145.7 (2) | La7—Ru3—La7vi | 83.41 (17) |
La1xvi—La7—Ru2xvi | 120.3 (2) | La7—Ru3—La8 | 79.27 (14) |
La1xvi—La7—Ru3 | 119.07 (13) | La7—Ru3—La9x | 133.59 (16) |
La1xvi—La7—Ru3vii | 119.07 (9) | La7vi—Ru3—La8 | 79.27 (15) |
La2xx—La7—La2xviii | 121.6 (2) | La7vi—Ru3—La9x | 133.59 (17) |
La2xx—La7—La4xvi | 118.98 (13) | La8—Ru3—La9x | 81.9 (2) |
La2xx—La7—La5 | 158.60 (12) | La1—Ru4—La2 | 126.9 (2) |
La2xx—La7—La5xxi | 61.46 (12) | La1—Ru4—La2vii | 126.9 (2) |
La2xx—La7—La6xvi | 61.97 (15) | La1—Ru4—La3 | 130.3 (3) |
La2xx—La7—La7vi | 108.92 (13) | La2—Ru4—La2vii | 84.25 (16) |
La2xx—La7—La7vii | 56.73 (10) | La2—Ru4—La3 | 86.7 (2) |
La2xx—La7—La8 | 107.30 (13) | La2vii—Ru4—La3 | 86.69 (18) |
La2xx—La7—Ru2xvi | 65.98 (12) | La1—Ru5—La4 | 129.64 (11) |
La2xx—La7—Ru3 | 152.50 (14) | La1—Ru5—La4iv | 129.64 (11) |
La2xx—La7—Ru3vii | 63.25 (15) | La1—Ru5—La4v | 129.64 (11) |
La2xviii—La7—La4xvi | 118.98 (15) | La4—Ru5—La4iv | 83.65 (12) |
La2xviii—La7—La5 | 61.46 (12) | La4—Ru5—La4v | 83.65 (13) |
La2xviii—La7—La5xxi | 158.60 (14) | La4iv—Ru5—La4v | 83.65 (14) |
La2xviii—La7—La6xvi | 61.97 (14) |
Symmetry codes: (i) −x+1, −y+1, z+1/2; (ii) y+1, −x+y+1, z+1/2; (iii) x−y+1, x+1, z+1/2; (iv) −y+2, x−y+1, z; (v) −x+y+1, −x+2, z; (vi) −y+1, x−y+1, z; (vii) −x+y, −x+1, z; (viii) y, −x+y+1, z+1/2; (ix) y, −x+y+1, z−1/2; (x) −y+1, x−y, z; (xi) −x+2, −y+1, z+1/2; (xii) −x+2, −y+2, z+1/2; (xiii) x−y+1, x, z+1/2; (xiv) −x+y, −x, z; (xv) −x+y+1, −x+1, z; (xvi) −x+1, −y+1, z−1/2; (xvii) x−1, y, z; (xviii) x−y+1, x, z−1/2; (xix) x−y, x−1, z−1/2; (xx) y−1, −x+y, z−1/2; (xxi) −y, x−y, z; (xxii) x−y, x, z−1/2; (xxiii) −x+2, −y+1, z−1/2; (xxiv) x+1, y, z; (xxv) −x+2, −y+2, z−1/2; (xxvi) y, −x+y, z+1/2. |