research communications
and computational analysis of tetrakis(acetonitrile)bis(nonafluoro-tert-butanolato)titanium(III) complex as a salt of the weakly coordinating [Al{OC(CF3)3}4]− anion
aCentre of New Technologies, University of Warsaw, Banacha 2c, 02-097 Warsaw, Poland
*Correspondence e-mail: [email protected]
The title compound, [Ti(C4F9O)2(C2H3N)4][Al(C4F9O)4] or [Ti{OC(CF3)3}2(CH3CN)4][Al{OC(CF3)3}4], is the first structurally characterized complex of TiIII containing four acetonitrile molecules and perfluorinated alkoxyaluminate in its coordination sphere. The [Ti{OC(CF3)3}2(CH3CN)4]+ cation adopts a compressed octahedral geometry where acetonitrile occupies the equatorial positions with apically bound alkoxide anions.
Keywords: crystal structure; titanium; weakly coordinating anion; acetonitrile; alkoxide.
CCDC reference: 2515927
1. Chemical context
The development of so-called weakly coordinating anions (WCAs) – species designed to interact with cations as weakly as possible, and often exhibiting exceptional chemical robustness – has enabled the synthesis and detailed characterization of many novel cationic species with unique structures and/or reactivity. This spans from a series of novel complexes containing ligands with poor coordinative properties such as dihalogen molecules (Malinowski et al., 2016
), dinitrogen (Willrett et al., 2024
) or even pantane (Sellin et al., 2025
) through very reactive species like M(CO)6+ (M = Cr, Mo, W; Bohnenberger et al., 2020
) or a series of complexes containing neutral metal carbonyls (Sellin et al., 2023
; Wang et al., 2017
). Interestingly, there are only a few simple salts of divalent metal cations with the most advanced WCAs, such as halogenated carborates (e.g. Xu et al., 2025
) and perfluorinated alkoxyaluminates (e.g. Dabringhaus et al., 2020
) in which the cations are not coordinated by any auxiliary ligands. The reason for this is that in a weakly Lewis-basic environment provided by coordination exclusively by WCAs, the reactivity of even simple dications can be sufficient to trigger a reaction with very robust species, including the WCA itself (Schorpp & Krossing, 2020
; Jadwiszczak & Malinowski, 2023
). For this reason, ligands like acetonitrile (ACN) have been used extensively to `tame' the central dication (Rach & Kühn, 2009
). This approach has been successful, and as a consequence, many structures of metal–acetonitrile complexes have been synthesized. However, there are only a few such structures reported for early transition metals like vanadium in low (i.e. +2) (e.g. Chandrasekhar & Bird, 1985
), while for TiII there are none.
In the current contribution, we present a of a compound that formed during an attempt to extend the TiII coordination chemistry by obtaining a TiII–acetonitrile complex stabilized by a very robust perfluorinated alkoxyaluminate: [Al{OC(CF3)3}4]−. However, the crystal obtained from the post reaction mixture is actually [Ti{OC(CF3)3}2(ACN)4][Al{OC(CF3)3}4] (1), a complex of TiIII and perfluorinated alkoxyaluminate groups bound to the metal. This suggests that TiII is incompatible with the anion and causes its decomposition. Nonetheless, this is a rare example of a structure of TiIII ligated with several acetonitrile ligands, and one of a very few in which perfluorinated alkoxide is present in the coordination sphere of titanium.
2. Structural commentary
The title compound crystallizes in the triclinic P with a containing four structural units of [Til{OC(CF3)3}2(ACN)4][Al{OC(CF3)3}4]. The asymmetric unit contains three cations, two of which lie on inversion centres (Ti1 and Ti2) and they all have a very similar geometry (Fig. 1
and Table 1
). The coordination sphere of titanium is a compressed octahedron with equatorial positions occupied by acetonitrile molecules at 2.163 (4)–2.184 (4) Å for the Ti—N separations (Table 1
) and alkoxide anions residing on apical positions with Ti—O distances of 1.818 (10)–1.897 (8) Å. Ligands are bound almost in a linear fashion, i.e. angles Ti—N—C (for acetonitriles) and Ti—O—C (for alkoxides) are all close to 180° with the exception of one acetonitrile molecule (bound to Ti3) for which it is 166.4 (4)°. The structure exhibits a very high degree of disorder in the –OC(CF3)3 groups – out of fourteen unique ones, only four are not disordered. It is not uncommon in structures containing perfluorinated tert-butyl groups (Krossing & Reisinger, 2006
). The refined occupancy factors vary from 0.57 to 0.93.
| ||||||||||||||||||||||||||||||||||||||||||||||||||
| | Figure 1 A view showing the labelling of the unique [Ti{OC(CF3)3}2(ACN)4]+ cations present in the of 1. Only oxygen atoms from disordered OC(CF3)3 groups with lower occupancy are shown for clarity. Symmetry codes: (i) −x, 1 − y, −z; (ii) −x, −y, −z. |
3. Supramolecular features
The anions and cations in the structure do not form any strong and direct bonds, which is typical for salts of WCAs. The structure can be viewed as an array of cations residing on the (001) (Ti1, and Ti2) and (002) (Ti3) crystal planes and anions being placed between cations (Fig. 2
).
| Figure 2 The arrangement of cations and anions in the crystal of 1. Only TiO4N2 (yellow) and AlO4 (grey) polyhedra are shown for clarity. |
The distances between hydrogen atoms from ACN molecules and fluorine atoms belonging to anions suggest that there is a weak hydrogen bond between anions and cations (see Fig. 3
). Of course, CF3 group is a very poor hydrogen-bond acceptor and its presence in such systems is a matter of long debate (Wang et al., 2024
). However, in this particular compound, it is not unlikely to see such interactions since acetonitrile, although not a good hydrogen-bond donor, has some positive charge on the CH3 group resulting from the presence of the –CN group and, additionally, the coordination to cationic species. Thus, in the absence of other negatively charged sites, the CF3 group is the only one with which it could interact. Therefore, this and other salts of [Al{OC(CF3)3}4]− anions can be regarded as good model systems to investigate weak hydrogen bonds involving trifluoromethyl groups.
| Figure 3 View of a fragment of the crystal structure of 1 showing H⋯F contacts (black dashed lines) shorter than the sum of their van der Waals radii from acetonitrile ligands belonging to cations containing Ti3. For clarity, only OC(CF3)3 groups with higher occupancies are shown. |
4. Hirshfeld surface analysis and DFT computations
More details about contacts between ions in the crystal of 1 can be obtained from the analysis of Hirschfeld surfaces (HS), which were calculated using CrystalExplorer 21.5 (Spackman et al., 2021
) and were mapped with the function dnorm using high resolution settings. The colour scheme for HS is typical with red regions marking separation of adjacent atoms below the sum of their van der Waals radii, blue where it is higher, and white where it is approximately equal to the sum.
Both anions form contacts exclusively through fluorine atoms and they have a similar contribution of F⋯F (ca. 61%) and F⋯H (ca. 33%) contacts (Fig. 4
). Also cations have a similar profile of interactions with neighbouring species (Fig. 5
). Between 40% and 45% of the Hirshfeld surface corresponds to F⋯F distances, while H⋯F makes up 38–39% and F⋯H an additional 7–14% (the former atom is inside, while the latter is outside the surface). Red areas on these surfaces indicate that there are direct interactions between CH3 and CF3 groups of neighbouring anions and cations.
| Figure 4 Top: Hirshfeld surface for the anion containing the Al2 atom and delineated into F⋯F and F⋯H contacts (the latter atom is outside the surface). Bottom: fingerprint plots corresponding to these surfaces. |
| | Figure 5 Top: Hirshfeld surface for the anion containing the Ti2 atom and delineated into F⋯F, H⋯F and F⋯H contacts (latter atom is outside the surface). Bottom: fingerprint plots corresponding to these surfaces. |
An interesting feature of 1 is that CF3 groups from different entities are closer than the sum of van der Waals radii of two fluorine atoms and it deserves a short comment. It has to be noted that since 1 is an ionic compound, the most significant interactions between anions and cations are electrostatic forces. Therefore, short contacts between F atoms are not a result of the interaction between two CF3 groups, but rather are a consequence of strong interactions between ions to which they belong. Analysis of other salts composed of cationic complexes containing perfluorinated in their coordination spheres and fluorinated anions (see Database survey) also reveals the presence of similarly ‘short' F⋯F contacts.
The structure of the cation is very well reproduced in a DFT optimization of the isolated cation. Computations performed using Orca 6.0 (Neese, 2025
) yield the structure with Ti—O bond lengths of 1.855 Å and Ti—N of 2.194 Å. It has to be noted that the method used: ωB97X-V functional (Mardirossian & Head-Gordon, 2014
) with def2-TZVP basis set (Weigend & Ahlrichs, 2005
), def2/j auxiliary basis set (Weigend, 2006
) and D4 dispersion correction (Caldeweyher et al., 2020
) performs very well in terms of accuracy of geometry optimizations. Additionally, we wanted to verify what is the effect of perfluorination of tert-butyl groups on the geometry of the complex. It was performed by the optimization of a structure of the related non-fluorinated complex: [Ti{OC(CH3)3}2(ACN)4]+. It turns out that in such complex, the Ti—O distances are shorter (1.821 Å) while Ti—N are longer (2.238 Å) than in the fluorinated counterpart, meaning that without fluorine atoms the octahedron is more compressed. This is not unexpected, since fluorination reduces charge and basicity of oxygen atoms in alcoholate groups, which typically results in weakening of bonding with metal cations and longer metal–O bonds. Computational details can be found in ESI.
5. Database survey
A search of the Cambridge Structural Database (CSD, Version 6.00, Aug. 2025; Groom et al., 2016
) with the use of the ConQuest program (version 2025.2.0; Bruno et al., 2002
) did not reveal any compound that would have a cation with a similar structure to that in 1. Generally, reports on metal complexes bearing four ACN molecules and an additional two oxygen atoms in the coordination sphere of any transition metal are not abundant and gave only 19 hits, most of which are hydrates or triflates. The structures of complexes in which titanium (in any oxidation state) binds to at least four acetonitrile ligands without restricting other species ligating the metal, are also scarce, with only three structures of such complexes (all containing Ti3+) being reported in the CSD: [TiI2(ACN)4]+ [refcode KADVIU (Troyanov & Mazo, 1988
); KADVIU01 (Leigh et al., 2002
)], [TiCp(ACN)5]+ (LEHROF; Willey et al., 1994
), [TiCl2(ACN)4]+ (YEWHOX; Kharisov et al., 1994
).
In addition, ionic metal complexes in which the cations are discrete (i.e. do not form one entity with an anion) and contain an –OC(CF3)3 group are rare and include only 14 species [APIYAP (Paul et al., 2021
); KOBVAC, KOBVIK, KOBVOQ (Petit et al., 2023
); LUMPER, LUMPOB (Bohnenberger et al., 2020
); MALTIG, MALTON, MALTUS, MALVAA (Benedikter et al., 2020
); SICMIB, SICMOH (Reisinger et al., 2007
); SOQMAQ (Probst et al., 2024
)].
6. Synthesis and crystallization
An equimolar mixture of of TiCl2 (50 mg, 0.42 mmol; Sigma Aldrich) and Li[Al{OC(CF3)3}4] (410 mg, 0.42 mmol) was added to 2 ml of dry and degassed acetonitrile. The mixture turned blue immediately and was left on stirring overnight. After that time, the solution was filtered through a glass frit (P4) and slowly evaporated to yield crystals suitable for X-ray diffraction studies. Li[Al{OC(CF3)3}4] was synthesized according to the literature procedure (Malinowski et al., 2020
). Although a typical approach to form transition metal–acetonitrile complexes utilizes silver(I) salt as the halide scavenger, in this case, the strongly reductive character of TiII makes it incompatible with silver(I) compounds. Therefore, the lithium salt was chosen.
Because the compounds used in the study are highly moisture and oxygen-sensitive, all manipulations and reactions were conducted in an argon-filled glovebox with O2 and H2O levels not exceeding 1 ppm. Crystals were covered with Krytox® 1531 perfluorinated oil to protect them from the atmosphere during handling under microscope.
7. Refinement
Crystal data, data collection and structure details are summarized in Table 2
. Because of the very high disorder of the –OC(CF3)3 groups, the DSR program (Kratzert & Krossing, 2015
) was used to facilitate its proper modelling. The program automatically generates a set of additional restraints and constraints on their geometry to keep it reasonable and these include the equality of C—C and C—F bond lengths within these groups, as well as C—C—C and C—C—F angles. Additionally, additional constraints on ADP parameters (EADP command) were applied on atoms from two disordered groups, which are located very close to each other.
|
Supporting information
CCDC reference: 2515927
contains datablock I. DOI: https://doi.org/10.1107/S2056989025011314/yy2021sup1.cif
Structure factors: contains datablock I. DOI: https://doi.org/10.1107/S2056989025011314/yy2021Isup2.hkl
Supporting information file. DOI: https://doi.org/10.1107/S2056989025011314/yy2021Isup3.cdx
Supporting information file. DOI: https://doi.org/10.1107/S2056989025011314/yy2021sup4.docx
| [Ti(C4F9O)2(C2H3N)4][Al(C4F9O)4] | Z = 4 |
| Mr = 1649.34 | F(000) = 3204 |
| Triclinic, P1 | Dx = 2.011 Mg m−3 |
| a = 10.5592 (2) Å | Cu Kα radiation, λ = 1.54184 Å |
| b = 21.6580 (3) Å | Cell parameters from 41497 reflections |
| c = 25.3018 (3) Å | θ = 2.2–75.6° |
| α = 106.706 (1)° | µ = 3.70 mm−1 |
| β = 91.638 (2)° | T = 100 K |
| γ = 99.588 (2)° | Block, blue |
| V = 5446.71 (15) Å3 | 0.24 × 0.21 × 0.13 mm |
| SuperNova, Single source at offset/far, Atlas diffractometer | 22208 independent reflections |
| Radiation source: micro-focus sealed X-ray tube, SuperNova (Cu) X-ray Source | 15553 reflections with I > 2σ(I) |
| Mirror monochromator | Rint = 0.094 |
| ω scans | θmax = 76.7°, θmin = 2.2° |
| Absorption correction: multi-scan (CrysAlisPro; Rigaku OD, 2022) | h = −13→13 |
| Tmin = 0.490, Tmax = 1.000 | k = −27→26 |
| 142670 measured reflections | l = −31→31 |
| Refinement on F2 | 59905 restraints |
| Least-squares matrix: full | Hydrogen site location: inferred from neighbouring sites |
| R[F2 > 2σ(F2)] = 0.072 | H-atom parameters constrained |
| wR(F2) = 0.220 | w = 1/[σ2(Fo2) + (0.1138P)2 + 5.6958P] where P = (Fo2 + 2Fc2)/3 |
| S = 1.05 | (Δ/σ)max < 0.001 |
| 22208 reflections | Δρmax = 0.94 e Å−3 |
| 2534 parameters | Δρmin = −0.76 e Å−3 |
Geometry. All esds (except the esd in the dihedral angle between two l.s. planes) are estimated using the full covariance matrix. The cell esds are taken into account individually in the estimation of esds in distances, angles and torsion angles; correlations between esds in cell parameters are only used when they are defined by crystal symmetry. An approximate (isotropic) treatment of cell esds is used for estimating esds involving l.s. planes. |
Refinement. Structure solution was performed using dual-space method (SHELXT-2018/2) and refined by full-matrix least squares on F2 (SHELXL-2025/1) using ShelXle as graphical interface (Hübschle et al., 2011). |
| x | y | z | Uiso*/Ueq | Occ. (<1) | |
| Ti1 | 0.000000 | 0.000000 | 0.000000 | 0.0510 (3) | |
| Al1 | 0.37160 (11) | 0.84610 (5) | 0.25070 (4) | 0.0349 (2) | |
| N1 | 0.1506 (3) | 0.32011 (16) | 0.48778 (13) | 0.0407 (7) | |
| C1 | 0.2269 (4) | 0.3637 (2) | 0.48840 (16) | 0.0408 (9) | |
| Ti2 | 0.000000 | 0.500000 | 0.000000 | 0.0342 (2) | |
| Al2 | 0.33064 (11) | 0.34855 (5) | 0.23600 (4) | 0.0329 (2) | |
| N2 | 0.0342 (3) | 0.28392 (16) | 0.58333 (14) | 0.0416 (7) | |
| C2 | 0.3220 (4) | 0.4211 (2) | 0.48899 (19) | 0.0493 (10) | |
| H2A | 0.324657 | 0.425509 | 0.451549 | 0.074* | |
| H2B | 0.407063 | 0.415876 | 0.501711 | 0.074* | |
| H2C | 0.298339 | 0.460385 | 0.514110 | 0.074* | |
| C7 | −0.1193 (4) | 0.2038 (2) | 0.36251 (18) | 0.0451 (9) | |
| N4 | −0.0699 (3) | 0.21470 (16) | 0.40553 (14) | 0.0432 (8) | |
| C4 | 0.0990 (5) | 0.3414 (3) | 0.68741 (19) | 0.0652 (14) | |
| H4A | 0.118965 | 0.388922 | 0.693550 | 0.098* | |
| H4B | 0.175116 | 0.326519 | 0.698783 | 0.098* | |
| H4C | 0.027758 | 0.331088 | 0.709269 | 0.098* | |
| Ti3 | −0.01351 (7) | 0.24735 (3) | 0.49423 (3) | 0.03719 (17) | |
| N3 | −0.1751 (3) | 0.17524 (17) | 0.50316 (14) | 0.0424 (7) | |
| C3 | 0.0621 (4) | 0.3086 (2) | 0.62923 (18) | 0.0453 (9) | |
| N5 | −0.1492 (4) | −0.02926 (18) | −0.06732 (17) | 0.0571 (10) | |
| C5 | −0.2451 (4) | 0.1303 (2) | 0.50599 (16) | 0.0405 (9) | |
| N6 | 0.0656 (4) | 0.08682 (18) | −0.02533 (16) | 0.0558 (10) | |
| C6 | −0.3303 (5) | 0.0723 (2) | 0.50985 (18) | 0.0491 (10) | |
| H6A | −0.419590 | 0.079159 | 0.508938 | 0.074* | |
| H6B | −0.307952 | 0.063712 | 0.544626 | 0.074* | |
| H6C | −0.320897 | 0.034623 | 0.478581 | 0.074* | |
| N7 | −0.0593 (3) | 0.40761 (16) | 0.01765 (13) | 0.0404 (7) | |
| N8 | 0.1491 (3) | 0.52990 (15) | 0.06799 (13) | 0.0397 (7) | |
| C8 | −0.1862 (5) | 0.1918 (3) | 0.30842 (19) | 0.0612 (13) | |
| H8A | −0.161934 | 0.230178 | 0.295211 | 0.092* | |
| H8B | −0.279491 | 0.183977 | 0.311408 | 0.092* | |
| H8C | −0.162277 | 0.153340 | 0.282240 | 0.092* | |
| C9 | −0.2335 (5) | −0.0355 (2) | −0.09886 (19) | 0.0535 (11) | |
| C10 | −0.3395 (6) | −0.0406 (3) | −0.1383 (2) | 0.0654 (14) | |
| H10A | −0.305613 | −0.034495 | −0.172450 | 0.098* | |
| H10B | −0.390436 | −0.006760 | −0.122618 | 0.098* | |
| H10C | −0.394125 | −0.084004 | −0.146485 | 0.098* | |
| C11 | 0.0976 (5) | 0.1293 (2) | −0.04217 (19) | 0.0538 (11) | |
| C12 | 0.1371 (6) | 0.1843 (3) | −0.0634 (3) | 0.0795 (18) | |
| H12A | 0.173087 | 0.169080 | −0.099152 | 0.119* | |
| H12B | 0.202700 | 0.216996 | −0.037190 | 0.119* | |
| H12C | 0.062401 | 0.204180 | −0.068271 | 0.119* | |
| C13 | −0.0981 (4) | 0.3615 (2) | 0.02924 (17) | 0.0457 (10) | |
| C14 | −0.1482 (7) | 0.3017 (3) | 0.0434 (2) | 0.0744 (17) | |
| H14A | −0.233028 | 0.281905 | 0.023566 | 0.112* | |
| H14B | −0.156151 | 0.312412 | 0.083364 | 0.112* | |
| H14C | −0.089018 | 0.270659 | 0.032728 | 0.112* | |
| C15 | 0.2332 (4) | 0.54247 (18) | 0.10061 (16) | 0.0391 (8) | |
| C16 | 0.3420 (4) | 0.5584 (2) | 0.14207 (18) | 0.0494 (10) | |
| H16A | 0.393392 | 0.523589 | 0.132975 | 0.074* | |
| H16B | 0.309886 | 0.562253 | 0.178629 | 0.074* | |
| H16C | 0.395631 | 0.600082 | 0.142439 | 0.074* | |
| O1_1 | −0.1157 (19) | 0.0456 (11) | 0.0450 (8) | 0.0555 (16) | 0.570 (8) |
| C1_1 | −0.1989 (9) | 0.0788 (4) | 0.0782 (4) | 0.0587 (13) | 0.570 (8) |
| C2_1 | −0.1242 (11) | 0.1457 (6) | 0.1165 (4) | 0.088 (3) | 0.570 (8) |
| F1_1 | −0.0488 (11) | 0.1344 (7) | 0.1532 (4) | 0.163 (6) | 0.570 (8) |
| F2_1 | −0.2004 (9) | 0.1855 (5) | 0.1426 (5) | 0.106 (3) | 0.570 (8) |
| F3_1 | −0.0551 (8) | 0.1769 (4) | 0.0861 (5) | 0.119 (3) | 0.570 (8) |
| C3_1 | −0.3059 (9) | 0.0925 (4) | 0.0427 (4) | 0.067 (2) | 0.570 (8) |
| F4_1 | −0.3572 (8) | 0.0384 (5) | 0.0030 (4) | 0.106 (4) | 0.570 (8) |
| F5_1 | −0.2606 (10) | 0.1385 (5) | 0.0200 (4) | 0.126 (3) | 0.570 (8) |
| F6_1 | −0.4004 (9) | 0.1128 (4) | 0.0721 (3) | 0.084 (2) | 0.570 (8) |
| C4_1 | −0.2634 (12) | 0.0361 (6) | 0.1125 (5) | 0.104 (4) | 0.570 (8) |
| F7_1 | −0.3581 (13) | −0.0084 (5) | 0.0822 (5) | 0.168 (5) | 0.570 (8) |
| F8_1 | −0.3310 (9) | 0.0643 (5) | 0.1534 (4) | 0.108 (3) | 0.570 (8) |
| F9_1 | −0.1803 (15) | 0.0102 (8) | 0.1339 (6) | 0.167 (6) | 0.570 (8) |
| O1_2 | −0.107 (3) | 0.0416 (15) | 0.0472 (11) | 0.0555 (16) | 0.430 (8) |
| C1_2 | −0.1902 (11) | 0.0693 (6) | 0.0800 (5) | 0.0587 (13) | 0.430 (8) |
| C2_2 | −0.1933 (15) | 0.0444 (6) | 0.1317 (5) | 0.090 (4) | 0.430 (8) |
| F1_2 | −0.2358 (16) | −0.0188 (5) | 0.1184 (6) | 0.106 (5) | 0.430 (8) |
| F2_2 | −0.255 (2) | 0.0816 (8) | 0.1684 (6) | 0.173 (7) | 0.430 (8) |
| F3_2 | −0.0755 (16) | 0.0587 (9) | 0.1562 (6) | 0.181 (7) | 0.430 (8) |
| C3_2 | −0.1405 (15) | 0.1448 (6) | 0.1013 (7) | 0.106 (5) | 0.430 (8) |
| F4_2 | −0.142 (2) | 0.1661 (7) | 0.0576 (8) | 0.194 (8) | 0.430 (8) |
| F5_2 | −0.0219 (12) | 0.1555 (5) | 0.1251 (7) | 0.124 (5) | 0.430 (8) |
| F6_2 | −0.214 (2) | 0.1704 (11) | 0.1397 (10) | 0.219 (11) | 0.430 (8) |
| C4_2 | −0.3247 (13) | 0.0523 (8) | 0.0489 (5) | 0.122 (5) | 0.430 (8) |
| F7_2 | −0.3174 (16) | 0.0698 (10) | 0.0028 (5) | 0.136 (6) | 0.430 (8) |
| F8_2 | −0.4042 (14) | 0.0856 (12) | 0.0800 (8) | 0.256 (12) | 0.430 (8) |
| F9_2 | −0.3612 (15) | −0.0129 (8) | 0.0361 (7) | 0.206 (8) | 0.430 (8) |
| O1_3 | −0.114 (2) | 0.3119 (10) | 0.5012 (12) | 0.046 (5) | 0.422 (8) |
| C1_3 | −0.1719 (12) | 0.3623 (6) | 0.4988 (5) | 0.0452 (9) | 0.422 (8) |
| C2_3 | −0.1081 (11) | 0.3981 (6) | 0.4588 (5) | 0.047 (3) | 0.422 (8) |
| F1_3 | 0.0065 (7) | 0.4325 (4) | 0.4803 (5) | 0.088 (3) | 0.422 (8) |
| F2_3 | −0.178 (2) | 0.4387 (10) | 0.4466 (12) | 0.066 (6) | 0.422 (8) |
| F3_3 | −0.0882 (14) | 0.3567 (4) | 0.4116 (4) | 0.087 (4) | 0.422 (8) |
| C3_3 | −0.3154 (13) | 0.3370 (7) | 0.4792 (6) | 0.089 (4) | 0.422 (8) |
| F4_3 | −0.3657 (12) | 0.2960 (9) | 0.5063 (9) | 0.134 (7) | 0.422 (8) |
| F5_3 | −0.3304 (9) | 0.3075 (5) | 0.4253 (5) | 0.113 (4) | 0.422 (8) |
| F6_3 | −0.381 (3) | 0.3868 (12) | 0.4884 (12) | 0.117 (8) | 0.422 (8) |
| C4_3 | −0.1539 (15) | 0.4122 (7) | 0.5576 (5) | 0.089 (4) | 0.422 (8) |
| F7_3 | −0.229 (2) | 0.3877 (8) | 0.5900 (6) | 0.153 (7) | 0.422 (8) |
| F8_3 | −0.177 (2) | 0.4708 (8) | 0.5588 (9) | 0.088 (5) | 0.422 (8) |
| F9_3 | −0.0335 (15) | 0.4208 (5) | 0.5798 (5) | 0.124 (5) | 0.422 (8) |
| O1_4 | −0.1194 (14) | 0.3085 (7) | 0.4985 (8) | 0.039 (3) | 0.578 (8) |
| C1_4 | −0.1805 (9) | 0.3588 (5) | 0.4987 (4) | 0.0452 (9) | 0.578 (8) |
| C2_4 | −0.1334 (10) | 0.4175 (5) | 0.5523 (4) | 0.063 (3) | 0.578 (8) |
| F1_4 | −0.1397 (9) | 0.3952 (4) | 0.5960 (3) | 0.075 (2) | 0.578 (8) |
| F2_4 | −0.2140 (17) | 0.4602 (7) | 0.5584 (8) | 0.112 (5) | 0.578 (8) |
| F3_4 | −0.0136 (7) | 0.4451 (3) | 0.5500 (3) | 0.088 (2) | 0.578 (8) |
| C3_4 | −0.1476 (9) | 0.3827 (5) | 0.4478 (4) | 0.053 (2) | 0.578 (8) |
| F4_4 | −0.2106 (8) | 0.3396 (3) | 0.40188 (19) | 0.081 (2) | 0.578 (8) |
| F5_4 | −0.0235 (7) | 0.3871 (5) | 0.4412 (4) | 0.088 (3) | 0.578 (8) |
| F6_4 | −0.1775 (14) | 0.4411 (7) | 0.4518 (8) | 0.053 (3) | 0.578 (8) |
| C4_4 | −0.3257 (10) | 0.3349 (5) | 0.4974 (4) | 0.073 (3) | 0.578 (8) |
| F7_4 | −0.3619 (8) | 0.2761 (4) | 0.4609 (4) | 0.102 (3) | 0.578 (8) |
| F8_4 | −0.3953 (19) | 0.3752 (9) | 0.4828 (8) | 0.103 (5) | 0.578 (8) |
| F9_4 | −0.3586 (10) | 0.3327 (5) | 0.5470 (4) | 0.104 (3) | 0.578 (8) |
| O1_5 | 0.3558 (8) | 0.3351 (4) | 0.1662 (2) | 0.0405 (9) | 0.842 (3) |
| C1_5 | 0.4120 (5) | 0.3019 (2) | 0.1219 (2) | 0.0418 (9) | 0.842 (3) |
| C2_5 | 0.5545 (6) | 0.3007 (3) | 0.1377 (2) | 0.0567 (14) | 0.842 (3) |
| F1_5 | 0.6293 (3) | 0.35867 (17) | 0.14337 (16) | 0.0698 (10) | 0.842 (3) |
| F2_5 | 0.6034 (4) | 0.2554 (2) | 0.10028 (18) | 0.0644 (11) | 0.842 (3) |
| F3_5 | 0.5654 (4) | 0.2883 (2) | 0.18611 (16) | 0.0615 (11) | 0.842 (3) |
| C3_5 | 0.3401 (6) | 0.2305 (2) | 0.0984 (2) | 0.0531 (12) | 0.842 (3) |
| F4_5 | 0.2136 (4) | 0.2275 (2) | 0.0978 (2) | 0.0721 (11) | 0.842 (3) |
| F5_5 | 0.3718 (4) | 0.19280 (15) | 0.12858 (14) | 0.0631 (9) | 0.842 (3) |
| F6_5 | 0.3654 (4) | 0.20196 (18) | 0.04603 (14) | 0.0670 (10) | 0.842 (3) |
| C4_5 | 0.4085 (6) | 0.3377 (3) | 0.0774 (2) | 0.0565 (14) | 0.842 (3) |
| F7_5 | 0.2896 (4) | 0.32478 (18) | 0.05213 (14) | 0.0729 (11) | 0.842 (3) |
| F8_5 | 0.4886 (4) | 0.3197 (2) | 0.03798 (15) | 0.0702 (12) | 0.842 (3) |
| F9_5 | 0.4386 (4) | 0.40232 (15) | 0.09910 (13) | 0.0594 (9) | 0.842 (3) |
| O1_6 | 0.365 (4) | 0.3351 (19) | 0.1717 (11) | 0.0405 (9) | 0.158 (3) |
| C1_6 | 0.3909 (15) | 0.2976 (8) | 0.1220 (8) | 0.0418 (9) | 0.158 (3) |
| C2_6 | 0.4360 (18) | 0.3424 (9) | 0.0854 (8) | 0.057 (4) | 0.158 (3) |
| F1_6 | 0.3588 (19) | 0.3859 (8) | 0.0899 (7) | 0.0594 (9) | 0.158 (3) |
| F2_6 | 0.423 (2) | 0.3098 (11) | 0.0317 (7) | 0.0702 (12) | 0.158 (3) |
| F3_6 | 0.5563 (16) | 0.3741 (8) | 0.1017 (8) | 0.071 (4) | 0.158 (3) |
| C3_6 | 0.5003 (16) | 0.2601 (8) | 0.1281 (7) | 0.049 (4) | 0.158 (3) |
| F4_6 | 0.459 (2) | 0.2096 (7) | 0.1467 (7) | 0.0631 (9) | 0.158 (3) |
| F5_6 | 0.592 (2) | 0.2988 (12) | 0.1659 (10) | 0.071 (7) | 0.158 (3) |
| F6_6 | 0.548 (2) | 0.2374 (12) | 0.0797 (8) | 0.072 (6) | 0.158 (3) |
| C4_6 | 0.2688 (17) | 0.2473 (9) | 0.0935 (7) | 0.057 (5) | 0.158 (3) |
| F7_6 | 0.211 (2) | 0.2201 (12) | 0.1293 (8) | 0.096 (8) | 0.158 (3) |
| F8_6 | 0.296 (2) | 0.2007 (10) | 0.0511 (8) | 0.0670 (10) | 0.158 (3) |
| F9_6 | 0.189 (2) | 0.2765 (12) | 0.0717 (10) | 0.110 (8) | 0.158 (3) |
| O1_7 | 0.2048 (3) | 0.39037 (16) | 0.24907 (13) | 0.0382 (7) | 0.855 (3) |
| C1_7 | 0.0870 (4) | 0.3970 (2) | 0.2309 (2) | 0.0431 (9) | 0.855 (3) |
| C2_7 | 0.0862 (6) | 0.3999 (3) | 0.1699 (3) | 0.0648 (16) | 0.855 (3) |
| F1_7 | 0.1934 (4) | 0.4362 (2) | 0.16227 (18) | 0.0782 (11) | 0.855 (3) |
| F2_7 | −0.0122 (4) | 0.4259 (2) | 0.15611 (17) | 0.0783 (11) | 0.855 (3) |
| F3_7 | 0.0784 (4) | 0.3406 (2) | 0.13374 (14) | 0.0774 (11) | 0.855 (3) |
| C3_7 | −0.0173 (5) | 0.3381 (3) | 0.2316 (3) | 0.0583 (13) | 0.855 (3) |
| F4_7 | −0.0451 (5) | 0.3419 (4) | 0.2834 (2) | 0.0829 (16) | 0.855 (3) |
| F5_7 | 0.0231 (3) | 0.28246 (15) | 0.21197 (18) | 0.0748 (11) | 0.855 (3) |
| F6_7 | −0.1279 (3) | 0.33514 (18) | 0.20280 (18) | 0.0730 (11) | 0.855 (3) |
| C4_7 | 0.0537 (5) | 0.4612 (3) | 0.2681 (3) | 0.0627 (15) | 0.855 (3) |
| F7_7 | 0.0823 (4) | 0.4670 (2) | 0.32076 (15) | 0.0765 (11) | 0.855 (3) |
| F8_7 | −0.0704 (3) | 0.46481 (19) | 0.2626 (2) | 0.0799 (12) | 0.855 (3) |
| F9_7 | 0.1226 (3) | 0.51297 (15) | 0.2570 (2) | 0.0813 (13) | 0.855 (3) |
| O1_8 | 0.1673 (17) | 0.3612 (9) | 0.2417 (8) | 0.0382 (7) | 0.145 (3) |
| C1_8 | 0.0760 (15) | 0.3980 (7) | 0.2412 (6) | 0.0431 (9) | 0.145 (3) |
| C2_8 | 0.0794 (18) | 0.4485 (9) | 0.2990 (7) | 0.070 (4) | 0.145 (3) |
| F1_8 | −0.028 (2) | 0.4730 (11) | 0.3060 (10) | 0.081 (6) | 0.145 (3) |
| F2_8 | 0.180 (2) | 0.4973 (10) | 0.3063 (9) | 0.092 (7) | 0.145 (3) |
| F3_8 | 0.091 (2) | 0.4217 (10) | 0.3397 (7) | 0.0765 (11) | 0.145 (3) |
| C3_8 | 0.0996 (17) | 0.4354 (9) | 0.1976 (8) | 0.0648 (16) | 0.145 (3) |
| F4_8 | 0.074 (3) | 0.3946 (11) | 0.1468 (7) | 0.074 (7) | 0.145 (3) |
| F5_8 | 0.2232 (16) | 0.4617 (12) | 0.1998 (10) | 0.0782 (11) | 0.145 (3) |
| F6_8 | 0.034 (2) | 0.4833 (11) | 0.2031 (11) | 0.088 (7) | 0.145 (3) |
| C4_8 | −0.0594 (15) | 0.3534 (8) | 0.2280 (8) | 0.0583 (13) | 0.145 (3) |
| F7_8 | −0.059 (2) | 0.3007 (9) | 0.1857 (8) | 0.086 (6) | 0.145 (3) |
| F8_8 | −0.1459 (15) | 0.3860 (9) | 0.2146 (9) | 0.0730 (11) | 0.145 (3) |
| F9_8 | −0.094 (2) | 0.3366 (14) | 0.2727 (10) | 0.073 (7) | 0.145 (3) |
| O1_9 | 0.2095 (4) | 0.8364 (2) | 0.25548 (17) | 0.0478 (10) | 0.753 (6) |
| C1_9 | 0.0991 (6) | 0.8608 (3) | 0.2613 (3) | 0.0444 (10) | 0.753 (6) |
| C2_9 | 0.0699 (7) | 0.8769 (4) | 0.3230 (3) | 0.0508 (11) | 0.753 (6) |
| F1_9 | 0.1754 (6) | 0.9090 (4) | 0.3550 (3) | 0.074 (2) | 0.753 (6) |
| F2_9 | −0.0198 (5) | 0.9140 (4) | 0.3344 (3) | 0.0668 (19) | 0.753 (6) |
| F3_9 | 0.0302 (14) | 0.8222 (4) | 0.3372 (5) | 0.0654 (14) | 0.753 (6) |
| C3_9 | −0.0098 (6) | 0.8059 (3) | 0.2259 (3) | 0.0516 (15) | 0.753 (6) |
| F4_9 | −0.0053 (7) | 0.8009 (5) | 0.1723 (3) | 0.0649 (18) | 0.753 (6) |
| F5_9 | 0.0028 (5) | 0.74784 (18) | 0.23086 (17) | 0.0589 (10) | 0.753 (6) |
| F6_9 | −0.1269 (5) | 0.8164 (3) | 0.2402 (3) | 0.0727 (17) | 0.753 (6) |
| C4_9 | 0.1067 (7) | 0.9227 (3) | 0.2427 (3) | 0.0640 (16) | 0.753 (6) |
| F7_9 | 0.1700 (7) | 0.9159 (3) | 0.1971 (3) | 0.0811 (17) | 0.753 (6) |
| F8_9 | −0.0095 (6) | 0.9347 (4) | 0.2314 (4) | 0.0801 (19) | 0.753 (6) |
| F9_9 | 0.1727 (6) | 0.9748 (2) | 0.2818 (2) | 0.0842 (15) | 0.753 (6) |
| O1_10 | 0.2299 (10) | 0.8769 (7) | 0.2690 (5) | 0.0478 (10) | 0.247 (6) |
| C1_10 | 0.1005 (14) | 0.8734 (7) | 0.2654 (6) | 0.0444 (10) | 0.247 (6) |
| C2_10 | 0.0651 (16) | 0.9295 (7) | 0.2444 (7) | 0.0640 (16) | 0.247 (6) |
| F1_10 | 0.0958 (14) | 0.9865 (5) | 0.2841 (5) | 0.064 (3) | 0.247 (6) |
| F2_10 | −0.0600 (14) | 0.9206 (11) | 0.2297 (9) | 0.064 (4) | 0.247 (6) |
| F3_10 | 0.1279 (19) | 0.9335 (12) | 0.2003 (8) | 0.089 (6) | 0.247 (6) |
| C3_10 | 0.0304 (16) | 0.8075 (7) | 0.2246 (7) | 0.0516 (15) | 0.247 (6) |
| F4_10 | 0.0821 (14) | 0.7581 (5) | 0.2315 (5) | 0.052 (3) | 0.247 (6) |
| F5_10 | 0.043 (2) | 0.8086 (14) | 0.1726 (7) | 0.071 (6) | 0.247 (6) |
| F6_10 | −0.0950 (14) | 0.7950 (8) | 0.2324 (7) | 0.055 (4) | 0.247 (6) |
| C4_10 | 0.0523 (18) | 0.8786 (10) | 0.3236 (7) | 0.0508 (11) | 0.247 (6) |
| F7_10 | 0.044 (4) | 0.8207 (13) | 0.3333 (17) | 0.0654 (14) | 0.247 (6) |
| F8_10 | −0.0620 (15) | 0.8962 (11) | 0.3290 (7) | 0.056 (5) | 0.247 (6) |
| F9_10 | 0.1341 (15) | 0.9214 (9) | 0.3631 (6) | 0.054 (4) | 0.247 (6) |
| O1_11 | 0.3069 (4) | 0.2741 (2) | 0.24877 (17) | 0.0419 (8) | 0.925 (2) |
| C1_11 | 0.3061 (4) | 0.2383 (2) | 0.28453 (18) | 0.0431 (9) | 0.925 (2) |
| C2_11 | 0.2029 (5) | 0.1743 (2) | 0.2607 (2) | 0.0526 (11) | 0.925 (2) |
| F1_11 | 0.0848 (3) | 0.18587 (18) | 0.27116 (16) | 0.0742 (9) | 0.925 (2) |
| F2_11 | 0.2232 (4) | 0.12799 (15) | 0.28491 (15) | 0.0711 (9) | 0.925 (2) |
| F3_11 | 0.2067 (3) | 0.14881 (13) | 0.20762 (12) | 0.0539 (7) | 0.925 (2) |
| C3_11 | 0.4400 (5) | 0.2193 (2) | 0.28939 (19) | 0.0541 (11) | 0.925 (2) |
| F4_11 | 0.5345 (3) | 0.27126 (14) | 0.29432 (13) | 0.0598 (8) | 0.925 (2) |
| F5_11 | 0.4602 (4) | 0.1742 (2) | 0.2439 (2) | 0.0584 (12) | 0.925 (2) |
| F6_11 | 0.4587 (3) | 0.19788 (17) | 0.33226 (13) | 0.0684 (9) | 0.925 (2) |
| C4_11 | 0.2673 (5) | 0.2762 (2) | 0.34200 (18) | 0.0540 (11) | 0.925 (2) |
| F7_11 | 0.3735 (4) | 0.32049 (16) | 0.36976 (12) | 0.0743 (10) | 0.925 (2) |
| F8_11 | 0.2312 (4) | 0.2379 (2) | 0.37334 (15) | 0.0617 (9) | 0.925 (2) |
| F9_11 | 0.1762 (4) | 0.30868 (18) | 0.33791 (13) | 0.0754 (11) | 0.925 (2) |
| O1_12 | 0.319 (5) | 0.268 (2) | 0.2449 (18) | 0.0419 (8) | 0.075 (2) |
| C1_12 | 0.289 (2) | 0.2325 (11) | 0.2797 (10) | 0.0431 (9) | 0.075 (2) |
| C2_12 | 0.141 (2) | 0.2099 (12) | 0.2777 (10) | 0.0526 (11) | 0.075 (2) |
| F1_12 | 0.096 (4) | 0.2527 (16) | 0.3180 (13) | 0.081 (9) | 0.075 (2) |
| F2_12 | 0.114 (3) | 0.1489 (11) | 0.2820 (12) | 0.045 (6) | 0.075 (2) |
| F3_12 | 0.087 (3) | 0.2072 (14) | 0.2284 (10) | 0.0539 (7) | 0.075 (2) |
| C3_12 | 0.343 (3) | 0.1675 (13) | 0.2633 (10) | 0.0541 (11) | 0.075 (2) |
| F4_12 | 0.459 (4) | 0.177 (3) | 0.245 (2) | 0.065 (13) | 0.075 (2) |
| F5_12 | 0.264 (5) | 0.1237 (18) | 0.2238 (16) | 0.120 (15) | 0.075 (2) |
| F6_12 | 0.355 (4) | 0.1480 (17) | 0.3086 (13) | 0.0684 (9) | 0.075 (2) |
| C4_12 | 0.346 (3) | 0.2693 (12) | 0.3397 (10) | 0.0540 (11) | 0.075 (2) |
| F7_12 | 0.468 (2) | 0.2580 (18) | 0.3418 (13) | 0.065 (7) | 0.075 (2) |
| F8_12 | 0.285 (4) | 0.243 (2) | 0.3763 (16) | 0.074 (11) | 0.075 (2) |
| F9_12 | 0.331 (5) | 0.3315 (13) | 0.3550 (15) | 0.0743 (10) | 0.075 (2) |
| O1_13 | 0.4552 (4) | 0.91819 (16) | 0.29258 (13) | 0.0663 (10) | |
| C1_13 | 0.5454 (4) | 0.97273 (17) | 0.30319 (15) | 0.0421 (9) | |
| C2_13 | 0.5012 (5) | 1.0257 (2) | 0.3510 (2) | 0.0625 (12) | |
| F1_13 | 0.4087 (4) | 1.0500 (2) | 0.3324 (2) | 0.1161 (15) | |
| F2_13 | 0.5991 (4) | 1.07567 (14) | 0.37410 (13) | 0.0802 (10) | |
| F3_13 | 0.4593 (3) | 1.00136 (19) | 0.39095 (13) | 0.0839 (10) | |
| C3_13 | 0.6751 (5) | 0.9605 (3) | 0.3224 (2) | 0.0851 (18) | |
| F4_13 | 0.6932 (5) | 0.9019 (2) | 0.2904 (2) | 0.135 (2) | |
| F5_13 | 0.6776 (4) | 0.95838 (19) | 0.37370 (15) | 0.1031 (14) | |
| F6_13 | 0.7717 (4) | 1.0067 (3) | 0.3194 (2) | 0.137 (2) | |
| C4_13 | 0.5574 (6) | 0.9970 (2) | 0.2519 (2) | 0.0780 (16) | |
| F7_13 | 0.6276 (4) | 0.9631 (2) | 0.21572 (14) | 0.1135 (16) | |
| F8_13 | 0.6083 (6) | 1.06036 (17) | 0.26467 (15) | 0.1253 (19) | |
| F9_13 | 0.4429 (5) | 0.98865 (19) | 0.22557 (15) | 0.1091 (15) | |
| O1_20 | 0.0911 (3) | 0.18535 (13) | 0.48740 (11) | 0.0420 (6) | |
| C1_20 | 0.1602 (4) | 0.13777 (18) | 0.48589 (15) | 0.0402 (8) | |
| C2_20 | 0.3056 (4) | 0.1666 (2) | 0.48800 (18) | 0.0534 (10) | |
| F1_20 | 0.3367 (3) | 0.17476 (19) | 0.43980 (13) | 0.0771 (9) | |
| F2_20 | 0.3807 (3) | 0.12744 (17) | 0.49988 (13) | 0.0703 (8) | |
| F3_20 | 0.3353 (3) | 0.22361 (15) | 0.52596 (14) | 0.0724 (8) | |
| C3_20 | 0.1346 (4) | 0.1119 (2) | 0.53654 (18) | 0.0513 (10) | |
| F4_20 | 0.0089 (3) | 0.09857 (16) | 0.54171 (12) | 0.0649 (7) | |
| F5_20 | 0.1878 (3) | 0.15631 (16) | 0.58288 (11) | 0.0667 (8) | |
| F6_20 | 0.1794 (3) | 0.05664 (16) | 0.53240 (14) | 0.0741 (9) | |
| C4_20 | 0.1190 (5) | 0.0809 (2) | 0.43202 (18) | 0.0571 (11) | |
| F7_20 | 0.0022 (3) | 0.04792 (14) | 0.43341 (13) | 0.0765 (9) | |
| F8_20 | 0.2000 (4) | 0.03895 (16) | 0.42263 (14) | 0.0868 (11) | |
| F9_20 | 0.1152 (3) | 0.10347 (15) | 0.38865 (11) | 0.0703 (8) | |
| O1_14 | 0.4146 (4) | 0.78006 (14) | 0.26815 (12) | 0.0574 (8) | |
| C1_14 | 0.4204 (4) | 0.74872 (18) | 0.30648 (15) | 0.0432 (9) | |
| C2_14 | 0.2980 (5) | 0.6961 (2) | 0.30012 (19) | 0.0560 (11) | |
| F1_14 | 0.2017 (3) | 0.72441 (17) | 0.32346 (14) | 0.0775 (9) | |
| F2_14 | 0.3140 (4) | 0.65073 (15) | 0.32373 (15) | 0.0873 (11) | |
| F3_14 | 0.2586 (3) | 0.66657 (15) | 0.24728 (13) | 0.0769 (9) | |
| C3_14 | 0.5374 (5) | 0.7139 (3) | 0.29604 (19) | 0.0658 (13) | |
| F4_14 | 0.6396 (3) | 0.7514 (2) | 0.28722 (16) | 0.1036 (13) | |
| F5_14 | 0.5119 (3) | 0.66080 (16) | 0.25173 (12) | 0.0740 (9) | |
| F6_14 | 0.5709 (4) | 0.6934 (2) | 0.33915 (14) | 0.0997 (13) | |
| C4_14 | 0.4361 (5) | 0.7967 (2) | 0.36586 (17) | 0.0537 (11) | |
| F7_14 | 0.5550 (3) | 0.83125 (18) | 0.37756 (12) | 0.0845 (11) | |
| F8_14 | 0.4122 (3) | 0.76666 (15) | 0.40469 (10) | 0.0647 (7) | |
| F9_14 | 0.3562 (3) | 0.83872 (13) | 0.37044 (11) | 0.0630 (7) | |
| O1_15 | 0.4613 (3) | 0.39752 (15) | 0.27912 (13) | 0.0392 (7) | 0.889 (3) |
| C1_15 | 0.5258 (4) | 0.4588 (2) | 0.30495 (18) | 0.0393 (8) | 0.889 (3) |
| C2_15 | 0.4367 (5) | 0.4996 (2) | 0.3429 (2) | 0.0521 (11) | 0.889 (3) |
| F1_15 | 0.3613 (3) | 0.52320 (14) | 0.31417 (13) | 0.0561 (8) | 0.889 (3) |
| F2_15 | 0.5037 (3) | 0.55049 (16) | 0.38273 (14) | 0.0717 (10) | 0.889 (3) |
| F3_15 | 0.3606 (4) | 0.46267 (18) | 0.36747 (13) | 0.0633 (8) | 0.889 (3) |
| C3_15 | 0.6396 (5) | 0.4516 (2) | 0.3418 (2) | 0.0507 (11) | 0.889 (3) |
| F4_15 | 0.6985 (3) | 0.40410 (16) | 0.31485 (14) | 0.0572 (8) | 0.889 (3) |
| F5_15 | 0.5962 (4) | 0.4367 (2) | 0.38689 (14) | 0.0654 (10) | 0.889 (3) |
| F6_15 | 0.7270 (3) | 0.50649 (15) | 0.35952 (14) | 0.0635 (9) | 0.889 (3) |
| C4_15 | 0.5774 (5) | 0.4934 (2) | 0.2625 (2) | 0.0471 (11) | 0.889 (3) |
| F7_15 | 0.6764 (3) | 0.4694 (2) | 0.23909 (15) | 0.0610 (8) | 0.889 (3) |
| F8_15 | 0.6152 (4) | 0.55797 (16) | 0.28560 (16) | 0.0656 (10) | 0.889 (3) |
| F9_15 | 0.4859 (5) | 0.4846 (3) | 0.2222 (2) | 0.0539 (12) | 0.889 (3) |
| O1_16 | 0.4142 (19) | 0.4141 (11) | 0.2826 (10) | 0.0392 (7) | 0.111 (3) |
| C1_16 | 0.5307 (17) | 0.4526 (8) | 0.3012 (7) | 0.0393 (8) | 0.111 (3) |
| C2_16 | 0.589 (2) | 0.4785 (11) | 0.2546 (8) | 0.0471 (11) | 0.111 (3) |
| F1_16 | 0.640 (2) | 0.4336 (13) | 0.2186 (10) | 0.061 (6) | 0.111 (3) |
| F2_16 | 0.682 (3) | 0.5304 (11) | 0.2749 (10) | 0.067 (7) | 0.111 (3) |
| F3_16 | 0.500 (4) | 0.497 (2) | 0.2275 (17) | 0.060 (10) | 0.111 (3) |
| C3_16 | 0.5135 (19) | 0.5115 (9) | 0.3508 (7) | 0.0521 (11) | 0.111 (3) |
| F4_16 | 0.441 (2) | 0.4903 (11) | 0.3863 (8) | 0.056 (5) | 0.111 (3) |
| F5_16 | 0.457 (2) | 0.5532 (9) | 0.3334 (10) | 0.066 (6) | 0.111 (3) |
| F6_16 | 0.624 (2) | 0.5453 (13) | 0.3789 (9) | 0.084 (9) | 0.111 (3) |
| C4_16 | 0.6214 (18) | 0.4125 (9) | 0.3203 (8) | 0.0507 (11) | 0.111 (3) |
| F7_16 | 0.585 (2) | 0.4015 (15) | 0.3670 (9) | 0.059 (6) | 0.111 (3) |
| F8_16 | 0.7443 (17) | 0.4418 (13) | 0.3276 (10) | 0.061 (6) | 0.111 (3) |
| F9_16 | 0.615 (2) | 0.3546 (9) | 0.2830 (9) | 0.058 (6) | 0.111 (3) |
| O1_17 | 0.4074 (4) | 0.83710 (15) | 0.18350 (12) | 0.0578 (9) | |
| C1_17 | 0.4200 (4) | 0.79599 (18) | 0.13319 (15) | 0.0455 (9) | |
| C2_17 | 0.2999 (4) | 0.7415 (2) | 0.11231 (17) | 0.0500 (10) | |
| F1_17 | 0.2589 (3) | 0.71744 (15) | 0.15286 (11) | 0.0614 (7) | |
| F2_17 | 0.3213 (3) | 0.69159 (13) | 0.07043 (10) | 0.0595 (7) | |
| F3_17 | 0.2031 (3) | 0.76530 (19) | 0.09499 (13) | 0.0762 (9) | |
| C3_17 | 0.4399 (6) | 0.8372 (2) | 0.09210 (17) | 0.0627 (13) | |
| F4_17 | 0.5598 (4) | 0.87170 (15) | 0.09996 (12) | 0.0864 (11) | |
| F5_17 | 0.3609 (4) | 0.87867 (16) | 0.09903 (12) | 0.0902 (12) | |
| F6_17 | 0.4226 (3) | 0.80001 (13) | 0.03915 (10) | 0.0638 (8) | |
| C4_17 | 0.5388 (4) | 0.7637 (2) | 0.13631 (17) | 0.0535 (10) | |
| F7_17 | 0.6367 (3) | 0.80534 (17) | 0.16750 (13) | 0.0770 (9) | |
| F8_17 | 0.5803 (3) | 0.73920 (15) | 0.08622 (11) | 0.0646 (7) | |
| F9_17 | 0.5127 (3) | 0.71396 (13) | 0.15780 (11) | 0.0566 (6) | |
| O1_18 | −0.1181 (3) | 0.53605 (18) | 0.04762 (16) | 0.0387 (7) | 0.934 (4) |
| C1_18 | −0.2005 (4) | 0.5669 (2) | 0.08087 (17) | 0.0408 (8) | 0.934 (4) |
| C2_18 | −0.3344 (4) | 0.5533 (2) | 0.04792 (19) | 0.0485 (10) | 0.934 (4) |
| F1_18 | −0.3199 (4) | 0.5608 (2) | −0.00215 (13) | 0.0608 (10) | 0.934 (4) |
| F2_18 | −0.4127 (3) | 0.59257 (17) | 0.07259 (13) | 0.0601 (8) | 0.934 (4) |
| F3_18 | −0.3924 (3) | 0.49176 (15) | 0.04025 (16) | 0.0684 (9) | 0.934 (4) |
| C3_18 | −0.2163 (5) | 0.5408 (3) | 0.1315 (2) | 0.0588 (12) | 0.934 (4) |
| F4_18 | −0.1129 (4) | 0.5641 (2) | 0.16735 (14) | 0.0828 (12) | 0.934 (4) |
| F5_18 | −0.2319 (4) | 0.47516 (19) | 0.11606 (18) | 0.0694 (10) | 0.934 (4) |
| F6_18 | −0.3188 (5) | 0.5575 (3) | 0.15883 (18) | 0.0810 (14) | 0.934 (4) |
| C4_18 | −0.1479 (5) | 0.6420 (2) | 0.0998 (2) | 0.0558 (12) | 0.934 (4) |
| F7_18 | −0.0237 (4) | 0.6526 (2) | 0.1162 (2) | 0.0775 (14) | 0.934 (4) |
| F8_18 | −0.2088 (3) | 0.67357 (17) | 0.14187 (16) | 0.0738 (11) | 0.934 (4) |
| F9_18 | −0.1614 (4) | 0.66726 (16) | 0.05871 (18) | 0.0742 (11) | 0.934 (4) |
| O1_19 | −0.102 (4) | 0.544 (2) | 0.0490 (18) | 0.0387 (7) | 0.066 (4) |
| C1_19 | −0.189 (2) | 0.5684 (12) | 0.0824 (10) | 0.0408 (8) | 0.066 (4) |
| C2_19 | −0.279 (3) | 0.5978 (15) | 0.0508 (12) | 0.0485 (10) | 0.066 (4) |
| F1_19 | −0.211 (4) | 0.647 (2) | 0.037 (2) | 0.076 (10) | 0.066 (4) |
| F2_19 | −0.368 (3) | 0.622 (2) | 0.0821 (17) | 0.0601 (8) | 0.066 (4) |
| F3_19 | −0.336 (6) | 0.554 (2) | 0.0049 (17) | 0.0608 (10) | 0.066 (4) |
| C3_19 | −0.268 (3) | 0.5132 (14) | 0.1018 (13) | 0.0588 (12) | 0.066 (4) |
| F4_19 | −0.187 (5) | 0.485 (3) | 0.123 (3) | 0.0694 (10) | 0.066 (4) |
| F5_19 | −0.343 (5) | 0.470 (2) | 0.0603 (17) | 0.090 (12) | 0.066 (4) |
| F6_19 | −0.344 (5) | 0.537 (2) | 0.1407 (18) | 0.065 (11) | 0.066 (4) |
| C4_19 | −0.115 (3) | 0.6222 (14) | 0.1329 (12) | 0.0558 (12) | 0.066 (4) |
| F7_19 | −0.037 (5) | 0.596 (2) | 0.1593 (15) | 0.083 (11) | 0.066 (4) |
| F8_19 | −0.193 (4) | 0.649 (2) | 0.1687 (17) | 0.086 (12) | 0.066 (4) |
| F9_19 | −0.043 (5) | 0.669 (2) | 0.116 (2) | 0.079 (13) | 0.066 (4) |
| U11 | U22 | U33 | U12 | U13 | U23 | |
| Ti1 | 0.0620 (7) | 0.0407 (5) | 0.0452 (6) | −0.0110 (5) | −0.0106 (5) | 0.0176 (5) |
| Al1 | 0.0343 (6) | 0.0354 (5) | 0.0290 (5) | −0.0030 (4) | −0.0002 (4) | 0.0058 (4) |
| N1 | 0.0434 (19) | 0.0413 (17) | 0.0391 (17) | 0.0065 (15) | −0.0009 (14) | 0.0154 (14) |
| C1 | 0.042 (2) | 0.046 (2) | 0.0349 (19) | 0.0114 (18) | −0.0006 (16) | 0.0109 (16) |
| Ti2 | 0.0340 (5) | 0.0334 (4) | 0.0318 (4) | −0.0020 (4) | −0.0025 (4) | 0.0094 (4) |
| Al2 | 0.0331 (6) | 0.0351 (5) | 0.0297 (5) | 0.0019 (4) | −0.0006 (4) | 0.0112 (4) |
| N2 | 0.0414 (18) | 0.0439 (17) | 0.0407 (18) | 0.0055 (14) | 0.0006 (15) | 0.0161 (14) |
| C2 | 0.047 (2) | 0.045 (2) | 0.053 (2) | 0.0002 (18) | 0.001 (2) | 0.0147 (19) |
| C7 | 0.041 (2) | 0.047 (2) | 0.044 (2) | 0.0004 (17) | 0.0057 (18) | 0.0121 (18) |
| N4 | 0.0457 (19) | 0.0411 (17) | 0.0411 (18) | 0.0043 (14) | 0.0004 (15) | 0.0118 (14) |
| C4 | 0.054 (3) | 0.083 (3) | 0.043 (2) | −0.017 (3) | −0.009 (2) | 0.011 (2) |
| Ti3 | 0.0394 (4) | 0.0353 (3) | 0.0372 (3) | 0.0068 (3) | 0.0007 (3) | 0.0116 (3) |
| N3 | 0.0374 (18) | 0.0450 (18) | 0.0447 (18) | 0.0063 (15) | 0.0021 (14) | 0.0142 (15) |
| C3 | 0.037 (2) | 0.050 (2) | 0.046 (2) | −0.0050 (17) | −0.0010 (18) | 0.0177 (19) |
| N5 | 0.069 (3) | 0.0428 (19) | 0.053 (2) | −0.0083 (18) | −0.010 (2) | 0.0167 (17) |
| C5 | 0.039 (2) | 0.044 (2) | 0.0367 (19) | 0.0075 (18) | −0.0003 (16) | 0.0105 (16) |
| N6 | 0.070 (3) | 0.0431 (19) | 0.050 (2) | −0.0095 (18) | −0.0057 (19) | 0.0195 (16) |
| C6 | 0.052 (3) | 0.043 (2) | 0.047 (2) | −0.0021 (18) | −0.0023 (19) | 0.0109 (18) |
| N7 | 0.0416 (18) | 0.0404 (17) | 0.0371 (16) | −0.0008 (14) | 0.0005 (14) | 0.0132 (13) |
| N8 | 0.0417 (18) | 0.0375 (16) | 0.0353 (16) | −0.0013 (13) | −0.0029 (14) | 0.0089 (13) |
| C8 | 0.056 (3) | 0.075 (3) | 0.043 (2) | −0.009 (2) | −0.004 (2) | 0.016 (2) |
| C9 | 0.068 (3) | 0.035 (2) | 0.050 (2) | −0.0034 (19) | −0.009 (2) | 0.0104 (18) |
| C10 | 0.074 (3) | 0.053 (3) | 0.060 (3) | 0.011 (2) | −0.016 (3) | 0.006 (2) |
| C11 | 0.059 (3) | 0.048 (2) | 0.052 (2) | −0.008 (2) | −0.006 (2) | 0.022 (2) |
| C12 | 0.088 (4) | 0.068 (3) | 0.090 (4) | −0.016 (3) | −0.008 (3) | 0.053 (3) |
| C13 | 0.050 (2) | 0.043 (2) | 0.039 (2) | −0.0040 (18) | −0.0010 (18) | 0.0118 (17) |
| C14 | 0.096 (4) | 0.061 (3) | 0.063 (3) | −0.020 (3) | 0.001 (3) | 0.033 (3) |
| C15 | 0.042 (2) | 0.0370 (18) | 0.0357 (19) | 0.0018 (16) | −0.0011 (17) | 0.0094 (15) |
| C16 | 0.044 (2) | 0.051 (2) | 0.045 (2) | −0.0025 (19) | −0.0123 (19) | 0.0102 (18) |
| O1_1 | 0.064 (3) | 0.046 (3) | 0.052 (2) | −0.0059 (17) | −0.006 (2) | 0.0177 (18) |
| C1_1 | 0.060 (3) | 0.056 (3) | 0.059 (3) | −0.005 (2) | −0.002 (2) | 0.023 (2) |
| C2_1 | 0.060 (6) | 0.094 (7) | 0.084 (7) | 0.018 (4) | −0.030 (5) | −0.011 (5) |
| F1_1 | 0.136 (9) | 0.222 (14) | 0.092 (6) | 0.092 (9) | −0.073 (6) | −0.038 (6) |
| F2_1 | 0.062 (4) | 0.064 (4) | 0.147 (7) | 0.000 (3) | −0.025 (4) | −0.030 (4) |
| F3_1 | 0.067 (5) | 0.056 (4) | 0.204 (10) | −0.020 (3) | −0.009 (5) | 0.012 (5) |
| C3_1 | 0.065 (5) | 0.072 (5) | 0.052 (5) | −0.003 (4) | −0.013 (4) | 0.009 (4) |
| F4_1 | 0.048 (4) | 0.113 (6) | 0.103 (7) | −0.008 (4) | −0.024 (4) | −0.035 (5) |
| F5_1 | 0.144 (8) | 0.140 (7) | 0.126 (7) | 0.022 (6) | −0.004 (5) | 0.094 (6) |
| F6_1 | 0.097 (5) | 0.076 (4) | 0.077 (4) | 0.036 (4) | −0.011 (3) | 0.010 (3) |
| C4_1 | 0.114 (9) | 0.108 (8) | 0.124 (10) | 0.042 (6) | 0.054 (6) | 0.073 (7) |
| F7_1 | 0.206 (12) | 0.105 (6) | 0.180 (10) | −0.042 (7) | 0.061 (9) | 0.061 (6) |
| F8_1 | 0.109 (7) | 0.134 (8) | 0.121 (7) | 0.052 (6) | 0.054 (5) | 0.079 (6) |
| F9_1 | 0.207 (13) | 0.222 (14) | 0.189 (13) | 0.140 (11) | 0.103 (10) | 0.178 (12) |
| O1_2 | 0.064 (3) | 0.046 (3) | 0.052 (2) | −0.0059 (17) | −0.006 (2) | 0.0177 (18) |
| C1_2 | 0.060 (3) | 0.056 (3) | 0.059 (3) | −0.005 (2) | −0.002 (2) | 0.023 (2) |
| C2_2 | 0.143 (11) | 0.077 (7) | 0.042 (6) | 0.002 (8) | 0.007 (6) | 0.017 (5) |
| F1_2 | 0.141 (11) | 0.074 (5) | 0.104 (8) | −0.014 (6) | 0.073 (7) | 0.041 (5) |
| F2_2 | 0.276 (18) | 0.127 (10) | 0.084 (8) | 0.003 (13) | 0.088 (11) | −0.008 (7) |
| F3_2 | 0.212 (12) | 0.200 (16) | 0.118 (9) | −0.020 (11) | −0.095 (9) | 0.069 (10) |
| C3_2 | 0.094 (9) | 0.053 (6) | 0.179 (13) | 0.021 (7) | 0.062 (9) | 0.036 (7) |
| F4_2 | 0.204 (18) | 0.135 (12) | 0.33 (2) | 0.056 (12) | 0.098 (15) | 0.179 (15) |
| F5_2 | 0.103 (8) | 0.050 (5) | 0.168 (14) | −0.038 (5) | 0.036 (8) | −0.020 (6) |
| F6_2 | 0.166 (15) | 0.147 (16) | 0.28 (2) | 0.037 (13) | 0.114 (16) | −0.046 (14) |
| C4_2 | 0.060 (7) | 0.217 (13) | 0.084 (9) | −0.009 (9) | −0.001 (6) | 0.057 (10) |
| F7_2 | 0.153 (15) | 0.219 (17) | 0.084 (8) | 0.125 (13) | 0.003 (8) | 0.069 (11) |
| F8_2 | 0.046 (7) | 0.43 (3) | 0.182 (15) | −0.013 (12) | 0.022 (9) | −0.055 (18) |
| F9_2 | 0.168 (12) | 0.242 (12) | 0.126 (11) | −0.151 (10) | −0.063 (9) | 0.041 (10) |
| O1_3 | 0.064 (11) | 0.033 (7) | 0.038 (10) | 0.017 (7) | −0.004 (8) | 0.005 (5) |
| C1_3 | 0.051 (2) | 0.050 (2) | 0.044 (2) | 0.0201 (19) | 0.0067 (18) | 0.0222 (17) |
| C2_3 | 0.051 (7) | 0.046 (6) | 0.051 (5) | 0.017 (5) | −0.001 (5) | 0.021 (4) |
| F1_3 | 0.057 (4) | 0.054 (4) | 0.151 (10) | 0.002 (3) | −0.025 (5) | 0.035 (5) |
| F2_3 | 0.079 (12) | 0.063 (9) | 0.066 (10) | 0.021 (8) | −0.016 (8) | 0.032 (7) |
| F3_3 | 0.145 (12) | 0.070 (5) | 0.063 (5) | 0.039 (6) | 0.045 (6) | 0.031 (4) |
| C3_3 | 0.050 (6) | 0.106 (10) | 0.151 (9) | 0.019 (6) | 0.007 (7) | 0.094 (8) |
| F4_3 | 0.051 (6) | 0.166 (16) | 0.245 (18) | 0.012 (10) | 0.020 (14) | 0.161 (16) |
| F5_3 | 0.080 (6) | 0.089 (6) | 0.165 (8) | −0.030 (5) | −0.065 (6) | 0.063 (6) |
| F6_3 | 0.065 (11) | 0.150 (12) | 0.202 (18) | 0.057 (11) | 0.061 (12) | 0.130 (11) |
| C4_3 | 0.169 (11) | 0.076 (8) | 0.046 (6) | 0.081 (8) | 0.024 (6) | 0.024 (5) |
| F7_3 | 0.277 (18) | 0.153 (12) | 0.091 (9) | 0.127 (14) | 0.106 (12) | 0.073 (9) |
| F8_3 | 0.150 (12) | 0.058 (5) | 0.054 (8) | 0.046 (6) | −0.012 (8) | −0.001 (4) |
| F9_3 | 0.222 (12) | 0.071 (6) | 0.071 (7) | 0.057 (7) | −0.063 (8) | −0.002 (5) |
| O1_4 | 0.035 (5) | 0.046 (5) | 0.039 (7) | 0.005 (4) | 0.002 (5) | 0.020 (5) |
| C1_4 | 0.051 (2) | 0.050 (2) | 0.044 (2) | 0.0201 (19) | 0.0067 (18) | 0.0222 (17) |
| C2_4 | 0.087 (6) | 0.059 (5) | 0.052 (5) | 0.031 (4) | 0.011 (5) | 0.019 (4) |
| F1_4 | 0.129 (7) | 0.062 (4) | 0.039 (3) | 0.034 (4) | 0.005 (4) | 0.012 (2) |
| F2_4 | 0.201 (12) | 0.097 (8) | 0.076 (8) | 0.110 (9) | 0.043 (8) | 0.035 (7) |
| F3_4 | 0.094 (4) | 0.051 (3) | 0.102 (5) | −0.009 (3) | −0.021 (4) | 0.013 (3) |
| C3_4 | 0.056 (5) | 0.062 (5) | 0.054 (5) | 0.021 (4) | 0.005 (4) | 0.030 (4) |
| F4_4 | 0.132 (7) | 0.083 (4) | 0.039 (2) | 0.055 (4) | −0.009 (3) | 0.015 (2) |
| F5_4 | 0.062 (4) | 0.152 (9) | 0.105 (6) | 0.052 (5) | 0.043 (4) | 0.103 (7) |
| F6_4 | 0.052 (6) | 0.056 (6) | 0.062 (6) | 0.011 (5) | 0.007 (5) | 0.033 (4) |
| C4_4 | 0.046 (5) | 0.086 (6) | 0.105 (7) | 0.022 (4) | 0.002 (5) | 0.055 (5) |
| F7_4 | 0.063 (4) | 0.091 (4) | 0.149 (7) | −0.012 (3) | −0.049 (5) | 0.050 (5) |
| F8_4 | 0.050 (6) | 0.145 (8) | 0.172 (11) | 0.041 (6) | 0.027 (6) | 0.120 (8) |
| F9_4 | 0.064 (5) | 0.151 (9) | 0.151 (7) | 0.039 (6) | 0.043 (6) | 0.114 (7) |
| O1_5 | 0.049 (2) | 0.0414 (14) | 0.0321 (17) | 0.0098 (13) | 0.0037 (16) | 0.0123 (13) |
| C1_5 | 0.050 (2) | 0.0404 (19) | 0.0317 (17) | 0.0015 (17) | 0.0024 (17) | 0.0090 (15) |
| C2_5 | 0.054 (3) | 0.060 (3) | 0.051 (3) | 0.006 (3) | 0.011 (3) | 0.011 (3) |
| F1_5 | 0.053 (2) | 0.065 (2) | 0.083 (2) | −0.0066 (16) | 0.0128 (18) | 0.0160 (18) |
| F2_5 | 0.062 (3) | 0.066 (2) | 0.064 (2) | 0.015 (2) | 0.0213 (19) | 0.0139 (19) |
| F3_5 | 0.051 (2) | 0.086 (3) | 0.054 (2) | 0.0205 (19) | 0.0057 (18) | 0.0260 (19) |
| C3_5 | 0.063 (3) | 0.046 (3) | 0.045 (3) | 0.003 (2) | 0.007 (2) | 0.009 (2) |
| F4_5 | 0.054 (2) | 0.065 (2) | 0.082 (3) | −0.0099 (18) | 0.000 (2) | 0.011 (2) |
| F5_5 | 0.088 (3) | 0.0439 (16) | 0.0589 (19) | 0.0072 (17) | 0.0158 (18) | 0.0200 (14) |
| F6_5 | 0.082 (3) | 0.0547 (17) | 0.0483 (16) | 0.001 (2) | 0.006 (2) | −0.0029 (13) |
| C4_5 | 0.087 (4) | 0.046 (3) | 0.035 (3) | 0.010 (3) | 0.004 (2) | 0.012 (2) |
| F7_5 | 0.093 (3) | 0.076 (2) | 0.0494 (18) | 0.013 (2) | −0.0144 (18) | 0.0213 (17) |
| F8_5 | 0.106 (4) | 0.065 (2) | 0.0432 (16) | 0.018 (3) | 0.029 (2) | 0.0192 (15) |
| F9_5 | 0.089 (3) | 0.0453 (16) | 0.0451 (16) | 0.0027 (17) | 0.0140 (18) | 0.0196 (13) |
| O1_6 | 0.049 (2) | 0.0414 (14) | 0.0321 (17) | 0.0098 (13) | 0.0037 (16) | 0.0123 (13) |
| C1_6 | 0.050 (2) | 0.0404 (19) | 0.0317 (17) | 0.0015 (17) | 0.0024 (17) | 0.0090 (15) |
| C2_6 | 0.082 (9) | 0.048 (10) | 0.043 (7) | 0.004 (6) | 0.020 (8) | 0.017 (6) |
| F1_6 | 0.089 (3) | 0.0453 (16) | 0.0451 (16) | 0.0027 (17) | 0.0140 (18) | 0.0196 (13) |
| F2_6 | 0.106 (4) | 0.065 (2) | 0.0432 (16) | 0.018 (3) | 0.029 (2) | 0.0192 (15) |
| F3_6 | 0.080 (8) | 0.042 (8) | 0.088 (11) | −0.009 (7) | 0.032 (8) | 0.025 (8) |
| C3_6 | 0.048 (9) | 0.043 (9) | 0.059 (10) | 0.006 (6) | 0.019 (7) | 0.022 (7) |
| F4_6 | 0.088 (3) | 0.0439 (16) | 0.0589 (19) | 0.0072 (17) | 0.0158 (18) | 0.0200 (14) |
| F5_6 | 0.043 (10) | 0.088 (13) | 0.076 (14) | 0.000 (8) | 0.008 (10) | 0.024 (12) |
| F6_6 | 0.101 (19) | 0.068 (15) | 0.066 (11) | 0.043 (13) | 0.042 (11) | 0.031 (9) |
| C4_6 | 0.048 (9) | 0.061 (10) | 0.045 (9) | −0.006 (6) | 0.004 (7) | −0.003 (6) |
| F7_6 | 0.081 (15) | 0.108 (16) | 0.064 (11) | −0.055 (11) | 0.003 (10) | 0.012 (10) |
| F8_6 | 0.082 (3) | 0.0547 (17) | 0.0483 (16) | 0.001 (2) | 0.006 (2) | −0.0029 (13) |
| F9_6 | 0.081 (14) | 0.140 (19) | 0.096 (16) | 0.028 (13) | −0.031 (12) | 0.015 (13) |
| O1_7 | 0.0300 (16) | 0.0382 (17) | 0.0420 (16) | −0.0018 (13) | −0.0027 (13) | 0.0102 (15) |
| C1_7 | 0.0284 (19) | 0.0427 (19) | 0.055 (2) | 0.0030 (15) | −0.0041 (18) | 0.0121 (18) |
| C2_7 | 0.050 (3) | 0.084 (4) | 0.072 (4) | 0.018 (3) | −0.007 (3) | 0.038 (3) |
| F1_7 | 0.063 (2) | 0.106 (3) | 0.088 (3) | 0.014 (2) | 0.008 (2) | 0.064 (3) |
| F2_7 | 0.062 (2) | 0.097 (3) | 0.088 (3) | 0.024 (2) | −0.0157 (19) | 0.042 (2) |
| F3_7 | 0.067 (2) | 0.104 (3) | 0.0538 (19) | 0.028 (2) | −0.0138 (17) | 0.0061 (19) |
| C3_7 | 0.033 (3) | 0.057 (3) | 0.082 (3) | −0.002 (2) | −0.005 (2) | 0.022 (2) |
| F4_7 | 0.049 (3) | 0.107 (4) | 0.107 (3) | 0.002 (3) | 0.021 (2) | 0.060 (3) |
| F5_7 | 0.053 (2) | 0.0420 (16) | 0.115 (3) | −0.0047 (14) | −0.021 (2) | 0.0106 (17) |
| F6_7 | 0.0347 (16) | 0.061 (2) | 0.113 (3) | −0.0067 (14) | −0.0219 (17) | 0.020 (2) |
| C4_7 | 0.038 (3) | 0.059 (3) | 0.080 (4) | 0.011 (2) | −0.012 (3) | 0.003 (3) |
| F7_7 | 0.058 (2) | 0.085 (3) | 0.067 (2) | 0.020 (2) | −0.0007 (18) | −0.0105 (19) |
| F8_7 | 0.0398 (17) | 0.077 (2) | 0.106 (3) | 0.0204 (16) | −0.0105 (19) | −0.004 (2) |
| F9_7 | 0.053 (2) | 0.0419 (16) | 0.139 (4) | 0.0026 (14) | −0.024 (2) | 0.0169 (19) |
| O1_8 | 0.0300 (16) | 0.0382 (17) | 0.0420 (16) | −0.0018 (13) | −0.0027 (13) | 0.0102 (15) |
| C1_8 | 0.0284 (19) | 0.0427 (19) | 0.055 (2) | 0.0030 (15) | −0.0041 (18) | 0.0121 (18) |
| C2_8 | 0.058 (11) | 0.065 (10) | 0.069 (8) | 0.011 (7) | 0.010 (9) | −0.008 (6) |
| F1_8 | 0.084 (12) | 0.075 (13) | 0.099 (17) | 0.034 (11) | 0.050 (13) | 0.035 (12) |
| F2_8 | 0.090 (13) | 0.078 (12) | 0.065 (13) | −0.022 (11) | 0.002 (11) | −0.026 (8) |
| F3_8 | 0.058 (2) | 0.085 (3) | 0.067 (2) | 0.020 (2) | −0.0007 (18) | −0.0105 (19) |
| C3_8 | 0.050 (3) | 0.084 (4) | 0.072 (4) | 0.018 (3) | −0.007 (3) | 0.038 (3) |
| F4_8 | 0.099 (18) | 0.079 (11) | 0.056 (8) | 0.001 (10) | −0.017 (10) | 0.053 (7) |
| F5_8 | 0.063 (2) | 0.106 (3) | 0.088 (3) | 0.014 (2) | 0.008 (2) | 0.064 (3) |
| F6_8 | 0.088 (13) | 0.093 (13) | 0.131 (18) | 0.043 (12) | 0.040 (14) | 0.088 (12) |
| C4_8 | 0.033 (3) | 0.057 (3) | 0.082 (3) | −0.002 (2) | −0.005 (2) | 0.022 (2) |
| F7_8 | 0.098 (17) | 0.056 (9) | 0.081 (10) | −0.003 (9) | −0.042 (11) | −0.001 (8) |
| F8_8 | 0.0347 (16) | 0.061 (2) | 0.113 (3) | −0.0067 (14) | −0.0219 (17) | 0.020 (2) |
| F9_8 | 0.057 (17) | 0.063 (14) | 0.116 (13) | 0.025 (13) | 0.035 (13) | 0.045 (12) |
| O1_9 | 0.0330 (18) | 0.050 (2) | 0.051 (2) | 0.0015 (18) | −0.0008 (15) | 0.005 (2) |
| C1_9 | 0.034 (2) | 0.047 (3) | 0.044 (2) | 0.0038 (19) | −0.0021 (17) | 0.004 (2) |
| C2_9 | 0.043 (3) | 0.055 (2) | 0.046 (2) | 0.007 (2) | −0.0041 (19) | 0.0041 (18) |
| F1_9 | 0.055 (3) | 0.086 (3) | 0.056 (3) | 0.017 (3) | −0.015 (3) | −0.018 (2) |
| F2_9 | 0.055 (3) | 0.074 (4) | 0.061 (3) | 0.025 (3) | 0.003 (3) | −0.003 (2) |
| F3_9 | 0.081 (4) | 0.0658 (17) | 0.052 (2) | 0.0180 (18) | 0.010 (2) | 0.0182 (16) |
| C3_9 | 0.036 (4) | 0.061 (3) | 0.050 (2) | 0.002 (3) | −0.007 (3) | 0.009 (2) |
| F4_9 | 0.070 (5) | 0.075 (3) | 0.041 (2) | 0.009 (3) | −0.012 (2) | 0.008 (2) |
| F5_9 | 0.055 (3) | 0.051 (2) | 0.059 (2) | −0.0042 (19) | −0.004 (2) | 0.0047 (16) |
| F6_9 | 0.037 (2) | 0.086 (4) | 0.078 (3) | 0.008 (2) | −0.005 (2) | 0.001 (3) |
| C4_9 | 0.063 (4) | 0.062 (3) | 0.068 (3) | 0.007 (3) | 0.008 (3) | 0.023 (2) |
| F7_9 | 0.091 (5) | 0.082 (4) | 0.088 (3) | 0.022 (3) | 0.028 (3) | 0.047 (3) |
| F8_9 | 0.085 (4) | 0.077 (4) | 0.089 (4) | 0.030 (4) | 0.004 (4) | 0.033 (3) |
| F9_9 | 0.074 (3) | 0.051 (2) | 0.118 (4) | 0.000 (2) | 0.008 (3) | 0.016 (2) |
| O1_10 | 0.0330 (18) | 0.050 (2) | 0.051 (2) | 0.0015 (18) | −0.0008 (15) | 0.005 (2) |
| C1_10 | 0.034 (2) | 0.047 (3) | 0.044 (2) | 0.0038 (19) | −0.0021 (17) | 0.004 (2) |
| C2_10 | 0.063 (4) | 0.062 (3) | 0.068 (3) | 0.007 (3) | 0.008 (3) | 0.023 (2) |
| F1_10 | 0.051 (7) | 0.045 (5) | 0.094 (7) | 0.008 (5) | −0.008 (6) | 0.022 (5) |
| F2_10 | 0.058 (7) | 0.079 (11) | 0.064 (8) | 0.014 (7) | 0.002 (7) | 0.035 (7) |
| F3_10 | 0.072 (10) | 0.133 (16) | 0.105 (9) | 0.053 (10) | 0.045 (8) | 0.080 (10) |
| C3_10 | 0.036 (4) | 0.061 (3) | 0.050 (2) | 0.002 (3) | −0.007 (3) | 0.009 (2) |
| F4_10 | 0.053 (7) | 0.041 (5) | 0.051 (6) | 0.004 (5) | −0.001 (6) | 0.000 (4) |
| F5_10 | 0.075 (15) | 0.089 (12) | 0.033 (5) | 0.013 (11) | −0.013 (7) | −0.003 (5) |
| F6_10 | 0.038 (6) | 0.060 (9) | 0.053 (7) | −0.010 (5) | −0.013 (6) | 0.006 (7) |
| C4_10 | 0.043 (3) | 0.055 (2) | 0.046 (2) | 0.007 (2) | −0.0041 (19) | 0.0041 (18) |
| F7_10 | 0.081 (4) | 0.0658 (17) | 0.052 (2) | 0.0180 (18) | 0.010 (2) | 0.0182 (16) |
| F8_10 | 0.055 (8) | 0.090 (13) | 0.042 (8) | 0.028 (8) | 0.020 (6) | 0.041 (9) |
| F9_10 | 0.056 (9) | 0.069 (9) | 0.023 (4) | −0.015 (7) | 0.010 (5) | 0.002 (5) |
| O1_11 | 0.0509 (19) | 0.0398 (16) | 0.0370 (15) | 0.0054 (13) | 0.0071 (13) | 0.0157 (13) |
| C1_11 | 0.053 (2) | 0.0388 (19) | 0.042 (2) | 0.0064 (17) | 0.0078 (17) | 0.0209 (16) |
| C2_11 | 0.054 (3) | 0.042 (2) | 0.063 (3) | 0.0005 (19) | 0.014 (2) | 0.021 (2) |
| F1_11 | 0.0514 (18) | 0.076 (2) | 0.098 (3) | 0.0009 (16) | 0.0137 (17) | 0.035 (2) |
| F2_11 | 0.083 (2) | 0.0553 (17) | 0.083 (2) | 0.0034 (16) | 0.0129 (18) | 0.0373 (16) |
| F3_11 | 0.0503 (16) | 0.0486 (14) | 0.0553 (15) | −0.0037 (12) | −0.0006 (13) | 0.0113 (12) |
| C3_11 | 0.065 (3) | 0.050 (2) | 0.048 (2) | 0.016 (2) | −0.007 (2) | 0.0144 (19) |
| F4_11 | 0.0519 (17) | 0.0589 (16) | 0.0664 (18) | −0.0008 (13) | −0.0088 (14) | 0.0226 (14) |
| F5_11 | 0.0590 (19) | 0.056 (3) | 0.059 (3) | 0.0146 (16) | 0.0051 (18) | 0.013 (2) |
| F6_11 | 0.079 (2) | 0.077 (2) | 0.0623 (18) | 0.0216 (17) | −0.0015 (16) | 0.0374 (16) |
| C4_11 | 0.079 (3) | 0.049 (2) | 0.040 (2) | 0.015 (2) | 0.015 (2) | 0.0195 (18) |
| F7_11 | 0.114 (3) | 0.0633 (18) | 0.0385 (16) | 0.0043 (18) | 0.0015 (16) | 0.0113 (13) |
| F8_11 | 0.080 (3) | 0.0689 (19) | 0.0478 (16) | 0.0172 (19) | 0.0191 (17) | 0.0315 (15) |
| F9_11 | 0.112 (3) | 0.085 (2) | 0.0526 (17) | 0.058 (2) | 0.0326 (18) | 0.0307 (16) |
| O1_12 | 0.0509 (19) | 0.0398 (16) | 0.0370 (15) | 0.0054 (13) | 0.0071 (13) | 0.0157 (13) |
| C1_12 | 0.053 (2) | 0.0388 (19) | 0.042 (2) | 0.0064 (17) | 0.0078 (17) | 0.0209 (16) |
| C2_12 | 0.054 (3) | 0.042 (2) | 0.063 (3) | 0.0005 (19) | 0.014 (2) | 0.021 (2) |
| F1_12 | 0.09 (2) | 0.092 (17) | 0.072 (11) | 0.04 (2) | 0.024 (16) | 0.026 (15) |
| F2_12 | 0.050 (16) | 0.040 (8) | 0.047 (15) | 0.005 (9) | 0.017 (13) | 0.018 (10) |
| F3_12 | 0.0503 (16) | 0.0486 (14) | 0.0553 (15) | −0.0037 (12) | −0.0006 (13) | 0.0113 (12) |
| C3_12 | 0.065 (3) | 0.050 (2) | 0.048 (2) | 0.016 (2) | −0.007 (2) | 0.0144 (19) |
| F4_12 | 0.078 (13) | 0.08 (3) | 0.07 (3) | 0.046 (14) | 0.013 (16) | 0.05 (3) |
| F5_12 | 0.13 (3) | 0.10 (2) | 0.081 (18) | 0.00 (2) | −0.02 (2) | −0.032 (17) |
| F6_12 | 0.079 (2) | 0.077 (2) | 0.0623 (18) | 0.0216 (17) | −0.0015 (16) | 0.0374 (16) |
| C4_12 | 0.079 (3) | 0.049 (2) | 0.040 (2) | 0.015 (2) | 0.015 (2) | 0.0195 (18) |
| F7_12 | 0.065 (9) | 0.071 (19) | 0.054 (18) | −0.008 (11) | −0.011 (9) | 0.023 (16) |
| F8_12 | 0.10 (2) | 0.11 (2) | 0.059 (15) | 0.05 (2) | 0.032 (18) | 0.066 (18) |
| F9_12 | 0.114 (3) | 0.0633 (18) | 0.0385 (16) | 0.0043 (18) | 0.0015 (16) | 0.0113 (13) |
| O1_13 | 0.085 (2) | 0.0540 (18) | 0.0460 (17) | −0.0303 (17) | −0.0244 (17) | 0.0204 (14) |
| C1_13 | 0.045 (2) | 0.0338 (18) | 0.0398 (19) | −0.0091 (15) | −0.0101 (16) | 0.0098 (15) |
| C2_13 | 0.065 (3) | 0.059 (3) | 0.062 (3) | 0.014 (2) | −0.004 (2) | 0.016 (2) |
| F1_13 | 0.112 (3) | 0.123 (3) | 0.126 (3) | 0.073 (3) | −0.005 (3) | 0.030 (3) |
| F2_13 | 0.118 (3) | 0.0450 (15) | 0.0594 (17) | −0.0050 (16) | −0.0014 (17) | −0.0018 (13) |
| F3_13 | 0.078 (2) | 0.104 (3) | 0.0575 (17) | −0.0042 (19) | 0.0148 (16) | 0.0153 (17) |
| C3_13 | 0.056 (3) | 0.093 (4) | 0.081 (4) | 0.023 (3) | −0.020 (3) | −0.017 (3) |
| F4_13 | 0.106 (3) | 0.127 (3) | 0.144 (4) | 0.076 (3) | −0.019 (3) | −0.030 (3) |
| F5_13 | 0.121 (3) | 0.095 (3) | 0.082 (2) | 0.042 (2) | −0.056 (2) | 0.0024 (19) |
| F6_13 | 0.043 (2) | 0.175 (4) | 0.137 (4) | −0.023 (2) | 0.003 (2) | −0.014 (3) |
| C4_13 | 0.113 (4) | 0.055 (3) | 0.052 (3) | −0.027 (3) | −0.002 (3) | 0.020 (2) |
| F7_13 | 0.135 (3) | 0.104 (3) | 0.0564 (19) | −0.054 (2) | 0.032 (2) | −0.0073 (18) |
| F8_13 | 0.220 (5) | 0.0588 (19) | 0.070 (2) | −0.053 (3) | 0.008 (3) | 0.0211 (17) |
| F9_13 | 0.157 (4) | 0.094 (3) | 0.075 (2) | −0.011 (2) | −0.048 (2) | 0.048 (2) |
| O1_20 | 0.0453 (16) | 0.0386 (13) | 0.0430 (14) | 0.0081 (12) | 0.0011 (12) | 0.0136 (11) |
| C1_20 | 0.045 (2) | 0.0396 (19) | 0.0414 (19) | 0.0154 (16) | 0.0035 (16) | 0.0166 (15) |
| C2_20 | 0.046 (2) | 0.074 (3) | 0.054 (2) | 0.019 (2) | 0.0020 (19) | 0.035 (2) |
| F1_20 | 0.0498 (16) | 0.130 (3) | 0.0725 (19) | 0.0145 (17) | 0.0116 (14) | 0.064 (2) |
| F2_20 | 0.0563 (17) | 0.099 (2) | 0.0747 (19) | 0.0346 (16) | 0.0092 (14) | 0.0428 (17) |
| F3_20 | 0.0518 (17) | 0.0694 (18) | 0.090 (2) | −0.0049 (14) | −0.0146 (15) | 0.0249 (16) |
| C3_20 | 0.055 (3) | 0.061 (3) | 0.051 (2) | 0.021 (2) | 0.009 (2) | 0.031 (2) |
| F4_20 | 0.0575 (17) | 0.088 (2) | 0.0644 (17) | 0.0136 (15) | 0.0143 (13) | 0.0458 (15) |
| F5_20 | 0.0676 (18) | 0.096 (2) | 0.0404 (13) | 0.0179 (16) | 0.0016 (12) | 0.0242 (14) |
| F6_20 | 0.091 (2) | 0.0799 (19) | 0.081 (2) | 0.0415 (18) | 0.0274 (17) | 0.0542 (17) |
| C4_20 | 0.079 (3) | 0.046 (2) | 0.049 (2) | 0.021 (2) | 0.011 (2) | 0.0123 (19) |
| F7_20 | 0.090 (2) | 0.0552 (16) | 0.0706 (19) | −0.0103 (15) | −0.0051 (17) | 0.0114 (14) |
| F8_20 | 0.124 (3) | 0.0650 (19) | 0.076 (2) | 0.053 (2) | 0.013 (2) | 0.0066 (16) |
| F9_20 | 0.100 (2) | 0.0707 (18) | 0.0382 (13) | 0.0169 (17) | 0.0041 (14) | 0.0128 (12) |
| O1_14 | 0.096 (3) | 0.0411 (15) | 0.0361 (14) | 0.0088 (16) | 0.0057 (15) | 0.0145 (12) |
| C1_14 | 0.049 (2) | 0.043 (2) | 0.0354 (18) | −0.0007 (16) | −0.0030 (17) | 0.0134 (15) |
| C2_14 | 0.058 (3) | 0.048 (2) | 0.060 (3) | −0.003 (2) | 0.006 (2) | 0.020 (2) |
| F1_14 | 0.0489 (17) | 0.086 (2) | 0.087 (2) | −0.0046 (15) | 0.0120 (15) | 0.0172 (17) |
| F2_14 | 0.129 (3) | 0.0501 (16) | 0.091 (2) | 0.0062 (18) | 0.027 (2) | 0.0374 (16) |
| F3_14 | 0.070 (2) | 0.0667 (18) | 0.0696 (18) | −0.0162 (15) | −0.0094 (15) | −0.0004 (15) |
| C3_14 | 0.060 (3) | 0.085 (3) | 0.047 (2) | 0.019 (3) | −0.004 (2) | 0.010 (2) |
| F4_14 | 0.0509 (19) | 0.148 (4) | 0.087 (2) | −0.004 (2) | 0.0149 (17) | 0.008 (2) |
| F5_14 | 0.092 (2) | 0.080 (2) | 0.0546 (16) | 0.0362 (18) | 0.0065 (15) | 0.0165 (14) |
| F6_14 | 0.101 (3) | 0.152 (4) | 0.0598 (19) | 0.071 (3) | −0.0041 (18) | 0.028 (2) |
| C4_14 | 0.060 (3) | 0.059 (3) | 0.039 (2) | −0.003 (2) | −0.0012 (19) | 0.0169 (18) |
| F7_14 | 0.0680 (19) | 0.104 (2) | 0.0512 (16) | −0.0286 (18) | −0.0089 (14) | 0.0016 (16) |
| F8_14 | 0.079 (2) | 0.0804 (19) | 0.0415 (13) | 0.0170 (16) | 0.0055 (13) | 0.0279 (13) |
| F9_14 | 0.091 (2) | 0.0540 (15) | 0.0424 (13) | 0.0167 (14) | 0.0075 (13) | 0.0093 (11) |
| O1_15 | 0.0332 (17) | 0.0445 (17) | 0.0379 (15) | 0.0014 (12) | −0.0042 (14) | 0.0131 (13) |
| C1_15 | 0.0355 (19) | 0.0404 (19) | 0.0357 (18) | −0.0007 (15) | −0.0100 (15) | 0.0068 (15) |
| C2_15 | 0.047 (3) | 0.054 (3) | 0.047 (2) | 0.008 (2) | −0.006 (2) | 0.0060 (19) |
| F1_15 | 0.0470 (17) | 0.0456 (15) | 0.0713 (19) | 0.0095 (13) | −0.0070 (14) | 0.0111 (13) |
| F2_15 | 0.067 (2) | 0.064 (2) | 0.062 (2) | 0.0087 (16) | −0.0129 (16) | −0.0117 (16) |
| F3_15 | 0.061 (2) | 0.080 (2) | 0.0495 (17) | 0.0162 (17) | 0.0135 (15) | 0.0166 (16) |
| C3_15 | 0.043 (2) | 0.059 (3) | 0.047 (3) | 0.003 (2) | −0.011 (2) | 0.016 (2) |
| F4_15 | 0.0434 (18) | 0.0595 (18) | 0.069 (2) | 0.0115 (14) | −0.0116 (15) | 0.0193 (16) |
| F5_15 | 0.065 (2) | 0.084 (3) | 0.0481 (18) | 0.007 (2) | −0.0135 (16) | 0.0269 (17) |
| F6_15 | 0.0480 (17) | 0.0630 (18) | 0.0667 (19) | −0.0059 (14) | −0.0251 (15) | 0.0111 (15) |
| C4_15 | 0.039 (2) | 0.051 (3) | 0.050 (2) | −0.0038 (19) | −0.0083 (18) | 0.022 (2) |
| F7_15 | 0.0430 (18) | 0.080 (2) | 0.066 (2) | 0.0053 (16) | 0.0064 (15) | 0.0334 (18) |
| F8_15 | 0.060 (2) | 0.0461 (16) | 0.083 (2) | −0.0131 (14) | −0.0184 (18) | 0.0228 (16) |
| F9_15 | 0.052 (2) | 0.061 (2) | 0.051 (2) | −0.0021 (18) | −0.0123 (17) | 0.0294 (17) |
| O1_16 | 0.0332 (17) | 0.0445 (17) | 0.0379 (15) | 0.0014 (12) | −0.0042 (14) | 0.0131 (13) |
| C1_16 | 0.0355 (19) | 0.0404 (19) | 0.0357 (18) | −0.0007 (15) | −0.0100 (15) | 0.0068 (15) |
| C2_16 | 0.039 (2) | 0.051 (3) | 0.050 (2) | −0.0038 (19) | −0.0083 (18) | 0.022 (2) |
| F1_16 | 0.037 (13) | 0.077 (12) | 0.062 (12) | −0.005 (9) | 0.009 (10) | 0.017 (10) |
| F2_16 | 0.078 (15) | 0.056 (11) | 0.063 (14) | −0.027 (10) | −0.029 (12) | 0.038 (9) |
| F3_16 | 0.051 (14) | 0.07 (2) | 0.07 (2) | −0.005 (12) | −0.012 (12) | 0.046 (17) |
| C3_16 | 0.047 (3) | 0.054 (3) | 0.047 (2) | 0.008 (2) | −0.006 (2) | 0.0060 (19) |
| F4_16 | 0.058 (11) | 0.073 (14) | 0.030 (9) | 0.015 (10) | −0.007 (7) | 0.006 (8) |
| F5_16 | 0.067 (14) | 0.032 (9) | 0.092 (17) | −0.003 (9) | −0.005 (12) | 0.017 (9) |
| F6_16 | 0.066 (12) | 0.104 (19) | 0.047 (13) | −0.013 (11) | −0.020 (10) | −0.014 (11) |
| C4_16 | 0.043 (2) | 0.059 (3) | 0.047 (3) | 0.003 (2) | −0.011 (2) | 0.016 (2) |
| F7_16 | 0.041 (12) | 0.10 (2) | 0.059 (10) | 0.021 (14) | −0.005 (10) | 0.052 (11) |
| F8_16 | 0.038 (7) | 0.099 (16) | 0.056 (14) | 0.004 (9) | −0.013 (9) | 0.045 (12) |
| F9_16 | 0.053 (13) | 0.058 (8) | 0.072 (10) | 0.018 (8) | −0.003 (10) | 0.026 (7) |
| O1_17 | 0.096 (3) | 0.0445 (16) | 0.0335 (14) | 0.0129 (16) | 0.0148 (15) | 0.0114 (12) |
| C1_17 | 0.060 (3) | 0.0390 (19) | 0.0306 (18) | −0.0003 (17) | 0.0061 (17) | 0.0052 (15) |
| C2_17 | 0.047 (2) | 0.058 (2) | 0.042 (2) | 0.0005 (19) | 0.0025 (18) | 0.0166 (18) |
| F1_17 | 0.0537 (16) | 0.0752 (18) | 0.0533 (15) | −0.0085 (13) | 0.0025 (12) | 0.0278 (13) |
| F2_17 | 0.0673 (17) | 0.0520 (14) | 0.0436 (13) | −0.0112 (12) | −0.0068 (12) | 0.0033 (11) |
| F3_17 | 0.0565 (18) | 0.119 (3) | 0.0634 (18) | 0.0229 (17) | 0.0037 (14) | 0.0385 (18) |
| C3_17 | 0.108 (4) | 0.040 (2) | 0.036 (2) | −0.001 (2) | 0.010 (2) | 0.0115 (17) |
| F4_17 | 0.129 (3) | 0.0611 (17) | 0.0530 (16) | −0.0325 (18) | 0.0112 (18) | 0.0187 (14) |
| F5_17 | 0.170 (4) | 0.0696 (19) | 0.0497 (16) | 0.051 (2) | 0.023 (2) | 0.0293 (15) |
| F6_17 | 0.095 (2) | 0.0584 (15) | 0.0316 (12) | 0.0011 (14) | 0.0068 (13) | 0.0108 (11) |
| C4_17 | 0.050 (2) | 0.061 (3) | 0.041 (2) | −0.0047 (19) | 0.0076 (18) | 0.0088 (19) |
| F7_17 | 0.0599 (18) | 0.088 (2) | 0.0658 (18) | −0.0223 (16) | −0.0116 (14) | 0.0173 (16) |
| F8_17 | 0.0584 (17) | 0.0795 (19) | 0.0524 (15) | 0.0075 (14) | 0.0186 (13) | 0.0154 (14) |
| F9_17 | 0.0633 (17) | 0.0554 (14) | 0.0514 (14) | 0.0118 (12) | 0.0066 (12) | 0.0155 (12) |
| O1_18 | 0.0372 (16) | 0.0398 (16) | 0.0359 (13) | 0.0003 (13) | −0.0003 (12) | 0.0101 (11) |
| C1_18 | 0.038 (2) | 0.0448 (19) | 0.0366 (18) | 0.0013 (15) | 0.0016 (15) | 0.0105 (15) |
| C2_18 | 0.040 (2) | 0.052 (2) | 0.049 (2) | 0.0014 (18) | −0.0016 (18) | 0.0134 (19) |
| F1_18 | 0.062 (2) | 0.080 (2) | 0.0447 (15) | 0.0215 (16) | −0.0041 (14) | 0.0209 (14) |
| F2_18 | 0.0444 (17) | 0.071 (2) | 0.0610 (17) | 0.0136 (14) | 0.0004 (13) | 0.0129 (15) |
| F3_18 | 0.0446 (17) | 0.0581 (17) | 0.091 (2) | −0.0116 (13) | −0.0132 (16) | 0.0184 (16) |
| C3_18 | 0.058 (3) | 0.077 (3) | 0.047 (3) | 0.017 (2) | 0.009 (2) | 0.025 (2) |
| F4_18 | 0.079 (2) | 0.124 (3) | 0.0439 (17) | 0.027 (2) | −0.0113 (17) | 0.0182 (19) |
| F5_18 | 0.073 (3) | 0.078 (2) | 0.078 (2) | 0.0210 (19) | 0.022 (2) | 0.0501 (18) |
| F6_18 | 0.080 (3) | 0.119 (4) | 0.066 (2) | 0.040 (2) | 0.033 (2) | 0.046 (2) |
| C4_18 | 0.043 (2) | 0.047 (2) | 0.064 (3) | 0.002 (2) | 0.004 (2) | −0.001 (2) |
| F7_18 | 0.0419 (18) | 0.061 (3) | 0.099 (3) | −0.0095 (18) | −0.0021 (17) | −0.014 (2) |
| F8_18 | 0.0544 (19) | 0.067 (2) | 0.076 (2) | 0.0076 (15) | 0.0008 (16) | −0.0149 (17) |
| F9_18 | 0.080 (3) | 0.0440 (17) | 0.101 (3) | 0.0042 (16) | 0.014 (2) | 0.0278 (18) |
| O1_19 | 0.0372 (16) | 0.0398 (16) | 0.0359 (13) | 0.0003 (13) | −0.0003 (12) | 0.0101 (11) |
| C1_19 | 0.038 (2) | 0.0448 (19) | 0.0366 (18) | 0.0013 (15) | 0.0016 (15) | 0.0105 (15) |
| C2_19 | 0.040 (2) | 0.052 (2) | 0.049 (2) | 0.0014 (18) | −0.0016 (18) | 0.0134 (19) |
| F1_19 | 0.08 (2) | 0.077 (16) | 0.09 (3) | 0.013 (13) | 0.017 (17) | 0.055 (16) |
| F2_19 | 0.0444 (17) | 0.071 (2) | 0.0610 (17) | 0.0136 (14) | 0.0004 (13) | 0.0129 (15) |
| F3_19 | 0.062 (2) | 0.080 (2) | 0.0447 (15) | 0.0215 (16) | −0.0041 (14) | 0.0209 (14) |
| C3_19 | 0.058 (3) | 0.077 (3) | 0.047 (3) | 0.017 (2) | 0.009 (2) | 0.025 (2) |
| F4_19 | 0.073 (3) | 0.078 (2) | 0.078 (2) | 0.0210 (19) | 0.022 (2) | 0.0501 (18) |
| F5_19 | 0.09 (2) | 0.08 (2) | 0.090 (18) | −0.029 (16) | −0.011 (15) | 0.027 (14) |
| F6_19 | 0.08 (2) | 0.08 (2) | 0.074 (18) | 0.038 (19) | 0.035 (17) | 0.068 (15) |
| C4_19 | 0.043 (2) | 0.047 (2) | 0.064 (3) | 0.002 (2) | 0.004 (2) | −0.001 (2) |
| F7_19 | 0.09 (2) | 0.12 (3) | 0.023 (16) | 0.03 (2) | −0.023 (15) | −0.019 (15) |
| F8_19 | 0.06 (2) | 0.10 (3) | 0.071 (19) | 0.010 (17) | 0.012 (15) | −0.022 (15) |
| F9_19 | 0.06 (2) | 0.024 (14) | 0.14 (3) | 0.004 (12) | 0.037 (19) | −0.011 (14) |
| Ti1—O1_2i | 1.818 (10) | C1_8—C3_8 | 1.546 (12) |
| Ti1—O1_2 | 1.818 (10) | C1_8—C2_8 | 1.551 (12) |
| Ti1—O1_1 | 1.897 (8) | C1_8—C4_8 | 1.554 (12) |
| Ti1—O1_1i | 1.897 (8) | C2_8—F1_8 | 1.323 (13) |
| Ti1—N5i | 2.163 (4) | C2_8—F3_8 | 1.330 (13) |
| Ti1—N5 | 2.163 (4) | C2_8—F2_8 | 1.335 (13) |
| Ti1—N6i | 2.170 (4) | C3_8—F6_8 | 1.320 (13) |
| Ti1—N6 | 2.170 (4) | C3_8—F4_8 | 1.324 (13) |
| Al1—O1_13 | 1.696 (3) | C3_8—F5_8 | 1.327 (13) |
| Al1—O1_9 | 1.701 (4) | C4_8—F7_8 | 1.320 (13) |
| Al1—O1_17 | 1.716 (3) | C4_8—F9_8 | 1.329 (13) |
| Al1—O1_14 | 1.737 (3) | C4_8—F8_8 | 1.335 (13) |
| Al1—O1_10 | 1.758 (11) | O1_9—C1_9 | 1.354 (7) |
| N1—C1 | 1.130 (5) | C1_9—C4_9 | 1.536 (8) |
| N1—Ti3 | 2.184 (4) | C1_9—C2_9 | 1.551 (7) |
| C1—C2 | 1.458 (6) | C1_9—C3_9 | 1.552 (7) |
| Ti2—O1_19 | 1.828 (14) | C2_9—F1_9 | 1.321 (7) |
| Ti2—O1_19ii | 1.828 (14) | C2_9—F2_9 | 1.327 (7) |
| Ti2—O1_18ii | 1.867 (3) | C2_9—F3_9 | 1.340 (8) |
| Ti2—O1_18 | 1.867 (3) | C3_9—F5_9 | 1.327 (7) |
| Ti2—N7ii | 2.170 (3) | C3_9—F4_9 | 1.334 (7) |
| Ti2—N7 | 2.170 (3) | C3_9—F6_9 | 1.336 (7) |
| Ti2—N8ii | 2.173 (3) | C4_9—F7_9 | 1.333 (8) |
| Ti2—N8 | 2.173 (3) | C4_9—F8_9 | 1.334 (8) |
| Al2—O1_6 | 1.63 (3) | C4_9—F9_9 | 1.339 (8) |
| Al2—O1_16 | 1.66 (2) | O1_10—C1_10 | 1.355 (12) |
| Al2—O1_11 | 1.714 (4) | C1_10—C4_10 | 1.550 (12) |
| Al2—O1_7 | 1.717 (3) | C1_10—C3_10 | 1.551 (12) |
| Al2—O1_15 | 1.726 (3) | C1_10—C2_10 | 1.551 (12) |
| Al2—O1_5 | 1.740 (5) | C2_10—F2_10 | 1.329 (13) |
| Al2—O1_8 | 1.795 (16) | C2_10—F3_10 | 1.331 (13) |
| Al2—O1_12 | 1.81 (4) | C2_10—F1_10 | 1.331 (13) |
| N2—C3 | 1.137 (5) | C3_10—F4_10 | 1.331 (13) |
| N2—Ti3 | 2.177 (3) | C3_10—F5_10 | 1.334 (13) |
| C2—H2A | 0.9800 | C3_10—F6_10 | 1.339 (12) |
| C2—H2B | 0.9800 | C4_10—F8_10 | 1.324 (13) |
| C2—H2C | 0.9800 | C4_10—F9_10 | 1.325 (13) |
| C7—N4 | 1.136 (5) | C4_10—F7_10 | 1.336 (13) |
| C7—C8 | 1.456 (6) | O1_11—C1_11 | 1.349 (5) |
| N4—Ti3 | 2.182 (3) | C1_11—C3_11 | 1.549 (6) |
| C4—C3 | 1.448 (6) | C1_11—C4_11 | 1.555 (6) |
| C4—H4A | 0.9800 | C1_11—C2_11 | 1.567 (6) |
| C4—H4B | 0.9800 | C2_11—F3_11 | 1.301 (5) |
| C4—H4C | 0.9800 | C2_11—F1_11 | 1.331 (6) |
| Ti3—O1_20 | 1.850 (3) | C2_11—F2_11 | 1.357 (5) |
| Ti3—O1_4 | 1.854 (8) | C3_11—F6_11 | 1.319 (5) |
| Ti3—O1_3 | 1.863 (10) | C3_11—F5_11 | 1.327 (6) |
| Ti3—N3 | 2.177 (4) | C3_11—F4_11 | 1.346 (6) |
| N3—C5 | 1.142 (5) | C4_11—F9_11 | 1.300 (6) |
| N5—C9 | 1.143 (6) | C4_11—F8_11 | 1.325 (5) |
| C5—C6 | 1.448 (6) | C4_11—F7_11 | 1.371 (6) |
| N6—C11 | 1.128 (6) | O1_12—C1_12 | 1.336 (14) |
| C6—H6A | 0.9800 | C1_12—C4_12 | 1.548 (13) |
| C6—H6B | 0.9800 | C1_12—C2_12 | 1.555 (13) |
| C6—H6C | 0.9800 | C1_12—C3_12 | 1.561 (13) |
| N7—C13 | 1.137 (5) | C2_12—F1_12 | 1.324 (14) |
| N8—C15 | 1.137 (5) | C2_12—F3_12 | 1.334 (14) |
| C8—H8A | 0.9800 | C2_12—F2_12 | 1.340 (14) |
| C8—H8B | 0.9800 | C3_12—F4_12 | 1.322 (14) |
| C8—H8C | 0.9800 | C3_12—F5_12 | 1.324 (14) |
| C9—C10 | 1.445 (7) | C3_12—F6_12 | 1.338 (14) |
| C10—H10A | 0.9800 | C4_12—F9_12 | 1.328 (14) |
| C10—H10B | 0.9800 | C4_12—F8_12 | 1.340 (14) |
| C10—H10C | 0.9800 | C4_12—F7_12 | 1.347 (14) |
| C11—C12 | 1.449 (6) | O1_13—C1_13 | 1.342 (4) |
| C12—H12A | 0.9800 | C1_13—C3_13 | 1.530 (6) |
| C12—H12B | 0.9800 | C1_13—C4_13 | 1.535 (6) |
| C12—H12C | 0.9800 | C1_13—C2_13 | 1.551 (6) |
| C13—C14 | 1.460 (6) | C2_13—F1_13 | 1.319 (6) |
| C14—H14A | 0.9800 | C2_13—F3_13 | 1.324 (6) |
| C14—H14B | 0.9800 | C2_13—F2_13 | 1.345 (6) |
| C14—H14C | 0.9800 | C3_13—F5_13 | 1.312 (7) |
| C15—C16 | 1.459 (5) | C3_13—F6_13 | 1.324 (7) |
| C16—H16A | 0.9800 | C3_13—F4_13 | 1.342 (6) |
| C16—H16B | 0.9800 | C4_13—F9_13 | 1.322 (7) |
| C16—H16C | 0.9800 | C4_13—F7_13 | 1.326 (7) |
| O1_1—C1_1 | 1.378 (10) | C4_13—F8_13 | 1.329 (5) |
| C1_1—C4_1 | 1.533 (10) | O1_20—C1_20 | 1.351 (4) |
| C1_1—C3_1 | 1.543 (10) | C1_20—C4_20 | 1.545 (5) |
| C1_1—C2_1 | 1.559 (10) | C1_20—C2_20 | 1.552 (6) |
| C2_1—F1_1 | 1.307 (10) | C1_20—C3_20 | 1.552 (5) |
| C2_1—F3_1 | 1.321 (11) | C2_20—F3_20 | 1.310 (5) |
| C2_1—F2_1 | 1.326 (11) | C2_20—F1_20 | 1.324 (5) |
| C3_1—F5_1 | 1.317 (10) | C2_20—F2_20 | 1.340 (5) |
| C3_1—F6_1 | 1.320 (10) | C3_20—F5_20 | 1.322 (5) |
| C3_1—F4_1 | 1.326 (9) | C3_20—F4_20 | 1.329 (5) |
| C4_1—F9_1 | 1.301 (11) | C3_20—F6_20 | 1.337 (5) |
| C4_1—F7_1 | 1.314 (12) | C4_20—F7_20 | 1.325 (6) |
| C4_1—F8_1 | 1.333 (11) | C4_20—F8_20 | 1.326 (5) |
| O1_2—C1_2 | 1.326 (11) | C4_20—F9_20 | 1.326 (5) |
| C1_2—C4_2 | 1.539 (11) | O1_14—C1_14 | 1.339 (5) |
| C1_2—C2_2 | 1.550 (11) | C1_14—C3_14 | 1.543 (6) |
| C1_2—C3_2 | 1.558 (11) | C1_14—C2_14 | 1.545 (6) |
| C2_2—F1_2 | 1.307 (11) | C1_14—C4_14 | 1.548 (5) |
| C2_2—F2_2 | 1.313 (12) | C2_14—F2_14 | 1.318 (5) |
| C2_2—F3_2 | 1.321 (12) | C2_14—F3_14 | 1.326 (5) |
| C3_2—F4_2 | 1.316 (12) | C2_14—F1_14 | 1.339 (6) |
| C3_2—F6_2 | 1.317 (12) | C3_14—F4_14 | 1.304 (6) |
| C3_2—F5_2 | 1.329 (12) | C3_14—F5_14 | 1.338 (5) |
| C4_2—F7_2 | 1.325 (12) | C3_14—F6_14 | 1.350 (6) |
| C4_2—F8_2 | 1.326 (12) | C4_14—F9_14 | 1.325 (5) |
| C4_2—F9_2 | 1.340 (13) | C4_14—F7_14 | 1.328 (5) |
| O1_3—C1_3 | 1.353 (11) | C4_14—F8_14 | 1.334 (5) |
| C1_3—C3_3 | 1.538 (11) | O1_15—C1_15 | 1.351 (5) |
| C1_3—C2_3 | 1.547 (11) | C1_15—C4_15 | 1.540 (6) |
| C1_3—C4_3 | 1.551 (11) | C1_15—C3_15 | 1.557 (6) |
| C2_3—F3_3 | 1.318 (11) | C1_15—C2_15 | 1.558 (6) |
| C2_3—F1_3 | 1.321 (11) | C2_15—F1_15 | 1.319 (5) |
| C2_3—F2_3 | 1.332 (12) | C2_15—F3_15 | 1.331 (6) |
| C3_3—F5_3 | 1.323 (12) | C2_15—F2_15 | 1.339 (5) |
| C3_3—F4_3 | 1.324 (12) | C3_15—F4_15 | 1.321 (6) |
| C3_3—F6_3 | 1.343 (12) | C3_15—F6_15 | 1.330 (5) |
| C4_3—F7_3 | 1.317 (12) | C3_15—F5_15 | 1.344 (6) |
| C4_3—F8_3 | 1.322 (12) | C4_15—F7_15 | 1.324 (6) |
| C4_3—F9_3 | 1.338 (12) | C4_15—F9_15 | 1.335 (5) |
| O1_4—C1_4 | 1.354 (9) | C4_15—F8_15 | 1.337 (5) |
| C1_4—C4_4 | 1.530 (10) | O1_16—C1_16 | 1.353 (13) |
| C1_4—C3_4 | 1.548 (9) | C1_16—C2_16 | 1.548 (13) |
| C1_4—C2_4 | 1.568 (10) | C1_16—C4_16 | 1.548 (13) |
| C2_4—F3_4 | 1.317 (10) | C1_16—C3_16 | 1.550 (13) |
| C2_4—F1_4 | 1.326 (10) | C2_16—F1_16 | 1.327 (14) |
| C2_4—F2_4 | 1.338 (11) | C2_16—F2_16 | 1.327 (14) |
| C3_4—F5_4 | 1.317 (9) | C2_16—F3_16 | 1.330 (14) |
| C3_4—F6_4 | 1.331 (10) | C3_16—F6_16 | 1.328 (13) |
| C3_4—F4_4 | 1.338 (9) | C3_16—F5_16 | 1.328 (13) |
| C4_4—F9_4 | 1.323 (11) | C3_16—F4_16 | 1.330 (13) |
| C4_4—F7_4 | 1.329 (11) | C4_16—F9_16 | 1.326 (13) |
| C4_4—F8_4 | 1.349 (10) | C4_16—F7_16 | 1.328 (13) |
| O1_5—C1_5 | 1.358 (6) | C4_16—F8_16 | 1.329 (13) |
| C1_5—C3_5 | 1.541 (6) | O1_17—C1_17 | 1.352 (4) |
| C1_5—C4_5 | 1.542 (6) | C1_17—C2_17 | 1.544 (5) |
| C1_5—C2_5 | 1.552 (7) | C1_17—C4_17 | 1.545 (6) |
| C2_5—F3_5 | 1.333 (7) | C1_17—C3_17 | 1.550 (5) |
| C2_5—F1_5 | 1.334 (7) | C2_17—F1_17 | 1.330 (5) |
| C2_5—F2_5 | 1.338 (7) | C2_17—F2_17 | 1.334 (5) |
| C3_5—F4_5 | 1.325 (6) | C2_17—F3_17 | 1.335 (5) |
| C3_5—F5_5 | 1.341 (6) | C3_17—F5_17 | 1.305 (6) |
| C3_5—F6_5 | 1.346 (6) | C3_17—F4_17 | 1.337 (6) |
| C4_5—F9_5 | 1.328 (6) | C3_17—F6_17 | 1.339 (5) |
| C4_5—F8_5 | 1.340 (7) | C4_17—F7_17 | 1.318 (5) |
| C4_5—F7_5 | 1.341 (7) | C4_17—F9_17 | 1.333 (5) |
| O1_6—C1_6 | 1.347 (13) | C4_17—F8_17 | 1.343 (5) |
| C1_6—C3_6 | 1.547 (12) | O1_18—C1_18 | 1.351 (5) |
| C1_6—C4_6 | 1.548 (13) | C1_18—C3_18 | 1.544 (6) |
| C1_6—C2_6 | 1.553 (13) | C1_18—C4_18 | 1.555 (6) |
| C2_6—F1_6 | 1.329 (13) | C1_18—C2_18 | 1.560 (6) |
| C2_6—F2_6 | 1.331 (14) | C2_18—F2_18 | 1.324 (5) |
| C2_6—F3_6 | 1.331 (13) | C2_18—F3_18 | 1.328 (5) |
| C3_6—F4_6 | 1.325 (13) | C2_18—F1_18 | 1.333 (6) |
| C3_6—F5_6 | 1.329 (13) | C3_18—F4_18 | 1.329 (6) |
| C3_6—F6_6 | 1.329 (13) | C3_18—F5_18 | 1.342 (6) |
| C4_6—F8_6 | 1.323 (13) | C3_18—F6_18 | 1.345 (6) |
| C4_6—F7_6 | 1.326 (13) | C4_18—F9_18 | 1.321 (6) |
| C4_6—F9_6 | 1.327 (13) | C4_18—F7_18 | 1.327 (6) |
| O1_7—C1_7 | 1.358 (5) | C4_18—F8_18 | 1.333 (6) |
| C1_7—C4_7 | 1.541 (7) | O1_19—C1_19 | 1.340 (14) |
| C1_7—C3_7 | 1.545 (6) | C1_19—C2_19 | 1.543 (13) |
| C1_7—C2_7 | 1.562 (8) | C1_19—C3_19 | 1.546 (13) |
| C2_7—F1_7 | 1.319 (7) | C1_19—C4_19 | 1.548 (13) |
| C2_7—F3_7 | 1.333 (7) | C2_19—F3_19 | 1.326 (14) |
| C2_7—F2_7 | 1.344 (7) | C2_19—F2_19 | 1.328 (14) |
| C3_7—F5_7 | 1.311 (6) | C2_19—F1_19 | 1.329 (14) |
| C3_7—F4_7 | 1.335 (7) | C3_19—F5_19 | 1.323 (14) |
| C3_7—F6_7 | 1.342 (6) | C3_19—F6_19 | 1.327 (14) |
| C4_7—F7_7 | 1.324 (7) | C3_19—F4_19 | 1.331 (14) |
| C4_7—F8_7 | 1.332 (6) | C4_19—F8_19 | 1.325 (14) |
| C4_7—F9_7 | 1.336 (7) | C4_19—F7_19 | 1.327 (14) |
| O1_8—C1_8 | 1.351 (13) | C4_19—F9_19 | 1.327 (14) |
| O1_2i—Ti1—O1_2 | 180.0 (15) | C3_8—C1_8—C2_8 | 108.8 (12) |
| O1_1—Ti1—O1_1i | 180.0 | O1_8—C1_8—C4_8 | 109.7 (12) |
| O1_1—Ti1—N5i | 92.4 (8) | C3_8—C1_8—C4_8 | 109.7 (12) |
| O1_1i—Ti1—N5i | 87.6 (8) | C2_8—C1_8—C4_8 | 108.4 (11) |
| O1_2i—Ti1—N5 | 89.2 (11) | F1_8—C2_8—F3_8 | 105.9 (15) |
| O1_2—Ti1—N5 | 90.8 (11) | F1_8—C2_8—F2_8 | 109.4 (17) |
| O1_1—Ti1—N5 | 87.6 (8) | F3_8—C2_8—F2_8 | 107.1 (16) |
| O1_1i—Ti1—N5 | 92.4 (8) | F1_8—C2_8—C1_8 | 112.0 (14) |
| N5i—Ti1—N5 | 180.0 | F3_8—C2_8—C1_8 | 111.9 (13) |
| O1_1—Ti1—N6i | 90.9 (8) | F2_8—C2_8—C1_8 | 110.3 (13) |
| O1_1i—Ti1—N6i | 89.1 (8) | F6_8—C3_8—F4_8 | 108.9 (17) |
| N5i—Ti1—N6i | 87.75 (14) | F6_8—C3_8—F5_8 | 107.0 (16) |
| N5—Ti1—N6i | 92.25 (14) | F4_8—C3_8—F5_8 | 104.3 (17) |
| O1_2i—Ti1—N6 | 88.1 (11) | F6_8—C3_8—C1_8 | 114.2 (14) |
| O1_2—Ti1—N6 | 91.9 (11) | F4_8—C3_8—C1_8 | 110.8 (13) |
| O1_1—Ti1—N6 | 89.1 (8) | F5_8—C3_8—C1_8 | 111.1 (13) |
| O1_1i—Ti1—N6 | 90.9 (8) | F7_8—C4_8—F9_8 | 110.7 (17) |
| N5i—Ti1—N6 | 92.25 (14) | F7_8—C4_8—F8_8 | 108.0 (16) |
| N5—Ti1—N6 | 87.75 (14) | F9_8—C4_8—F8_8 | 108.1 (17) |
| N6i—Ti1—N6 | 180.0 | F7_8—C4_8—C1_8 | 111.0 (14) |
| O1_13—Al1—O1_9 | 114.1 (2) | F9_8—C4_8—C1_8 | 109.2 (15) |
| O1_13—Al1—O1_17 | 109.84 (17) | F8_8—C4_8—C1_8 | 109.9 (13) |
| O1_9—Al1—O1_17 | 110.8 (2) | C1_9—O1_9—Al1 | 151.0 (4) |
| O1_13—Al1—O1_14 | 111.07 (17) | O1_9—C1_9—C4_9 | 112.6 (5) |
| O1_9—Al1—O1_14 | 104.1 (2) | O1_9—C1_9—C2_9 | 108.6 (5) |
| O1_17—Al1—O1_14 | 106.62 (16) | C4_9—C1_9—C2_9 | 109.5 (5) |
| O1_13—Al1—O1_10 | 87.6 (4) | O1_9—C1_9—C3_9 | 106.9 (4) |
| O1_17—Al1—O1_10 | 115.5 (4) | C4_9—C1_9—C3_9 | 110.1 (5) |
| O1_14—Al1—O1_10 | 124.2 (5) | C2_9—C1_9—C3_9 | 109.1 (5) |
| C1—N1—Ti3 | 170.9 (3) | F1_9—C2_9—F2_9 | 107.8 (6) |
| N1—C1—C2 | 178.2 (4) | F1_9—C2_9—F3_9 | 107.5 (8) |
| O1_19—Ti2—O1_19ii | 180.0 | F2_9—C2_9—F3_9 | 108.2 (7) |
| O1_18ii—Ti2—O1_18 | 180.0 | F1_9—C2_9—C1_9 | 109.8 (6) |
| O1_18ii—Ti2—N7ii | 89.26 (16) | F2_9—C2_9—C1_9 | 112.0 (6) |
| O1_18—Ti2—N7ii | 90.74 (16) | F3_9—C2_9—C1_9 | 111.4 (7) |
| O1_19—Ti2—N7 | 94.2 (17) | F5_9—C3_9—F4_9 | 106.3 (6) |
| O1_19ii—Ti2—N7 | 85.8 (17) | F5_9—C3_9—F6_9 | 107.8 (6) |
| O1_18ii—Ti2—N7 | 90.74 (16) | F4_9—C3_9—F6_9 | 107.9 (6) |
| O1_18—Ti2—N7 | 89.26 (16) | F5_9—C3_9—C1_9 | 111.2 (5) |
| N7ii—Ti2—N7 | 180.00 (6) | F4_9—C3_9—C1_9 | 111.1 (6) |
| O1_18ii—Ti2—N8ii | 90.82 (16) | F6_9—C3_9—C1_9 | 112.3 (5) |
| O1_18—Ti2—N8ii | 89.18 (16) | F7_9—C4_9—F8_9 | 108.1 (6) |
| N7ii—Ti2—N8ii | 90.05 (12) | F7_9—C4_9—F9_9 | 107.3 (6) |
| N7—Ti2—N8ii | 89.95 (12) | F8_9—C4_9—F9_9 | 109.1 (6) |
| O1_19—Ti2—N8 | 87.0 (17) | F7_9—C4_9—C1_9 | 109.6 (6) |
| O1_19ii—Ti2—N8 | 93.0 (17) | F8_9—C4_9—C1_9 | 112.4 (6) |
| O1_18ii—Ti2—N8 | 89.18 (16) | F9_9—C4_9—C1_9 | 110.1 (5) |
| O1_18—Ti2—N8 | 90.82 (16) | C1_10—O1_10—Al1 | 153.2 (11) |
| N7ii—Ti2—N8 | 89.95 (12) | O1_10—C1_10—C4_10 | 108.4 (12) |
| N7—Ti2—N8 | 90.05 (12) | O1_10—C1_10—C3_10 | 111.6 (11) |
| N8ii—Ti2—N8 | 180.0 | C4_10—C1_10—C3_10 | 108.3 (11) |
| O1_6—Al2—O1_16 | 117.7 (17) | O1_10—C1_10—C2_10 | 110.6 (11) |
| O1_11—Al2—O1_7 | 115.3 (2) | C4_10—C1_10—C2_10 | 110.3 (11) |
| O1_11—Al2—O1_15 | 107.4 (2) | C3_10—C1_10—C2_10 | 107.6 (10) |
| O1_7—Al2—O1_15 | 106.50 (16) | F2_10—C2_10—F3_10 | 107.2 (15) |
| O1_11—Al2—O1_5 | 107.8 (3) | F2_10—C2_10—F1_10 | 107.4 (14) |
| O1_7—Al2—O1_5 | 107.3 (3) | F3_10—C2_10—F1_10 | 109.0 (15) |
| O1_15—Al2—O1_5 | 112.7 (3) | F2_10—C2_10—C1_10 | 112.5 (14) |
| O1_6—Al2—O1_8 | 109.7 (16) | F3_10—C2_10—C1_10 | 110.5 (13) |
| O1_16—Al2—O1_8 | 103.5 (10) | F1_10—C2_10—C1_10 | 110.0 (12) |
| O1_6—Al2—O1_12 | 102 (2) | F4_10—C3_10—F5_10 | 108.1 (16) |
| O1_16—Al2—O1_12 | 120.9 (18) | F4_10—C3_10—F6_10 | 107.4 (13) |
| O1_8—Al2—O1_12 | 101.9 (17) | F5_10—C3_10—F6_10 | 108.9 (14) |
| C3—N2—Ti3 | 173.7 (3) | F4_10—C3_10—C1_10 | 110.3 (11) |
| C1—C2—H2A | 109.5 | F5_10—C3_10—C1_10 | 109.9 (14) |
| C1—C2—H2B | 109.5 | F6_10—C3_10—C1_10 | 112.0 (13) |
| H2A—C2—H2B | 109.5 | F8_10—C4_10—F9_10 | 107.8 (14) |
| C1—C2—H2C | 109.5 | F8_10—C4_10—F7_10 | 108.3 (19) |
| H2A—C2—H2C | 109.5 | F9_10—C4_10—F7_10 | 106.5 (19) |
| H2B—C2—H2C | 109.5 | F8_10—C4_10—C1_10 | 113.0 (14) |
| N4—C7—C8 | 177.5 (5) | F9_10—C4_10—C1_10 | 111.6 (13) |
| C7—N4—Ti3 | 166.4 (4) | F7_10—C4_10—C1_10 | 109.5 (18) |
| C3—C4—H4A | 109.5 | C1_11—O1_11—Al2 | 150.2 (4) |
| C3—C4—H4B | 109.5 | O1_11—C1_11—C3_11 | 109.5 (4) |
| H4A—C4—H4B | 109.5 | O1_11—C1_11—C4_11 | 111.1 (4) |
| C3—C4—H4C | 109.5 | C3_11—C1_11—C4_11 | 111.3 (4) |
| H4A—C4—H4C | 109.5 | O1_11—C1_11—C2_11 | 107.9 (4) |
| H4B—C4—H4C | 109.5 | C3_11—C1_11—C2_11 | 108.9 (4) |
| O1_20—Ti3—O1_4 | 178.0 (6) | C4_11—C1_11—C2_11 | 108.0 (4) |
| O1_20—Ti3—O1_3 | 178.0 (9) | F3_11—C2_11—F1_11 | 109.2 (4) |
| O1_20—Ti3—N3 | 88.96 (13) | F3_11—C2_11—F2_11 | 107.0 (4) |
| O1_4—Ti3—N3 | 91.1 (5) | F1_11—C2_11—F2_11 | 106.8 (4) |
| O1_3—Ti3—N3 | 93.0 (8) | F3_11—C2_11—C1_11 | 112.1 (4) |
| O1_20—Ti3—N2 | 91.27 (13) | F1_11—C2_11—C1_11 | 110.9 (4) |
| O1_4—Ti3—N2 | 90.7 (6) | F2_11—C2_11—C1_11 | 110.6 (4) |
| O1_3—Ti3—N2 | 88.4 (9) | F6_11—C3_11—F5_11 | 108.4 (4) |
| N3—Ti3—N2 | 91.98 (13) | F6_11—C3_11—F4_11 | 106.9 (4) |
| O1_20—Ti3—N4 | 92.24 (13) | F5_11—C3_11—F4_11 | 105.2 (4) |
| O1_4—Ti3—N4 | 85.8 (6) | F6_11—C3_11—C1_11 | 113.9 (4) |
| O1_3—Ti3—N4 | 88.1 (9) | F5_11—C3_11—C1_11 | 111.4 (4) |
| N3—Ti3—N4 | 87.70 (13) | F4_11—C3_11—C1_11 | 110.6 (4) |
| N2—Ti3—N4 | 176.48 (13) | F9_11—C4_11—F8_11 | 108.7 (4) |
| O1_20—Ti3—N1 | 90.67 (13) | F9_11—C4_11—F7_11 | 107.9 (4) |
| O1_4—Ti3—N1 | 89.4 (5) | F8_11—C4_11—F7_11 | 106.6 (4) |
| O1_3—Ti3—N1 | 87.4 (8) | F9_11—C4_11—C1_11 | 112.4 (4) |
| N3—Ti3—N1 | 178.32 (12) | F8_11—C4_11—C1_11 | 113.1 (4) |
| N2—Ti3—N1 | 86.39 (13) | F7_11—C4_11—C1_11 | 107.9 (4) |
| N4—Ti3—N1 | 93.95 (13) | C1_12—O1_12—Al2 | 144 (3) |
| C5—N3—Ti3 | 168.2 (3) | O1_12—C1_12—C4_12 | 112 (2) |
| N2—C3—C4 | 178.7 (5) | O1_12—C1_12—C2_12 | 111.3 (19) |
| C9—N5—Ti1 | 169.2 (4) | C4_12—C1_12—C2_12 | 111.0 (14) |
| N3—C5—C6 | 178.1 (4) | O1_12—C1_12—C3_12 | 112 (2) |
| C11—N6—Ti1 | 175.2 (4) | C4_12—C1_12—C3_12 | 105.5 (13) |
| C5—C6—H6A | 109.5 | C2_12—C1_12—C3_12 | 104.6 (14) |
| C5—C6—H6B | 109.5 | F1_12—C2_12—F3_12 | 110.9 (19) |
| H6A—C6—H6B | 109.5 | F1_12—C2_12—F2_12 | 112 (2) |
| C5—C6—H6C | 109.5 | F3_12—C2_12—F2_12 | 106.5 (18) |
| H6A—C6—H6C | 109.5 | F1_12—C2_12—C1_12 | 108.1 (17) |
| H6B—C6—H6C | 109.5 | F3_12—C2_12—C1_12 | 109.1 (16) |
| C13—N7—Ti2 | 174.3 (4) | F2_12—C2_12—C1_12 | 110.0 (16) |
| C15—N8—Ti2 | 174.3 (3) | F4_12—C3_12—F5_12 | 110 (2) |
| C7—C8—H8A | 109.5 | F4_12—C3_12—F6_12 | 108 (2) |
| C7—C8—H8B | 109.5 | F5_12—C3_12—F6_12 | 112 (2) |
| H8A—C8—H8B | 109.5 | F4_12—C3_12—C1_12 | 110.5 (19) |
| C7—C8—H8C | 109.5 | F5_12—C3_12—C1_12 | 108.2 (18) |
| H8A—C8—H8C | 109.5 | F6_12—C3_12—C1_12 | 108.3 (16) |
| H8B—C8—H8C | 109.5 | F9_12—C4_12—F8_12 | 104.5 (19) |
| N5—C9—C10 | 177.8 (5) | F9_12—C4_12—F7_12 | 117 (2) |
| C9—C10—H10A | 109.5 | F8_12—C4_12—F7_12 | 106.3 (19) |
| C9—C10—H10B | 109.5 | F9_12—C4_12—C1_12 | 112.2 (17) |
| H10A—C10—H10B | 109.5 | F8_12—C4_12—C1_12 | 111.4 (19) |
| C9—C10—H10C | 109.5 | F7_12—C4_12—C1_12 | 105.4 (15) |
| H10A—C10—H10C | 109.5 | C1_13—O1_13—Al1 | 153.2 (3) |
| H10B—C10—H10C | 109.5 | O1_13—C1_13—C3_13 | 110.7 (4) |
| N6—C11—C12 | 179.1 (7) | O1_13—C1_13—C4_13 | 110.4 (3) |
| C11—C12—H12A | 109.5 | C3_13—C1_13—C4_13 | 110.8 (4) |
| C11—C12—H12B | 109.5 | O1_13—C1_13—C2_13 | 107.3 (4) |
| H12A—C12—H12B | 109.5 | C3_13—C1_13—C2_13 | 108.4 (3) |
| C11—C12—H12C | 109.5 | C4_13—C1_13—C2_13 | 109.3 (4) |
| H12A—C12—H12C | 109.5 | F1_13—C2_13—F3_13 | 109.0 (5) |
| H12B—C12—H12C | 109.5 | F1_13—C2_13—F2_13 | 107.7 (4) |
| N7—C13—C14 | 179.3 (5) | F3_13—C2_13—F2_13 | 106.8 (4) |
| C13—C14—H14A | 109.5 | F1_13—C2_13—C1_13 | 110.6 (4) |
| C13—C14—H14B | 109.5 | F3_13—C2_13—C1_13 | 111.3 (4) |
| H14A—C14—H14B | 109.5 | F2_13—C2_13—C1_13 | 111.3 (4) |
| C13—C14—H14C | 109.5 | F5_13—C3_13—F6_13 | 107.5 (5) |
| H14A—C14—H14C | 109.5 | F5_13—C3_13—F4_13 | 107.3 (6) |
| H14B—C14—H14C | 109.5 | F6_13—C3_13—F4_13 | 109.8 (6) |
| N8—C15—C16 | 179.5 (5) | F5_13—C3_13—C1_13 | 111.7 (5) |
| C15—C16—H16A | 109.5 | F6_13—C3_13—C1_13 | 111.9 (5) |
| C15—C16—H16B | 109.5 | F4_13—C3_13—C1_13 | 108.5 (4) |
| H16A—C16—H16B | 109.5 | F9_13—C4_13—F7_13 | 106.1 (5) |
| C15—C16—H16C | 109.5 | F9_13—C4_13—F8_13 | 107.2 (5) |
| H16A—C16—H16C | 109.5 | F7_13—C4_13—F8_13 | 108.9 (5) |
| H16B—C16—H16C | 109.5 | F9_13—C4_13—C1_13 | 110.7 (4) |
| C1_1—O1_1—Ti1 | 179.4 (18) | F7_13—C4_13—C1_13 | 111.4 (5) |
| O1_1—C1_1—C4_1 | 109.1 (12) | F8_13—C4_13—C1_13 | 112.3 (4) |
| O1_1—C1_1—C3_1 | 110.6 (11) | C1_20—O1_20—Ti3 | 174.3 (3) |
| C4_1—C1_1—C3_1 | 107.9 (7) | O1_20—C1_20—C4_20 | 109.3 (3) |
| O1_1—C1_1—C2_1 | 110.0 (11) | O1_20—C1_20—C2_20 | 109.1 (3) |
| C4_1—C1_1—C2_1 | 111.0 (9) | C4_20—C1_20—C2_20 | 110.1 (4) |
| C3_1—C1_1—C2_1 | 108.2 (7) | O1_20—C1_20—C3_20 | 109.5 (3) |
| F1_1—C2_1—F3_1 | 110.1 (11) | C4_20—C1_20—C3_20 | 109.4 (3) |
| F1_1—C2_1—F2_1 | 108.9 (10) | C2_20—C1_20—C3_20 | 109.4 (3) |
| F3_1—C2_1—F2_1 | 106.4 (11) | F3_20—C2_20—F1_20 | 108.2 (4) |
| F1_1—C2_1—C1_1 | 108.6 (9) | F3_20—C2_20—F2_20 | 107.4 (4) |
| F3_1—C2_1—C1_1 | 109.1 (8) | F1_20—C2_20—F2_20 | 107.1 (4) |
| F2_1—C2_1—C1_1 | 113.6 (8) | F3_20—C2_20—C1_20 | 110.8 (4) |
| F5_1—C3_1—F6_1 | 106.8 (9) | F1_20—C2_20—C1_20 | 111.1 (3) |
| F5_1—C3_1—F4_1 | 109.0 (10) | F2_20—C2_20—C1_20 | 112.1 (4) |
| F6_1—C3_1—F4_1 | 107.1 (8) | F5_20—C3_20—F4_20 | 107.5 (4) |
| F5_1—C3_1—C1_1 | 111.2 (7) | F5_20—C3_20—F6_20 | 108.2 (4) |
| F6_1—C3_1—C1_1 | 112.3 (8) | F4_20—C3_20—F6_20 | 106.6 (4) |
| F4_1—C3_1—C1_1 | 110.2 (8) | F5_20—C3_20—C1_20 | 110.9 (4) |
| F9_1—C4_1—F7_1 | 112.1 (13) | F4_20—C3_20—C1_20 | 110.7 (3) |
| F9_1—C4_1—F8_1 | 107.0 (10) | F6_20—C3_20—C1_20 | 112.8 (4) |
| F7_1—C4_1—F8_1 | 98.0 (10) | F7_20—C4_20—F8_20 | 108.2 (4) |
| F9_1—C4_1—C1_1 | 111.6 (9) | F7_20—C4_20—F9_20 | 106.9 (4) |
| F7_1—C4_1—C1_1 | 110.0 (9) | F8_20—C4_20—F9_20 | 107.2 (4) |
| F8_1—C4_1—C1_1 | 117.4 (9) | F7_20—C4_20—C1_20 | 111.4 (4) |
| C1_2—O1_2—Ti1 | 177 (3) | F8_20—C4_20—C1_20 | 112.1 (4) |
| O1_2—C1_2—C4_2 | 110.1 (15) | F9_20—C4_20—C1_20 | 110.7 (3) |
| O1_2—C1_2—C2_2 | 108.4 (15) | C1_14—O1_14—Al1 | 147.6 (3) |
| C4_2—C1_2—C2_2 | 110.7 (9) | O1_14—C1_14—C3_14 | 107.0 (4) |
| O1_2—C1_2—C3_2 | 109.0 (15) | O1_14—C1_14—C2_14 | 110.6 (3) |
| C4_2—C1_2—C3_2 | 111.8 (10) | C3_14—C1_14—C2_14 | 108.3 (4) |
| C2_2—C1_2—C3_2 | 106.6 (9) | O1_14—C1_14—C4_14 | 111.7 (3) |
| F1_2—C2_2—F2_2 | 116.3 (13) | C3_14—C1_14—C4_14 | 110.0 (3) |
| F1_2—C2_2—F3_2 | 109.9 (13) | C2_14—C1_14—C4_14 | 109.3 (3) |
| F2_2—C2_2—F3_2 | 102.3 (13) | F2_14—C2_14—F3_14 | 108.2 (4) |
| F1_2—C2_2—C1_2 | 111.5 (10) | F2_14—C2_14—F1_14 | 107.5 (4) |
| F2_2—C2_2—C1_2 | 107.6 (11) | F3_14—C2_14—F1_14 | 106.8 (4) |
| F3_2—C2_2—C1_2 | 108.6 (10) | F2_14—C2_14—C1_14 | 113.1 (4) |
| F4_2—C3_2—F6_2 | 114.5 (16) | F3_14—C2_14—C1_14 | 111.4 (4) |
| F4_2—C3_2—F5_2 | 111.6 (14) | F1_14—C2_14—C1_14 | 109.7 (4) |
| F6_2—C3_2—F5_2 | 107.5 (15) | F4_14—C3_14—F5_14 | 107.1 (4) |
| F4_2—C3_2—C1_2 | 106.4 (11) | F4_14—C3_14—F6_14 | 106.7 (4) |
| F6_2—C3_2—C1_2 | 108.2 (13) | F5_14—C3_14—F6_14 | 106.8 (4) |
| F5_2—C3_2—C1_2 | 108.4 (10) | F4_14—C3_14—C1_14 | 112.7 (5) |
| F7_2—C4_2—F8_2 | 107.9 (15) | F5_14—C3_14—C1_14 | 111.0 (4) |
| F7_2—C4_2—F9_2 | 109.6 (14) | F6_14—C3_14—C1_14 | 112.2 (4) |
| F8_2—C4_2—F9_2 | 113.7 (15) | F9_14—C4_14—F7_14 | 107.5 (4) |
| F7_2—C4_2—C1_2 | 109.5 (11) | F9_14—C4_14—F8_14 | 107.5 (4) |
| F8_2—C4_2—C1_2 | 109.6 (12) | F7_14—C4_14—F8_14 | 107.5 (4) |
| F9_2—C4_2—C1_2 | 106.6 (10) | F9_14—C4_14—C1_14 | 110.2 (3) |
| C1_3—O1_3—Ti3 | 169 (2) | F7_14—C4_14—C1_14 | 110.7 (4) |
| O1_3—C1_3—C3_3 | 110.1 (13) | F8_14—C4_14—C1_14 | 113.2 (4) |
| O1_3—C1_3—C2_3 | 111.5 (14) | C1_15—O1_15—Al2 | 147.7 (3) |
| C3_3—C1_3—C2_3 | 108.9 (9) | O1_15—C1_15—C4_15 | 110.8 (3) |
| O1_3—C1_3—C4_3 | 107.4 (13) | O1_15—C1_15—C3_15 | 106.8 (4) |
| C3_3—C1_3—C4_3 | 111.4 (10) | C4_15—C1_15—C3_15 | 110.2 (4) |
| C2_3—C1_3—C4_3 | 107.5 (9) | O1_15—C1_15—C2_15 | 110.4 (4) |
| F3_3—C2_3—F1_3 | 105.8 (11) | C4_15—C1_15—C2_15 | 110.0 (4) |
| F3_3—C2_3—F2_3 | 107.1 (14) | C3_15—C1_15—C2_15 | 108.6 (4) |
| F1_3—C2_3—F2_3 | 108.0 (14) | F1_15—C2_15—F3_15 | 107.2 (4) |
| F3_3—C2_3—C1_3 | 111.9 (10) | F1_15—C2_15—F2_15 | 107.3 (4) |
| F1_3—C2_3—C1_3 | 110.7 (9) | F3_15—C2_15—F2_15 | 107.5 (4) |
| F2_3—C2_3—C1_3 | 112.9 (13) | F1_15—C2_15—C1_15 | 111.3 (4) |
| F5_3—C3_3—F4_3 | 110.2 (14) | F3_15—C2_15—C1_15 | 110.9 (4) |
| F5_3—C3_3—F6_3 | 106.4 (15) | F2_15—C2_15—C1_15 | 112.4 (4) |
| F4_3—C3_3—F6_3 | 108.9 (16) | F4_15—C3_15—F6_15 | 108.1 (4) |
| F5_3—C3_3—C1_3 | 110.8 (10) | F4_15—C3_15—F5_15 | 107.4 (4) |
| F4_3—C3_3—C1_3 | 109.6 (11) | F6_15—C3_15—F5_15 | 107.2 (4) |
| F6_3—C3_3—C1_3 | 110.8 (15) | F4_15—C3_15—C1_15 | 111.2 (4) |
| F7_3—C4_3—F8_3 | 110.1 (15) | F6_15—C3_15—C1_15 | 112.4 (4) |
| F7_3—C4_3—F9_3 | 105.9 (13) | F5_15—C3_15—C1_15 | 110.3 (4) |
| F8_3—C4_3—F9_3 | 106.9 (13) | F7_15—C4_15—F9_15 | 107.4 (5) |
| F7_3—C4_3—C1_3 | 108.7 (11) | F7_15—C4_15—F8_15 | 108.1 (4) |
| F8_3—C4_3—C1_3 | 114.1 (12) | F9_15—C4_15—F8_15 | 107.5 (4) |
| F9_3—C4_3—C1_3 | 110.7 (10) | F7_15—C4_15—C1_15 | 111.4 (4) |
| C1_4—O1_4—Ti3 | 170.7 (12) | F9_15—C4_15—C1_15 | 110.2 (4) |
| O1_4—C1_4—C4_4 | 108.5 (9) | F8_15—C4_15—C1_15 | 112.0 (4) |
| O1_4—C1_4—C3_4 | 109.6 (10) | C1_16—O1_16—Al2 | 147.2 (19) |
| C4_4—C1_4—C3_4 | 110.8 (7) | O1_16—C1_16—C2_16 | 109.7 (14) |
| O1_4—C1_4—C2_4 | 109.7 (10) | O1_16—C1_16—C4_16 | 109.5 (14) |
| C4_4—C1_4—C2_4 | 110.1 (7) | C2_16—C1_16—C4_16 | 109.8 (12) |
| C3_4—C1_4—C2_4 | 108.2 (7) | O1_16—C1_16—C3_16 | 109.0 (14) |
| F3_4—C2_4—F1_4 | 108.9 (9) | C2_16—C1_16—C3_16 | 109.2 (12) |
| F3_4—C2_4—F2_4 | 112.1 (11) | C4_16—C1_16—C3_16 | 109.5 (12) |
| F1_4—C2_4—F2_4 | 107.1 (11) | F1_16—C2_16—F2_16 | 107.1 (18) |
| F3_4—C2_4—C1_4 | 110.8 (8) | F1_16—C2_16—F3_16 | 109 (2) |
| F1_4—C2_4—C1_4 | 109.0 (8) | F2_16—C2_16—F3_16 | 106.9 (19) |
| F2_4—C2_4—C1_4 | 108.9 (10) | F1_16—C2_16—C1_16 | 111.9 (15) |
| F5_4—C3_4—F6_4 | 107.6 (10) | F2_16—C2_16—C1_16 | 111.1 (15) |
| F5_4—C3_4—F4_4 | 107.3 (9) | F3_16—C2_16—C1_16 | 110.8 (19) |
| F6_4—C3_4—F4_4 | 108.2 (10) | F6_16—C3_16—F5_16 | 107.1 (17) |
| F5_4—C3_4—C1_4 | 110.5 (8) | F6_16—C3_16—F4_16 | 107.1 (17) |
| F6_4—C3_4—C1_4 | 113.2 (10) | F5_16—C3_16—F4_16 | 108.6 (16) |
| F4_4—C3_4—C1_4 | 110.0 (7) | F6_16—C3_16—C1_16 | 113.6 (15) |
| F9_4—C4_4—F7_4 | 109.6 (11) | F5_16—C3_16—C1_16 | 110.4 (14) |
| F9_4—C4_4—F8_4 | 106.3 (11) | F4_16—C3_16—C1_16 | 109.8 (14) |
| F7_4—C4_4—F8_4 | 106.8 (11) | F9_16—C4_16—F7_16 | 107.3 (17) |
| F9_4—C4_4—C1_4 | 110.7 (8) | F9_16—C4_16—F8_16 | 106.5 (17) |
| F7_4—C4_4—C1_4 | 110.9 (9) | F7_16—C4_16—F8_16 | 109.3 (17) |
| F8_4—C4_4—C1_4 | 112.3 (11) | F9_16—C4_16—C1_16 | 110.8 (14) |
| C1_5—O1_5—Al2 | 147.3 (6) | F7_16—C4_16—C1_16 | 109.6 (14) |
| O1_5—C1_5—C3_5 | 111.1 (5) | F8_16—C4_16—C1_16 | 113.0 (14) |
| O1_5—C1_5—C4_5 | 107.8 (5) | C1_17—O1_17—Al1 | 147.8 (3) |
| C3_5—C1_5—C4_5 | 109.8 (4) | O1_17—C1_17—C2_17 | 112.0 (4) |
| O1_5—C1_5—C2_5 | 111.1 (5) | O1_17—C1_17—C4_17 | 109.6 (3) |
| C3_5—C1_5—C2_5 | 108.3 (4) | C2_17—C1_17—C4_17 | 108.7 (3) |
| C4_5—C1_5—C2_5 | 108.8 (4) | O1_17—C1_17—C3_17 | 107.8 (3) |
| F3_5—C2_5—F1_5 | 106.9 (5) | C2_17—C1_17—C3_17 | 109.3 (3) |
| F3_5—C2_5—F2_5 | 107.5 (5) | C4_17—C1_17—C3_17 | 109.4 (4) |
| F1_5—C2_5—F2_5 | 107.6 (5) | F1_17—C2_17—F2_17 | 107.7 (4) |
| F3_5—C2_5—C1_5 | 110.5 (5) | F1_17—C2_17—F3_17 | 107.0 (4) |
| F1_5—C2_5—C1_5 | 111.1 (5) | F2_17—C2_17—F3_17 | 107.5 (3) |
| F2_5—C2_5—C1_5 | 113.0 (5) | F1_17—C2_17—C1_17 | 110.7 (3) |
| F4_5—C3_5—F5_5 | 107.7 (5) | F2_17—C2_17—C1_17 | 113.1 (4) |
| F4_5—C3_5—F6_5 | 106.6 (4) | F3_17—C2_17—C1_17 | 110.6 (4) |
| F5_5—C3_5—F6_5 | 106.6 (4) | F5_17—C3_17—F4_17 | 107.5 (4) |
| F4_5—C3_5—C1_5 | 111.0 (4) | F5_17—C3_17—F6_17 | 107.8 (4) |
| F5_5—C3_5—C1_5 | 111.6 (4) | F4_17—C3_17—F6_17 | 107.0 (4) |
| F6_5—C3_5—C1_5 | 113.0 (4) | F5_17—C3_17—C1_17 | 111.3 (4) |
| F9_5—C4_5—F8_5 | 107.7 (5) | F4_17—C3_17—C1_17 | 110.4 (4) |
| F9_5—C4_5—F7_5 | 106.5 (5) | F6_17—C3_17—C1_17 | 112.6 (3) |
| F8_5—C4_5—F7_5 | 107.1 (5) | F7_17—C4_17—F9_17 | 106.8 (4) |
| F9_5—C4_5—C1_5 | 111.9 (4) | F7_17—C4_17—F8_17 | 107.2 (4) |
| F8_5—C4_5—C1_5 | 112.8 (5) | F9_17—C4_17—F8_17 | 106.6 (4) |
| F7_5—C4_5—C1_5 | 110.4 (5) | F7_17—C4_17—C1_17 | 112.1 (4) |
| C1_6—O1_6—Al2 | 154 (3) | F9_17—C4_17—C1_17 | 111.6 (4) |
| O1_6—C1_6—C3_6 | 111.2 (18) | F8_17—C4_17—C1_17 | 112.2 (4) |
| O1_6—C1_6—C4_6 | 110.1 (18) | C1_18—O1_18—Ti2 | 175.1 (3) |
| C3_6—C1_6—C4_6 | 108.8 (12) | O1_18—C1_18—C3_18 | 109.8 (4) |
| O1_6—C1_6—C2_6 | 109.0 (18) | O1_18—C1_18—C4_18 | 109.3 (4) |
| C3_6—C1_6—C2_6 | 107.7 (11) | C3_18—C1_18—C4_18 | 110.5 (4) |
| C4_6—C1_6—C2_6 | 110.0 (12) | O1_18—C1_18—C2_18 | 109.2 (3) |
| F1_6—C2_6—F2_6 | 103.7 (16) | C3_18—C1_18—C2_18 | 109.0 (4) |
| F1_6—C2_6—F3_6 | 109.0 (16) | C4_18—C1_18—C2_18 | 109.0 (4) |
| F2_6—C2_6—F3_6 | 111.7 (17) | F2_18—C2_18—F3_18 | 108.3 (4) |
| F1_6—C2_6—C1_6 | 109.0 (13) | F2_18—C2_18—F1_18 | 107.5 (4) |
| F2_6—C2_6—C1_6 | 112.6 (15) | F3_18—C2_18—F1_18 | 106.8 (4) |
| F3_6—C2_6—C1_6 | 110.6 (13) | F2_18—C2_18—C1_18 | 113.4 (4) |
| F4_6—C3_6—F5_6 | 105.4 (15) | F3_18—C2_18—C1_18 | 110.3 (4) |
| F4_6—C3_6—F6_6 | 107.9 (15) | F1_18—C2_18—C1_18 | 110.3 (4) |
| F5_6—C3_6—F6_6 | 111.1 (17) | F4_18—C3_18—F5_18 | 107.4 (4) |
| F4_6—C3_6—C1_6 | 111.4 (13) | F4_18—C3_18—F6_18 | 107.3 (4) |
| F5_6—C3_6—C1_6 | 109.9 (15) | F5_18—C3_18—F6_18 | 107.3 (5) |
| F6_6—C3_6—C1_6 | 110.9 (14) | F4_18—C3_18—C1_18 | 111.1 (4) |
| F8_6—C4_6—F7_6 | 109.1 (16) | F5_18—C3_18—C1_18 | 111.0 (4) |
| F8_6—C4_6—F9_6 | 104.8 (16) | F6_18—C3_18—C1_18 | 112.5 (4) |
| F7_6—C4_6—F9_6 | 110.8 (18) | F9_18—C4_18—F7_18 | 108.8 (5) |
| F8_6—C4_6—C1_6 | 111.6 (14) | F9_18—C4_18—F8_18 | 108.0 (4) |
| F7_6—C4_6—C1_6 | 110.5 (13) | F7_18—C4_18—F8_18 | 108.3 (4) |
| F9_6—C4_6—C1_6 | 109.9 (14) | F9_18—C4_18—C1_18 | 110.7 (4) |
| C1_7—O1_7—Al2 | 146.7 (3) | F7_18—C4_18—C1_18 | 109.0 (4) |
| O1_7—C1_7—C4_7 | 108.8 (4) | F8_18—C4_18—C1_18 | 112.0 (4) |
| O1_7—C1_7—C3_7 | 111.2 (4) | C1_19—O1_19—Ti2 | 172 (4) |
| C4_7—C1_7—C3_7 | 110.2 (4) | O1_19—C1_19—C2_19 | 109.4 (19) |
| O1_7—C1_7—C2_7 | 111.0 (4) | O1_19—C1_19—C3_19 | 109.1 (19) |
| C4_7—C1_7—C2_7 | 108.6 (5) | C2_19—C1_19—C3_19 | 110.5 (15) |
| C3_7—C1_7—C2_7 | 107.0 (4) | O1_19—C1_19—C4_19 | 107.5 (18) |
| F1_7—C2_7—F3_7 | 106.8 (6) | C2_19—C1_19—C4_19 | 110.5 (15) |
| F1_7—C2_7—F2_7 | 107.0 (5) | C3_19—C1_19—C4_19 | 109.8 (15) |
| F3_7—C2_7—F2_7 | 107.6 (5) | F3_19—C2_19—F2_19 | 109 (2) |
| F1_7—C2_7—C1_7 | 110.8 (5) | F3_19—C2_19—F1_19 | 108 (2) |
| F3_7—C2_7—C1_7 | 111.8 (5) | F2_19—C2_19—F1_19 | 107 (2) |
| F2_7—C2_7—C1_7 | 112.6 (5) | F3_19—C2_19—C1_19 | 111.5 (19) |
| F5_7—C3_7—F4_7 | 106.5 (5) | F2_19—C2_19—C1_19 | 111.5 (17) |
| F5_7—C3_7—F6_7 | 108.5 (4) | F1_19—C2_19—C1_19 | 110.1 (18) |
| F4_7—C3_7—F6_7 | 107.0 (5) | F5_19—C3_19—F6_19 | 107 (2) |
| F5_7—C3_7—C1_7 | 111.3 (4) | F5_19—C3_19—F4_19 | 110 (2) |
| F4_7—C3_7—C1_7 | 110.4 (5) | F6_19—C3_19—F4_19 | 108 (2) |
| F6_7—C3_7—C1_7 | 112.8 (4) | F5_19—C3_19—C1_19 | 111.2 (18) |
| F7_7—C4_7—F8_7 | 107.1 (5) | F6_19—C3_19—C1_19 | 111.7 (18) |
| F7_7—C4_7—F9_7 | 107.5 (4) | F4_19—C3_19—C1_19 | 108.6 (18) |
| F8_7—C4_7—F9_7 | 108.0 (5) | F8_19—C4_19—F7_19 | 108 (2) |
| F7_7—C4_7—C1_7 | 110.0 (4) | F8_19—C4_19—F9_19 | 109 (2) |
| F8_7—C4_7—C1_7 | 113.4 (4) | F7_19—C4_19—F9_19 | 109 (2) |
| F9_7—C4_7—C1_7 | 110.6 (5) | F8_19—C4_19—C1_19 | 111.7 (18) |
| C1_8—O1_8—Al2 | 151.2 (15) | F7_19—C4_19—C1_19 | 109.8 (17) |
| O1_8—C1_8—C3_8 | 110.7 (13) | F9_19—C4_19—C1_19 | 110.2 (19) |
| O1_8—C1_8—C2_8 | 109.4 (13) | ||
| O1_1—C1_1—C2_1—F1_1 | −69.9 (15) | O1_15—Al2—O1_11—C1_11 | 37.9 (8) |
| C4_1—C1_1—C2_1—F1_1 | 51.0 (12) | O1_5—Al2—O1_11—C1_11 | 159.6 (7) |
| C3_1—C1_1—C2_1—F1_1 | 169.1 (10) | Al2—O1_11—C1_11—C3_11 | −91.1 (8) |
| O1_1—C1_1—C2_1—F3_1 | 50.2 (15) | Al2—O1_11—C1_11—C4_11 | 32.2 (9) |
| C4_1—C1_1—C2_1—F3_1 | 171.1 (9) | Al2—O1_11—C1_11—C2_11 | 150.4 (6) |
| C3_1—C1_1—C2_1—F3_1 | −70.8 (11) | O1_11—C1_11—C2_11—F3_11 | 42.3 (5) |
| O1_1—C1_1—C2_1—F2_1 | 168.7 (14) | C3_11—C1_11—C2_11—F3_11 | −76.5 (5) |
| C4_1—C1_1—C2_1—F2_1 | −70.4 (12) | C4_11—C1_11—C2_11—F3_11 | 162.4 (4) |
| C3_1—C1_1—C2_1—F2_1 | 47.7 (12) | O1_11—C1_11—C2_11—F1_11 | −80.0 (5) |
| O1_1—C1_1—C3_1—F5_1 | −72.5 (14) | C3_11—C1_11—C2_11—F1_11 | 161.2 (4) |
| C4_1—C1_1—C3_1—F5_1 | 168.3 (9) | C4_11—C1_11—C2_11—F1_11 | 40.1 (5) |
| C2_1—C1_1—C3_1—F5_1 | 48.2 (11) | O1_11—C1_11—C2_11—F2_11 | 161.7 (4) |
| O1_1—C1_1—C3_1—F6_1 | 167.9 (13) | C3_11—C1_11—C2_11—F2_11 | 42.9 (5) |
| C4_1—C1_1—C3_1—F6_1 | 48.6 (10) | C4_11—C1_11—C2_11—F2_11 | −78.1 (5) |
| C2_1—C1_1—C3_1—F6_1 | −71.5 (10) | O1_11—C1_11—C3_11—F6_11 | 165.0 (4) |
| O1_1—C1_1—C3_1—F4_1 | 48.6 (15) | C4_11—C1_11—C3_11—F6_11 | 41.9 (5) |
| C4_1—C1_1—C3_1—F4_1 | −70.7 (11) | C2_11—C1_11—C3_11—F6_11 | −77.1 (5) |
| C2_1—C1_1—C3_1—F4_1 | 169.2 (9) | O1_11—C1_11—C3_11—F5_11 | −72.0 (5) |
| O1_1—C1_1—C4_1—F9_1 | 45.4 (17) | C4_11—C1_11—C3_11—F5_11 | 164.9 (4) |
| C3_1—C1_1—C4_1—F9_1 | 165.6 (12) | C2_11—C1_11—C3_11—F5_11 | 45.9 (5) |
| C2_1—C1_1—C4_1—F9_1 | −76.0 (14) | O1_11—C1_11—C3_11—F4_11 | 44.7 (5) |
| O1_1—C1_1—C4_1—F7_1 | −79.7 (15) | C4_11—C1_11—C3_11—F4_11 | −78.5 (5) |
| C3_1—C1_1—C4_1—F7_1 | 40.5 (12) | C2_11—C1_11—C3_11—F4_11 | 162.5 (4) |
| C2_1—C1_1—C4_1—F7_1 | 158.9 (10) | O1_11—C1_11—C4_11—F9_11 | 39.2 (6) |
| O1_1—C1_1—C4_1—F8_1 | 169.4 (14) | C3_11—C1_11—C4_11—F9_11 | 161.5 (4) |
| C3_1—C1_1—C4_1—F8_1 | −70.4 (12) | C2_11—C1_11—C4_11—F9_11 | −79.0 (5) |
| C2_1—C1_1—C4_1—F8_1 | 48.0 (13) | O1_11—C1_11—C4_11—F8_11 | 162.7 (4) |
| O1_2—C1_2—C2_2—F1_2 | −64 (2) | C3_11—C1_11—C4_11—F8_11 | −75.0 (5) |
| C4_2—C1_2—C2_2—F1_2 | 57.2 (16) | C2_11—C1_11—C4_11—F8_11 | 44.5 (5) |
| C3_2—C1_2—C2_2—F1_2 | 179.0 (13) | O1_11—C1_11—C4_11—F7_11 | −79.6 (5) |
| O1_2—C1_2—C2_2—F2_2 | 167.6 (18) | C3_11—C1_11—C4_11—F7_11 | 42.7 (5) |
| C4_2—C1_2—C2_2—F2_2 | −71.5 (14) | C2_11—C1_11—C4_11—F7_11 | 162.2 (4) |
| C3_2—C1_2—C2_2—F2_2 | 50.4 (14) | O1_6—Al2—O1_12—C1_12 | −174 (5) |
| O1_2—C1_2—C2_2—F3_2 | 57.6 (19) | O1_16—Al2—O1_12—C1_12 | 53 (6) |
| C4_2—C1_2—C2_2—F3_2 | 178.5 (13) | O1_8—Al2—O1_12—C1_12 | −61 (6) |
| C3_2—C1_2—C2_2—F3_2 | −59.7 (14) | Al2—O1_12—C1_12—C4_12 | −44 (6) |
| O1_2—C1_2—C3_2—F4_2 | 65.3 (19) | Al2—O1_12—C1_12—C2_12 | 81 (6) |
| C4_2—C1_2—C3_2—F4_2 | −56.7 (15) | Al2—O1_12—C1_12—C3_12 | −163 (5) |
| C2_2—C1_2—C3_2—F4_2 | −177.8 (13) | O1_12—C1_12—C2_12—F1_12 | −95 (3) |
| O1_2—C1_2—C3_2—F6_2 | −171 (2) | C4_12—C1_12—C2_12—F1_12 | 31 (2) |
| C4_2—C1_2—C3_2—F6_2 | 66.8 (17) | C3_12—C1_12—C2_12—F1_12 | 144 (2) |
| C2_2—C1_2—C3_2—F6_2 | −54.3 (17) | O1_12—C1_12—C2_12—F3_12 | 25 (3) |
| O1_2—C1_2—C3_2—F5_2 | −55 (2) | C4_12—C1_12—C2_12—F3_12 | 151 (2) |
| C4_2—C1_2—C3_2—F5_2 | −176.9 (12) | C3_12—C1_12—C2_12—F3_12 | −95 (2) |
| C2_2—C1_2—C3_2—F5_2 | 62.0 (14) | O1_12—C1_12—C2_12—F2_12 | 142 (3) |
| O1_2—C1_2—C4_2—F7_2 | −56 (2) | C4_12—C1_12—C2_12—F2_12 | −92 (2) |
| C2_2—C1_2—C4_2—F7_2 | −175.4 (13) | C3_12—C1_12—C2_12—F2_12 | 21 (2) |
| C3_2—C1_2—C4_2—F7_2 | 65.9 (15) | O1_12—C1_12—C3_12—F4_12 | 38 (3) |
| O1_2—C1_2—C4_2—F8_2 | −174 (2) | C4_12—C1_12—C3_12—F4_12 | −84 (3) |
| C2_2—C1_2—C4_2—F8_2 | 66.4 (17) | C2_12—C1_12—C3_12—F4_12 | 159 (3) |
| C3_2—C1_2—C4_2—F8_2 | −52.3 (17) | O1_12—C1_12—C3_12—F5_12 | −82 (3) |
| O1_2—C1_2—C4_2—F9_2 | 63 (2) | C4_12—C1_12—C3_12—F5_12 | 156 (3) |
| C2_2—C1_2—C4_2—F9_2 | −57.0 (14) | C2_12—C1_12—C3_12—F5_12 | 39 (3) |
| C3_2—C1_2—C4_2—F9_2 | −175.7 (12) | O1_12—C1_12—C3_12—F6_12 | 156 (3) |
| N3—Ti3—O1_3—C1_3 | −144 (10) | C4_12—C1_12—C3_12—F6_12 | 34 (3) |
| N2—Ti3—O1_3—C1_3 | 124 (10) | C2_12—C1_12—C3_12—F6_12 | −83 (2) |
| N4—Ti3—O1_3—C1_3 | −56 (10) | O1_12—C1_12—C4_12—F9_12 | 44 (3) |
| N1—Ti3—O1_3—C1_3 | 38 (10) | C2_12—C1_12—C4_12—F9_12 | −81 (3) |
| Ti3—O1_3—C1_3—C3_3 | 119 (10) | C3_12—C1_12—C4_12—F9_12 | 166 (3) |
| Ti3—O1_3—C1_3—C2_3 | −2 (11) | O1_12—C1_12—C4_12—F8_12 | 161 (3) |
| Ti3—O1_3—C1_3—C4_3 | −119 (10) | C2_12—C1_12—C4_12—F8_12 | 36 (2) |
| O1_3—C1_3—C2_3—F3_3 | 46.0 (17) | C3_12—C1_12—C4_12—F8_12 | −77 (2) |
| C3_3—C1_3—C2_3—F3_3 | −75.7 (14) | O1_12—C1_12—C4_12—F7_12 | −84 (3) |
| C4_3—C1_3—C2_3—F3_3 | 163.5 (12) | C2_12—C1_12—C4_12—F7_12 | 151 (2) |
| O1_3—C1_3—C2_3—F1_3 | −71.8 (16) | C3_12—C1_12—C4_12—F7_12 | 38 (2) |
| C3_3—C1_3—C2_3—F1_3 | 166.5 (11) | O1_9—Al1—O1_13—C1_13 | −134.5 (7) |
| C4_3—C1_3—C2_3—F1_3 | 45.6 (13) | O1_17—Al1—O1_13—C1_13 | −9.4 (8) |
| O1_3—C1_3—C2_3—F2_3 | 166.9 (18) | O1_14—Al1—O1_13—C1_13 | 108.3 (7) |
| C3_3—C1_3—C2_3—F2_3 | 45.2 (17) | O1_10—Al1—O1_13—C1_13 | −125.7 (9) |
| C4_3—C1_3—C2_3—F2_3 | −75.6 (17) | Al1—O1_13—C1_13—C3_13 | −89.2 (8) |
| O1_3—C1_3—C3_3—F5_3 | −76.1 (17) | Al1—O1_13—C1_13—C4_13 | 33.9 (9) |
| C2_3—C1_3—C3_3—F5_3 | 46.4 (14) | Al1—O1_13—C1_13—C2_13 | 152.8 (7) |
| C4_3—C1_3—C3_3—F5_3 | 164.8 (11) | O1_13—C1_13—C2_13—F1_13 | −76.5 (5) |
| O1_3—C1_3—C3_3—F4_3 | 45.8 (19) | C3_13—C1_13—C2_13—F1_13 | 164.0 (5) |
| C2_3—C1_3—C3_3—F4_3 | 168.3 (14) | C4_13—C1_13—C2_13—F1_13 | 43.2 (6) |
| C4_3—C1_3—C3_3—F4_3 | −73.3 (16) | O1_13—C1_13—C2_13—F3_13 | 44.9 (5) |
| O1_3—C1_3—C3_3—F6_3 | 166.0 (19) | C3_13—C1_13—C2_13—F3_13 | −74.6 (5) |
| C2_3—C1_3—C3_3—F6_3 | −71.5 (17) | C4_13—C1_13—C2_13—F3_13 | 164.6 (4) |
| C4_3—C1_3—C3_3—F6_3 | 47.0 (18) | O1_13—C1_13—C2_13—F2_13 | 163.8 (4) |
| O1_3—C1_3—C4_3—F7_3 | −72.7 (17) | C3_13—C1_13—C2_13—F2_13 | 44.3 (5) |
| C3_3—C1_3—C4_3—F7_3 | 47.9 (15) | C4_13—C1_13—C2_13—F2_13 | −76.5 (5) |
| C2_3—C1_3—C4_3—F7_3 | 167.2 (12) | O1_13—C1_13—C3_13—F5_13 | −75.6 (5) |
| O1_3—C1_3—C4_3—F8_3 | 163.9 (18) | C4_13—C1_13—C3_13—F5_13 | 161.6 (4) |
| C3_3—C1_3—C4_3—F8_3 | −75.5 (17) | C2_13—C1_13—C3_13—F5_13 | 41.8 (6) |
| C2_3—C1_3—C4_3—F8_3 | 43.9 (17) | O1_13—C1_13—C3_13—F6_13 | 163.8 (4) |
| O1_3—C1_3—C4_3—F9_3 | 43.3 (17) | C4_13—C1_13—C3_13—F6_13 | 41.0 (6) |
| C3_3—C1_3—C4_3—F9_3 | 163.9 (12) | C2_13—C1_13—C3_13—F6_13 | −78.9 (5) |
| C2_3—C1_3—C4_3—F9_3 | −76.8 (13) | O1_13—C1_13—C3_13—F4_13 | 42.5 (7) |
| O1_4—C1_4—C2_4—F3_4 | 70.3 (12) | C4_13—C1_13—C3_13—F4_13 | −80.3 (6) |
| C4_4—C1_4—C2_4—F3_4 | −170.4 (9) | C2_13—C1_13—C3_13—F4_13 | 159.8 (5) |
| C3_4—C1_4—C2_4—F3_4 | −49.2 (10) | O1_13—C1_13—C4_13—F9_13 | 38.0 (6) |
| O1_4—C1_4—C2_4—F1_4 | −49.5 (12) | C3_13—C1_13—C4_13—F9_13 | 160.9 (4) |
| C4_4—C1_4—C2_4—F1_4 | 69.8 (10) | C2_13—C1_13—C4_13—F9_13 | −79.7 (5) |
| C3_4—C1_4—C2_4—F1_4 | −169.0 (9) | O1_13—C1_13—C4_13—F7_13 | −79.8 (5) |
| O1_4—C1_4—C2_4—F2_4 | −166.0 (12) | C3_13—C1_13—C4_13—F7_13 | 43.2 (5) |
| C4_4—C1_4—C2_4—F2_4 | −46.7 (13) | C2_13—C1_13—C4_13—F7_13 | 162.5 (4) |
| C3_4—C1_4—C2_4—F2_4 | 74.5 (12) | O1_13—C1_13—C4_13—F8_13 | 157.8 (5) |
| O1_4—C1_4—C3_4—F5_4 | −44.1 (13) | C3_13—C1_13—C4_13—F8_13 | −79.3 (6) |
| C4_4—C1_4—C3_4—F5_4 | −163.8 (9) | C2_13—C1_13—C4_13—F8_13 | 40.0 (7) |
| C2_4—C1_4—C3_4—F5_4 | 75.5 (10) | O1_20—C1_20—C2_20—F3_20 | 45.2 (4) |
| O1_4—C1_4—C3_4—F6_4 | −164.8 (12) | C4_20—C1_20—C2_20—F3_20 | 165.1 (3) |
| C4_4—C1_4—C3_4—F6_4 | 75.5 (12) | C3_20—C1_20—C2_20—F3_20 | −74.6 (4) |
| C2_4—C1_4—C3_4—F6_4 | −45.2 (12) | O1_20—C1_20—C2_20—F1_20 | −75.1 (4) |
| O1_4—C1_4—C3_4—F4_4 | 74.1 (12) | C4_20—C1_20—C2_20—F1_20 | 44.8 (5) |
| C4_4—C1_4—C3_4—F4_4 | −45.6 (10) | C3_20—C1_20—C2_20—F1_20 | 165.1 (4) |
| C2_4—C1_4—C3_4—F4_4 | −166.3 (8) | O1_20—C1_20—C2_20—F2_20 | 165.1 (3) |
| O1_4—C1_4—C4_4—F9_4 | 77.9 (12) | C4_20—C1_20—C2_20—F2_20 | −74.9 (4) |
| C3_4—C1_4—C4_4—F9_4 | −161.8 (9) | C3_20—C1_20—C2_20—F2_20 | 45.4 (5) |
| C2_4—C1_4—C4_4—F9_4 | −42.1 (11) | O1_20—C1_20—C3_20—F5_20 | −70.6 (4) |
| O1_4—C1_4—C4_4—F7_4 | −44.0 (13) | C4_20—C1_20—C3_20—F5_20 | 169.7 (4) |
| C3_4—C1_4—C4_4—F7_4 | 76.3 (11) | C2_20—C1_20—C3_20—F5_20 | 48.9 (4) |
| C2_4—C1_4—C4_4—F7_4 | −164.1 (9) | O1_20—C1_20—C3_20—F4_20 | 48.6 (5) |
| O1_4—C1_4—C4_4—F8_4 | −163.4 (14) | C4_20—C1_20—C3_20—F4_20 | −71.2 (4) |
| C3_4—C1_4—C4_4—F8_4 | −43.1 (14) | C2_20—C1_20—C3_20—F4_20 | 168.1 (4) |
| C2_4—C1_4—C4_4—F8_4 | 76.5 (13) | O1_20—C1_20—C3_20—F6_20 | 167.9 (4) |
| O1_11—Al2—O1_5—C1_5 | −40.6 (12) | C4_20—C1_20—C3_20—F6_20 | 48.1 (5) |
| O1_7—Al2—O1_5—C1_5 | −165.3 (10) | C2_20—C1_20—C3_20—F6_20 | −72.6 (5) |
| O1_15—Al2—O1_5—C1_5 | 77.8 (11) | O1_20—C1_20—C4_20—F7_20 | −71.2 (4) |
| Al2—O1_5—C1_5—C3_5 | 75.0 (12) | C2_20—C1_20—C4_20—F7_20 | 169.0 (3) |
| Al2—O1_5—C1_5—C4_5 | −164.7 (10) | C3_20—C1_20—C4_20—F7_20 | 48.6 (5) |
| Al2—O1_5—C1_5—C2_5 | −45.6 (12) | O1_20—C1_20—C4_20—F8_20 | 167.4 (4) |
| O1_5—C1_5—C2_5—F3_5 | 43.2 (7) | C2_20—C1_20—C4_20—F8_20 | 47.5 (5) |
| C3_5—C1_5—C2_5—F3_5 | −79.0 (6) | C3_20—C1_20—C4_20—F8_20 | −72.8 (5) |
| C4_5—C1_5—C2_5—F3_5 | 161.7 (5) | O1_20—C1_20—C4_20—F9_20 | 47.6 (5) |
| O1_5—C1_5—C2_5—F1_5 | −75.3 (6) | C2_20—C1_20—C4_20—F9_20 | −72.2 (5) |
| C3_5—C1_5—C2_5—F1_5 | 162.5 (4) | C3_20—C1_20—C4_20—F9_20 | 167.5 (4) |
| C4_5—C1_5—C2_5—F1_5 | 43.2 (6) | O1_13—Al1—O1_14—C1_14 | 61.6 (6) |
| O1_5—C1_5—C2_5—F2_5 | 163.7 (6) | O1_9—Al1—O1_14—C1_14 | −61.6 (6) |
| C3_5—C1_5—C2_5—F2_5 | 41.5 (6) | O1_17—Al1—O1_14—C1_14 | −178.8 (6) |
| C4_5—C1_5—C2_5—F2_5 | −77.8 (6) | O1_10—Al1—O1_14—C1_14 | −40.4 (8) |
| O1_5—C1_5—C3_5—F4_5 | 41.1 (6) | Al1—O1_14—C1_14—C3_14 | −150.1 (5) |
| C4_5—C1_5—C3_5—F4_5 | −78.0 (6) | Al1—O1_14—C1_14—C2_14 | 92.2 (6) |
| C2_5—C1_5—C3_5—F4_5 | 163.4 (5) | Al1—O1_14—C1_14—C4_14 | −29.7 (7) |
| O1_5—C1_5—C3_5—F5_5 | −79.0 (6) | O1_14—C1_14—C2_14—F2_14 | 159.8 (4) |
| C4_5—C1_5—C3_5—F5_5 | 161.9 (5) | C3_14—C1_14—C2_14—F2_14 | 42.9 (5) |
| C2_5—C1_5—C3_5—F5_5 | 43.3 (6) | C4_14—C1_14—C2_14—F2_14 | −76.9 (5) |
| O1_5—C1_5—C3_5—F6_5 | 160.8 (5) | O1_14—C1_14—C2_14—F3_14 | 37.7 (5) |
| C4_5—C1_5—C3_5—F6_5 | 41.7 (6) | C3_14—C1_14—C2_14—F3_14 | −79.2 (4) |
| C2_5—C1_5—C3_5—F6_5 | −76.9 (6) | C4_14—C1_14—C2_14—F3_14 | 161.1 (4) |
| O1_5—C1_5—C4_5—F9_5 | 42.6 (7) | O1_14—C1_14—C2_14—F1_14 | −80.2 (5) |
| C3_5—C1_5—C4_5—F9_5 | 163.7 (5) | C3_14—C1_14—C2_14—F1_14 | 162.9 (4) |
| C2_5—C1_5—C4_5—F9_5 | −78.0 (6) | C4_14—C1_14—C2_14—F1_14 | 43.1 (5) |
| O1_5—C1_5—C4_5—F8_5 | 164.2 (5) | O1_14—C1_14—C3_14—F4_14 | 45.2 (5) |
| C3_5—C1_5—C4_5—F8_5 | −74.7 (6) | C2_14—C1_14—C3_14—F4_14 | 164.4 (4) |
| C2_5—C1_5—C4_5—F8_5 | 43.6 (6) | C4_14—C1_14—C3_14—F4_14 | −76.3 (5) |
| O1_5—C1_5—C4_5—F7_5 | −75.9 (6) | O1_14—C1_14—C3_14—F5_14 | −74.9 (5) |
| C3_5—C1_5—C4_5—F7_5 | 45.2 (6) | C2_14—C1_14—C3_14—F5_14 | 44.3 (5) |
| C2_5—C1_5—C4_5—F7_5 | 163.5 (5) | C4_14—C1_14—C3_14—F5_14 | 163.7 (4) |
| O1_16—Al2—O1_6—C1_6 | 134 (7) | O1_14—C1_14—C3_14—F6_14 | 165.7 (4) |
| O1_8—Al2—O1_6—C1_6 | −108 (7) | C2_14—C1_14—C3_14—F6_14 | −75.1 (5) |
| O1_12—Al2—O1_6—C1_6 | −1 (8) | C4_14—C1_14—C3_14—F6_14 | 44.3 (5) |
| Al2—O1_6—C1_6—C3_6 | −52 (8) | O1_14—C1_14—C4_14—F9_14 | 44.9 (5) |
| Al2—O1_6—C1_6—C4_6 | 68 (7) | C3_14—C1_14—C4_14—F9_14 | 163.5 (4) |
| Al2—O1_6—C1_6—C2_6 | −171 (7) | C2_14—C1_14—C4_14—F9_14 | −77.8 (4) |
| O1_6—C1_6—C2_6—F1_6 | −45 (2) | O1_14—C1_14—C4_14—F7_14 | −73.9 (5) |
| C3_6—C1_6—C2_6—F1_6 | −165.7 (15) | C3_14—C1_14—C4_14—F7_14 | 44.7 (5) |
| C4_6—C1_6—C2_6—F1_6 | 75.9 (17) | C2_14—C1_14—C4_14—F7_14 | 163.5 (4) |
| O1_6—C1_6—C2_6—F2_6 | −159 (2) | O1_14—C1_14—C4_14—F8_14 | 165.3 (4) |
| C3_6—C1_6—C2_6—F2_6 | 79.8 (18) | C3_14—C1_14—C4_14—F8_14 | −76.1 (5) |
| C4_6—C1_6—C2_6—F2_6 | −38.6 (19) | C2_14—C1_14—C4_14—F8_14 | 42.6 (5) |
| O1_6—C1_6—C2_6—F3_6 | 75 (2) | O1_11—Al2—O1_15—C1_15 | −158.2 (6) |
| C3_6—C1_6—C2_6—F3_6 | −45.9 (17) | O1_7—Al2—O1_15—C1_15 | −34.2 (6) |
| C4_6—C1_6—C2_6—F3_6 | −164.3 (15) | O1_5—Al2—O1_15—C1_15 | 83.2 (7) |
| O1_6—C1_6—C3_6—F4_6 | 76 (2) | Al2—O1_15—C1_15—C4_15 | −64.5 (7) |
| C4_6—C1_6—C3_6—F4_6 | −45.2 (18) | Al2—O1_15—C1_15—C3_15 | 175.5 (5) |
| C2_6—C1_6—C3_6—F4_6 | −164.4 (15) | Al2—O1_15—C1_15—C2_15 | 57.6 (7) |
| O1_6—C1_6—C3_6—F5_6 | −40 (2) | O1_15—C1_15—C2_15—F1_15 | −81.3 (5) |
| C4_6—C1_6—C3_6—F5_6 | −161.7 (16) | C4_15—C1_15—C2_15—F1_15 | 41.3 (5) |
| C2_6—C1_6—C3_6—F5_6 | 79.1 (17) | C3_15—C1_15—C2_15—F1_15 | 162.0 (4) |
| O1_6—C1_6—C3_6—F6_6 | −164 (2) | O1_15—C1_15—C2_15—F3_15 | 38.0 (5) |
| C4_6—C1_6—C3_6—F6_6 | 75.1 (18) | C4_15—C1_15—C2_15—F3_15 | 160.6 (4) |
| C2_6—C1_6—C3_6—F6_6 | −44.1 (18) | C3_15—C1_15—C2_15—F3_15 | −78.8 (5) |
| O1_6—C1_6—C4_6—F8_6 | −166 (2) | O1_15—C1_15—C2_15—F2_15 | 158.3 (4) |
| C3_6—C1_6—C4_6—F8_6 | −43.9 (19) | C4_15—C1_15—C2_15—F2_15 | −79.1 (5) |
| C2_6—C1_6—C4_6—F8_6 | 73.9 (18) | C3_15—C1_15—C2_15—F2_15 | 41.6 (6) |
| O1_6—C1_6—C4_6—F7_6 | −44 (3) | O1_15—C1_15—C3_15—F4_15 | 44.3 (5) |
| C3_6—C1_6—C4_6—F7_6 | 77.7 (19) | C4_15—C1_15—C3_15—F4_15 | −76.0 (5) |
| C2_6—C1_6—C4_6—F7_6 | −164.5 (18) | C2_15—C1_15—C3_15—F4_15 | 163.4 (4) |
| O1_6—C1_6—C4_6—F9_6 | 78 (2) | O1_15—C1_15—C3_15—F6_15 | 165.6 (4) |
| C3_6—C1_6—C4_6—F9_6 | −159.7 (17) | C4_15—C1_15—C3_15—F6_15 | 45.3 (5) |
| C2_6—C1_6—C4_6—F9_6 | −41.9 (19) | C2_15—C1_15—C3_15—F6_15 | −75.3 (5) |
| O1_11—Al2—O1_7—C1_7 | −79.2 (6) | O1_15—C1_15—C3_15—F5_15 | −74.8 (5) |
| O1_15—Al2—O1_7—C1_7 | 161.8 (6) | C4_15—C1_15—C3_15—F5_15 | 164.9 (4) |
| O1_5—Al2—O1_7—C1_7 | 40.9 (7) | C2_15—C1_15—C3_15—F5_15 | 44.3 (5) |
| Al2—O1_7—C1_7—C4_7 | −169.0 (5) | O1_15—C1_15—C4_15—F7_15 | −73.1 (5) |
| Al2—O1_7—C1_7—C3_7 | 69.5 (7) | C3_15—C1_15—C4_15—F7_15 | 44.7 (5) |
| Al2—O1_7—C1_7—C2_7 | −49.5 (8) | C2_15—C1_15—C4_15—F7_15 | 164.5 (4) |
| O1_7—C1_7—C2_7—F1_7 | −41.1 (6) | O1_15—C1_15—C4_15—F9_15 | 46.0 (6) |
| C4_7—C1_7—C2_7—F1_7 | 78.5 (6) | C3_15—C1_15—C4_15—F9_15 | 163.9 (5) |
| C3_7—C1_7—C2_7—F1_7 | −162.6 (5) | C2_15—C1_15—C4_15—F9_15 | −76.4 (5) |
| O1_7—C1_7—C2_7—F3_7 | 77.9 (6) | O1_15—C1_15—C4_15—F8_15 | 165.7 (4) |
| C4_7—C1_7—C2_7—F3_7 | −162.6 (5) | C3_15—C1_15—C4_15—F8_15 | −76.4 (5) |
| C3_7—C1_7—C2_7—F3_7 | −43.6 (6) | C2_15—C1_15—C4_15—F8_15 | 43.3 (5) |
| O1_7—C1_7—C2_7—F2_7 | −160.9 (5) | O1_6—Al2—O1_16—C1_16 | −41 (4) |
| C4_7—C1_7—C2_7—F2_7 | −41.4 (6) | O1_8—Al2—O1_16—C1_16 | −163 (3) |
| C3_7—C1_7—C2_7—F2_7 | 77.6 (6) | O1_12—Al2—O1_16—C1_16 | 84 (4) |
| O1_7—C1_7—C3_7—F5_7 | −43.8 (6) | Al2—O1_16—C1_16—C2_16 | 57 (4) |
| C4_7—C1_7—C3_7—F5_7 | −164.4 (5) | Al2—O1_16—C1_16—C4_16 | −63 (4) |
| C2_7—C1_7—C3_7—F5_7 | 77.6 (6) | Al2—O1_16—C1_16—C3_16 | 177 (3) |
| O1_7—C1_7—C3_7—F4_7 | 74.3 (6) | O1_16—C1_16—C2_16—F1_16 | −79 (2) |
| C4_7—C1_7—C3_7—F4_7 | −46.4 (6) | C4_16—C1_16—C2_16—F1_16 | 42 (2) |
| C2_7—C1_7—C3_7—F4_7 | −164.3 (5) | C3_16—C1_16—C2_16—F1_16 | 161.7 (18) |
| O1_7—C1_7—C3_7—F6_7 | −166.0 (5) | O1_16—C1_16—C2_16—F2_16 | 161 (2) |
| C4_7—C1_7—C3_7—F6_7 | 73.3 (6) | C4_16—C1_16—C2_16—F2_16 | −78 (2) |
| C2_7—C1_7—C3_7—F6_7 | −44.6 (6) | C3_16—C1_16—C2_16—F2_16 | 42 (2) |
| O1_7—C1_7—C4_7—F7_7 | −44.7 (6) | O1_16—C1_16—C2_16—F3_16 | 43 (3) |
| C3_7—C1_7—C4_7—F7_7 | 77.4 (5) | C4_16—C1_16—C2_16—F3_16 | 163 (2) |
| C2_7—C1_7—C4_7—F7_7 | −165.6 (5) | C3_16—C1_16—C2_16—F3_16 | −77 (2) |
| O1_7—C1_7—C4_7—F8_7 | −164.6 (5) | O1_16—C1_16—C3_16—F6_16 | 168 (2) |
| C3_7—C1_7—C4_7—F8_7 | −42.5 (7) | C2_16—C1_16—C3_16—F6_16 | −72 (2) |
| C2_7—C1_7—C4_7—F8_7 | 74.4 (6) | C4_16—C1_16—C3_16—F6_16 | 48 (2) |
| O1_7—C1_7—C4_7—F9_7 | 73.9 (5) | O1_16—C1_16—C3_16—F5_16 | −72 (2) |
| C3_7—C1_7—C4_7—F9_7 | −164.1 (4) | C2_16—C1_16—C3_16—F5_16 | 48.0 (19) |
| C2_7—C1_7—C4_7—F9_7 | −47.1 (5) | C4_16—C1_16—C3_16—F5_16 | 168.3 (17) |
| O1_6—Al2—O1_8—C1_8 | −71 (3) | O1_16—C1_16—C3_16—F4_16 | 48 (2) |
| O1_16—Al2—O1_8—C1_8 | 55 (3) | C2_16—C1_16—C3_16—F4_16 | 167.7 (16) |
| O1_12—Al2—O1_8—C1_8 | −179 (3) | C4_16—C1_16—C3_16—F4_16 | −72.0 (18) |
| Al2—O1_8—C1_8—C3_8 | 36 (3) | O1_16—C1_16—C4_16—F9_16 | 47 (2) |
| Al2—O1_8—C1_8—C2_8 | −84 (3) | C2_16—C1_16—C4_16—F9_16 | −74.0 (19) |
| Al2—O1_8—C1_8—C4_8 | 158 (3) | C3_16—C1_16—C4_16—F9_16 | 166.0 (17) |
| O1_8—C1_8—C2_8—F1_8 | −162.4 (17) | O1_16—C1_16—C4_16—F7_16 | −72 (2) |
| C3_8—C1_8—C2_8—F1_8 | 76.5 (17) | C2_16—C1_16—C4_16—F7_16 | 167.7 (18) |
| C4_8—C1_8—C2_8—F1_8 | −42.7 (18) | C3_16—C1_16—C4_16—F7_16 | 48 (2) |
| O1_8—C1_8—C2_8—F3_8 | −43.6 (19) | O1_16—C1_16—C4_16—F8_16 | 166.0 (19) |
| C3_8—C1_8—C2_8—F3_8 | −164.7 (15) | C2_16—C1_16—C4_16—F8_16 | 45 (2) |
| C4_8—C1_8—C2_8—F3_8 | 76.1 (17) | C3_16—C1_16—C4_16—F8_16 | −74 (2) |
| O1_8—C1_8—C2_8—F2_8 | 75.6 (19) | O1_13—Al1—O1_17—C1_17 | 150.0 (6) |
| C3_8—C1_8—C2_8—F2_8 | −45.5 (19) | O1_9—Al1—O1_17—C1_17 | −83.0 (6) |
| C4_8—C1_8—C2_8—F2_8 | −164.8 (17) | O1_14—Al1—O1_17—C1_17 | 29.6 (7) |
| O1_8—C1_8—C3_8—F6_8 | −165.2 (18) | O1_10—Al1—O1_17—C1_17 | −112.9 (8) |
| C2_8—C1_8—C3_8—F6_8 | −45 (2) | Al1—O1_17—C1_17—C2_17 | 51.2 (8) |
| C4_8—C1_8—C3_8—F6_8 | 73.5 (19) | Al1—O1_17—C1_17—C4_17 | −69.5 (7) |
| O1_8—C1_8—C3_8—F4_8 | 71 (2) | Al1—O1_17—C1_17—C3_17 | 171.5 (5) |
| C2_8—C1_8—C3_8—F4_8 | −168.4 (18) | O1_17—C1_17—C2_17—F1_17 | −43.1 (5) |
| C4_8—C1_8—C3_8—F4_8 | −50.0 (19) | C4_17—C1_17—C2_17—F1_17 | 78.1 (4) |
| O1_8—C1_8—C3_8—F5_8 | −44 (2) | C3_17—C1_17—C2_17—F1_17 | −162.5 (4) |
| C2_8—C1_8—C3_8—F5_8 | 76.1 (19) | O1_17—C1_17—C2_17—F2_17 | −164.1 (3) |
| C4_8—C1_8—C3_8—F5_8 | −165.4 (17) | C4_17—C1_17—C2_17—F2_17 | −42.9 (4) |
| O1_8—C1_8—C4_8—F7_8 | −46.2 (19) | C3_17—C1_17—C2_17—F2_17 | 76.5 (5) |
| C3_8—C1_8—C4_8—F7_8 | 75.7 (18) | O1_17—C1_17—C2_17—F3_17 | 75.3 (4) |
| C2_8—C1_8—C4_8—F7_8 | −165.6 (16) | C4_17—C1_17—C2_17—F3_17 | −163.5 (3) |
| O1_8—C1_8—C4_8—F9_8 | 76.1 (19) | C3_17—C1_17—C2_17—F3_17 | −44.1 (5) |
| C3_8—C1_8—C4_8—F9_8 | −162.1 (17) | O1_17—C1_17—C3_17—F5_17 | −43.8 (5) |
| C2_8—C1_8—C4_8—F9_8 | −43.4 (19) | C2_17—C1_17—C3_17—F5_17 | 78.2 (5) |
| O1_8—C1_8—C4_8—F8_8 | −165.5 (17) | C4_17—C1_17—C3_17—F5_17 | −162.8 (4) |
| C3_8—C1_8—C4_8—F8_8 | −43.6 (18) | O1_17—C1_17—C3_17—F4_17 | 75.5 (5) |
| C2_8—C1_8—C4_8—F8_8 | 75.0 (18) | C2_17—C1_17—C3_17—F4_17 | −162.5 (4) |
| O1_13—Al1—O1_9—C1_9 | 37.9 (9) | C4_17—C1_17—C3_17—F4_17 | −43.5 (5) |
| O1_17—Al1—O1_9—C1_9 | −86.6 (8) | O1_17—C1_17—C3_17—F6_17 | −165.0 (4) |
| O1_14—Al1—O1_9—C1_9 | 159.1 (8) | C2_17—C1_17—C3_17—F6_17 | −43.0 (6) |
| Al1—O1_9—C1_9—C4_9 | 24.1 (11) | C4_17—C1_17—C3_17—F6_17 | 76.0 (5) |
| Al1—O1_9—C1_9—C2_9 | −97.3 (9) | O1_17—C1_17—C4_17—F7_17 | −39.8 (5) |
| Al1—O1_9—C1_9—C3_9 | 145.1 (7) | C2_17—C1_17—C4_17—F7_17 | −162.5 (4) |
| O1_9—C1_9—C2_9—F1_9 | 46.4 (7) | C3_17—C1_17—C4_17—F7_17 | 78.2 (4) |
| C4_9—C1_9—C2_9—F1_9 | −76.9 (7) | O1_17—C1_17—C4_17—F9_17 | 79.9 (4) |
| C3_9—C1_9—C2_9—F1_9 | 162.6 (6) | C2_17—C1_17—C4_17—F9_17 | −42.8 (4) |
| O1_9—C1_9—C2_9—F2_9 | 166.1 (6) | C3_17—C1_17—C4_17—F9_17 | −162.1 (3) |
| C4_9—C1_9—C2_9—F2_9 | 42.8 (8) | O1_17—C1_17—C4_17—F8_17 | −160.5 (3) |
| C3_9—C1_9—C2_9—F2_9 | −77.7 (7) | C2_17—C1_17—C4_17—F8_17 | 76.8 (4) |
| O1_9—C1_9—C2_9—F3_9 | −72.6 (8) | C3_17—C1_17—C4_17—F8_17 | −42.5 (5) |
| C4_9—C1_9—C2_9—F3_9 | 164.2 (8) | O1_18—C1_18—C2_18—F2_18 | −166.0 (4) |
| C3_9—C1_9—C2_9—F3_9 | 43.6 (9) | C3_18—C1_18—C2_18—F2_18 | 74.0 (5) |
| O1_9—C1_9—C3_9—F5_9 | 41.1 (7) | C4_18—C1_18—C2_18—F2_18 | −46.7 (5) |
| C4_9—C1_9—C3_9—F5_9 | 163.7 (6) | O1_18—C1_18—C2_18—F3_18 | 72.4 (5) |
| C2_9—C1_9—C3_9—F5_9 | −76.2 (7) | C3_18—C1_18—C2_18—F3_18 | −47.6 (5) |
| O1_9—C1_9—C3_9—F4_9 | −77.0 (7) | C4_18—C1_18—C2_18—F3_18 | −168.3 (4) |
| C4_9—C1_9—C3_9—F4_9 | 45.6 (8) | O1_18—C1_18—C2_18—F1_18 | −45.4 (5) |
| C2_9—C1_9—C3_9—F4_9 | 165.7 (6) | C3_18—C1_18—C2_18—F1_18 | −165.3 (4) |
| O1_9—C1_9—C3_9—F6_9 | 162.0 (6) | C4_18—C1_18—C2_18—F1_18 | 74.0 (5) |
| C4_9—C1_9—C3_9—F6_9 | −75.4 (7) | O1_18—C1_18—C3_18—F4_18 | 74.7 (5) |
| C2_9—C1_9—C3_9—F6_9 | 44.8 (7) | C4_18—C1_18—C3_18—F4_18 | −46.0 (5) |
| O1_9—C1_9—C4_9—F7_9 | 39.6 (7) | C2_18—C1_18—C3_18—F4_18 | −165.8 (4) |
| C2_9—C1_9—C4_9—F7_9 | 160.5 (6) | O1_18—C1_18—C3_18—F5_18 | −44.8 (5) |
| C3_9—C1_9—C4_9—F7_9 | −79.6 (7) | C4_18—C1_18—C3_18—F5_18 | −165.4 (4) |
| O1_9—C1_9—C4_9—F8_9 | 159.9 (6) | C2_18—C1_18—C3_18—F5_18 | 74.8 (5) |
| C2_9—C1_9—C4_9—F8_9 | −79.2 (7) | O1_18—C1_18—C3_18—F6_18 | −165.0 (4) |
| C3_9—C1_9—C4_9—F8_9 | 40.7 (8) | C4_18—C1_18—C3_18—F6_18 | 74.4 (5) |
| O1_9—C1_9—C4_9—F9_9 | −78.2 (7) | C2_18—C1_18—C3_18—F6_18 | −45.4 (6) |
| C2_9—C1_9—C4_9—F9_9 | 42.7 (7) | O1_18—C1_18—C4_18—F9_18 | 73.2 (5) |
| C3_9—C1_9—C4_9—F9_9 | 162.6 (6) | C3_18—C1_18—C4_18—F9_18 | −165.9 (4) |
| O1_13—Al1—O1_10—C1_10 | 176 (2) | C2_18—C1_18—C4_18—F9_18 | −46.1 (5) |
| O1_17—Al1—O1_10—C1_10 | 65 (3) | O1_18—C1_18—C4_18—F7_18 | −46.4 (5) |
| O1_14—Al1—O1_10—C1_10 | −70 (3) | C3_18—C1_18—C4_18—F7_18 | 74.5 (5) |
| Al1—O1_10—C1_10—C4_10 | 121 (2) | C2_18—C1_18—C4_18—F7_18 | −165.7 (4) |
| Al1—O1_10—C1_10—C3_10 | 2 (3) | O1_18—C1_18—C4_18—F8_18 | −166.1 (4) |
| Al1—O1_10—C1_10—C2_10 | −118 (2) | C3_18—C1_18—C4_18—F8_18 | −45.2 (5) |
| O1_10—C1_10—C2_10—F2_10 | 167.3 (15) | C2_18—C1_18—C4_18—F8_18 | 74.6 (5) |
| C4_10—C1_10—C2_10—F2_10 | −72.9 (17) | O1_19—C1_19—C2_19—F3_19 | 57 (3) |
| C3_10—C1_10—C2_10—F2_10 | 45.1 (17) | C3_19—C1_19—C2_19—F3_19 | −63 (3) |
| O1_10—C1_10—C2_10—F3_10 | 47.5 (18) | C4_19—C1_19—C2_19—F3_19 | 175 (3) |
| C4_10—C1_10—C2_10—F3_10 | 167.3 (15) | O1_19—C1_19—C2_19—F2_19 | 179 (3) |
| C3_10—C1_10—C2_10—F3_10 | −74.7 (17) | C3_19—C1_19—C2_19—F2_19 | 59 (3) |
| O1_10—C1_10—C2_10—F1_10 | −72.9 (15) | C4_19—C1_19—C2_19—F2_19 | −63 (3) |
| C4_10—C1_10—C2_10—F1_10 | 46.9 (16) | O1_19—C1_19—C2_19—F1_19 | −63 (3) |
| C3_10—C1_10—C2_10—F1_10 | 164.9 (13) | C3_19—C1_19—C2_19—F1_19 | 177 (3) |
| O1_10—C1_10—C3_10—F4_10 | 42.1 (17) | C4_19—C1_19—C2_19—F1_19 | 55 (3) |
| C4_10—C1_10—C3_10—F4_10 | −77.1 (16) | O1_19—C1_19—C3_19—F5_19 | −69 (3) |
| C2_10—C1_10—C3_10—F4_10 | 163.7 (14) | C2_19—C1_19—C3_19—F5_19 | 52 (3) |
| O1_10—C1_10—C3_10—F5_10 | −77.0 (17) | C4_19—C1_19—C3_19—F5_19 | 174 (3) |
| C4_10—C1_10—C3_10—F5_10 | 163.8 (16) | O1_19—C1_19—C3_19—F6_19 | 172 (3) |
| C2_10—C1_10—C3_10—F5_10 | 44.5 (17) | C2_19—C1_19—C3_19—F6_19 | −68 (3) |
| O1_10—C1_10—C3_10—F6_10 | 161.8 (14) | C4_19—C1_19—C3_19—F6_19 | 54 (3) |
| C4_10—C1_10—C3_10—F6_10 | 42.5 (16) | O1_19—C1_19—C3_19—F4_19 | 53 (3) |
| C2_10—C1_10—C3_10—F6_10 | −76.7 (15) | C2_19—C1_19—C3_19—F4_19 | 173 (3) |
| O1_10—C1_10—C4_10—F8_10 | 160.1 (15) | C4_19—C1_19—C3_19—F4_19 | −64 (3) |
| C3_10—C1_10—C4_10—F8_10 | −78.6 (17) | O1_19—C1_19—C4_19—F8_19 | −179 (3) |
| C2_10—C1_10—C4_10—F8_10 | 39.0 (18) | C2_19—C1_19—C4_19—F8_19 | 61 (3) |
| O1_10—C1_10—C4_10—F9_10 | 38.6 (18) | C3_19—C1_19—C4_19—F8_19 | −61 (3) |
| C3_10—C1_10—C4_10—F9_10 | 159.8 (15) | O1_19—C1_19—C4_19—F7_19 | −60 (3) |
| C2_10—C1_10—C4_10—F9_10 | −82.6 (17) | C2_19—C1_19—C4_19—F7_19 | −179 (3) |
| O1_10—C1_10—C4_10—F7_10 | −79 (2) | C3_19—C1_19—C4_19—F7_19 | 58 (3) |
| C3_10—C1_10—C4_10—F7_10 | 42 (2) | O1_19—C1_19—C4_19—F9_19 | 59 (3) |
| C2_10—C1_10—C4_10—F7_10 | 160 (2) | C2_19—C1_19—C4_19—F9_19 | −60 (3) |
| O1_7—Al2—O1_11—C1_11 | −80.7 (8) | C3_19—C1_19—C4_19—F9_19 | 178 (3) |
| Symmetry codes: (i) −x, −y, −z; (ii) −x, −y+1, −z. |
| Ti1—O1_2 | 1.818 (10) | Ti2—O1_18 | 1.867 (13) | Ti3—O1_3 | 1.863 (10) |
| Ti1—N5 | 2.163 (4) | Ti2—N7 | 2.170 (3) | Ti3—O1_4 | 1.854 (8) |
| Ti1—N6 | 2.170 (4) | Ti2—N8 | 2.173 (3) | Ti3—O1_20 | 1.850 (3) |
| Ti3—N3 | 2.177 (4) | ||||
| Ti3—N4 | 2.182 (3) | ||||
| Ti3—N1 | 2.184 (4) | ||||
| Ti3—N2 | 2.177 (3) |
Acknowledgements
The authors are grateful to The Division of Biophysics at the Faculty of Physics (University of Warsaw) for access to the X-ray diffractometer.
Funding information
Funding for this research was provided by: Foundation for Polish Science (grant No. POIR.04.04.00-00-1D24/16 to Przemysław J. Malinowski).
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