GLUCOSE-1-PHOSPHATE THYMIDYLYLTRANSFERASE AND METHOD FOR SELECTING INHIBITORS THEREOF

Abstract: There is provided a method of obtaining selecting agents which inhibit the enzyme glucose-1-phosphate thymidylyltransferase (Rm1A) based upon analysis of a model of the active and regulatory site (s) of Rm1A and interaction therewith by a potential inhibitory agent. The invention is based upon the provision of information on the structure of Rm1A obtained through X-ray diffraction studies since a crystallised form of Rm1A was obtained for the first time. The purified and crystallised from of Rm1A, obtained from <i>Psemdomononas aeruginosa</i> is also described.

Description: Glucose-l-Phosphate Thy idylyltrans erase and Method for selecting inhibitors thereof The present invention relates to the enzyme glucose- 1-phosphate thymidylyltrans erase (RmlA) and its use in a method of selecting for agents which inhibit the enzyme glucose-l-phosphate thymidylyltransferase (RmlA) . Bacterial cell-surface glycoconjugates are essential for survival of pathogenic bacteria and for interactions between bacteria and the host. Consequently, there is reason to believe that inhibitors directed against target reactions in assembly of the cell-surfaces glycoconjugates may provide viable alternate therapeutic approaches. However, bacterial cell-surface glycoconjugates show remarkable structural diversity due to variations of the sugar components, linkages and substitutions. A successful strategy requires identification of enzymes and pathways unique to bacteria, yet present within a wide spectrum of bacterial species. One 1 such target is the synthesis of the activated form of 2 -rhamnose, dTDP-L-rhamnose . 3 4 L-rhamnose is a 6-deoxyhexose that is found in the 5 cell wall of many pathogenic microorganisms. In 6 Gram-negative bacteria it is one of the important 7 residues of the O-antigen of lipopolysaccharide, a 8 factor which is a key determinant for the virulence 9 of these species. In Pseudomonas aeruginosa, this L0 sugar is a constituent of the core oligosaccharide LI and serves as the receptor for O-antigen polymer 12 (Rahim et al . , 2000) . Gram-positive bacteria such as L3 streptococci and mycobacteria, on the other hand, 14 utilise L-rhamnose in the arabinogalactan (AG) that 15 attaches the lipid mycolic acid layer to the 16 peptidoglycan layer (McNeil et al . , 1990) . It has 17 been demonstrated that this attachment is of vital 18 importance to mycobacteria: inhibitors of the 19 formation of the arabinan portion of AG, e . g. 20 ethambutol, can stop cell growth and are effective 21 drugs (see for example Deng et al . , 1995) . As L- 22 rhamnose is not found in mammals inhibition of its 23 biosynthetic pathway is a target of interest in the 24 development of novel antibiotics. 25 26 Four enzymes, glucose-1-phosphate 7 thymidylyltransferase (RmlA), dTDP-D-glucose 4,6- 8 dehydratase (RmlB) , dTDP-6-deoxy-D-xylo-4-hexulose 9 (RmlC) and dTDP-6-deoxy-L-lyxo 4-hexulose-4-reductase 0 (RmlD) are required for the synthesis of dTDP-L- 1 rhamnose from α-D-glucose-1-phosphate (GIP) and dTTP. Significantly, these proteins are highly conserved amongst microorganisms (see for example Ma et al . , 1997; Graninger et al . , 1999) and therefore conclusions drawn from the structure of a protein from one species will have strong implications for the corresponding enzyme of another origin. Pseudomonas aeruginosa is a Gram-negative bacterium that colonises many children with cystic fibrosis where it is a significant cause of morbidity and mortality. In addition it is an opportunistic pathogen that can cause a wide variety of infections, particularly in victims of severe burns and in patients who are for any reason immunosuppressed. This makes Pseudomonas aeruginosa one of the most prevalent pathogens in hospital-acquired infections. Due to its high resistance to antibiotics it is a particularly dangerous pathogen and any approach towards its control is highly sought. RmlA (glucose-1-phosphate thymidylyltransferase, E.C. 2.2.7.24) catalyses the first of four steps in the transformation of glucose-1-phosphate (GIP) to 2'- deoxy-thymidylyl-diphospho-L-rhamnose (dTDP-L- rhamnose or dTDP-Rha) in a Mg 2+ dependent manner (see Figure 1). The reaction product, 2 ' -deoxy- thymidylyl-diphospho-D-glucose (dTDP-Glc) , can also be back-pyrophosphorylysed by RmlA, yielding 2'- deoxy-thymidylyl-triphosphate (dTTP) and GIP. It has been demonstrated that the enzymatic activity of RmlA is allosterically regulated by dTDP-Rha (Melo & Glaser, 1965) , making the protein a key player in the biosynthesis of rhamnose. Hence, it presents itself as an attractive target in the development of novel antibiotics. RmlA is of particular interest as it is not ' only involved in the biosynthesis of L-rhamnose but also in the pathways leading to other 6-deoxy sugars such as L-talose or D-fucose as these share common intermediates in the conversion of D-glucose to their end-products (Nakano et al . , 2000; Yoshida et al . , 1999) . The enzyme is highly homologous to other bacterial sugar nucleotide transferases (e.g. glucose-1-phosphate uridylyltransferase) . The sugar nucleotide transferases catalyse the first step in all sugar nucleotide chemistry and are of key importance in biology and biotechnology. As RmlA shows no sequence relationship to any protein structure currently deposited in the PDB (Sussman et al . , 1998), it is expected to contain a novel fold. It is not yet fully clear which reaction mechanism RmlA and related enzymes follow. They may either obey Theorell-Chance (Theorell & Chance, 1951) or ordered sequential bi-bi kinetics with the nucleotide triphosphate binding to the protein first (Paule & Preiss, 1971) . An oxygen of GlP's phosphate group is then believed to carry out a nucleophilic attack on the NTP -phosphate group directly as has been demonstrated by the inversion of stereochemistry on thiosubstituted NTPs (Sheu & Frey, 1978; Figure 1) . Purification and crystallisation of RmlA enzymes from various micro-organisms has been generally possible but the crystals obtained proved to be of insufficient quality for structural studies, such as X-ray diffraction studies. Surprisingly, it has now been found that it is possible to obtain crystals of RmlA from Pseudomonas aeruginosa , and that crystals are of sufficient quality to perform structural studies . The present invention provides a purified and crystallised form of RmlA from Pseudomonas aeruginosa and its X-ray structure. The present invention further provides a method of selecting agents which inhibit the enzyme glucose-1- phosphate thymidylyltransferase (RmlA) , said method comprising the steps of: a) providing a model of the active or regulatory site(s) of RmlA; b) reviewing the structure of a potential inhibitory agent for at least one of these sites; and c) analysing the potential interaction of said agent in said site(s) . Optionally, said model may be in the form of a computer data or graphic file, and will usually be based upon the X-ray crystal co-ordinates of RmlA. Numerous computer programs, including graphic programs, now exist to facilitate the handling of said X-ray crystal co-ordinates and mention may be made of FRODO (version 0) , Insight and SYBIL, and the like. Conveniently, the potential inhibitory agent may itself be reviewed in the form of a model, for example a computer data file. Thus, the interaction between the enzyme and potential inhibitory agent can be analysed through interaction of the models, and conveniently may be calculated by computer. The structure of the agent to be tested for RmlA inhibitory activity may conveniently likewise be reviewed and analysed in the form of X-ray crystal co-ordinates or approximations thereof. Optionally, the potential intermolecular interaction between the agent under test and the active site of RmlA will be analysed with the aid of a computer. In a further embodiment, the present invention provides a method of selecting an anti-microbial (such as anti-bacterial or anti-fungal) compound, said method comprising following the steps a) to c) outlined above, and including the step of selecting an agent that binds to an active or regulatory site of RmlA sufficiently tightly to impede the biosynthesis of rhamnose and thus growth of the micro-organism. It is preferred that the anti- microbial agent is particularly effective against Pseudomonas aeruginosa . . In a preferred embodiment, the agent will include one or more regions able to interact with one or more of the amino acids of the active or regulatory sites (and in particular the amino acids specifically mentioned in the description of the active and regulatory sites given below and in Figures 7 and 8) to impede the biosynthesis of rhamnose. For example, the agent may desirably comprise a negative charge and the interaction with the active site of RmlA will desirably include an association between the negative charge of the agent and at least one of the amino acids Arg 15 and Lys 25. The agent may also be provided with thymidyl-like moiety able to interact (e.g. form hydrogen bonds) with Gly 10, Gin 82 and/or Gly 87. The agent may also be provided with a glucose-like moiety able to interact (e.g. form hydrogen bonds) with Asn 111, Gly 146, Glu 161, Val 172 and/or Tyr 176. The present invention will now be further described with reference to the examples and figures in which: Figure Legends Figure 1: Shows the first step of the conversion of glucose-1-phosphate (GIP) into 2 ' -deoxy-thymidylyl- diphospho-L-rhamnose or DTP-L-rhamnose . The reaction catalysed by RmlA transforms GIP and dTTP to dTDP-D- glucose. Figure 2 : Is a photograph of RmlA crystals obtained. These crystals have been grown in the presence of dTMP . Figure 3: κ=180 a section of the self-rotation search in the TMP dataset. Done with REPLACE (Tong & Rossmann, 1997) . Search angle: polar XYK; orthogonalisation AXABZ Figure 4: Table 1: Data collection statistics for non-Se-labelled RmlA crystals. Figure 5: Table 2: Data collection statistics for MAD experiment on BM14. Figure 6: Overall structure of the RmlA tetramer with the location of active (dark) and regulatory (light) binding site indicated by bound ligand. The bound molecule is dTDP-Glc in all cases. Figure 7: Interactions of dTDP-Glc in the active center of RmlA. The hydrogen bonding network is indicated by dashed lines. Hydrophobic contacts are shown as lunes . Water residues are presented as cyan spheres. Figure 8: Interactions of dTDP-Glc in the regulatory binding site of RmlA. Examples RmlA overexpression and purification The open reading frame of the gene encoding RmlA from Pseudomonas aeruginosa was amplified using PCR with primers that incorporated a 5' Ncol and a 3' _3amHI site to facilitate cloning into a modified pET23a(+) vector (Newton & Mangroo, 1999) . The plasmid also contained a sequence coding for a 6xHis-tag on the N- terminus of RmlA to allow an easy purification on metal chelating columns . Expression involves the IPTG (isopropyl-β-D-thiogalactoside) -inducible T7 promotor and ribosome-binding sites conferred by the vector. The sequence of the amplified and cloned gene was confirmed to be identical to the chromosomal copy excepting the N-terminal 6xHis-tag. In order to overexpress RmlA E. coli BL21(λDE3) cells transformed with the plasmid were grown at 310 K in Luria-Bertani medium containing 100 μg ml -1 ampicillin until the OD 6 oo reached 0.6 - 0.8. Expression of the protein was then induced by addition of 1 mM IPTG. After further 3 h of culture cells were harvested by centrifugation (20 min, 6,000 g, 277 K) . The cell pellet was resuspended in a lysis buffer containing 20 mM Tris-HCl pH 8.5, 100 mM NaCl, .2 mM . DTT, 5 mM PMSF and 100 μg ml -1 hen egg white lysozyme. After 30 min incubation at room temperature, the viscosity of the mixture was decreased by the addition of DNAse I (20 μg ml -1 ) and by sonication (five cycles of 1 min interrupted by 1 min periods on ice) . The suspension was centrifuged at 20,000 g and 277 K for 20 min and the supernatant then brought to 20 % ammonium sulfate saturation. After incubation on ice for 1 h a second centrifugation (20 min, 20,000 g, 277 K) was carried out and the supernatant then dialysed against two changes of 1 litre 20 mM Tris-HCl pH 7.0, 20 mM imidazole and 500 mM NaCl. The filtered protein solution was passed through a POROS-MC column which had been pre-loaded with nickel sulphate. Proteins were eluted with a 20 to 500 mM imidazole gradient. A protein with a molecular weight corresponding to RmlA (- 34 kDa) was found in a peak eluting at approx. 200 mM imidazole. Fractions corresponding to this peak were pooled, concentrated with a 10 kDa cut-off Amicon membrane and dialysed against two changes of 1 litre of 20 mM Tris-HCl pH 8.5 at 277 K containing 10 mM EDTA in the first change to remove contaminating nickel ions. For further purification the protein was applied to a POROS-HQ anion exchange column on a BioCAD 700E Workstation. Elution was achieved with a 50 to 1000 mM NaCl gradient. RmlA eluted at a salt concentration of 200 mM. Pooled fractions were brought to a protein concentration of approx. 4 mg ml -1 as determined by Bradford assay (Bradford, 1977) using bovine serum albumin as standard and then dialysed against two changes of 50 mM Tris-HCl pH 7.5 at 277 K. Prior to crystallisation experiments DTT was added to 4 mM and the solution filtered through a 0.2 μm membrane. This procedure typically yielded 30 mg of pure protein per litre of bacterial culture. Small aliquots of the purified protein could be stored at 255 K without deterioration for several months without addition of cryoprotecting agents. Selenomethionine labelling of Pseudomonas aeruginosa RmlA could not be achieved in met " B834(λDE3) E. coli cells. Under all conditions tested the protein formed inclusion bodies. Selenomethionine enriched protein was therefore produced by inhibition of the methionine biosynthesis pathway in E. coli BL21(λDE3) (Doublie, 1997) . Briefly, cells were grown in M9 medium (64 g l "1 Na 2 HP0 4 - 7 H 2 0, 15 g 1 _1 H 2 P0 4 , 2.5 g l "1 NaCl; 5 g I "1 NH 4 C1, 1 mM MgS0 4 , 0.4 % glucose, 0.1 mM CaCl 2 ) at ' 310 until OD 500 reached 0.6. At this stage the amino acids lysine, phenylalanine and threonine were added to final concentrations of 100 mg 1 _1 and isoleucine, leucine and valine to 50 mg l "1 . Seleno-L-methionine was added to a concentration of 60 mg I "1 . The temperature was lowered to 303 K and the culture left to shake for further 15 min before protein overexpression was induced with 1 mM IPTG. After 6 h cells were harvested and lysed as described above. 13 mg pure protein per litre of culture could be isolated. Protein analysis Following the two HPLC steps, the protein appeared to be pure as judged by a SDS silver nitrate stained gel (single band at an apparent molecular weight of 34 kDa) ; the calculated molecular weight based on sequence being 33773 Da. A single peak with a molecular weight of 33803 Da was found in the MALDI mass spectrum. Dynamic light-scattering results (DynaPro 801) indicated the native protein to be monodisperse with a molecular weight in the range of 106 to 122 kDa indicative of a trimeric or tetrameric protein. N-terminal sequencing was performed and confirmed the protein to be RmlA. The efficiency of the selenomethionine labelling procedure was scrutinised by MALDI mass spectrometry. A shift of +304 Da was found for the intact labelled protein corresponding well to the predicted additional mass of 282 Da (6 methionine residues per chain) . In an important and useful second check, sulfur methionine containing fragments were undetectable in the MALDI mass spectrum of a tryptic protein digest. RmlA crystallisation Initial crystallisation conditions were obtained from Screen I and II of Hampton Research (Jancarik & Kim, 1991; Cudney et al . , 1994) plus NaCl, PEG 6000, PEG 6000/lithium sulphate and MPD grids. The sitting drop vapour diffusion method (Ducruix & Giege, 1992) with 4 μl of protein sample and 4 μl of precipitant at 293 K was used throughout. Crystals appeared under 27 of the initial 192 conditions, in some cases 10 min after setup. Most promising were results from the PEG 6000/lithium sulphate grid and hence these conditions were further optimised. Plate type crystals of approx. 0.3 x 0.3 x 0.05 mm size (Figure 2) were obtained after one to seven days using 9 to 12 % (w/v) PEG 6000, 0.5 M lithium sulphate and 0.1 M citrate/NaOH pH 4.6 as precipitating solution. The initial very high mosaicity of these crystals could be greatly reduced by the addition of 1 to 2 μl 10 to 50 mM GIP, dTMP or dTDP-glucose to the protein prior to crystallisation. Data collection A 2.2 A resolution dataset (see Table 1, Figure 4) from a single flash frozen crystal grown in the presence of GIP was collected in-house at 110 K using a Nonius/MacScience DIP2000 imaging plate detector system. Data were recorded as 245 non-overlapping 20 min I 2 oscillations. Cryoprotection was achieved by washing the crystal in mother liquor supplemented with 16 % (v/v) PEG 600 for 10 to 15 s. The oscillation images were indexed and integrated with the program MOSFLM (Leslie, 1992) and scaled with the CCP4 program SCALA (CCP4, 1994) . Higher resolution datasets of crystals grown in the presence of GIP, dTMP, dTDP-glucose or thymidine/glucose-1- phosphate/AlF 3 were measured at the ESRF-Grenoble at bea lines ID14EH1 and BM14 (Table 1) . All crystals were triclinic with approximate cell parameters of a = 71 A, b = 73 A, c = 134 A; α = 89.9 °, β = 81° and γ = 81°. All attempts to index or reduce the data in a higher spacegroup failed, a native Patterson map shows no non-origin peak. A majority of the crystals were actually twinned. This could only be detected from the diffraction pattern. Trial and error was used to locate single crystals for analysis. Flash- annealing with the crystal remaining in the loop (Yeh & Hoi, 1998) in some cases helped to achieve a less mosaic diffraction pattern. In addition to the datasets shown in Table 1 (figure 4) a three-wavelength MAD experiment with a selenomethionine labelled crystal that was grown in the presence of GIP was carried out at beamline BM14 of the ESRF-Grenoble. The crystal-to-detector distance was adjusted so that the outer rim of the detector area corresponded to a resolution of 2.8 A. 730 non-overlapping 0.5 s oscillations were recorded at each of three wavelengths . The three wavelengths were chosen from an EXAFS scan of the crystal to correspond to the maximum of f' (peak), the maximum modulus of f ' (inflection) and minimum modulus of f ' (remote) . These data were indexed and integrated with DENZO and scaled with SCALEPACK (Otwinowski & Minor, 1996) and are shown in Table 2 (figure 5) . Preliminary structural characterisation At the beginning of this study it was not clear whether native RmlA is a trimeric or a tetrameric protein. A self-rotation search of the TMP dataset with REPLACE (Tong & Rossmann, 1997) reveals three major (> 30 σ) plus several minor (approx. 10 to 15 σ) twofold axes (Figure 3) . In addition, a 60 a - and a 120 a -rotation axis (15.4 and 14.6 σ) are found lying parallel to the major 180 —rotation axes at φ = 8 s and ψ = 98 2 (data not shown) . The interpretation of these results was greatly aided by the determination of selenium atom positions with the program SOLVE 1.17 (Terwilliger & Berentzen, 1999) . Twenty-four sites were found which could easily be grouped into eight equivalent clusters of three atoms. The clusters fall into two sets of four indicating that RmlA is a tetramer and that the unit cell of the Pi crystal form contains two tetrameric molecules. The rotation superimposing the two tetramers can be described as either as a 60 2 -, a 120 s - or a 180 2 -rotation axis depending on which monomer is used as a reference point. This explains the existence of major and minor twofold axes in the κ=180 2 self-rotation search. First, there are inter- and intra-tetramer 180 2 -axes lying parallel to each other. Second, in the case of exclusively intra- tetramer axes only two pairs of two monomers are superimposed while in the other the intramolecular vectors of eight protein chains contribute to the peak in the self rotation function, leading to a stronger signal. The asymmetric unit of the crystal contains approximately 2400 amino acid residues and has a solvent content of 51 %, corresponding to a V M of 2.54 A 3 Da -1 (Matthews, 1968). A partial set of co-ordinates from Pseudomonas aeruginosa RmlA is listed in Annex 1. The coordinates are given in two sections; the first section gives all atoms up to a distance of 15 A to the bound product in the active site; and the second section gives all atoms up to a distance of 15 A to the bound product in the regulatory site. The data is derived from the dTDP-glucose dataset given in Figure 4 (table 1) and represent a model of excellent geometrical properties with an R-factor of 16.3% and an R free of 21.8% at a resolution of 1.77 A. The co- ordinates also contain one bound molecule of dTDP- glucose in each monomer's active centre, which can be used in computer programs for inhibitor modelling. STRUCTURAL CHARACTERISTICS Fold RmlA is a 222 tetrameric molecule and its structure is represented in Fig. 6. In Pseudomonas aeruginosa the monomer has a chain length of 293 amino acids. The subunit's fold can be described as a single domain β sandwich, meaning that a central β-sheet is covered by layers of helices from both sides. In RmlA this mixed β-sheet is seven stranded in the order 3214657 with strand 6 being antiparallel to the rest. In addition, both helical layers contain a two stranded β-sheet structure as well. Due to its tetrameric nature each monomer is in contact with two neighbouring subunits. Binding Sites The RmlA monomer is capable of binding two molecules of dTDP-Glc. By sequence comparison with related nucleotidyltransferases and inspection of the glucose 1-phosphate co-complex, it is possible to definitively assign the active centre to the areas around the black bound molecules in Fig. 6. The second binding site (light grey molecules in Fig. 6) is likely going to be involved in allosteric regulation of RmlA's enzymic activity. Active Site The active site is exclusively made up of amino acids from one monomer. Fig. 7 gives a schematic representation of the most important interactions between dTDP-Glc and the enzyme. The amino acids can be subdivided into three groups. Group one contains the residues involved in the catalytic mechanism and in particular the formation or pyrophosphorolysis of diphospho ester bonds. Their importance is highlighted by a high degree of conservation amongst nucleotidyltransferases . These residues are Argl5, AspllO, Lyslβ2 and Asp225. A high degree of conservation is also observed for Lys25 (not shown in Fig. 7) . The positively charged Argl5 and Lys25 are responsible of binding the β- and the γ-phosphate group of dTDP as can be concluded from an additional sulphate molecule that is bound in the active site of RmlA but not shown in Figure 7. The position of Lys25 is stabilised by a salt bridge with AspllO, another highly conserved residue in sugar nucleotidyltransferases . The importance of Lysl62 in the active centre lies in binding of the phosphate group of glucose-1-phosphate. It ensures correct orientation towards dTTP for nucleophilic attack on the -phosphate group. Groups 2 and 3 provide specificity for thymidyl and/or glucosyl ligands, respectively. Specificity for the thymidyl moiety results from GlylO, Gln82 and Gly87 which all form hydrogen bonds with the pyrimidine ring. The glucose part of RmlA substrates is hydrogen bonded to Asnlll, Glyl46, Glul61, Vall72 and Tyrl76. Among these, the chelating interaction of Glul61's side chain will be of high importance as it can only bind to hydroxyl groups of the sugar if these are in equatorial position. A hydrophobic patch of three leucine residues (Leu8, Leu88, LeulOδ) lines the active site from the bottom. Other residues in only hydrophobic interaction are Pro85, Tyrl45 and Trp223. Regulatory Site The second binding site for dTDP-Glc is located in the interface between two monomers (Fig. 6) , hence amino acids from two subunits contribute to its formation. The residues in this binding site (Fig. 8) are not conserved in more distantly related nucleotidyltransferases . Therefore, these enzymes' allosteric control might be achieved by other mechanisms. However, glucose-1-phosphate thymidylyltransferases from other organisms will have binding sites similar to Fig. 8 as can be concluded from their amino acid sequences . It can be concluded from Fig. 8 that dTDP-Glc is not the natural ligand of this binding site as most contacts between the protein and the glucosyl moiety are mediated by water molecules whilst the remainder of the ligand shows mainly direct hydrogen bonding. Suitable inhibitors may either bind to the active site of RmlA, acting in a competitive mode to natural substrates and being non-cleavable, or may exploit the allosteric properties of RmlA. In the case of RmlA from Pseudomonas aeruginosa the latter might be the preferred approach: the protein is strongly inhibited by dTDP-rhamnose, the final product of the four enzyme pathway (Melo & Glaser, 1965) , possibly by binding to the second binding site indicated in Figure 6. As rhamnose is not found in mammals, dTDP- rhamnose derived compounds might provide lesser side effects in the application as antibiotics and are potentially good candidates as suitable RmlA inhibitors. Several methods for essaying the activity of RmlA and related enzymes in both sugar mucleotide synthesis and pyrophosphorolysis directions have been described in the literature. They are normally based on the incorporation of radioactive compounds into the reaction products and seem to be less suited for the development of new inhibitors by high throughput screening as they require a time-consuming separation of the reaction mixtures. Therefore, it is proposed to use coupled enzyme assays for drug development purposes. In the synthesis direction, the reaction can be followed by monitoring the production of pyrophosphate using pyrophosphate dependent fructose- 6-phosphate kinase (PPi-PFK) . This enzyme generates fructose-1, 6-diphosphate (F-1,6-DP) from fructose-6- phosphate (F-6-P) and pyrophosphate (PPj . ) . F-1,6-DP is then cleaved by aldolase to yield glyceraldehyde- 3 -phosphate (GAP) and dihydroxyacetone phosphate (DHAP) . GAP is isomerised by triosephosphate isomerase (TPI) to give a second molecule of DHAP. Finally, DHAP is reduced to glycerol-3 -phosphate (G3P) by glycerophosphate dehydrogenase (GDH) in an NADH-dependent reaction such that the production of pyrophosphate is coupled to the depletion of NADH which can be recorded by the decrease in absorption at 340 n (O'Brien, 1976) -. DTTP + GIP -» dTDP-Glc + PPi (RmlA) PPi + F-6-P -> F-1 , 6-DP + P i ( PPi-PFK) F-1,6-DP -> GAP + DHAP (Aldolase) GAP -> DHAP (TPI) 2 DAHP + 2 NADH -> 2 G3P + 2 NAD+ (GDH) The pyrophosphorolysis direction can be monitored by following the production of GIP, which is then isomerised to glucose-6-phosphate by phosphoglucomutase (PGM) and subsequently oxidised to 6-phospho-gluconolactone (6PGL) by glucose-6- phosphate dehydrogenase (G6P-DH) , thereby generating one molecule of NADPH. This can again be followed at 340 nm (Kornfeld & Glaser, 1961) . DTDP-Glc + PP - dTTP + GlP (RmlA) GIP -» G6P (PGM) G6P + NADP+ - 6PGL + NADPH (G6P-DH) Both assays are rapid and easy to carry out. The active and regulatory sites of RmlA and interactions with their natural substrates are further illustrated by the Figures. Annex 1 : 22 EEGΪ1 ATORY SITES REMARK Created by MOLEMAN2 V 990504/2.3 at Thu Jul 13 16:59:55 2000 for wulf REMARK 3 REMARK 3 REFINEMENT. REMARK 3 PROGRAM : REFMAC REMARK 3 AUTHORS : MURSHUDOV, VAGIN, DODSON REMARK 3 REMARK 3 Maximum likelihood refinement was used REMARK 3 REMARK 3 DATA USED IN REFINEMENT. REMARK 3 RESOLUTION RANGE HIGH (ANGSTROMS) : 1.7 REMARK 3 RESOLUTION RANGE LOW (ANGSTROMS) : 73. REMARK 3 DATA CUTOFF ( SIGMA (F)) : 0.0 REMARK 3 COMPLETENESS FOR RANGE (%) : 82.7 REMARK 3 NUMBER OF REFLECTIONS : 230146 REMARK 3 REMARK 3 FIT TO DATA USED IN REFINEMENT. REMARK 3 CROSS-VALIDATION METHOD THROUGHOUT REMARK 3 FREE R VALUE TEST SET SELECTION RANDOM REMARK 3 R VALUE (WORKING + TEST SET) 0.16587 REMARK 3 R VALUE (WORKING SET) 0.16312 REMARK 3 FREE R VALUE 0.21818 REMARK 3 FREE R VALUE TEST SET SIZE (%) 5.0 REMARK 3 FREE R VALUE TEST SET COUNT 12192 REMARK 3 REMARK 3 NUMBER OF NON-HYDROGEN ATOMS USED IN REFINEMENT. REMARK 3 All atoms : 46517 REMARK 3 REMARK 3 B VALUES. REMARK 3 FROM WILSON PLOT (A**2) NULL REMARK 3 MEAN B VALUE (OVERALL, A**2) 14.3E REMARK 3 OVERALL ANISOTROPIC B VALUE. REMARK 3 Bll (A**2) 0.46 REMARK 3 B22 (A**2) -0.19 REMARK 3 B33 (A**2) -0.27 REMARK 3 B12 (A**2) 0.03 REMARK 3 B13 (A**2) -0.02 REMARK 3 B23 (A**2) -0.25 REMARK 3 REMARK 3 ESTIMATED OVERALL COORDINATE ERROR. REMARK 3 ESU BASED ON R VALUE (A) REMARK 3 NULL REMARK 3 ESU BASED ON FREE R VALUE (A) REMARK 3 0.18277 REMARK 3 ESU BASED ON MAXIMUM LIKELIHOOD (A) REMARK 3 0.12940 REMARK 3 ESU FOR B VALUES BASED ON MAXIMUM LIKELIHOOD (A**2) REMARK 3 8.01924 REMARK 3 REMARK 3 RMS DEVIATIONS FROM IDEAL VALUES . REMARK 3 DISTANCE RESTRAINTS. RMS SIGMA REMARK 3 BOND LENGTH (A) 0.021 ; 0.021 REMARK 3 BOND ANGLE (DEGREES) 2.076 ; 2.015 REMARK 3 Torsion angles, period 1 ( DEGREES ) 5.103 ; 3.000 REMARK 3 Torsion angles, period 3 (DEGREES) 16.457 ,-15.000 REMARK 3 CHIRAL-CENTΞR RESTRAINTS (A**3) 0.126 ; 0.200 REMARK 3 PLANE RESTRAINT (A) 0.009 ; 0.020 REMARK 3 VDW repulsions (A) 0.232 ; 0.300 REMARK 3 Potential hbonds (A) 0.217 ; 0.500 REMARK 3 REMARK 3 ISOTROPIC THERMAL FACTOR REST ΓRRAAIINNTΓSS . RMS SIGMA REMARK 3 MAIN-CHAIN BOND (A**2) 1.443 ; 1.500 REMARK 3 MAIN-CHAIN ANGLE (A**2) 2.158 ; 2.000 REMARK 3 SIDE-CHAIN BOND (A**2) 3.125 ; 3.000 REMARK 3 SIDE-CHAIN ANGLE (A**2) 4.584 ; 4.500 REMARK 3 REMARK 3 ANISOTROPIC THERMAL FACTOR RESTRA AIINNTTSS. RMS SIGMA REMARK 3 Rigid-bond restraints (A**2) 1.894 ; 2.000 REMARK 3 Sphericity; free atoms (A**2) 4.664 ; 2.000 REMARK 3 Sphericity; bondec atoms (A**2) 2.553 ; 2.000 REMARK 3 REMARK 3 OTHER REFINEMENT REMARKS. REMARK 3 REMARK 3 TLS details REMARK 3 Number of tls groups REMARK 3 REMARK 3 Number of pieces in the TLS group 1: REMARK 3 From A 1 to A 292 REMARK 3 Origin for the group REMARK 3 69.4830 59.4220 78.9970 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0325 0.0433 0.0247 -0.0039 -0.0136 -0.0012 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6102 0.6435 0.4229 -0.1271 0.0884 -0.0867 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S2 3, S21, S31) REMARK 3 0.0248 -0.0135 -0.0505 0.0232 0.0615 -0.0461 0.0207 -0.075 REMARK 3 REMARK 3 Number of pieces in the TLS group 2: REMARK 3 From B 1 to B 293 REMARK 3 Origin for the group : REMARK 3 61.2650 33.4890 54.1360 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0294 0.0510 0.0183 0.0014 0.0082 -0.0045 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6794 0.6303 0.4419 0.1224 -0.1618 -0.1218 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0046 -0.0119 0.0109 0.0234 0.0528 0.0423 -0.0173 -0.0642 REMARK 3 REMARK 3 Number of pieces in the TLS group 3: REMARK 3 From C 1 to C 292 REMARK 3 Origin for the group : REMARK 3 100.4020 45.2900 79.2890 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0309 0.0357 0.0395 0.0126 0.0217 0.0172 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.5756 0.7497 0.6477 -0.1840 0.0581 -0 . 3103 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S2 3 , S21 , S31 ) REMARK 3 -0.0999 -0.0112 0.0060 0.0283 -0.1071 -0 . 0800 0 . 0406 0 . 0887 REMARK 3 REMARK 3 Number of pieces in the TLS group REMARK 3 From D 1 to D 292 REMARK 3 Origin for the group REMARK 3 93 . 1810 38 . 1690 43 . 3930 REMARK 3 T tensor ( Til , T22 , T33 , T12 , T13 , T23 ) REMARK 3 0.0110 0.0453 0.0536 0.0109 0.0225 0.0295 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6426 0.7184 0.8911 0.0882 -0.0950 -0 . 4089 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S2 3 , S21 , S31 ) REMARK 3 -0.1237 -0.0615 0.0018 -0.0411 -0.1339 -0 . 0574 0 . 0193 0 . 1369 REMARK 3 REMARK 3 Number of pieces in the TLS group 5 : REMARK 3 From E 1 to E 292 REMARK 3 Origin for the group REMARK 3 42.8770 8.9030 19.5730 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0309 0.0452 0.0352 0.0089 -0.0125 -0.0200 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6312 0.7631 0.9845 0.0814 0.0288 0.4970 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.1195 -0.0434 -0.0468 0.0342 0.1311 -0.0463 -0.0408 -0.1559 REMARK 3 REMARK 3 Number of pieces in the TLS group 6: 1 REMARK 3 From F 1 to F 293 REMARK 3 Origin for the group : 6 REMARK 3 38.0920 17.7800 -16.3490 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0208 0.0425 0.0417 0.0034 0.0045 -0.0015 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.8800 0.3582 0.6933 0.1180 0.1354 0.1904 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0810 0.0464 -0.0329 0.0291 0.0416 0.0160 -0.0440 -0.0740 REMARK 3 REMARK 3 Number of pieces in the TLS group 7: 1 REMARK 3 From G 1 to G 292 REMARK 3 Origin for the group : 7 REMARK 3 71.8950 21.8640 -15.9250 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0234 0.0522 0.0272 -0.0024 -0.0109 0.0094 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.5696 0.5742 0.4250 0.0699 -0.0286 -0.0019 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, Ξ23, S21, S31) REMARK 3 -0.0333 0.0146 0.0152 -0.0110 -0.0283 0.0204 -0.0007 0.0589 REMARK 3 REMARK 3 Number of pieces in the TLS group 8 : 1 REMARK 3 From H 1 to H 292 REMARK 3 Origin for the group : 8 REMARK 3 71.9070 -5.2410 8.8240 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0445 0.0386 0.0064 0.0038 0.0132 0.0109 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.4837 0.7743 0.6523 -0.1036 -0.1161 0.0699 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0109 -0.0288 -0.0166 0.0049 -0.0575 -0.0486 0.0096 0.0981 REMARK 3 REMARK 3 Hydrogens have been added in the riding positions REMARK 3 REMARK 3 REMARK 3 Scaling details REMARK 3 Babinef's principle for scaling has been used REMARK 3 Bulk solvent correction based on constant value has been used REMARK 3 Parameters for mask calculation REMARK 3 VDW prob radii = 1.40 REMARK 3 ION prob radii = 0.80 REMARK 3 Shrinkage radii = 0.80 REMARK 3 HEADER XX-XXX-XX xxxx COMPND CISPEP HIS A 16 PRO A 17 0.00 CISPEP HIS B 17 PRO B 18 0.00 CISPEP HIS C 16 PRO C 17 0.00 CISPEP HIS D 16 PRO D 17 0.00 CISPEP HIS E 16 PRO E 17 0.00 CISPEP HIS G 16 PRO G 17 0.00 CISPEP HIS H 16 PRO H 17 0.00 CISPEP 8 HIS F 17 PRO F 18 0.130 CRYST1 71. 575 73. .410 134.: 290 89.94 80.61 80.93 P : I 1 ORIGX1 1.000000 0.000000 0.000000 O.i 30000 ORIGX2 0.000000 1.000000 0.000000 O.i 00000 ORIGX3 0.000000 0.000000 1.000000 0.1 00000 SCALE1 0.013971 -0.002230 -0.002368 O.i 00000 SC LE2 0.000000 0.013795 0.000349 0.1 00000 SCALE3 0.000000 0.000000 0.007550 0.1 00000 ATOM 6294 C LEU B 112 68.475 34. .973 54 .827 1 .00 9 .88 C ANISOU 6294 C LEU B 112 1175 1368 1209 75 80 2 C ATOM 6295 O LEU B 112 69.411 34. .350 55 .217 1 .00 11, .66 O ANISOU 6295 O LEU B 112 1490 1423 1514 112 11 82 O ATOM 6296 N TYR B 113 68.162 35. .030 53 .563 1 .00 9, .61 N ANISOU 6296 N TYR B 113 1127 1258 1266 59 42 -9 N ATOM 6298 CA TYR B 113 68.953 34. .395 52 .503 1 .00 7, .80 C ANISOU 6298 CA TYR B 113 999 1040 923 4 94 26 C ATOM 6300 CB TYR B 113 68.065 33. .564 51 .581 1 .00 7. .86 C ANISOU 6300 CB TYR B 113 1027 1071 886 7 : 152 26 C ATOM 6303 CG TYR B 113 67.339 32. .444 52 .224 1 .00 9, .60 C ANISOU 6303 CG TYR B 113 1325 1269 1053 -43 -63 29 C ATOM 6304 CD1 TYR B 113 66.069 32. .627 52 .749 1 .00 11. .51 C ANISOU 6304 CD1 TYR B 113 1341 1555 1476 -4 99 21 C ATOM 6306 CE1 TYR B 113 65.378 31. .548 53 .357 1 .00 10. .21 C ANISOU 6306 CE1 TYR B 113 1180 1285 1413 23 46 8 C ATOM 6308 CZ TYR B 113 65.973 30. .311 53 .427 1 .00 11. .84 c ANISOU 6308 CZ TYR B 113 1573 1440 1484 -3 84 54 c ATOM 6309 OH TYR B 113 65.307 29. .256 54 .015 1 .00 10. .12 0 ANISOU 6309 OH TYR B 113 946 1215 1681 158 -: 103 326 0 ATOM 6311 CE2 TYR B 113 67.183 30. ,109 52 .837 1, .00 11. ,43 c ANISOU 6311 CE2 TYR B 113 1157 1317 1868 72 -; 151 158 c ATOM 6313 CD2 TYR B 113 67.860 31. ,177 52 .211 1, .00 10. ,78 c ANISOU 6313 CD2 TYR B 113 1431 1394 1271 115 -; ?49 126 c ATOM 6315 C TYR B 113 69.639 35. ,484 51 .642 1. .00 7. ,73 c ANISOU 6315 c TYR B 113 1030 1027 878 43 56 33 c ATOM 6316 O TYR B 113 69.122 36. 576 51. .488 1. .00 7. 43 0 ANISOU 6316 0 TYR B 113 1163 1019 639 56 : Lll 197 0 ATOM 6317 N TYR B 114 70.843 35. .209 51 .135 1. .00 7. 30 N ANISOU 6317 N TYR B 114 1038 916 817 78 37 -24 N ATOM 6319 CA TYR B 114 71.408 36. ,134 50 .234 1. .00 7. 79 C ANISOU 6319 CA TYR B 114 882 1085 990 69 20 22 c ATOM 6321 CB TYR B 114 72.075 37. .313 50 .967 1. .00 8. 84 c ANISOU 6321 CB TYR B 114 1069 1172 1115 76 64 44 c ATOM 6324 CG TYR B 114 72.428 38. ,431 50, .016 1. .00 9. 10 c ANISOU 6324 CG TYR B 114 1248 1039 1167 -28 -201 -16 c ATOM 6325 GDI TYR B 114 71.472 39. ,349 49, .662 1. .00 11. 13 c ANISOU 6325 CD1 TYR B 114 1300 1304 1623 182 38 12 c ATOM 6327 CE1 TYR B 114 71.757 40. 357 48, .767 1. .00 10. 49 c ANISOU 6327 CE1 TYR B 114 1484 1042 1460 33 -6 56 c ATOM 6329 CZ TYR B 114 73.027 40. ,460 48, .216 1. .00 10. 67 c ANISOU 6329 CZ TYR B 114 1385 1305 1363 41 -; L67 37 c ATOM 6330 OH TYR B 114 73.311 41. 487 47, .315 1. .00 11. 18 0 ANISOU 6330 OH TYR B 114 1336 1359 1553 -239 -299 48 0 ATOM 6332 CE2 TYR B 114 74.011 39. 546 48. .570 1. ,00 7. 62 c ANISOU 6332 CE2 TYR B 114 1062 898 935 -44 -259 -116 c ATOM 6334 CD2 TYR B 114 73.694 38. 559 49, .478 1. .00 7. 95 c ANISOU 6334 CD2 TYR B 114 1246 731 1040 -6 -52 ■ 122 c ATOM 6336 C TYR B 114 72.432 35. ,447 49 .350 1. .00 9. 28 c ANISOU 6336 C TYR B 114 1204 1240 1080 131 53 41 c ATOM 6337 O TYR B 114 73.302 34. ,666 49 .833 1. .00 8. 68 0 ANISOU 6337 O TYR B 114 789 1307 1201 372 113 51 0 ATOM 6338 N GLY B 115 72.434 35. 845 48, .090 1. .00 8. 73 N ANISOU 6338 N GLY' B 115 1.039 1276 1000 84 -100 • 32 N ATOM 6340 CA GLY B 115 ' 73.544 35 .449 47 . ' 224 1 .00 8 .72 C ANISOU 6340 CA .GLY B 115 1098 1144 1070 109 57 . 82 - C ATOM 6343 C GLY B 115 73.295 35 .510 45 .744 1 .00 7 .38 c ANISOU 6343 C GLY B 115 896 ' 921 985 -61 0 . 30 c ATOM 6344 O GLY B 115 72.171 35 .797 45 .261 1 .00 9 .26 O ANISOU 6344 O GLY B 115 1156 1243 1119 112 . -74 144 o ATOM 6345 N HIS B 116 74.349 35 .220 45 .007 1 .00 7 .30 N ANISOU 6345 N HIS B 116 932 922 917 44 -5 -10 N ATOM 6347 CA HIS B 116 74.300 35 .259 43 .540 1 .00 7 .38 c ANISOU 6347 CA HIS B 116 923 986 893 104 -25 85 C ATOM 6349 CB HIS B 116 75.727 35 .106 42 .945 1 .00 7 .55 c ANISOU 6349 CB HIS B 116 1013 928 928 55 10 103 c ATOM 6352 CG HIS B 116 75.746 35 .098 41 .450 1 .00 8 .35 c ANISOU 6352 CG HIS B 116 1105 1070 996 10 41 38 c ATOM 6353 ND1 HIS B 116 75.393 36, .207 40 .7.14 1 .00 8, .46 H ANISOU 6353 ND1 HIS B 116 1206 1073 932 121 83 126 N ATOM 6355 CE1 HIS B 116 75.484 35. .904 39 .425 1 .00 11, .58 c ANISOU 6355 CE1 HIS B 116 1633 1464 1302 -142 -36 4 c ATOM 6357 NE2 HIS B 116 76.029 34. .697 39 .306 1 .00 11. .15 N ANISOU 6357 NE2 HIS B 116 1161 1704 1369 -4 4 75 N ATOM 6359 CD2 HIS B 116 76.164 34. .156 40 .561 1 .00 9, .33 c ANISOU 6359 CD2 HIS B 116 1144 1203 1198 69 -66 14 c ATOM 6361 C HIS B 116 73.386 34 . .229 42, .935 1 .00 8, .57 c ANISOU 6361 C HIS B 116 1024 1176 1055 73 -18 ' 97 c ATOM 6362 O HIS B 116 73.424 33,. .059 43, .290 1 .00 7. .60 o ANISOU 6362 O HIS B 116 834 952 1099 171 -185 110 o ATOM 6363 N ASP B 117 72.503 34. .689 42, .016 1, .00 8. .98 N ANISOU 6363 N ASP B 117 1046 1282 1081 86 -30 101 N ATOM 6365 CA ASP B 117 71.577 33. ,796 41, .357 1. .00 10. 33 C ANISOU 6365 CA ASP B 117 1230 1401 1293 75 -56 22 C ATOM 6367 CB ASP B 117 72.288 32. 804 40. .432 1. .00 10. 54 C ANISOU 6367 CB ASP B 117 1223 1471 1309 -39 -37 57 C ATOM 6370 CG ASP B 117 72.760 33. 467 39. .144 1, .00 13. 93 c ANISOU 6370 CG ASP B 117 1930 1747 1614 -23 86 51 c ATOM 6371 OD1 ASP B 117 72.736 34. 739 39, .047 1. .00 14, 18 o ANISOU 6371 OD1 ASP B 117 1749 1876 1759 63 54 40 o ATOM 6372 OD2 ASP B 117 73.128 32. 765 38. ,171 1. .00 14. 50 o ANISOU 6372 OD2 ASP B 117 2369 1619 1519 -153 438 256 o ATOM 6373 C ASP B 117 70.566 33. 127 42. .295 1. .00 10. 52 c ANISOU 6373 C ASP B 117 1403 1334 1258 40 -96 70 c ATOM 6374 0 ASP B 117 69.981 32. 125 41. ,968 1, .00 11. 35 o ANISOU 6374 O ASP B 117 1603 1565 1142 -22 -206 •145 0 ATOM 6375 N PHE B 118 70.325 33. 724 43. 461 1. 00 10. 07 N ANISOU 6375 N PHΞ B 118 1330 1308 1188 19 -23 -15 N ATOM 6377 CA PHE B 118 69.265 33. 250 44. 360 1. 00 10. 62 c ANISOU 6377 CA PHE B 118 1*337 1348 1347 -56 -20 30 c ATOM 6379 CB PHE B 118 69.265 34. 048 45. 664* 1. 00 9. 09 C ANISOU 6379 CB PHE B 118 1034 1158 1259 -117 21 -26 c ATOM 6382 CG PHE B 118 68.298 33. 591 46. 684 1. 00 9. 98 c ANISOU 6382 CG PHE B 118 1369 1144 1277 25 49 -41 c ATOM 6383 CD1 PHE B 118 68.327 32. 317 47. 151 1. 00 11. 71 c ANISOU 6383 CD1 PHE B 118 1659 1400 1388 23 178 61 c ATOM 6385 CE1 PHE B 118 67.478 31. 934 48. 165 1. 00 10. 86 c ANISOU 6385 CE1 PHE B 118 1297 1145 1683 -313 161 - 107 c ATOM 6387 CZ PHE B 118 66.568 32. 812 48. 671 1. 00 11. 10 c ANISOU 6387 CZ PHE B 118 1255 1529 1430 -14 159 112 c ATOM 6389 CE2 PHE B 118 66.565 34. 096 48. 281 1. 00 8. 70 c ANISOU 6389 C 2 PHE B 118 • 957 • 1364 982 81 60 - 100 c ATOM 6391 CD2 PHE B 118 67.419 34. 500 47. 291 1. 00 10. 35 c ANISOU 6391 CD2 PHE B 118 951 1393 1588 -123 128 124 c ATOM 6393 C PHE B 118 67.899 33.376 43.636 1.00 11.03 C ANISOU 6393 C PHE B 118 1376 1421 1391 11 27 -19 C ATOM 6394 0 PHE B 118 67.010 32 .543 43 .766 1 .00 8 .89 O ANISOU 6394 O PHE B 118 1283 924 1170 -61 1 13 O ATOM 6395 N HIS B 119 67.774 34 .420 42 .847 1 .00 10 .46 N ANISOU 6395 N HIS B 119 1382 1248 1343 5 51 62 N ATOM 6397 CA HIS B 119 66.552 34 .600 42 .091 1 .00 12 .15 C ANISOU 6397 CA HIS B 119 1573 1523 1517 -14 -27 -40 C ATOM 6399 CB HIS B 119 66.557 35 .954 41 .401 1 .00 12 .68 c ANISOU 6399 CB HIS B 119 1620 1448 1749 41 32 -109 c ATOM 6402 CG HIS B 119 66.889 35 .944 39 .972 1 .00 18 .70 c ANISOU 6402 CG HIS B 119 2504 2437 2162 -139 42 8 c ATOM 6403 ND1 HIS B 119 67.827 36 .827 39 .463 1 .00 22 .72 N ANISOU 6403 ND1 HIS B 119 2685 3073 2872 -225 -65 26 N ATOM 6411 C HIS B 119 66.193 33 .405 41 .166 1 .00 11 .61 c ANISOU 6411 C HIS B 119 1547 1433 1429 9 -35 41 c ATOM 6412 O HIS B 119 65.043 32 .995 41 .111 1 .00 11, .02 o ANISOU 6412 O HIS B 119 1259 1530 1395 94 -68 68 o ATOM 6413 N GLU B 120 67.174 32 .888 40 .461 1 .00 10. .93 KF ANISOU 6413 N GLU B 120 1467 1471 1214 25 -66 6 N ATOM 6415 CA GLU B 120 66.991 31. .725 39 .622 1 .00 11. .64 c ANISOU 6415 CA GLU B 120 1478 1482 1463 -39 -22 37 c ATOM 6417 CB GLU B 120 68.220 31. .541 38 .710 1 .00 11. .47 c ANISOU 6417 CB GLU B 120 1616 1367 1374 -5 34 -74 c ATOM 6420 CG GLU B 120 68.367 32. .582 37 .606 1, .00 11. .87 c ANISOU 6420 CG GLU B 120 1568 1419 1520 -17 -16 -24 c ATOM 6423 CD GLU B 120 69.184 33. .815 37. .959 1. .00 12. .06 c ANISOU 6423 CD GLU B 120 1560 1553 1461 -96 108 -68 c ATOM 6424 OE1 GLU B 120 69.358 34. .067 39, .172 1, .00 10. ,94 o ANISOU 6424 OE1 GLU B 120 1081 1425 ' 1649 -231 -268 -44 o ATOM 6425 OE2 GLU B 120 69.633 34. .517 36. .994 1. .00 12. ,75 o ANISOU 6425 OE2 GLU B 120 1713 1273 1858 -323 48 124 o ATOM 6426 C GLU B 120 66.738 30. .447 40, .463 1. .00 12. ,14 c ANISOU 6426 C GLU B 120 1553 1595 1462 -76 61 -6 c ATOM 6427 O GLU B 120 65.936 29. ,598 40, .062 1. .00 10. 95 o ANISOU 6427 O GLU B 120 1296 1624 1237 -177 287 -89 o ATOM 6428 N LEU B 121 67.438 30. 322 41. .604 1. ,00 12. 30 N ANISOU 6428 N LEU B 121 1528 1613 1529 -105 -32 42 N ATOM 6430 CA LEU B 121 67.249 29. 199 42. ,539 1. ,00 12. 52 C ANISOU 6430 CA LEU B 121 1544 1641 1571 -103 -13 26 C ATOM 6432 CB LEU B 121 68.151 29. 344 43. ,765 1. 00 12. 80 C ANISOU 6432 CB LEU B 121 1525 1770 1568 -76 -14 20 c ATOM 6435 CG LEU B 121 68.175 28. 110 44. 725 1. 00 15. 74 c ANISOU 6435 CG LEU B 121 2079 1908 1991 -88 -70 80 c ATOM 6437 CD1 LEU B 121 68.778 26. 950 44. 030 1. 00 21. 04 c ANISOU 6437 CD1 LEU B 121 2605 2649 2737 82 -4 7 c ATOM 6441 CD2 LEU B 121 68.933 28. 316 46. 002 1. 00 14. 06 c ANISOU 6441 CD2 LEU B 121 1921 1916 1505 9 196 85 c ATOM 6445 C LEU B 121 65.777 29. 186 42. 987 1. 00 10. 89 c ANISOU 6445 C LEU B 121 1258 1424 1454 4 0 -22 c ATOM 6446 O LEU B 121 65.074 28. 129 42. 945 1. 00 11. 39 0 ANISOU 6446 O LEU B 121 1244 1362 1719 -52 205 -2 0 ATOM 6447 N LEU B 122 65.270 30. 347 43. 325 1. 00 10. 11 N ANISOU 6447 N LEU B 122 1206 1325 1308 -89 -42 -4 N ATOM 6449 CA LEU B 122 63.826 30. 466 43. 703 1. 00 9. 01 C ANISOU 6449 CA LEU B 122 1042 1213 1166 -10 8 79 C ATOM 6451 CB LEU B 122 63.576 31. 857 44. 218 1. 00 8. 22 C ANISOU 6451 CB LEU B 122 826 1242 1054 -142 37 45 C ATOM 6454 CG LEU B 122 64.227 32. 253 45. 565 1. 00 8. 65 C ANISOU 6454 CG LEU B 122 982 1247 1056 -1 188 -86 c ATOM 6456 CD1 LEU B 122 64.051 33. 713 45. 823 1. 00 9. 74 c Ω Ω Ω Ω Z Z O O Ω Ω O O Ω Ω Ω Ω 32 a a Ω Ω 23 Ω Ω Ω Ω Ω Ω Ω Ω a a θ O O Ω O O Ω Ω Ω Ω a 200 Ω Ω Ω Ω a a O O Ω Ω Ω Ω Ω BJ ω nΩtj ω ^^tδ K ffiSN N H H Dα ra ce > .. n o ω co O D O M K ) I-- t M I- 1 < < o-> cα cα ( H /3 n cn cα u cn > > > > > > > > > > ;p Ώ fc- 1 tr 1 tr 1 t" 1 t- 1 tr- ^ ^ ^ ' H H n M H B IS H B M ii ^ ^ ia ^ » ^ 3 ^ 1» P ri t 1 t , t , & P tfl B t3 H H t-* f M M H K w μ e t < μ r l r l P iS P lΛ 3 ^ iιl » lΛ » Q Ω n n Ω Q Q n θ ^ >' ^ lS ^ ^ ^ |B ia !S !S » ^ !ιJ κ: H! α G G α σ G G ω ω t-D ω ϋ-J ω ω ω ω ω ω ω ω ω ω ω ω ω ca ω ω td ω ω tu ω I^ I- * l- J l-- *-' !- J l- J t- J , - J I^ l-J H H H H I- * '- J |- J l-* *^ (jo ) J > '^ (J ϋ j ω ω tj (jo ω -j ω ϋϋ M i ^ w w - s -Nj M M '>^ α^ ^ j^ ifc ^ α-. 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W IO O OO lιXfl) iXO) C0O OC0I C^π WCn C0i ω O O CO m cΛ m fr ^ M M J ω -J -J CO CO fc ib M M O O 'O lfl CD 'D Ul aaOOΩΩΩΩΩΩOOΩΩΩΩΩΩΩΩΩΩΩΩaaOO D O H M W tα isi N M H α α Ω Ω Co ω to to ΩΩa OaDΩΩΩΩΩWΩt ΩtoΩtoaaΩΩO ΩOoΩωΩωΩtoΩtoΩΩΩ ωΩ ωΩ toΩ toZaOOΩΩΩ cπ fO t IO fO H H H H 10 to to to i-3 * -3 i-3 .-3 >-3 i-3 i-3 i-3 H i-3 i-3 ι-3 1-3 ι-3 ι-3 ι-3 1-3 H 3 t-' t-' K; K K; i-< i-< to to to to to to to to to to to to to to H t?d H M tS M H M Ir 1 lr lr H tr , l^ ω ω ω oϋ ω ω ω ω ro ω ω ω ω rø ro ω ω ω ω H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H I- , H H 1-> H H 1--* H I--> H H 1-- * I--' ^ ■-J -J ^ -J -J ^ ^ -J -J --J -J -J -J -J -J -J -J -J --4 -J -J -J --J --J -J C^ I^ H O O O O O O O O O O O O O O O O O O O O O O O O IX> IX) IX) CD IX) CD IX ) U- ) * X> * ^ O --J H CO 0 -J Iι-^ 1 -J cπ ^ M -J -^ -J co -J c ---J --J -J co -j ι ^ co --j co -J C -j cπ ^ ιi-. ^ M -J o -J IV) H cn 0 CO H 0 Hι- » cπ ιt^ -J cn cyι CD cyι co cπ co ιt^ ιt-. tv) cn oo ιχ) Co o cn co ιt^ cx ) ιχ) ^ co oo --J IO CD 0 -0 H IX) ■ it"-. ■ CO to co - oo - co - it. - -J - to - ιχ> - o - to - on - cn - co O - 00 - CO - CO - O - CD - O CD -J H to iC 00 to H C0 O CD O CD tO H tO C0 ~J O tO 00 CD 00 00 o en o cπ 00 00 O cn co 00 H cn to 00 it. it. -0 O 00 C0 CD C0 tO O C0 [O H CD 00 H o on cn CO Cπ H co -J ιχ> -J cn CO H -J Cn tO O Cπ cO O O O H H Co 00 it--. to 00 cπ ιχ> H μ * H H H H H H μ * H H H H i μ> to to CD 0 0 O H C0 tO 00 O C0 H CD O I--' tO it. Cn tV) tO H H iti. O H -J --0 C0 * X) IX) O lX) H to O μ-> cπ H to to to tO OT H IO H M H H H cn H O H ιt^ H 00 H ∞ IO H H 0 H ιt^ H M H H H C0 H H ιt^ H H H Cn H ι-. H l-0 H 0π H ∞ H t H cn μ> cn CO to ιχ> 0 θ M ιχ> ιχ) * x> Cπ θ3 Cπ ∞ cn ι χ ) θ ∞ '^ ι χ > cn ∞ σ o cπ ι χ) Cθ ∞ ιχ> ∞ to ιχ> ι^ 10 t CD IV) cn o cn cn 00 CD 00 cπ J-. cn 00 co ivi ιt-. H CX3 --J ιt^ W --0 Cπ ιt^ CX) *X3 M H iX) --J C0 ιt^ --J M Oπ -J cn 00 μ> μ> H i- * cn O H CD H CO cπ o -J 00 ω μ fc μ uj μ μ fc μ oi H O μ u H M co • -J σi μ co μ ui μ ω μ 'fl μ ui μ ui μ o M to O CD H O 00 -j -j co co co * ι- * o θ ιt-. ' O co O H CD H cn co cn cn cD oo -j j--. en cn on -J co Cπ ιχ) θ cn co o c» ^ -J H ιi^ ∞ cπ --J ιt-. CD μ-' iχ) l- J co -J to --J θo cπ cπ co cπ to cπ cn cπ ιχ> cn co oπ co cπ Cπ -J Cn on Cπ ιχ> cn *x> cn o cπ o oπ -J Cπ ιχ> oπ cπ cπ cji (jι -J ^ cn 00 to C 0-. On cn -J CD CD CO CO CO IX) -J CO O CD CD IO 00 CO cn O On to t-> 0 co to -J CD On CO cπ IV) 00 CO -J H on cn to CO 0 H 1 00 CD t 1 CO 0 O to cn cπ 1 CD H CO cn -J IX) H on 0 CD CO O -J 00 CO 00 1 00 10 10 1 CO 1 H 1 CO IO J-. 1 ω 1 to 1 -J 1 CD -J 1 -J 1 CD μ> 00 1 H H t on IV) cn CO -J 1 to CO H O On ~o H cπ 00 CO H to cn CD H 00 10 CO to cn H to CO en 00 t Cπ t H H CD cπ 00 t (-> cn • c CD to ~J Ή H to to -J on cn H to 00 0 H 0 00 00 on to to CO 10 cn μ* H μ * μ 1 H H μ * H μ i H μ* μ * H μ * H H H H μ> H μ> H μ * H H H H H μ> H 0 O 0 0 0 0 0 O 0 0 0 0 O 0 O O O 0 0 0 0 O 0 0 O O σ O 0 O 0 O 0 0 0 0 1 0 O 0 0 0 0 O 0 O 1 O 1 O O 0 0 0 1 O 0 0 O O 0 O 1 0 O H H H 1 1 1 to μ* 1 1 1 1 1 1 1 1 1 H 1 1 CD IX) H IX) to to cn to 00 CD H CO -J H cn μ* On H 10 to -J 0 00 to H -J μ* to H cn H CO μ * to I- 1 -J 00 to CO 00 t 00 CO 0 0 00 00 t cn CO cn 0 cn t CO O 0 CO μ> O cn H O O μ * D 00 CO to CO σ> 00 H CO CD 00 On 00 CD ω t 00 en H On CO to H on CD to 0 ro H CO -J CD cn to CD O ω to CD cn to CO 00 CD 00 -J cπ to on 00 CO cn CO 1X3 0 en CO CO CO IV) JS. 0 00 10 CO 00 00 On σi σ-, 1 1 1 1 1 H H 1 1 1 1 1 1 1 1 1 1 1 1 H 1 1 1 to H 1 H 1 1 1 to 1 to Cπ 1 H -J 00 CO IO CO cπ μ * cn -J H O O CD to H cn O 00 cn CD to 0 -J 1 CO IX> -J -J 00 J"-. cπ μ * H cn CO IV) 00 On 00 00 On CD IO σ> H CO to cπ 00 0 on 00 00 a a O 0 O Ω Ω Ω Ω π 0 O Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω a a O O Ω Ω a a Ω Ω Ω Ω Ω Ω a a Ω Ω O O Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω a a O O Ω Ω Ω ATOM 7193 CA ALA B 171 70.157 21,.703 57.779 1.00 6.04 C ANISOU 7193 CA ALA B 171 830 722 741 -16 -7 129 C ATOM 7195 CB ALA B 171 70.345 23, .032 58 .562 1 .00 7 .20 c ANISOU 7195 CB ALA B 171 910 977 845 34 -101 113 c ATOM 7199 C ALA B 171 69.182 21, .939 56 .641 1 .00 7 .69 c ANISOU 7199 C ALA B 171 914 1065 940 -10 -11 60 c ATOM 7200 O ALA B 171 69.585 22, .371 55 .569 1 .00 9 .49 O ANISOU 7200 O ALA B 171 1245 1401 958 41 -59 75 O ATOM 7201 N VAL B 172 67.904 21 .754 56 .929 1 .00 7 .02 N ANISOU 7201 N VAL B 172 877 941 849 -86 37 83 N ATOM 7203 CA VAL B 172 66.820 22 .038 55 .994 1 .00 7 .98 C ANISOU 7203 CA VAL B 172 986 1067 978 -7 60 93 C ATOM 7205 CB VAL B 172 65.689 21, .006 56 .048 1 .00 7, .69 C ANISOU 7205 CB VAL B 172 860 985 1074 13 10 81 C ATOM 7207 CGI VAL B 172 64.547 21, .391 55 .088 1 .00 7 .84 C ANISOU 7207 CGI VAL B 172 1162 1028 787 -190 -64 125 C ATOM 7211 CG2 VAL B 172 66.192 19. .558 55 .778 1, .00 8. .46 C ANISOU 7211 CG2 VAL B 172 1103 1224 887 -156 204 -81 C ATOM 7215 C VAL B 172 66.365 23. .443 56 .381 1, .00 8. .06 C ANISOU 7215 C VAL B 172 967 1038 1058 -44 8 38 C ATOM 7217 N THR B 173 66.585 24. .394 55 .469 1. .00 9. .20 N ANISOU 7217 N THR B 173 1211 1258 1024 32 28 12 N ATOM 7219 CA THR B 173 66.371 25. .812 55 .744 1, .00 9, .64 C ANISOU 7219 CA THR B 173 1185 1226 1249 26 17 75 C ATOM 7221 CB THR B 173 67.023 26. .735 54, .707 1. .00 9. .14 C ANISOU 7221 CB THR B 173 1041 1285 1147 96 122 -4 C ATOM 7223 OG1 THR B 173 66.266 26. .732 53 .499 1. .00 10. .36 O ANISOU 7223 OG1 THR B 173 1012 1431 1493 -10 304 28 O ATOM 7225 CG2 THR B 173 68.470 26. .306 54. .352 1. .00 10. .18 C ANISOU 7225 CG2 THR B 173 1304 1372 1190 -76 229 162 C ATOM 7251 CD2 LEU B 175 63.498 29. 481 49. .870 1. ,00 12. 70 C ANISOU 7251 CD2 LEU B 175 1717 1586 1521 -282 120 -139 c ATOM 7865 N SER B 213 61.913 16. .976 46. .696 1. .00 7. 08 N ANISOU 7865 N SER B 213 674 925 1090 -11 -47 -55 N ATOM 7867 CA SER B 213 63.154 17. 422 46. .071 1. 00 6. 55 C ANISOU 7867 CA SER B 213 793 829 866 -92 66 4 C ATOM 7869 CB SER B 213 62.831 18. ,416 45. .000 1. ,00 6. 60 C ANISOU 7869 CB SER B 213 545 1032 927 11 -196 18 C ATOM 7872 OG SER B 213 64.004 18. ,999 44. .434 1. 00 9. 48 O ANISOU 7872 OG SER B 213 1094 1226 1281 -117 432 256 O ATOM 7874 C SER B 213 63.971 18. ,198 47. .116 1. ,00 7. 04 C ANISOU 7874 C SER B 213 877 1011 787 23 -55 -22 C ATOM 7875 O SER B 213 63.527 19. 266 47. .564 1. ,00 8. 08 O ANISOU 7875 O SER B 213 1033 1179 858 -38 4 -193 O ATOM 7876 N VAL B 214 65.176 17. .725 47. .420 1. ,00 7. ,32 N ANISOU 7876 N VAL B 214 907 960 914 -22 27 -86 N ATOM 7878 CA VAL B 214 66.065 18. 412 48. 332 1. 00 8. 50 C ANISOU 7878 CA VAL B 214 992 1117 1118 26 -31 7 C ATOM 7880 CB VAL B 214 66.662 17. 473 49. 325 1. 00 9. 49 C ANISOU 7880 CB VAL B 214 1135 1234 1236 -41 -99 20 c ATOM 7882 CGI VAL B 214 67.640 18. 265 50. 220 1. 00 9. 17 c ANISOU 7882 CGI VAL B 214 1216 1187 1081 158 -197 -2 c ATOM 7886 CG2 VAL B 214 65.557 16. 808 50. 137 1. 00 11. 30 c ANISOU 7886 CG2 VAL B 214 1389 1327 1576 58 -56 153 c ATOM 7890 C VAL B 214 67.181 18. 986 47. 493 1. 00 8. 26 c ANISOU 7890 C VAL B 214 916 1055 1164 -59 -44 -4 c ATOM 7891 O VAL B 214 67.989 18. 241 46. 905 1. 00 9. 17 O ANISOU 7891 O VAL B 214 800 1215 1469 -74 237 171 0 ATOM 7892 N GLU B 215 67.172 20. 293 47. 357 1. 00 8. 23 N ANISOU 7892 N GLU B 215 917 1057 1150 26 -148 -24 N ATOM 7894 CA GLU B 215 68.211 20. 975 46. 602 1. 00 9. 54 c to to to to to to to to to to to to to to to to to > to to to to to > to to to to to to to to to to to to to to to to to to a a a a a ι-3 a a ι-3 a ι-3 a ι-3 a a ι-3 a a ι-3 a ι-3 a ι-3 a ι-3 a ι-3 a a ) -3 a ι-3 a >-. a ι-3 O o O O O O O O O O O O w O O O O O O O O O O to re to re ω re to re to re to re to re ω re to re to re to re to re to re to re to re to re to re to re to re w re to 2 to re O o o O O O O o O O O o O O O o O o O o o o G σ G α G G G G G G α α α G a α G G G G G σ tχ> ιχ) , X} 'X) tX} iχ) lχ> ιχ> ιχ) iχ) iX) C0 lX) CD lX> ιX3 iχ> ιX> lX> 'X> ■ jι -ji (ji Lπ uι ui ιfc *. ιt ιb ιii ιt ιji ^ ^ ιt- ιt ιt- ω ω ω ω ω ω ω ω M M M M M ιb ιi-. 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M M H H O O C0 C0 cn cTl ιt. ιt. 00 00 H H lX) iX) CX) CX) Cn Cn CAj 00 H H O Ω a O O Ω Ω Ω Ω Ω Ω Z a O O Ω Ω Ω Ω Ω Ω O O Ω Ω Ω Ω Ω Ω Ω Ω O Ω Ω Ω a a ooo ΩΩa to co to to to t σO IoO IMO WtO ϊc ffi N N ιM_> ιW_ι ιo_ι ια_ι Ω Ω ω ω to to • to" ■ to > - H μ> H μ * H H H to to to to to to to to to to H t-3 >-3 t-3 H 3 i-3 i-3 i-3 ι-3 H ι-3 ι-3 ι-3 3 1-3 i-3 ι-3 ι-3 H3 O O O O Ω Ω W ^ ^ t→ | ! 1 tr , t t- ( t- , t- | t- | L κ; * - ; KJ t" 1 tr 1 tr* tr 1 Ir* iχ| i ) ft) to to to to to to to ^ » ^ ^ ^ ^ ^ ^ ^ ^ ^ ^ ^ ^ ^ ^ ^ ^ ? ^ po o ^ ^ l- l- K * * ω ω ω ω ω t-a ω i-D ω ω t-D ω ω ω ω •■ O M M M M I M M M M M M W M M M M M M M M M I N M M M W M - M M W M M M M N M M M M W W M M tJ M M M M M M M M N M M N M M W N N M M M M M M C0 C0 00 M tO tO M I W [O t IO t H I-- * M H H H H H H H H H H H H H H H H H H H H H O O O O O O o o ω o on cn cn on o o en * . . cn . . . . • . cπ . o . • . . . o on cn cn cn o cπ en o o o o cn μ * H μ * H H H μ* H H H H H H H μ * H H ω to o o o H H O H o O ω o cπ t cn o o o o o o σi o to co cn CD co en cπ on 0-. on OO I-' Cn H -J H H H CO H H H -O On CD H oθ ιt-- oo oπ oo tιvo) -j CιχO) ttoo . ^ o „n, w O c „π. ~ o —o CO -- 0U0J Cπ cjι uι 0o cjπ cjι uπ co cπ ιt-. c-ι o cπ o uι ι— ι cι cji On IO 00 00 00 1 — I — i o o en o σ o o on o en 1 cn (-> cπ 1 cn o en o 1 cπ - o on cn o o cn cn oo 1 cπ oo o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o 1 1 cn o o o o o o co cn cn c on on cn cn en en cn o on on cn H 1 oo o cn o cπ en on σ o cπ o o cπ Ω a a o o Ω Ω Ω Ω Ω o a a o o Ω Ω Ω Ω Ω o o Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω a a o o Ω Ω Ω Ω a to toto tototototototo tototo totototo to totototototo a ι-3 a a ι-3 a i-3 a H a ι-3 a ι-3 a 1-3 a a 1-3 a ι- o o H o μ H o H o H O H o H O H O o H H O re w re o s o w re ω cn re o g ω re n re cn o o o o o o o re to o re w o o on re ω o σ G G G G G G σ G G G G o o .t. ιt. i ' D oo cn cn M to o o --J --J cπ uι --j --J c3 cn *t-'. ιi^ to M o o ∞ ∞ -^ a a a a Ω Ω Ω Ω Ω O Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω a O O Ω ffi -C M W Ω Ω O D D D Ω Ω ω ω to Ω Ω D α H W N I M tS D D cT O θ α D σ Ω Ω to to to to M i μ μ to to to to to to H H H H M t μ μ to to to to to to ι→ H |→ trτ |--H t----! !---' |- |--H |-H H >-3 'fl Ω Ω Ω Ω Ω Ω G G G σ σ G G G G G lXl IΛ M M H W H W M M M M M M ω ω ω ϋ- ω ω ω txi ω ω ω xi ω ω ω ω to μ » H IO to H H H CO CO H CD IX) CO Cn --J CO -O ^ ^ IX) -J M -J O CO it. --J *X) -J IO --J cn co -J en -J o -J σι -J ^ H -J oo -J cn -J cn - to cn σι Cθ lθ H co --J cn cn ι- > cn μ* σι Co --J μ- o co cπ o cπ to σ co -j -J o cn on it. 00 00 ω fc μ t. μ μ iiJ O i_i . |_ι . -j . ,!_. . «j . oo - en - cn - • it. . μi • H • co CO • t • -J • CD • • co - on - to - -J - CD O OO -J CO I-O IO CD it. σi -J 00 to 00 Cπ H oo to cn c CD 00 CO cn 00 CO CO en IO cn 00 H co σ σ on 00 cn CD σi to on co IO H on to CD σi cn co oπ — j on i— ■ H Cn --4 cn co o on oo o o o tx) cn --J -~J C0 ιt. 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re re re re re S pO IΛ 'Λ D D σ σ D α α α D D α D α D D O D D D D σ D o α σ α o σ o D o o σ α o D α o α D D D D D D o α D σ D D D α α cJ D α α α D O • CD - co - on - cn - oo - on - cn - oo - on - oo - oo - oo - on - σi - CD - H - OO - O - on - o - -J - -J - oo - μ> • o 00 00 CD cπ (31 -4 00 On 00 CD O to H 00 00 00 00 to Cn cn On (31 cn -4 cn -J CO CO -4 -4 t CO O o -4 CO CO O co oo CD 00 00 O CO to H -J CO to On On -4 IO O CO -4 o on 00 cn σ cn H H tO H H H H H H H μ * H H H H H H H H H H H H t H CcoO ccnn iibb CCDD σσii --44 ttoo H O H -4 H 00 H to to H 00 to on lb 00 t to oo co cn CO CD to IV) O O on CO 03 o cn 00 00 CO H -4 cπ -4 On H oo (31 H cπ o cπ 00 -J oo on -J H on -J 1 CD 1 H CO oo 00 On CO CD o H On CO On (31 (31 CO CD o o O H CO cn H O H CD O 00 to 00 1 -4 H O H CO cπ CO IO CO 1 00 IO H H σ σi CD 1 IV) CD 1 σi cn H to H CO 1 03 1 cn cn -4 to 00 H 00 00 to lb o to lb lb CD 00 H CO H 00 to H lb cn σi CO 1 00 lb H to 00 lb H IO On t t 00 n t CD 00 H CO 00 o t O H to o H σi H H H H H H μ> H H H H H H H H H H H H H H μ> H H H H H μ" H H H O o o O O O o O O o o O O o O o o O O O o o o o O o O o O o o O I o o O O O o O O o o O O o o o o 1 O O O o o o o O o O o O o o to 1 H H IO 1 1 1 1 1 00 H 1 H 00 1 1 1 Cπ H CO H on H H (-> 00 H cπ μ * cn en H 1 H H to H H 00 00 on o on 00 o H σ H -J H t H cn 00 H -4 H cn H H H to H CD CO -4 IO 00 01 CD 00 00 O on H CD oo CO Cπ 00 On OD O KJ o CD o CD CD O CD On CD o CD CD CO CD 00 o to o t o H o on CD o -J to ω to -J ω CO o to o -J σi en σi cn CO CD Cπ to on -J OD H CO on CD t o σi on Cn O cn t CD CD O t cπ CO t ω cn O 00 o 00 to CO H o t to o σ to σi 00 CD -4 O H -4 1 H 1 to 1 1 1 1 1 1 1 1 1 1 1 H I H 1 to H en On σi -4 σi On co -J IV) H H H cn to to cπ σi H 00 ω (3D σ 00 On CD -J (31 CO 00 O to H H H 00 CD o 00 o H H t IO CO o 00 00 CO 00 t Ω Ω Ω Ω Ω O O Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 O O Ω Ω Ω Ω 3 a θ O Ω Ω Ω Ω Ω Ω 3 3 O O Ω Ω Ω Ω a a θ O Ω Ω Ω Ω C0 C0 Ω Ω Ω Ω Ω Ω to to to to to to to to to to to to to to to > to ι-3 3 ι-3 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h-' t-' t-' i-' -' h-' -' -' t-' h-' t-' t-' t-' 00 C0 Cπ ιX) ιb ( X ) CO -J CO ^ C0 CO CO H CO -J CO cn C0 Cπ ∞ CO 00 ∞ C ) ∞ --4 ∞ ιb ∞ ιb ∞ (31 ∞ -J OO * X) O M ιX) CJl ^ -J CO H --4 00 00 H ιb tO ιb lO Cn ιb Cn <D3 Cn Cn ω ∞ ιb μ' -J C ) ιb H Cπ O (3 CO .^ en CD lb CO on cn CD on on σi t IO -4 CD CO t CD -J 00 CO CO -4 o CO o 00 lb 00 CD lb to 00 CO -4 CO ib O H -4 00 CD IO ib CD lb o 00 cn o 00 00 lb lb On o 00 -4 CO co cπ H CD to to to H IO IO H I-' h^ h- 1 h- 1 i- 1 H H cn (31 μ» CO o to co CcOo σi ib cπ ib σi cn cπ cn co -o cπ cπ cπ oo oo on σ ib oo to IV) O lb O lb H ib lb O ib (31 ib H o ib OO ib OO ib CD ib CO ib -^ ib lXl ib O ib Cjt ib Cn ib σi ib CD ib σi ib lXS ib CD ib ^ ib lXJ ib OO tO ib OO CO CO ib Oπ CO O ib o to to -J M θo cn to cn o ω -J Oθ ιb θo cn HH Oθ tlo ccnn ttOθ MM 0θ0o C ( jπι llOo ∞co .^b .Φb. ωJ HH CCnn [ιOo Ccnπ --44 ιιbb MM ιιbb ∞ ( Xi ωω [O CD 00 H tO 00 lV> 00 H o o o σ o o o o o o o o o o o o o o o o o o o o o 1 H 1 H H H to 1 to to 1 to On μ> o μ * 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CD CO CO CO O3 CO CO C0 CO -O -4 -4 -4 -4 -4 -J --J -4 -4 -4 -4 -4 --J -4 --J -4 -4 -4 -^ H H to t IO H co on oo H co o co CO to CO to 00 H IO CO lb 00 -4 co cπ oo co to -O M ∞ ∞ CO OO CO ib CO ib CO ib CO OO CO O CO H CD tO CO tO CO tO CO μ co lo ω μ 00 H i co oo on ib co on ib cn ib en on σ -4 to co co lo cn to O H O H C0 00 O ιb * -ι tO tO 00 IO Cπ C0 -4 IV) cn IO t Cπ O Cπ 00 -4 H -J μ* cπ oo σι co cn co o • co cn • o • -4 lb CD • t • o • • σi to t cπ • CD (31 ib • 00 ib - ib - -4 - H - tO - ib - • cπ to on H Cπ oo o CD (31 H IV) O cπ 00 on 00 IO CD σ CD [O O 00 00 00 H 00 cn t -4 -4 on -4 CO On -J to -4 -4 CD to (31 00 co to CD cn co oo CD o -4 CO o o 00 00 -J o o o cπ cn σi D CD μ* ib CO CO ib -4 —J 00 H H H to to H H H H H H H H H to to 00 CO IO 00 00 H oo ∞ oo co oo ιo oo oo oo cn co ιχ) θo co cΛ ) co oo co oo ιb ω co oo cD Cθ ιb oo H Co cD CΛ) --J θo ιχ) ω cn σi ιb c» oπ ιb ιb -4 Cπ CΛ) (3i o cn M Cjι -4 -4 co cn oπ -4 θo ∞ oo -4 ∞ cn co ιχ> CD to cD C^ CO cπ On CO CD 00 -4 σi on On lb 00 00 00 -4 cπ 00 00 On CD CD cn -4 CD CO σ IO CD on to 00 IO lb σi IO lb lb on cπ IO CD lb On (31 lb IO CO on o cn --J H cn cπ (3i o -4 o cD Cπ ιχ) co cn ιb M --] co H [θ iχ) ιb iχ) (3 cι cn co cD fo Cπ σι Cπ ιb (jη co cn co Cπ ω cπ ( 3i Cπ co cπ -4 Cn H Cπ ω cπ ιb Cn *b Cπ ιb Cπ cD Cπ cπ cπ o c^ ιχ) Cθ co cn *b θπ cn cn cn cn (3 θθ lo to oo ιb ιb Cn (3i -4 iχ) iχ) CD iχ) θo -j (3i cn ιb Cn σι o o o o o o o o o o o o o o -4 cn IO oo on o to o o cn 00 cπ to to o on to H o o cπ Cπ to o t I I o to 3 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω 0 0 Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω 3 3 ■ j-a to to to to to to to to to to to to to to to to to to to to t to o to to to t t to o o o to to to to to to to to to to to to to to to to to to to to 3 i -3 3 t-3 3 i -3 3 i -3 3 3 H 3 i-3 3 a 3 ι-3 3 ι-3 ≥o 3 t-3 ≥ t 3 t-3 3 H ≥ a ≥ 3 ≥o o t t t 3 t-3 s to a 3 ι-3 3 ι-3 a 3 3 a a a ι-3 ι-3 3 1-3 2 1-3 3 1-3 3 H O H O H O H O H O O t 2 W 2 to re to re to O O O O H O O re to re to re to re w g to O O 0 O O O O O O O O O O O H O H o O H O H O H w 2 w g o re t re to re to 2 to 2 to re to 2 to re to e to 2 to 2 to re to O O O O r re to re to re ω re to S ω 2 to 2 00 O O O O O O 0 O O O O O O O O O O 0 O O O O 0 0 O O O G G G G G G G G G σ G G G α G G G α G G G G G G G G H H H H 1 I— • H H H μ * α G G σ G H H H H H H h^ t-' ^ -4 -4 -4 — J -4 -4 -4 -4 -4 -4 -4 -J -J -4 -4 -4 -4 -4 -4 -4 ib lb lb lb tb lb lb lb lb lb J-. lb lb lb lb ib lb 00 00 00 cπ cn oπ cπ oπ cπ oπ oπ cπ On On On cn cπ On On *. lb lb to to to to t to t t to H H μ> 0 0 0 0 0 0 0 co cD -4 -4 cn on ιb ιb oo to to t to on On On cπ H -4 en σi cn ui μ μ Ω Ω Ω Ω 3 3 0 0 Ω Ω 0 0 O O Ω Ω Ω Ω Ω Ω O O Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 O O Ω Ω Ω Ω Ω Ω Ω Ω b Ω Ω Ω Ω Ω Ω 3 3 to to P3 a 3 O 03 0 α D Ω Ω 03 03 D to 9 3 a to D D D D Ω Ω 03 03 to Ω Ω 03 03 to 03 03 to to to t to to H H IO to to to to to to pa Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ir 1 IT 1 tr* r* Ir* tr* tr* tr* Lr 1 tr * IT 1 IT 1 t-3 t-3 t-3 H μ3 H t-3 to to ja to to to ja to to ω n cn c w ω P t- i l 1 Ir* t- 1 t-ι lr< Ir* tr* tr* t- i t- i Ir* ir* P H P3 H H p] n H M M W H M M H M PC PC En EC PC PC PC EC EC EC PC IE t-i tr 1 tr- ir* t- 1 Ir* tr* G G G G G G G G G G ?3 ?3 ?3 ?α ?cJ ?3 tι3 ?3 ?3 ?0 » JO to to to to to to to to o α σ α σ o α σ D D σ σ σ σ σ o o o α α α o σ o σ o σ D o o σ σ o D σ σ D σ α o σ σ α σ o σ D D α o o σ σ σ D D σ α σ σ σ W M IC) M l>O M N M W |τ3 M M N ) M M -τJ * θ M M M N W W M IC ) M M ω 3 00 C0 00 00 IO M M IO I IO W IO M M IO tO IO l W W tO H H H H H H H H H H H H H H H H O O O O O O O O O O O O ιχ) lX) lX) iX) CD iX) C^ H to H H H H H H αi co ib co oo co oπ co io co cn co on co to co co to 00 l- CO CD CO co on CO on CO CO to 00 co H -4 O —1 -J μ» -4 H CO 00 ib H O cn ib o CD o -4 μ> on co σ lb O ib ib to 00 H H 0 -4 0 H 0 O lb CD O (31 D CD CO -4 Cπ CD to H CO to 00 IO On ib 00 • -4 lb 00 to • ■ 00 -4 • 00 00 • 00 CO 03 • • 00 -4 ■ H to . 0 co 00 o lb CD H (31 CD -4 0 H CO lb CO 03 00 O 00 σi 00 o 00 o o cn -4 CD O lb cn t o σ o lb 00 -O CD lb -4 co t H o lb On o On t to t CO CO co CD o -4 o CD to to on t H to H H H IO IO 00 t CD 0 H O CO H O M Co co oo cπ ω M to -4 M ιb θo ιo oo ro ω o oo ιb oo H oo ιb Cθ (3i ω H θθ H θθ ιb oo co oo ιχ) θo cπ oo o ω oo ω CD 00 -4 Cn H O O O O 00 C0 iX) CD IO H cn H Cn H C0 H 0n O 00 O t H IO O Cn H I 00 ib ib CA) i -4 C0 (3l IO M ib (3n C000 ib tO o cπ 00 lb 00 -3 CD o o o -4 lb on cπ σi H H 00 o H o to cπ cn 00 CO CD 00 o o 00 -4 CO -J cπ CD Cn H -4 00 CD 00 ω σi CD 00 H H (31 H o CD CD lb on H o CO H -4 CO tO tO tO CD lb CD CD CO μ * lb o H -J H lb on CD H ib ttoo co CcOo oo σ to to o co to H o 00 o to H H σi oσni H CCDO H Cπ σ co co ro H co oonn — J ocnπ ccoo ib to tO ib H o αD lb to σi o cn cn cn cn ι (3i cn cn cD θπ oo oπ co cπ ιb Cπ co cπ ιb cn o cn -J cn cn cn co cn M Cπ co cn on cn on cn ib Cn oo cn CD Oπ oo oπ co cπ cπ σi H σι -4 σ H σι σι σι to σι o C0 00 -4 -4 ιb C0 ιb Cπ -4 -J CO CO CO CO O 1 1 m on on 1 to on Ω Ω Ω Ω 3 3 0 0 Ω Ω 0 0 0 0 Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω a a 0 0 Ω Ω Ω Ω Ω Ω Ω Ω a a 0 0 Ω Ω Ω Ω Ω Ω 3 ATOM 17462 CG ASN D 243 82.536 31.445 63.616 1.00 17.74 c ANISOU17462 CG ASN D 243 2228 2406 2105 -44 -205 31 c ATOM 17464 ND2 ASN D 243 83.404 32.362 63.140 1.00 20.33 N ANISOU17464 ND2 ASN D 243 2304 2776 2644 -142 -278 83 ATOM 17467 C ASN D 243 79.478 29.829 61.792 1.00 10.18 c ISOU17467 C ASN D 243 1366 1222 1279 48 21 71 c ATOM 17468 O ASN D 243 79.019 28.935 62.519 1.00 10.23 O ANISOU17468 0 ASN D 243 115.5 1331 1399 225 13 377 o ATOM 17469 N ARG D 244 78.789 30.286 60.760 1.00 9.26 N ANISOU17469 N ARG D 244 1248 1121 1149 17 -22 89 N ATOM 17471 CA ARG D 244 77.483 29.788 60.455 1.00 9.26 C ANISOU17471 CA ARG D 244 1298 1041 1176 0 -27 34 C ATOM 17473 CB ARG D 244 76.769 30.790 59.523 1.00 10.39 C ANISOU17473 CB ARG D 244 1359 1239 1349 37 -78 5 c ATOM 17476 CG ARG D 244 75.417 30.298 58.996 1.00 11.21 c ANΪSOU17476 CG ARG D 244 1637 1282 1339 47 -103 -6 c ATOM 17479 CD ARG D 244 74.430 30.138 60.075 1.00 11.36 c ANISOU17479 CD ARG D 244 1341 1381 1595 -33 51 39 c ATOM 17482 NE ARG D 244 73.085 30.023 59.624 1.00 9.24 N ANISOU17482 NE ARG D 244 1461 1237 810 284 49 -161 N ATOM 17491 c ARG D 244 77.586 28.425 59.761 1.00 8.39 C ANISOU17 91 c ARG D 244 1119 991 1078 38 -63 16 C ATOM 17492 O ARG D 244 76.885 27.462 60.115 1.00 7.53 O ANISOU17492 O ARG D 244 1172 682 1004 -41 21 -26 O ATOM 17493 N GLN D 245 78.520 28.342 58.845 1.00 8.85 N ANISOU17 93 N GLN D 245 1270 947 1144 -53 -41 2 N ATOM 17495 CA GLN D 245 78.627 27.167 57.941 1.00 9.62 C ANISOU17495 CA GLN D 245 1224 1151 1277 -46 -69 -52 C ATOM 17497 CB GLN D 245 79.170 27.564 56.609 1.00 9.49 C ANISOU17497 CB GLN D 245 1243 1131 1230 -66 -18 -79 C ATOM 17500 CG GLN D 245 78.366 28.541 55.821 1.00 9.07 C ANISOU17500 CG GLN D 245 841 1168 1435 -167 26 4 C ATOM 17503 CD GLN D 245 IS.965 28.851 54.455 1.00 9.07 C ANISOU17503 CD GLN D 245 126 -, 1156 1023 88 -150 56 C ATOM 17504 OE1 GLN D 245 80.090 28.387 54.106 1.00 11.03 O ANISOU17504 OE1 GLN D 245 1585 1405 1201 114 -31 -45 O ATOM 17505 NE2 GLN D 245 78.297 29.726 53.729 1.00 8.04 N ANISOU17505 NE2 GLN D 245 1065 1189 801 362 -162 277 N ATOM 17508 c GLN D 245 79.464 25.976 58.437 1.00 10.04 C ANISOU17508 c GLN D 245 1220 1191 1401 25 -110 -43 C ATOM 17509 0 GLN D 245 79.221 24.855 58.044 1.00 9.65 O AN1SOU17509 0 GLN D 245 1060 1283 1322 -8 -336 -52 O ATOM 17510 N GLY D 246 80.433 26.224 59.305 1.00 9.68 N ANISOU17510 N GLY D 246 1326 1155 1197 0 -215 -32 N ATOM 17512 CA GLY D 246 81.393 25.194 59.692 1.00 10.82 C ANISOU17512 CA GLY D 246 1328 1354 1427 62 6 -52 C ATOM 17515 C GLY D 246 82.319 24.851 58.542 1.00 10.90 C ANISOU17515 C GLY D 246 1296 1372 1471 33 -31 -61 C ATOM 17516 O GLY D 246 82.862 23.714 58.521 1.00 12.14 O ANISOU17516 O GLY D 246 1365 1437 1809 209 -24 100 O ATOM 17517 N LEU D 247 82.398 25.745 57.560 1.00 9.48 N ANISOU17517 N LEU D 247 1074 1099 1429 26 -75 -74 N ATOM 17519 CA LEU D 247 83.292 25.635 56.392 1.00 10.86 C ANISOU17519 CA LEU D 247 1336 1287 1502 17 -16 -55 C ATOM 17521 CB LEU D 247 82.524 25.527 55.076 1.00 9.90 C ANISOU17521 CB LEU D 247 1083 1241 1437 219 46 35 C ATOM 17524 CG LEU D 247 81.514 24.373 54.962 1.00 10.47 C ANISOU17524 CG LEU D 247 1364 1109 1505 86 -59 41 C ATOM 17526 CD1 LEU D 247 80.631 24.451 53.736 1.00 10.65 C ANISOU17526 CD1 LEU D 247 1417 1290 1336 -34 65 -165 C ATOM 17530 CD2 LEU D 247 82.153 23.024 54.998 1.00 10.07 C o toto toto tototo to > to to to to to to to to to to to to to to to to to to to to to to to to to to to to to to to to 3 3 0 0 Ω Ω to to Ω Ω Ω Ω a a 0 Ω Ω Ω Ω Ω Ω 3 3 0 O Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω O O O 3 3 Ω Ω 03 03 to 03 03 to to Ω Ω Ω Ω 03 03 to to a a Ω t - tSi to to H H TJ TJ Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω to to to 5a to to to to <; < < < <: <; <; <; <; <; <: tr* tr* I-* I-* t-* IT* ? ? 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K; I-< a Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω :Λ :-0 !« ^ ^ :Λ ^ '-- p3 :--3 'Λ pϋ , -d ?ϋ * Λ '-a :Λ σ D σ σ D o σ α o D α α α α α α o σ α α o σ α α α α σ α α D α α σ σ α α σ o σ D σ α α α M M M tO M tO tO tO IO IO M lO IO M lO M IO W IO IO IO IO tO tO M IO M lO tO tO M IO M IO tO tO tO tO -^ Cπ cπ cn cn cn cn cπ cπ cπ cπ cji cπ Cn cπ cn cπ cn cπ cπ cn cn cn cπ Cπ cπ cn cn cn cn cπ cn cn cπ cπ c^ CO <X> CD ∞ C0 C0 C0 ∞ C0 CO C0 CO ∞ CD C0 03 ∞ C0 0D ∞ ∞ C0 C0 CD -J -J -4 -4 -J -4 -4 -4 -4 -4 -^ to to to to t to to to to H H H IO tO OO OO tO tO tO H H CD tO OO H CO Oπ CO — 3 CO — I CO —1 OD 00 CO tO CO -B (i ) m oι co 4 'χι α) α) co co cπ m μ co ιi) Cθ oι co M co m ^ co o σi co lo co o ' o- -to σi ib ib oo σi ib oo σi — -4 i —i ra 03 i0i0i i CnD 4 n O (CJO n 4 in co in w ιo n n t. μ mon μ (π μ H -ib. 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— J — 3 — J -4 -4 -4 -4 -3 -4 -4 -4 -4 -4 -4 -4 -J -4 -4 -4 -4 -J -4 -4 -4 -4 -4 — 1 -J -4 O O O O CD C0 iX> CD CD C0 CD iX) iX) iX) C0 C0 C0 C0 C0 C0 C0 C0 ∞ ∞ C0 03 ∞ ∞ C0 00 C0 C0 C0 C0 C0 C0 ∞ ∞ to to ιo to i3i σι to w o o o o o o σι cn cn cn (3i cn cjι cn cn cn cjι cπ ιb ιb ιb ιb ιb ιb o o o o o o o o ιχ) * x) oo oo to ιθ H H W to co co on cn oo oo to tθ H H θ θ (3i cn lo w o o --J -4 on cn C ) CA) Cθ co cn i3i on cn ιb ιb on σ 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 00 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 33 Ω Ω 3 3 0 0 Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω a a 0 D D ttJ O D D Ω O ω t D D D O Ω Ω 03 03 to to to to to to Ω Ω σ σ Ω Ω 03 03 to to to to Ω Ω Ω Ω tr* tr* t-* ir* irr* lr* t-ι tr* Ω Ω uj |→ l * r* l→ H * → * 7 τ t-ι t H fc H i r i |- H ( r ι t -ι tr' 5a to to to to 5a 5a to to to H H H H H H H H H H H H H H H H l-3 tr* tr 1 Ir* tr* Pd Pi Lr* tr* P3 P3 Pd P3 P3 H Ir* tr* P3 P3 P3 P3 P3 P3 P3 P3 P3 P3 Pd P3 p] P1 Pd P] trt H i→ i→ n ω ω to to ω ω to lH H H M H iH iH tT i→ i→ t→ i→ t→ K G G to to G ■ α G σ G σ G G G G G G G G G G G G G G G G G G to to to to l3 T) TJ 13 TJ TJ TJ TJ M P3 W P3 P3 Pd P1 P3 P3 P3 M P3 M P3 Pd P] TJ D O D D D D D D D D D D D D O D D O D D D O D D D D D D O D D α D α D D D O O D D D D O α α D D α D α D D D D D α α D α α tO IO t IO IO tO W M IO tO IO IVJ tO IO IO M M tO M M tO M M M tO tO IO tO M M tO M tO M — j — i — — ι —j -4 — i — i — 1 -4 — ι -4 -4 σι σ σ cn σι σι σι σ σι cn on σι cn cn σ σι σι σ σi (3i (3 σι σι σ σi (3i σι σ σι σι σ σι c^ CO CO OO CO ib ib l-' O O O O O O CO OO — J — 1 -4 -4 -4 -4 —1 —1 — 3 -4 -3 —3 -4 —1 —3 — J ib ib ib ib OO OO OO OO OO OO OO OO tO tO tO tO tO tO lO tO tO tO tO lO tO tO tO tO H ib CD ib cO Cn CD H CD O Cn — l —3 CD (3 1 oo 00 cπ (31 t co co to —i t O OD OO -4 ιb O OJ H (31 lb On -4 H cn On -4 CD O H —1 to 00 On 00 to 00 -4 cn On σi H on σi H cn cπ t CD (31 σ -3 O O 00 CO 00 -4 to CO H (31 H H cπ H σi CD 131 03 OO Oπ OO CO ib CO OJ CO H O CD t (31 to On t 00 to 00 to CD IO On to on to On to to to H to o to (31 to H to t to Cπ to en to 00 to -4 H -4 H -4 H H 00 H CD H on to 00 00 cn co -4 00 On -4 on Cπ On On to 00 00 t o (31 σi on 03 CO CO to 00 -4 on H O CO CO en -4 to -4 O 00 ro IO 00 CO o o to en O tv> 03 00 CD Cπ cπ oo on on H On on on O on 00 cπ CO on On On H cπ On IO cπ on on O oo -4 o J -4 cπ D t H on oo 00 On 00 00 00 to 00 to H O CD CD -4 -4 σi (31 —J CO 03 -4 cn cn I on H to l CD Cn ib H Cn to o o on H H ib oo co ib ro -4 cn -4 H CD o CO 00 131 to to CO 00 cn on -4 o -4 I I I I I H I t I I I 00 to CO CO o cn 00 cπ -4 to 00 to CD 0 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 Ω Ω 3 3 0 0 0 Ω Ω Ω 3 3 0 0 Ω 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 2 3 0 to ι-3 O S 0 0 Ω Ω Ω Ω Ω Ω 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω O O Ω Ω Ω Ω 3 3 0 0 0 Ω Ω Ω Ω Ω 0 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 D D H H K K N N H H D D O W B ι to to α α P3 Pv EC EC tsι lNJ pd P3 α α Ω Ω 03 03 5a 5a tO tO IO tO H H H H rO tO tO tO H H H H l- i H H H H H H ι-3 H t-3 ι-3 ι-3 i-3 ι-3 3 H 3 H H H i. i-S i^ H i^ Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω i^ H H H H H S H S H i-3 3 ι-3 i-3 ι-3 ι-3 H 1-3 H H t-3 H P3 t-< K, * -< • - G iW JO Jfl JO ? fO JO JO t 5o3 ^ ^ ]Λ n ^ ^ ^ W ^ ?J ?J ^ ^ ^ n 2; 2 2 2 t i ι ^ 53 » ^ ^ ^ W ^ ^ ^ 'fl ^ 3 ] 3 ^ !ll n P α σ o o σ o α D α D D σ α σ D D D α σ D σ D σ D o α α α α α α α D α α D o α α α D α α α α α D D α α α o σ α o o α α α D D tO M tO IO M IO IO M M IO W tO M M W tO lO tO tO tO tO W tO W M W tO tO lO NJ IO lO M W tO W ∞ CO ∞ ∞ ∞ CO CO CO CO CO ∞ ∞ ∞ CO ∞ ∞ ∞ CO ∞ CO CO CO CO CO CO ∞ ∞ CO ∞ CO ∞ ∞ CO OO ∞ ∞ ∞ — 1 -4 -4 -4 -4 -J -J -4 — 3 -4 -3 -J — 3 — I — ) — 3 — I — 1 -3 — J — 1 — 1 — 1 -4 u lv ^) M ^) M M ^) l ^) M ■ M tv ^) w w M M ■ w ^) ^J ^J ^ ) μ μ o o o o o o o o , i! ϊ) ^o ^D U) ^o ^o a IO IO tO -O H H H H NJ !O tO IO tO M tO tO -O !O tO IO 00 Iθ μ μι |O IO tO tO L0 00 *X) OO CO OO OO O CO O Cθ α3 ID3 -4 CO iX) CO ∞ CO I— ' CO ib CO ib OD ib lXJ IO ∞ ib CO ib lXJ σi CD C^ O H ∞ Cπ ιχ> ιX) ∞ (31 CO O cn M (3l Cπ σi Cπ σi tO ∞ CD iX) tO iX) C O CO CD --J O O W H M (D^ m en •- ( oπn .- r on .- c coo -- t too -- m σi •- C oOo -- c onn -- - —4 i .• r σni . —J - -4 - cn - co - to - o . m - lo - —1 - -4 - m • en - ib - to - to - * • ib - to - —1 - — I - CO CO σi CO tO H CD rO CD CO H co o o σ ib oπ o σ — 3 io o co ib — i to co cπ co co oπ cπ o tO tO IO H H H H H tO tO tO H CD t 00 00 (31 O CD CD 03 00 en to CO CO to to cπ H H IO -4 to O ro cπ to 00 to H to o t H ro —1 t cn to to to cπ H -4 to CO H IO to 00 IO to to to to t cπ ro to to -4 to On t cπ to to to to I 00 to CO t 00 to O O CD -4 O to 00 CO CO 00 O 00 CD 00 CD 00 00 on to H H 00 H -3 CO cn O (31 CD 00 o 00 H O to σi to to 00 σi cn -4 Cπ 00 -4 CO σi —3 -3 σi —1 σi σi CO cπ o ro on on 00 On cπ CO CD on 00 o μ» CD IO H O σi cn On CD CD On -4 H CO -J CO to CD CD o oo On -4 00 o -4 CD CO on o -4 H O o to H cπ O σi (31 OD CO H CD cn ro 00 to to —1 IO O to ro o H en H CD H (31 H H to CD to ro O to 00 to 00 ro to t O to 00 to On to H to to t H t On ro CO to CO to o ro to to CO t H to CO 00 on CO -3 to t o O —1 on —1 -4 H 00 ro 00 H lb 01 σ en -4 σ -4 σ on O 00 on on 00 CD o H J 03 ω O H CO IO σi H O CD CD -4 o CD lb en -4 lb CO to 00 on On o -4 CO o o o Cπ -4 on on On H cπ cn on en cπ D Cπ H cn o On On on cn cn CD on O (31 t (31 o σi CO σi o σ 00 en O σi CD cπ 00 en cn —I On 00 Cπ CO on cπ Cn ∞ On —I on on σ CD on (31 en CD CO CO -4 cπ cπ -4 CO CO CD CD H H H o H H H O o 00 -4 On cn -J CO CD o H t O —1 O CD -4 CD O to to CO O 00 on CO cπ 00 cπ CO CO H to σi -4 oo CO H σi o O H 1 co o 1 (31 1 H —1 o H (31 CO O —1 -4 CO 00 1 -4 ro -4 O 1 Cπ 1 o cn CD to 1 t CO 1 o o -4 1 μ* CO t H CD H to o 00 1 (31 1 H 1 00 t 00 00 o t to on I 00 1 01 00 Cπ 1 1 1 μ * 00 H 00 1 CD O 1 H H to 1 00 H 01 H to cn on on CD H t to H H n CO 00 00 o CD on CD on on CD lb tv> CD o H o to O 00 cπ —1 CD lb CD CO CO t cn o to on lb σi 00 o -4 -4 00 σi o lb lb H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H o O O O o o O o O O O o O O O o o o O o o o O o o o O O o o o o 1 O O O o O O o O O O o O O O o o O O o o O O I O o o O O O o o to 1 I 1 H H 1 1 1 1 1 1 I to I H H 1 H On H 00 H H H 00 H CO H CO H to H H H to H Cπ H H (31 H 00 H on to ro H to 00 to CO t -4 to to to (31 H H μ» to to 00 to t on to on to -4 t -1 00 —1 σi -4 ro σi cn on o to on to on CD 00 00 en •b 03 00 CO to 00 σi —1 -4 CD on o o (31 O cπ to o H cn to CO to (31 CD CO to —1 to o H H O to σi oo CO 00 cπ 00 on -4 cπ 00 t -4 on H O O On CO O cπ On 00 H —1 σ t 00 CD —1 -3 CD o On -4 00 H Cπ CD o CD -4 H CO -4 -4 on 00 -4 CO O to H 1 1 1 1 I 1 H 1 H H 1 1 1 00 1 1 H I 00 —1 cπ CD 1 H 00 on σi on 00 to to to CO 00 cn 00 H cπ H 1 —3 H —J -4 H H Cn -3 CD CD CD σ on -4 -4 on 00 σi H o o -4 -4 CD t -3 on -4 00 300 Ω Ω Ω Ω Ω Ω 00 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3300Ω Ω 00 Ω0 Ω Ω 3300 Ω Ω Ω Ω Ω Ω 00 Ω Ω Ω Ω Ω Ω 0 Ω Ω Ω Ω Ω 33 to to to to to to a pa pa to pa to to a a a a a a a o O O O O O O re to re to re to re to re to re to re o o o o O O O G G G G G G G on on en on O O Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 0 Ω 3 3 3 3 Ω Ω 3 3 Ω Ω Ω Ω Ω Ω Ω Ω 3 3 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 O O O O Ω Ω 03 03 to 5a pC Eα pC PC tSi lNi P3 pi α D Ω Ω 03 O3 pa 5a 00 Ω Ω Ω Ω 3300 to D α α θ Ω Ω 03 03 to to IO tO H H IO tO H H to to H H μ p* r ; t l lr , t i tr ; ι i l : tr* l ! r i i i |r l l * lr l ^ ^ Ir* Ir* tr* Ir* tr* tr* lr* H H tr* tr* tr* lr l lr l tr* tr l lr l lr l M ra 3 H M 3 J W M 0v 3 M H H P3 IΛ p3 ? , -d , xl p3 !- K * K * pd p] H H H M H H H tS H H H W H G G σ G G G G G G σ G σ G G G G Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω to to to ω ω to ω ω G α G G G G G G G G G G G G G α α o σ α σ o D α σ D α D O D D o α o α α α D O D D D D α D D o σ D α α α α α D D α D D O D D O o σ α α α D o α D O D D α ■ O M W M M W M M M -O M M M Iv W M M M NJ -v Iv - M M tCI Iv lv M M M tsj ∞ ∞ CO ∞ OO ∞ ∞ ∞ CO ∞ ∞ CO ∞ CO CO CO CO OO CO ∞ CO ∞ CO CO CO ∞ ∞ ∞ ∞ ∞ ∞ ∞ CO ∞ (3 σι σ cn en σι en cn σι en (3i σι ι3i cn cn (3 oπ cn cjι Cjι cjι cn cn cjι cn (jι cn cπ cπ c^ t ivi oo oo oo io io to M tO ib ib ib ib ω oo ro to to to io to to to to io ro to to io io co co oD θD θπ ∞ cn ∞ co ∞ cD ∞ --4 co cn α3 cn ∞ cπ co o ∞ --J co ιb ∞ cπ co --j ∞ o ∞ cn ∞ cn ∞ ιb co H ∞ H -J O0 -4 O0 cn ιX) ∞ ιb -J (31 ( DD Cn — -4 -4 Oπ cn CD Cn H 0O H W 0O 00 W ιb -4 ιb (3l Cn ιb (31 IX) -J en - to - o - on - CD - to - on - co - ib - CD - O - to - CD - O - CO - CO - to - oo - on - — i • oo - o - en - co - -b • co - ib - H ■ oo - oo - oo H ro cπ t-' cn σi oo σi O ib co LO ' b — * CD 00 on H CD oo CO on ib on oo σi oo H CD Cπ co CO ib O O Cπ cO O CO CO On ib co t to σi oo -3 co cn to to 00 00 CO CO tO tO tO tO ib ib ib ib OO OO tO tO to to to lo to to to to IV) t t to IO CO CO -4 cπ 00 o oo σi ib Cπ o cn oo H Co to σ cn oo ro to cn i co to H o |_ι ,C l-i — • |_ι — i lsj μi H tO H CD H CD H H H OD H ib tO ib tO O IO H H CΩ H CO H ib CO H H H O H H H -J Cn H Cn H CO H CO tO Cn tV) — I tO H tO OO H tO H 0π ιχ) CJ1 --4 * X) ιb O 00 lχ) ∞ 00 — 3 CD -J M Cn * X) l31 --J H ∞ O Cn θ ω * X) 00 ∞ H -3 ιb -4 t (^ co co cn σi to H to σi ib CD Oo σi σi t σι -J on cD θ θ ιb oo cn oo co -4 cπ o cD o co — i co oo σi oo cD co ro — i cn co cπ to co co cD Oo — i co cn to to io o io — i io — i to o ib to ib oo ib cD ib on oo ro co M to ιv) -4 r ιo to H to cn M θo to to tθ ιb |o oπ to cjι to cn to oπ to oo ιo oπ [ CD Cπ tb H CD CO —J — 1 — l H Cn ιb ιb -4 to σi σi oo ro oo ib oo oo oo oo ib cn oo to to CD -4 ιb CD O (31 — l ib H Cn tO CD O tO Cn OO ib OO — l ib ∞ OO — I CO σ Oπ O H ib H OH ι θπ ω _n O-t ι θ-ι *- θ7 I oπ θ3 θπ ω oπ ι on on ( 0 cj7 ' ) Cn -4 c^ cπ oo cπ cπ oπ oπ oπ to cn on oπ o on co cπ on 00 CO CD CD CO CO CD CO CO co on —3 cπ en σi -3 —3 i on cπ H co ib a-. μ * H co σi on —I on co to cn μ * σi —i σi σi 00 D cn cπ ib μ —i co cπ l H o cπ I ib i o to i σ 00 I CD -4 CO en en -4 -4 co I oo t oo I CO H 00 to I to cπ on to σ oo to μ -4 lo ib σi oo on on to H tO H cn oo to co o to CD co σi co On σi CO on oo to (31 σ r-' \^ ^ \^ t^ r- 1 H o o o o o o o o o o o o o o o o o o o o O o o o o o o o o o I o o o o o o o O I O o o O O O O I O o O O I O O o o o o o o o o o H I I H I I H I I I h-' ^ I H to I I — I tVJ ib tO IO tO H tO ro cn to ib to ! W Iθ σ tO H 00 lχ ) C0 CJ1 00 tO 00 ιb 00 Cπ t t t Cπ fO IO l-- C0 H I H IO H On CO H H H CD IO On lO OO H H H H H CO >XJ tO ιX) tO ιb ∞ -4 ∞ CO Cj ∞ OO TO tO OO H ιb O ιb O rø IO (31 cn --J *b Cπ ιb ιb O OJ Cn --J O ιb O , X) CD OO ∞ 00 on to ro 00 o en oo cn lb o ro to o o IO o cn H -4 o en oo on I to I I IO l ro -4 en o cπ to Ω 0 0 Ω Ω Ω Ω Ω Ω Ω Ω 0 Ω Ω 3 3 0 0 Ω Ω 3 3 3 3 Ω Ω 3 3 Ω Ω Ω Ω Ω Ω Ω Ω 3 3 b b Ω Ω Ω Ω 3 3 0 b Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 to H re Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω 0 0 Ω Ω Ω Ω 3 3 o o Ω o o o o Ω Ω Ω Ω Ω Ω Ω Ω 3 a Ω Ω Ω Ω a a Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 a Ω 03 03 p to Ω Ω Ω Ω O3 03 pa to P3 PI P3 P3 D α 03 03 00 03 to to to to α α to to α O 03 03 03 03 to CO tO H H < <; < < < < t--3 >-3 >-3 i--3 ι-3 >--3 >--3 H H ι--3 ι--3 ι-3 μ3 ι-3 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω H H ι--3 t-a ι-3 ι-3 H t-* H to to pa pa pa EC EC EC EC EC EC EC PC PC Eπ pC PC PC PC H |→ M |-H t---ι tr* H i-H | r ι t^ T< \^ & & t< \^ t W W W W W W y3 W W W W W W W G G G G G G G G G G G G W ' '?i >?> '?3 '?3 C G G G G G G o i-JαUoi-jσcjσc-ioDDσwσo..σow σwoi-JocjDi-j O D a D D O D D D a D D D O O a D O D D D O D O D D D D O O O D D D D D D D D D O D D H H to to to ro to to to IO tO [V) ro to to 00 00 t t to CO H μ- co ib -4 00 CO —3 —1 CO —I (31 CO co to ∞ o co — I CO CO CO on co to oo oo to co ib co on co —i co cn oo oo oo CO O CD O CO 00 00 —1 CO ' ib oo H to CO CD O 00 CD O on H OO OO ib tO OO O CD tO Cπ H o to -4 —1 lb ib oo on ib cn ro -4 H CD t On O CD 00 ib CO lb on CD • • On -4 o • t co • on co • CD —1 • CD ib • ro —i On On —3 -i lb On on to oo -4 co to -4 On 01 CD to CD ib H o Cπ CD (31 H co σi lb 00 lb lb -4 oo on IO o to On o On CD CO On -4 00 o O to —I CD H σi 00 O CD lb -4 on co on cn CD H CO 00 00 to H H H H H H H IO t to to ro to to t t to t to ro to to 00 00 to IO ro to 00 00 (31 Cπ en -4 00 o t on oo lb ro cn —i co -4 -4 CO -J t O CD CO 0D to cn H t on H O H ιb H 01 H O H CD H Cπ H CJ1 H --J H I H CA3 H H H ιb H θn H OO H OO H O H H H CO H t H Oπ H OO H Oπ H tO H (31 H CO H OO H ιb H o o CD -4 (31 σi IO σi ∞ ιb -4 M θn U ∞ ιb t ιb ιχ) υι σ ιb ιb ∞ IO ∞ ∞ -3 ω (31 H Cn H ιb t OO O tO H tO H OO H H O M on cπ o en o o m o cπ o o cn on cπ ro o ro ro o o o on ro m cπ on on en on ro o o cπ <π o on o cn on o — ! on on o o cn ro o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o 1 1 1 1 1 1 1 1 1 o cn en ro on ro ro on on o ro ro on cn on to Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω 0 0 0 Ω Ω Ω 3 3 0 0 Ω Ω 0 0 0 0 0 Ω Ω Ω Ω Ω Ω Ω 3 3 Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 to to pa to to pa pa to to to to pa to to to to to to ≥ to to to to to ≥ pa > pa s pa 5 5a pa pa pa pa pa pa pa pa pa pa pa pa pa a pa 5a ?a pa pa pa to to pa to pa pa pa to 3 a ι-3 3 3 3 H 3 ι-3 3 3 3 3 3 H 3 3 3 H 3 3 ι-3 3 H 3 3 3 3 3 3 H 3 ι-3 3 a H a ι-3 3 3 ≥ 3 3 O O O O o o o O O O O O O O O O H O H O O o O O O O O O o O O O to re to re to re to g to re to re to re to re to re to re to re to re to re to re to re to re to re to g to re to S to re to re to re to re to re to re to re to re to re to re to o O O O O o o o O o o o o o O o o O O O O O O O o O O o O O O G G G σ σ G α G G σ G σ σ G G α σ G σ σ G G σ σ σ σ G G G σ σ to to to to to ro to to to ro t to ro to to to to to to to t ro o o o o o o o o o o o o o o o o o o o o o o o o o o oo cn on cπ cπ cπ cπ cn cn on cπ cπ cπ cπ cπ cπ cπ on cπ cπ cπ cπ to to to to to t to to to to to to to ro to to to ro t to to to o o o o o o on on on on on on cn cπ Cπ Cπ on cn on cπ cπ cn cπ cπ o σi on to t t ro o σ on ro t o en cn to O O Ω Ω 3 a O O Ω Ω Ω Ω Ω Ω Ω Ω a a Ω Ω o O Ω Ω Ω Ω Ω Ω O O O o Ω Ω Ω Ω Ω Ω o o Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 2 O O Ω Ω Ω Ω Ω M P3 P3 P3 O α Ω Ω CO 03 to pa D D Ω Ω 03 pa pa X X to t σ o PJ 03 PC pc P3 03 α α Ω Ω 03 03 pa to Ω Ω Ω to to ι-3 to to to to ro to Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω to to to to Pa pa p pa pa pa ι-3 H ι-3 ι-3 ι-3 ι-3 ι-3 ι-3 ι-3 ι-3 < < < < < < tr* tr* t- 1 Ir* Ir* tr* tr* tr* tr* Ir* lr* tr* tr* tr* tr* tr* to to cn to to to to to to K K K !-< «; 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lb o to H to on CD CD to o o lb cn lb 00 Cπ CD o CD CD on o lb lb CD CD On cπ -4 On on σi lb lb cπ 00 on 00 -4 lb lb on 00 lb σi cπ on ro lb lb CO 00 lb cπ CD On CD on 00 lb σi 00 ro CD to -3 o O 00 o (31 lb σi o to cn to on to IO H M iX) H CO IO (31 tO U1 00 H 00 tO IO H σ [O ∞ M H H O tO θ r0 O M tO M ∞ 00 O tO ∞ C0 Cπ !O O H O IO (31 H 00 O OO O —J ib —I CO Cπ ib O cn — 3 oo oo oπ ιb io oπ ιb iθ ιb — i ib co σi cn cπ σi cn — j cπ to cn co σ — I to o. oo cn oo o H tO ib — i cn -b CD Cπ cn H CD ib σi ib on cn o o ro cπ o on cπ o on cπ ro ω o o on n cπ on on on on cn o o on co cπ oo on o on on cπ o H cn ro cn cπ o o o oo ro co o o o oo o oo o o on cn o on o cn o oo on on o o o cn o o 1 on 1 o o o 1 o ro o cπ I 1 o on cn H 1 co cn o H o o n ro o o o m o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o o 1 H 1 1 1 on 1 o cn cn on 1 on on o on cπ cn o o o o o cn o cn on cπ ro o on -4 —i -4 o on on co oo to CD on on o o 00 ro cπ on IV) on CD o oo O 00 t -4 o H CO 00 o I I I oo IO I I H I I I to H to on oo ro On CD (O O lb lb oo CO 00 (31 CO ω O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O to to to to to to to a 5 to to 5a pa a pa 5a pa 5a 5 a 5a 5a 2 H 2 H 2 H 2 H 2 H 3 H 3 H 2 ι-3 3 μ 3 3 >- J 3 H 3 i-3 3 H t--3 3 H O Ω Ω H O H O H O H O H O H O H O H O H O O H rn re re cn re to re M re to g to g to g ω re to re w re to re to g g to Ω O O O O O O O O O O π π G α G G G G G G G G G G m m on cn on oπ cπ cji cn ui oπ ib ib ib ib ib ib ib ib ib ib ro Cd U μ μ θ O O O 4 4 (!l m ft fc U ω U U on cn O O tO t 03 ∞ ιb ιb OO CO Cπ Cπ t -O Cn Cn ιb fc o o cn σι -J -4 ∞ ∞ M H ∞ ∞ H H io [o o o O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O EC PC EC EC EC EC PC PC EC PC -J—I pu C PC C U PC PC PC PC PC PC PC PC EC E EC EC pc pc EC PC EC EC EC EC EC O O O O O O O O O O O O O O O O„ O_ O„ O_ O„ O O O O O O O O OO O O O O O O O O O O O O O O O O O O O O O O PC PC PC PC PC C C C PC PC PC -j PC PC PC C PC C PC C PC PC EC EC o EC oC E EC oC EC EC EC oEC PC EC PC EC EC PC EC PC EC W PC EC H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H tv M I M M * 0 -v M Iv N N) t W M M M N M Iv M M M M ( I W N M I M W ιχ> C0 ∞ ∞ (DD C0 -4 -4 Cπ cn Cπ Cπ Cn Cπ ιb ιb ιb ιb CO 00 [O [O tO M M tO M t H H H H H H H H H H H H O O O O O O CD 'X> C0 C^ H H -4 -4 (3i cn oo oo oo oo to to o o co cD θ o cn σι ∞ ∞ ∞∞ σσιι σσιι σσιι σσii ιιbb ιιbb CCjJiι ccπn ιιbb ιιbb CCJJ θOoo oooo ccoo HH HH oθ oθ ιiχχ)) CCDD σc3ni σ(3ii HH H CD CD Cπ oπ H H μ* σi σi ro to o o H H on on ro to H H O o to tvi cD CD on cn — ι —ι σι -4 -4 ιb ιb O O W 00 Cπ CJ1 H H Cjn Cπ lO M Cjπ Cn 0π Cπ tO IO 0π Cn CD CD C0 00 ιb ιb 0π Cn H σn σi oo oo oo oo ib -. —t C cππ it. ib oi c onn O onn cn ui C uni oi — i on co oo σi ib on cn ib σi σ cπ σi cn cn ib cn cD CD co co ro on co σi co co cπ σi o σ ib — i co co to cD CD on o cD Co -J —1 -4 σi σi ∞ -4 (31 ιb ∞ ιχ) ∞ CD ∞ -4 0θ μ i (31 M iX) C31 Cθ σi CO OO -4 Cπ — I O co H -4 ib —i on — ! tO cn Cπ (χ) CO ιχ> ιb ιχ> ( 31 (31 ιb Cπ CO H H (31 ιb O IO Cπ σ H H tH--ι ln σi o -4 ∞ t ιb cn ∞ co to σι oo cn oo to o co on on H θ H θo o σ co — i c CCODo CcOππn CO GJ ib O CO OO CO - ib - to - —3 - CO - —3 - to - σi cn σi • σ 00 ■ co • '- - , ι - - - (—31 -• nCO. .• .00. .• nCO, . (j , . μj . J . Q 3 . μj . 0 cn on to σi oo oo o σi cπ σi co cπ oo cπ co co Cπ CD -4 H ro μ-i o to CO tO IX) CD 0n t CD —J — I Cn CO σi — I CD OO tO Cπ Cπ ib O On Cπ -O OO O H — 1 O CD 00 I on -4 on on C4i on σι θπ cπ ιb cn oπ co (jη cθ ιb cn ιb cπ oπ ιb on cn oπ -4 Cjπ uι cθ (3i Cπ oπ on co σi H to — i co cπ σi co o — l O ib σi co σi ib σi ib — i ib o σn o to to — j ib cπ co o i M u ω M θ) M θ u o ω uι μ M w uι * uι t N roj μ H o (3ι1 μ H —3 μ H M μ H -tO iCDO μH uC ωOO *ιb. iIVv> oC7ι1 'tVi o(3il Mt ιb H tO O H ib OI H CD IO H to IO H Cπ 00 On CD CD CH H ib On H — I H — 3 tO CO ιb ιb Cπ CO ιb — l O H IO O IO CO H —1 CO σι co ιb θo cn ιb oo on oπ cn oo to ιv) oo to cπ on CD to — i cD to σi — i —1 00 — 1 — 1 H to on o to o m o to o on — 1 o o o to o o cn on t on cn on cπ cn on on o on o cπ on σi σi on o on cπ on IV) o to cπ o cπ o m to cn cn m cπ cn — 1 o cn cπ oπ 00 •b ro 00 o on 00 00 on cπ 00 oo oo 00 on oo on oo on oo on oo to O IO to σi 00 00 H o oo 00 to to σi σi 00 00 to -4 -4 to on -4 ∞ H H 00 on on cn on O 00 -J 00 on -4 on o 00 1 cπ — 1 t 00 t 00 1 H t on 1 H 1 on 1 -4 H cn —I 1 -4 H 1 ω 1 O 1 t 1 1 on 1 1 1 1 H H H to o 1 1 cn cn H ω cn H t o on on to to H 00 cπ σi -4 H 00 to H H H H H H H H H H H H H H H H H H H H O O O o o o o O o O O o o o o O o o o o o o o o o O O O o o o o 1 O o O O o o o 1 o O o o o o o o o o 1 o 1 1 1 to 1 H 1 1 H 1 H H H 1 to on 1 σi σi to on rn t cπ (π cπ to σ on to — 1 ro σi o cπ to on on on cπ to cπ cn t on CO to en I l I I I H I H I to to to oo 00 00 to on on on o to 00 to ro cπ on D σi 00 cπ 0J t on CO ib CD on 00 O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O ATOM 46464 O HOH 12968 85.429 20.036 51.002 1.00 25.74 ' 0 ANIS0U46464 O HOH 12968 3335 2889 3554 -32 -69 -133 O END Annex 1 Cont ' d : 70 ACTIVE SITES REMARK Created by MOLEMAN2 V 990504/2.3 at Thu Jul 13 16:59:24 2000 for wulf REMARK 3 REMARK 3 REFINEMENT . REMARK 3 PROGRAM : REFMAC REMARK 3 AUTHORS : MURSHUDOV, VAGIN, DODSON REMARK 3 REMARK 3 Maximum likelihood refinement was used REMARK 3 REMARK 3 DATA USED IN REFINEMENT. REMARK 3 RESOLUTION RANGE HIGH (ANGSTROMS) 1.7 REMARK 3 RESOLUTION RANGE LOW (ANGSTROMS) 73'. REMARK 3 DATA CUTOFF (SIGMA(F)) 0.0 REMARK 3 COMPLETENESS FOR RANGE (% ) 82.7 REMARK 3 NUMBER OF REFLECTIONS 230146 REMARK 3 REMARK 3 FIT TO DATA USED IN REFINEMENT. REMARK 3 CROSS-VALIDATION METHOD THROUGHOUT REMARK 3 FREE R VALUE TEST SET SELECTION RANDOM REMARK 3 R VALUE (WORKING + TEST SET) 0.16587 REMARK 3 R VALUE (WORKING SET) 0.16312 REMARK 3 FREE R VALUE 0.21818 REMARK 3 FREE R VALUE TEST SET SIZE (%) 5.0 REMARK 3 FREE R VALUE TEST SET COUNT 12192 REMARK 3 REMARK 3 NUMBER OF NON-HYDROGEN ATOMS USED IN REFINEMENT. REMARK 3 All atoms : 46517 REMARK 3 REMARK 3 B VALUES. REMARK 3 FROM WILSON PLOT (A**2) NULL REMARK 3 MEAN B VALUE (OVERALL, A**2) 14.387 REMARK 3 OVERALL ANISOTROPIC B VALUE. REMARK 3 Bll (A**2) 0.46 REMARK 3 B22 (A**2) -0.19 REMARK 3 B33 (A**2) -0.27 JREMARK 3 B12 (A**2) 0.03 REMARK 3 B13 (A**2) -0.02 REMARK 3 B23 (A**2) -0.25 REMARK 3 REMARK 3 ESTIMATED OVERALL COORDINATE ERROR. REMARK 3 ESU BASED ON R VALUE (A) REMARK 3 NULL REMARK 3 ESU BASED ON FREE R VALUE (A) REMARK 3 0.18277 REMARK 3 ESU BASED ON MAXIMUM LIKELIHOOD (A) REMARK 3 0.12940 REMARK 3 ESU FOR B VALUES BASED ON MAXIMUM LIKELIHOOD (A**2 ) REMARK 3 8 . 01924 REMARK 3 REMARK 3 RMS DEVIATIONS FROM IDEAL VALUES . REMARK 3 DISTANCE RESTRAINTS . RMS SIGMA REMARK 3 BOND LENGTH (A) 0 . 021 0.021 REMARK 3 BOND ANGLE ( DEGREES ) 2.076 2 015 REMARK 3 Torsion angles , period 1 ( DEGREES ) 5.103 3 000 REMARK 3 Torsion angles , period 3 ( DEGREES ) 16.457 15 000 REMARK 3 CHIRAL-CENTER RESTRAINTS (A**3 ) 0.126 0 200 REMARK 3 PLANE RESTRAINT (A) 0.009 0.020 REMARK 3 VDW repulsions (A) 0.232 0.300 REMARK 3 Potential hbonds (A) 0.217 0.500 REMARK 3 REMARK 3 ISOTROPIC THERMAL FACTOR RESTRAINTS . RMS SIGMA REMARK 3 MAIN-CHAIN BOND (A**2 ) 1.443 : 1.500 REMARK 3 MAIN-CHAIN ANGLE (A**2) 2.158 ; 2.000 REMARK 3 SIDE-CHAIN BOND (A**2) 3.125 ; 3.000 REMARK 3 SIDE-CHAIN ANGLE (A**2) 4.584 ; 4.500 REMARK 3 REMARK 3 ANISOTROPIC THERMAL FACTOR RESTRA AIINNTTSS. RMS SIGMA REMARK 3 Rigid-bond restraints (A**2) 1.894 ; 2.000 REMARK 3 Sphericity; free atoms (A**2) 4.664 ; 2.000 REMARK 3 Sphericity; bondec atoms (A**2) 2.553 ; 2.000 REMARK 3 REMARK 3 OTHER REFINEMENT REMARKS. REMARK 3 REMARK 3 TLS details REMARK 3 Number of tls groups REMARK 3 REMARK 3 Number of pieces in the TLS group 1: 1 REMARK 3 From A 1 to A 292 REMARK 3 Origin for the group : 1 REMARK 3 69.4830 59.4220 78.9970 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0325 0.0433 0.0247 -0.0039 -0.0136 -0.0012 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6102 0.6435 0.4229 -0.1271 0.0884 -0.0867 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 0.0248 -0.0135 -0.0505 0.0232 0.0615 -0.0461 0.0207 -0.075? REMARK 3 REMARK 3 Number of pieces in the TLS group 2 : 1 REMARK 3 From B 1 to B 293 REMARK 3 Origin for the group : 2 REMARK 3 61.2650 33.4890 54.1360 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0294 0.0510 0.0183 0.0014 0.0082 -0.0045 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6794 0.6303 0.4419 0.1224 -0.1618 -0.1218 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0046 -0.0119 0.0109 0.0234 0.0528 0.0423 -0.0173 -0.0642 REMARK 3 REMARK 3 Number of pieces in the TLS group 3: 1 REMARK 3 From C 1 to C 292 REMARK 3 Origin for the group : 3 REMARK 3 100 . 4020 45 . 2900 79. 2890 REMARK 3 T tensor ( Til , T22 , T33, T12 , T13 , T23 ) REMARK 3 0.0309 0.0357 0.0395 0.0126 0.0217 0.0172 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.5756 0.7497 0.6477 -0.1840 0.0581 -0.3103 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0999 -0.0112 0.0060 0.0283 -0.1071 -0.0800 0.0406 0.0887 REMARK 3 REMARK 3 Number of pieces in the TLS group : 1 REMARK 3 From D 1 to D 292 REMARK 3 Origin for the group : 4 REMARK 3 93.1810 38.1690 43.3930 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0110 0.0453 0.0536 0.0109 0.0225 0.0295 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6426 0.7184 0.8911 0.0882 -0.0950 -0.4089 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.1237 -0.0615 0.0018 -0.0411 -0.1339 -0.0574 0.0193 0.1369 REMARK 3 REMARK 3 Number of pieces in the TLS group 5 : 1 REMARK 3 From E 1 to E 292 REMARK 3 Origin for the group : 5 REMARK 3 42.8770 8.9030 19.5730 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0309 0.0452 0.0352 0.0089 -0.0125 -0.0200 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.6312 0.7631 0.9845 0.0814 0.0288 0.4970 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.1195 -0.0434 -0.0468 0.0342 0.1311 -0.0463 -0.0408 -0.1559 REMARK 3 REMARK 3 Number of pieces in the TLS group 6: 1 REMARK 3 From F 1 to F 293 REMARK 3 Origin for the group : 6 REMARK 3 38.0920 17.7800 -16.3490 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0208 0.0425 0.0417 0.0034 0.0045 -0.0015 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.8800 0.3582 0.6933 0.1180 0.1354 0.1904 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0810 0.0464 -0.0329 0.0291 0.0416 0.0160 -0.0440 -0.0740 REMARK 3 REMARK 3 Number of pieces in the TLS group 7: 1 REMARK 3 From G 1 to G 292 REMARK 3 Origin for the group 7 REMARK 3 71.8950 21.8640 -15.9250 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0234 0.0522 0.0272 -0.0024 -0.0109 0.0094 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.5696 0.5742 0.4250 0.0699 -0.0286 -0.0019 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0333 0.0146 0.0152 -0.0110 -0.0283 0.0204 -0.0007 0.0589 REMARK 3 REMARK 3 Number of pieces in the TLS group 8 : 1 REMARK 3 From H 1 to H 292 REMARK 3 Origin for the group : 8 REMARK 3 71.9070 -5.2410 8.8240 REMARK 3 T tensor (Til, T22, T33, T12, T13, T23) REMARK 3 0.0445 0.0386 0.0064 0.0038 0.0132 0.0109 REMARK 3 L tensor (Lll, L22, L33, L12, L13, L23) REMARK 3 0.4837 0.7743 0.6523 -0.1036 -0.1161 0.0699 REMARK 3 S tensor (S22-S11, S11-S33, S12, S13, S23, S21, S31) REMARK 3 -0.0109 -0.0288 -0.0166 0.0049 -0.0575 -0.0486 0.0096 0.0981 REMARK 3 REMARK 3 Hydrogens have been added in the riding positions REMARK 3 REMARK 3 REMARK 3 Scaling details REMARK 3 Babinef's principle for scaling has been used REMARK 3 Bulk solvent correction based on constant value has been used REMARK 3 Parameters for mask calculation REMARK 3 VDW prob radii = 1.40 REMARK 3 ION prob radii = 0.80 REMARK 3 Shrinkage radii = 0.80 REMARK 3 HEADER XX-XXX-XX xxxx COMPND CISPEP 1 HIS A 16 PRO A 17 0.00 CISPEP 2 HIS B 17 PRO B 18 0.00 CISPEP 3 HIS C 16 PRO C 17 0.00 CISPEP 4 HIS D 16 PRO D 17 0.00 CISPEP 5 HIS E 16 PRO E 17 0.00 CISPEP 6 HIS G 16 PRO G 17 0.00 CISPEP 7 HIS H 16 PRO H 17 0.00 to to to to to pa pa to o a t to pa pa to to pa to to a pa pa pa pa to to to pa a t pa pa pa pa pa o to to ι-3 3 i-3 a i-3 3 3 3 i-3 3 ι-3 3 ι-3 3 H -3 3 ≥ pa 3 H i 3s pa pa pa pa pa 5a 5a 5a 5a pa pa ot to to o o o Ω Ω i-3 a ι-3 a i-3 a ι-3 3 3 1-3 3 ι-3 3 3 3 ι-3 3 ι-3 Ω Ω Ω to to to to H o H o H o H O H O H O H O H o H O H O H O H O a ι H a 1-3 a t-3 3 1-3 3 1-3 3 ι-3 ≥ pa 3 H ≥ 3 O H O H O H t o H O H o to to H H H t- to s to 2 to re o re to re ot o H O H O H O H O H O H o H o H O H O t re to re to re to 2 to re to re to re to re to re to 2 to re to 2 to re to re to re to 2 to re to re to re to re to 2 to re tr 1 tr* t- i Ω Ω Ω to i -α o o O O O O o o o o O o O O o o o o o O O O o o O O tfl tfl tfl X X X ι-3 P3 G G G G G G G G G G G G G G G G G G α α G G σ G G G 00 to μ * oo to H H TJ en σi en σi (31 on σi on on σi (31 en (31 on on 00 00 00 00 00 00 00 00 00 00 to t to to to t ro to to to to to ro to ro to to to to t to IO to IO 00 00 σi σi σi σi en on σi cπ cπ cπ Cπ on on cπ on o o o o O O o o o o CD CD CD CO CD CD CD CD CD CD CO 00 CO CO CO CO -4 -4 -4 -4 -4 -4 -4 -3 00 00 to ro —1 03 CO cπ cn 00 00 H H CD CD CO 00 —3 -4 CO OD on 01 00 00 to t H H OD 00 on (31 00 0J to t CO CO on cπ to IO CD CD σi on lb to to to to CO 00 Ω Ω Ω Ω Ω Ω Ω a 3 O O Ω Ω Ω Ω 3 3 Ω Ω 3 3 o O Ω Ω Ω Ω Ω Ω 3 a o O Ω Ω 3 3 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 Ω Ω Ω Ω O Ω Ω 00 03 to pa pa pa D D o α Ω Ω 03 03 pa N N P3 tfl O O Ω Ω CO 03 to Ω Ω D σ H H H ro ro H H μ** H H H H 0 H H H H H Ω Ω Ω Ω Ω Ω Ω Ω to pa to pa to to to pa 5a 5 pa pa to to tr* tr* tr* Ir* tr* tr* Ir* tr* Ir* tr* tr* tr* Ir* tr* tr* tr* Ir* tr* o TJ H H tr* tr* tr* Ir* H tr* tr* tr* tr* tr* tr* tr* tr* tr* t* Ir* to to cn to to ω CO to cn cn to to to cn K K μ K K K to to tr* Ir* P3 P3 P3 tfl tfl tfl pa tfl tfl HU K K , K K 3 3 3 3 3 3 3 3 a a a 3 3 a to to to to to to to to to to to to to to to to to to O O tfl P3 03 tfl 03 00 03 03 03 03 03 03 00 03 03 00 CO 5a pa pa pa 5a pa pa 5a to pa pa 5a pa pa to to to to to pa pa pa pa pa pa pa pa to > to to > pa pa to 5a to to to to t to t to to to to to to to to t t to to to t to to to IO ro to to to to to to to t o -J —1 —1 -4 -4 -4 -4 -4 -4 —I -4 -4 -4 —1 -4 -4 -4 -4 -3 -4 -4 -4 —I —I -4 -4 -4 -4 -4 -4 —1 -4 -4 -3 to to to to o o o o o o on σi σi en σi 01 (31 σi en on cπ on on cπ Cπ CO co -4 -3 —1 -4 —1 -4 -4 —3 -4 -4 -3 -4 -4 -4 on on on on cn on cn σi on on on σi (31 σi (31 on on (31 CO CO ro ro o H o o o o TJ o 00 to o o o H o -3 to o o o 00 o O 00 o o o o o cπ o o o o to H H H t t IO to to i-o to IO ro to oo oo to to ιo H 1 CD cn H on CD cπ CO cn -4 cπ CO cπ o on o Cπ ro (31 (31 00 (31 σi en CO en on (31 On σ σi cn 00 on on on co en O σi On (31 o σi CO σi -4 on on σi CO σi to cn o o o H o o o o to H IO to CD CO H oo en H to IV) CO 00 00 CO CD -4 -4 CO oo on CD on H σi on on o cπ CD cπ H to H CO H —I H o t -4 oo -4 00 o σ on CD H . . o oo . 00 . H . -3 . . —1 00 . -3 . o . CD • H On . to . oo cπ . —1 . cπ . o . 00 . o . σi . CO . -4 . -4 . o o o o o o OD on t lb O to lb On o on σi (31 en CD -3 lb 00 CD lb 03 cn σi CD σi ω CD o o o o o o CO oo —1 O on cn t On 00 to O on O on 00 00 σi -4 -4 On σi H H o σi -4 o to o o o CD o H cπ CO to H to CD σi CD CO CD σi t 00 CD o CO σi H -3 CO —1 on 00 00 o o o . 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00 CD -3 00 on CO to OD CD CO On On On LΠ H H CD -4 CO -4 —1 H -4 μ- -3 On O 00 CD cn to O -I cπ σn to —1 on to on —1 o on 00 o t on -4 CD σi O CD H on CD -4 σi H O on IO H o —1 -4 on —1 H CO H on CD H on IO On 00 to CO 00 00 H H oo 00 1 1 H H 1 1 1 H 1 1 H H 1 1 00 00 t 00 -4 00 -4 On 00 1 on H on 1 0D CO to O 1 H 00 1 1 ro on H H H CO -4 CO CO 00 H IO en ro -3 H —1 CO H H 00 H LΠ On CD IV) CO CD H t Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω to to Ω Ω Ω Ω Ω Ω 3 3 0 0 Ω Ω Ω Ω Ω Ω 3 i-3 3 i-3 3 '-3 3 H 3 H O H O H O H O H to 2 to 2 cn re to 2 to o o o o b G G G G G Ln Cπ Ln oπ cn in cπ in Cn cπ Cn cn cπ in on cπ cn cn cn cn cn cπ oπ ln ln cn oπ in ln cn cji cπ cπ oπ oπ cπ oπ Cπ ln in cπ ^ IO tO tO IO lO M rO tO tO tO M tO tO tO M M IO t0 1V ) IO IV ) tO tO tO tO tO IO tO tO tO H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H H ω ω θθ ω l W M tO M W M M H H H H H H H H H H O O O O O O O O ιX> CO lX> CΩ OD lO CO lO iX> CO ∞ ∞ ∞ ∞ ∞ ∞ 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ooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo ooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo to to to t t to t to to on on o en on σn σi σi o σi on σi to σi en in on o en to σn on on H cn cn on cπ on o cπ cn cπ cπ σn on H to t o to cπ o o ro o o o o o o ro H σn to in to cπ to O o o On cπ on o cπ o to cn t ro H o σi o on σn o to to ro to to on σi to to o on o ro to on o en — ) H o cπ in cn — 1 H o t to to to t to to to to to to o t to o o to o t to to to to to to t co to ro en ro ro to to to o co on oo o oo to to to to oo on ro on cn cπ oo σi o co o ro o o o o cn on to o o o o cπ on H cπ o on o cn to t to o σn to to to On to on to on cπ o Go to o ro on t to to to ro to o to ro in to to to to to to cπ cπ Cn on σn to -4 On cn 00 cπ o on on en to σn co on cπ en o σi σn on o ro on σn cn on oo σn σn on o to to oo cπ en on to to ro on Lπ on to ro o en cn to on I cπ to cπ to cπ σi 1 on on o on 1 1 H cπ cn 1 1 σ to ro Cn On to cn to 1 cπ 1 to o t On σn cπ on -4 on 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'^ * O IX) l * X) *X) * 0 * Λ * O CD iX ) iX ) * X ) CO * X) , X ) C0 CD * Xl * X ) * X ) CD CD CD CO r- CM I £M £M CM CM CM CM CM CM CM CM CM CM CM CM C CM CM CM CM CM CM CM CS1 ( 1 CM CV1 CM CM CM CM CM CM N H H M HH H H H H H HH H HHHH HH H H H HH H H H HH H H HHHHH H HH H HH H H H H H H H H H H H H H H H H H H OOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOOO mKmm ffiK ffiiii Biicm criwK O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O O o o o r- r- co ro I- ro ro o ro σ o o •a* o o H ro cn on ■ * o i- r- o o ιo t- on on cn σi o m ro cn n •^ LO ιo -a- -a 1 ■ a- -=c •a* -a* -a* "-a 1 D D D D D D D D D D D r> D D D D D D D D E3 D D D D D D D O O O O O CJ O O O O o o O O O O O o O O O O O O Ω O O -=*! s to ≥i ω £ cn. > m y, ra > cn 2 to S cn 2 to r, cn srasto CO a 2 co 2 cn 2 co 2 co 2 co 2 cn 2 co 2 o 2 2 o J C) u O (J o H O C ) H a o O a co 2 t O H O O C3 H O H O H O H O O O H O H o O a H a H a H a H a 3 Fπ a H 3 H a H a a H a a a H a E-i 3 H a E-I a E-I a a a a H a ι ι-- ι--'; ι--ι ι--t* ι ; ι--q * F-ς rt; t^ ι ι--ι-; ι^ R a a E-i a E-* t-U rt! • a* .-a* rtj Kd ft, ft ft ft t ft ft ft *t ft ft ft f f ft ft ft ft ft ATOM 46509 0 HOH 12983 57.732 30.602 70.029 1.00 52.81 O ANISOU46509 0 HOH 12983 6628 6700 6735 -67 -44 22 O ATOM 46512 0 HOH 12984 63.472 29.428 73.612 1.00 43.98 O ANISOU46512 0 HOH 12984 5677 5542 5491 -46 -1 88 O END References: Allard, S.T., Giraud, M.F., Whitfield, C, Messner, P. & Naismith, J.H. 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Claims: Claims 1. A method of selecting agents which inhibit the enzyme glucose-1-phosphate thymidylyltransferase (RmlA) , said method comprising the steps of: a) providing a model of the active or regulatory site(s) of RmlA; b) reviewing the structure of a potential inhibitory agent for at least one of these sites; and c) analysing the potential interaction of said agent in said site(s) . 2. A method as claimed in Claim 1 further including the step of selecting an agent which interacts with the active or regulatory site(s) of RmlA. 3. The method as claimed in Claim 2 wherein said agent binds to the active or regulatory site(s) of RmlA sufficiently tightly to impede the biosynthesis of rhamnose. 4. The method as claimed in either one of Claims 2 and 3 wherein said agent has a negative charge which interacts with Arg 15 and/or Lys 25 of Rml . 5. The method as claimed in either one of Claims 2 and 3 wherein said agent has a thymidyl-like moiety able to interact with Gly 10, Gin 82 and/or Gly 87 of RmlA. 6. The method as claimed in Claim 5 wherein said thymidyl-like moiety forms a hydrogen bond with Gly 10, Gin 82 and/or Gly 87 of RmlA. 7. The method as claimed in either one of Claims 2 and 3 wherein said agent has a glucose-like moiety able to interact with Asn 111, Gly 146, Glu 161, Val 172 and/or Thr 176 of RmlA. 8. The method as claimed in Claim 7 wherein said glucose-like moiety forms a hydrogen bond with Asn 111, Gly 146, Glu 161, Val 172 and/or Thr 176 of RmlA. 9. The method as claimed in any one of Claims 1 'to 8 wherein said model of RmlA is in the form of a computer data file. 10. The method as claimed in any one of Claims 1 to 9 wherein said model is based upon the X-ray crystal co-ordinates of RmlA. 11. The method as claimed in Claim 10 wherein said model includes the data for the regulatory site(s) as set out in Annex 1. 12. The method as claimed in Claim 10 wherein said model includes the data for the active site(s) as set out in Annex 2. 13. The method as claimed in any one of Claims 1 to 12 wherein step b) includes providing a model of the potential inhibitory agent. 14. The method as claimed in Claim 13 wherein said model is in the form of a computer data file. 15. The method as claimed in any one of Claims 1 to 14 wherein the intermolecular interaction between said agent and the model of the active or regulatory site(s) of RmlA is analysed with the aid of a computer. 16. A purified and crystallised form of the enzyme glucose-1-phosphate thymidylyltransferase (RmlA) obtained from Pseudomonas aeruginosa . 17. Use of the purified and crystallised form of RmlA as claimed in Claim 16 to select for inhibitors of said enzyme. 18. Use as claimed in Claim 17 wherein said inhibitors inhibit the growth of Pseudomonas aeruginosa .

Inventors: BLANKENFELDT WULF, NAISMITH JAMES, BLANKENFELDT, WULF, NAISMITH, JAMES
Applicants: BLANKENFELDT WULF, NAISMITH JAMES, UNIV ST ANDREWS, BLANKENFELDT, WULF, NAISMITH, JAMES, THE UNIVERSITY COURT OF THE UNIVERSITY OF ST ANDREWS
Application year: 2001
Main classification: C12Q
IPC codes: C12N9, C12Q1