diff --git a/.gitignore b/.gitignore new file mode 100644 index 00000000..348ddd30 --- /dev/null +++ b/.gitignore @@ -0,0 +1,9 @@ +__pycache__ +*.ipynb_checkpoints* +*.egg +*.egg-info +*.pyc +.cache +build +dist + diff --git a/.travis.yml b/.travis.yml index 86d6d46e..82875e33 100644 --- a/.travis.yml +++ b/.travis.yml @@ -16,10 +16,10 @@ script: - conda config --add channels ${ORGNAME} - conda create -q -n testenv python=$python - source activate testenv - - conda install --yes -c omnia openmmtools - - conda install --yes -c omnia parmed - - conda install --yes -c omnia mdtraj + - conda install --yes -c omnia openmmtools parmed mdtraj - conda install --yes -c openeye/label/Orion oeommtools + - conda install --yes -c conda-forge pyemma scikit-learn + # Use beta version for partial bond orders - pip install --pre -i https://pypi.anaconda.org/openeye/label/beta/simple openeye-toolkits && python -c "import openeye; print(openeye.__version__)" - conda build --python $python devtools/conda-recipe diff --git a/blues/analysis/__init__.py b/blues/analysis/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/blues/analysis/cluster.py b/blues/analysis/cluster.py new file mode 100644 index 00000000..c3ea2bad --- /dev/null +++ b/blues/analysis/cluster.py @@ -0,0 +1,532 @@ +import pyemma.coordinates as coor +from pyemma.plots import plot_free_energy +import mdtraj as md +import numpy as np +import matplotlib.pyplot as plt +from sklearn.metrics import silhouette_samples, silhouette_score +from matplotlib import gridspec +from scipy import stats +from blues.analysis import tools + +class FindBindingModes(object): + """ + FindBindingModes provides functions to analyze and determine the number of + metastable modes from the resulting MSM data out of ConstructMSM() via + spectral clustering from PCCA. + + Important data from PCCA and their assocaited scores are stored in the + dictionary `silhouette_pcca` + + Example: + >>> data = msm.ConstructMSM(inp) + >>> data.getMSM(data.Y, dt=8, lagtime=150) + >>> fbm = cluster.FindBindingModes(data) + """ + def __init__(self, data): + self.data = data + self.silhouette_pcca = {} + + def getNumBindingModes(self, range_n_clusters=range(2,10), n_samples=100, dim=None, outfname=None): + """ + *Primary function to call.* + + Determine the likely number of binding modes by scoring the silhouettes + of a range of different cluster numbers. Plots the silhouettes alongside + the PCCA++ assigned clusters to a file. + + Parameters: + ------------ + range_n_clusters : list, range of different cluster numbers to try. + n_samples : int, number of samples to draw from PCCA distributions. + dim : int, number of TICA coordinates to use in silhouette scoring + default is None to use all TICA coordinates. If no clusters are not clearly, + separated, suggest using dim=2. + outfname : str, specifying the file prefix for saving the plots. + Will append the suffix `-tica_pcca.png` + + Returns: + -------- + n_clusters : int, the optimimal number of clusters to use according to + the silhouette scores. + """ + fig = plt.figure(figsize=(16, len(range_n_clusters)*5), dpi=120) + gs = gridspec.GridSpec(len(range_n_clusters)+1, 2) + + silhouette_pcca = {} + for idx,K in enumerate(range_n_clusters): + pcca_sets, cluster_labels, centers, pcca_dist, pcca_samples = self._pcca(K, n_samples) + silhouette_avg, sample_silhouette_values = self.scoreSilhouette(K, centers[:,:dim], cluster_labels) + + ax1 = fig.add_subplot(gs[idx+1,0]) + ax2 = fig.add_subplot(gs[idx+1,1]) + self._plotSilhouette(ax1,ax2, K,pcca_sets,cluster_labels,centers, + silhouette_avg, sample_silhouette_values) + + silhouette_pcca[K] = {'PCCA_sets' : pcca_sets, + 'Centers' : centers, + 'Distribution' : pcca_dist, + 'Samples' : pcca_samples, + 'Labels': cluster_labels, + 'N_samples' : len(sample_silhouette_values), + 'Values': sample_silhouette_values, + 'AVG' : silhouette_avg, + 'STD' : np.std(sample_silhouette_values) + } + + n_clusters = self._get_n_clusters(silhouette_pcca) + + ax3 = fig.add_subplot(gs[0,:]) + self._plotNClusters(ax3, silhouette_pcca, n_clusters) + + gs.tight_layout(fig) + if outfname: + ax3.set_title("Silhouette analysis for PCCA clustering on %s" % outfname.split('/')[-1], + fontsize=14, fontweight='bold') + plt.savefig('{}-tica_pcca.png'.format(outfname), bbox_inches='tight') + else: + ax3.set_title("Silhouette analysis for PCCA clustering", + fontsize=14, fontweight='bold') + plt.show() + plt.close(fig) + + self.range_n_clusters = range_n_clusters + self.silhouette_pcca = silhouette_pcca + return n_clusters + + def _pcca(self, n_clusters, n_samples=100): + """Convenience function to run PCCA++ to compute a metastable + decomposition of MSM states. + + Parameters: + ----------- + n_clusters : int, the number of metastable states/clusters + n_samples : number of samples to draw from the PCCA++ distributions. + + Returns: + ----------- + pcca_sets : list of arrays, the metastable sets of active set states + within each metastable set using PCCA++. Each element is an + array with the microstate indexes. + cluster_labels : numpy array, assignment of active set states to the + metastable sets from PCCA++. + centers : numpy array, contains the coordinates of the cluster centers + from the active set states. + pcca_dist : numpy array, probability of metastable states to visit an MSM state by PCCA++ + pcca_samples : length m list of ndarray( (nsamples, 2) ), samples according to given probability distributions + """ + + pcca = self.data.M.pcca(n_clusters) + centers = self.data.centers[self.data.M.active_set] + pcca_sets = pcca.metastable_sets + cluster_labels = pcca.metastable_assignment + pcca_dist = self.data.M.metastable_distributions + pcca_samples = self.data.M.sample_by_distributions(pcca_dist, n_samples) + return pcca_sets, cluster_labels, centers, pcca_dist, pcca_samples + + @staticmethod + def scoreSilhouette(n_clusters, centers, cluster_labels): + """Conveience function to calculate the silhouette scores. + + Parameters: + ----------- + n_clusters : int, number of clusters + centers : numpy array, contains the coordinates of the cluster centers + from the active set states. + cluster_labels : numpy array, assignment of active set states to the + metastable sets from PCCA++. + + + Returns: + --------- + silhouette_avg : float, average of silhouette coefficients for individual clusters. + sample_silhouette_values : numpy array, silhouette score of individual frames. + """ + # The silhouette_score gives the average value for all the samples. + # This gives a perspective into the density and separation of the formed + # clusters + silhouette_avg = silhouette_score(centers, cluster_labels) + + print("\tFor n_clusters =", n_clusters, + "The average silhouette_score is :", silhouette_avg) + + # Compute the silhouette scores for each sample + sample_silhouette_values = silhouette_samples(centers, cluster_labels) + return silhouette_avg, sample_silhouette_values + + def _get_n_clusters(self, silhouette_pcca): + """Helper function that selects the appropriate number of + metastable states from the silhouette scores. Opts to use any number + of states greater than 2 if it is within error (by ttest). + + Parameters: + ----------- + silhouette_pcca : dict, dictionary containing silhouette scores of PCCA assignments + + Returns: + ------- + n_clusters : int, suggested number of clusters. + """ + + s_score_avg = [v['AVG'] for k,v in sorted(silhouette_pcca.items())] + s_score_std = [v['STD'] for k,v in sorted(silhouette_pcca.items())] + range_n_clusters = [k for k in sorted(silhouette_pcca.keys())] + + max0 = np.argmax(s_score_avg) + # check if next highest is significantly different + max1 = np.partition(s_score_avg, -2)[-2] + max1 = int(np.argwhere(s_score_avg == max1)[0]) + print('\tInitial suggestion n_clusters = %s' % range_n_clusters[max0]) + print('\tChecking if n_clusters = %s is within error.' % range_n_clusters[max1]) + t, p = stats.ttest_ind_from_stats(s_score_avg[max0], + s_score_std[max0], + silhouette_pcca[range_n_clusters[max0]]['N_samples'], + s_score_avg[max1], + s_score_std[max1], + silhouette_pcca[range_n_clusters[max1]]['N_samples']) + if p < 0.05: + #Even, if within error, opt for lower cluster numbers + if range_n_clusters[max1] < range_n_clusters[max0]: + n_clusters = range_n_clusters[max1] + #If max gives 2 clusters, opt for higher + if n_clusters == 2: n_clusters = range_n_clusters[max0] + else: + n_clusters = range_n_clusters[max0] + else: + n_clusters = range_n_clusters[max0] + + print('Suggested number of cluster =', n_clusters) + return n_clusters + + def _plotSilhouette(self, ax1, ax2, n_clusters, pcca_sets, cluster_labels, centers, + silhouette_avg, sample_silhouette_values, cmap='gist_rainbow'): + """ + Function to plot the silhouette scores next to the clusters resulting from + PCCA++ projected onto the TICA coordinates. + + Parameters: + ----------- + ax1, ax2 : matplotlib.axes.Axes + `ax1` contains the figure for the silhoutte plots. + `ax2` contains the figure for the clusters from PCCA++. + n_clusters : int, number of clusters + pcca_sets : list of arrays, the metastable sets of active set states + within each metastable set using PCCA++. Each element is an + array with the microstate indexes. + cluster_labels : numpy array, assignment of active set states to the + metastable sets from PCCA++. + centers : numpy array, contains the coordinates of the cluster centers + from the active set states. + silhouette_avg : float, average of silhouette coefficients for individual clusters. + sample_silhouette_values : numpy array, silhouette score of individual frames. + cmap : str, specifying the matplotlib colormap to use. + """ + + # The 1st subplot is the silhouette plot + # The (n_clusters+1)*10 is for inserting blank space between silhouette + # plots of individual clusters, to demarcate them clearly. + ax1.set_ylim([0, len(centers) + (n_clusters + 1) * 10]) + y_lower = 10 + + colors = tools.get_color_list(n_clusters, cmap) + for i, color in enumerate(colors[:n_clusters]): + # Aggregate the silhouette scores for samples belonging to + # cluster i, and sort them + ith_cluster_silhouette_values = \ + sample_silhouette_values[cluster_labels == i] + + ith_cluster_silhouette_values.sort() + + size_cluster_i = ith_cluster_silhouette_values.shape[0] + y_upper = y_lower + size_cluster_i + + ax1.fill_betweenx(np.arange(y_lower, y_upper), + 0, ith_cluster_silhouette_values, + facecolor=color, edgecolor=color, alpha=0.7) + + # Label the silhouette plots with their cluster numbers at the middle + ax1.text(-0.05, y_lower + 0.5 * size_cluster_i, str(i)) + + # Compute the new y_lower for next plot + y_lower = y_upper + 10 # 10 for the 0 samples + + ax1.set_title("Avg Silhouette Score = %0.4f" % silhouette_avg, fontweight='bold') + ax1.set_xlabel("Silhouette Scores") + ax1.set_ylabel("Cluster label") + + # The vertical line for average silhouette score of all the values + ax1.axvline(x=silhouette_avg, color="red", linestyle="--") + + ax1.set_yticks([]) # Clear the yaxis labels / ticks + ax1.set_xticks([-1, -0.75, -0.5, -0.25, 0, 0.25, 0.5, 0.75, 1]) + + # 2nd Plot showing the actual clusters formed + plot_free_energy(np.vstack(self.data.tica_coordinates)[:, 0], np.vstack(self.data.tica_coordinates)[:, 1], + ax=ax2, cmap='nipy_spectral', cbar=False) + for i, color in enumerate(colors[:n_clusters]): + ax2.scatter(centers[pcca_sets[i],0], centers[pcca_sets[i],1], + marker='X', c=color,s=200, edgecolors='black') + ax2.set_title("%s State PCCA" %n_clusters, fontweight='bold') + ax2.set_xlabel("TIC1") + ax2.set_ylabel("TIC2") + ax2.set_yticks([]) + ax2.set_xticks([]) + + def _plotNClusters(self, ax, silhouette_pcca, n_clusters): + """ + Plots a barplot of the silhouette scores. + + Parameters: + ----------- + ax : matplotlib.axes.Axes + silhouette_pcca : dict, dictionary containing silhouette scores of PCCA assignments + n_clusters : int, optimimal number of clusters according to silhouette scores + outfname : str, specify the molecule name for the barplot title. + """ + s_score_avg = [v['AVG'] for k,v in sorted(silhouette_pcca.items())] + s_score_std = [v['STD'] for k,v in sorted(silhouette_pcca.items())] + range_n_clusters = [k for k in sorted(silhouette_pcca.keys())] + + bar = ax.bar(range_n_clusters,s_score_avg, align='center', yerr=np.std(s_score_avg)) + bar[n_clusters-2].set_color('r') + #ax.set_title("Silhouette analysis for PCCA clustering on %s" % outfname.split('/')[-1], + # fontsize=14, fontweight='bold') + ax.set_xlabel("# clusters") + ax.set_ylabel("") + + def assignTrajFramesToPCCACenters(self, n_clusters, tica_coord=None, pcca_centers=None, pcca_labels=None): + """ + Given the TICA coordinates data for a trajectory, assign data to + the nearest clsuter centers as defined from PCCA. + + Parameters: + ----------- + n_clusters : int, optimimal number of clusters according to silhouette scores + tica_coord : numpy array, tica coordinates for the associated trajectory. + pcca_centers : numpy array, contains the coordinates of the cluster centers + from the active set states obtained from PCCA. + pcca_labels : list, cluster assignment of the centers from PCCA. + + Returns: + ------- + traj_cluster_labels : list of arrays, cluster assignment for each + trajectory frame where every array is for each trajectory + """ + if not tica_coord : tica_coord = self.data.tica_coordinates + if not pcca_centers : pcca_centers = self.silhouette_pcca[n_clusters]['Centers'] + if not pcca_labels : pcca_labels = self.silhouette_pcca[n_clusters]['Labels'] + + assignments = coor.assign_to_centers(tica_coord, pcca_centers) + traj_cluster_labels = [] + for a in assignments: + traj_cluster_labels.append(pcca_labels[a]) + return traj_cluster_labels + + def savePCCASamples(self, n_clusters, outfname, inp=None, pcca_samples=None): + """ + Draws samples from each of the clusters according to the PCCA++ membership + probabilities. + + Parameters: + ----------- + inp: pyemma.coordinates.data.feature_reader.FeatureReader + n_clusters : int, the optimimal number of clusters to use according to + the silhouette scores. + outfname : str, specifying the file prefix for saving the PCCA++ samples. + Will append the suffix `-pcca_samples.dcd` + pcca_samples : length m list of ndarray( (nsamples, 2) ), samples according to given probability distributions + + Returns: + -------- + pcca_outfiles : list, strings specifying the trajectory files containing + samples obtained from PCCA++. + """ + + if not inp: inp = self.data.inp + if pcca_samples is None: pcca_samples = self.silhouette_pcca[n_clusters]['Samples'] + n_samples = np.unique(list(map(len, pcca_samples))) + outfiles = ['%s-pcca%s_samples.dcd' % (outfname,N) for N in range(n_clusters)] + pcca_outfiles = coor.save_trajs(inp, pcca_samples, outfiles=outfiles) + print('Storing %s PCCA samples each to: \n\t%s' % (n_samples, '\n\t'.join(pcca_outfiles))) + + return pcca_outfiles + + ####BELOW ARE FUNCTIONS RELATED TO CLUSTER ASSIGNMENT USING RMSD#### + def selectLeaders(self, pcca_outfiles, topfile, n_clusters=4, n_leaders_per_cluster=5, + cutoff=0.3, max_iter=100, outfname=None): + """ + Selects the frames of representative binding modes from each cluster + assigned from PCCA++, after filtering. + + Parameters: + ----------- + pcca_outfiles : list, strings specifying the trajectory files containing + samples obtained from PCCA++. + n_clusters : int, the optimimal number of clusters to use according to + the silhouette scores. + n_leaders_per_cluster : int, number of frames to sub-sample from the PCCA++ distributions. + cutoff : float, cutoff RMSD distance (nm) for removing similar leader frames. + max_iter : maximum number of iterations for filtering the cluster leaders. + outfname : str, specifying the file prefix for saving the cluster leaders. + Will append the suffix `-leaders.pdb` + Returns: + ------- + new_leaders : mdtraj.Trajectory, frames containing cluster leaders after filtering + new_leader_labels : list, cluster index for each cluster leader frame. + """ + + pcca_traj = self. _load_pcca_trajectories(pcca_outfiles, topfile) + leaders, leader_labels = self._generate_leaders(pcca_traj, n_leaders_per_cluster) + new_leaders, new_leader_labels = self._filter_leaders(leaders, leader_labels, cutoff) + + for i in range(max_iter): + n_clusters = len(np.unique(leader_labels)) + k_clusters, k_count = np.unique(new_leader_labels, return_counts=True) + k_clusters = len(k_clusters) + if k_clusters != n_clusters: + print('WARNING: ' + 'Filtering resulted in {k} clusters < original {n} clusters. ' + 'Re-drawing from PCCA samples'.format(k=k_clusters, n=n_clusters)) + leaders, leader_labels = self._generate_leaders(pcca_traj, n_leaders_per_cluster) + new_leaders, new_leader_labels = self._filter_leaders(leaders, leader_labels, cutoff) + elif any(k_count == 1): + indices = np.where( k_count == 1)[0] + print('WARNING: ' + 'Clusters {indices} contain only 1 sample. ' + 'Re-drawing from PCCA samples'.format(indices=indices)) + leaders, leader_labels = self._generate_leaders(pcca_traj, n_leaders_per_cluster) + new_leaders, new_leader_labels = self._filter_leaders(leaders, leader_labels, cutoff) + elif i == max_iter-1: + raise Exception('ERROR: Reached maximum number of iterations. ' + 'Clusters may be too similar. Try lowering cutoff or n_clusters.') + else: + leader_difference = len(leader_labels) - len(new_leader_labels) + print('Filtering removed %s frames' % (leader_difference)) + break + + with open('%s-leaders.txt' % outfname, 'w') as lead_txt: + lead_txt.write('%s' % new_leader_labels) + new_leaders.save('%s-leaders.pdb' %outfname) + + return new_leaders, new_leader_labels + + def _load_pcca_trajectories(self, pcca_outfiles, topfile): + """Convenience function that loads the PCCA samples into + an mdtraj.Trajectory object + + Parameters: + ----------- + pcca_outfiles : list, strings specifying the trajectory files containing + samples obtained from PCCA++. + + Returns: + -------- + pcca_traj : dict: `{int(cluster_index) : mdtraj.Trajectory}` + Each key corresponds to the cluster index and the value pair + references the loaded mdtraj.Trajectory. + """ + + pcca_traj = {} + for n,f in enumerate(pcca_outfiles): + pcca_traj[n] = md.load(f,top=topfile) + return pcca_traj + + def _generate_leaders(self, pcca_traj, n_leaders_per_cluster=5): + """ + Generates the mdtraj.Trajectory object containing the frames of the + representative binding modes of each clusters (i.e `leaders`). + + Parameters: + ----------- + pcca_traj : dict: `{int(cluster_index) : mdtraj.Trajectory}` + Each key corresponds to the cluster index and the value pair + references the loaded mdtraj.Trajectory. + n_leaders_per_cluster : int, number of frames to sub-sample from the PCCA++ distributions. + + Returns: + -------- + leaders : mdtraj.Trajectory, contains the sub-samples from the PCCA++ distributions + leader_labels : list, cluster index for each cluster leader frame. + """ + + #WorkAround: Can't create a new 'boxless' traj, insert 1 frame from traj[0] into leaders. + leaders = md.Trajectory(xyz=np.empty((0, pcca_traj[0].n_atoms, 3)), + topology=pcca_traj[0].topology) + leaders = pcca_traj[0][0] + leader_labels = [] + print('Extracting %s frames from each cluster' % n_leaders_per_cluster) + for n,mtrj in pcca_traj.items(): + leaders = leaders.join(mtrj[np.random.choice(pcca_traj[n].n_frames, n_leaders_per_cluster)]) + leader_labels.extend([n] * n_leaders_per_cluster) + #Cut out the inserted frame dummy frame from the workaround + leaders = leaders[1:] + + return leaders, leader_labels + + def _filter_leaders(self, leaders, leader_labels, cutoff=0.3): + """ + Remove frames containing the representative + binding modes of each clusters (i.e `leaders`) that are similar + to other frames belonging to a separate cluster + by some RMSD cutoff. + + Parameters: + ----------- + leaders : mdtraj.Trajectory, frames containing cluster leaders + leader_labels : list, cluster labels for each frame from leaders + cutoff : float, cutoff RMSD distance (nm) for removing similar leader frames + + Returns: + -------- + new_leaders : mdtraj.Trajectory, frames containing cluster leaders after filtering + new_leader_labels : list, cluster index for each cluster leader frame. + """ + #Get pairwise similarity between leaders + prmsd = tools.calcPairwiseRMSD(leaders) + + new_leader_labels = [] + keep_frames = [] + for idx, row in enumerate(prmsd): + #Get indices of frames that are similar + similar_frames = np.where( row < cutoff)[0] + + #Get the cluster labels for similar frames + cluster_labels = [leader_labels[i] for i in similar_frames] + + #Check if frames are similar to frames in other clusters + filter_mask = [ele == leader_labels[idx] for ele in cluster_labels] + + #Retain frames that are similar within clusters + if all(filter_mask): + keep_frames.append(idx) + new_leader_labels.append(leader_labels[idx]) + + new_leaders = leaders[keep_frames] + #print(new_leaders, new_leader_labels) + return new_leaders, new_leader_labels + + def _assignFramesFromPCCALeaders(self,traj,leaders,leader_labels, sel='resname LIG and not type H'): + """ + Assigns the trajectory frames to a given cluster by minimizing the RMSD + to the cluster leaders. + + Parameters: + ----------- + leaders : mdtraj.Trajectory, frames containing cluster leaders *after filtering*. + leader_labels : list, cluster index for each cluster leader frame. + sel : str, selection str for computing the RMSD. + Default = 'resname LIG and not type H' to compute the ligand heavy atom RMSD. + + Returns: + -------- + cluster_labels : list, containing the cluster assignments of the trajectory frames. + """ + + cluster_labels = [] + atom_indices = traj.top.select(sel) + for i,frame in enumerate(traj): + rmsds = tools.rmsdNP(leaders,frame,atom_indices) + cluster_labels.append(leader_labels[np.argmin(rmsds)]) + tools.drawProgressBar(i/(traj.n_frames-1)) + cluster_labels = np.array(cluster_labels) + + return cluster_labels diff --git a/blues/analysis/msm.py b/blues/analysis/msm.py new file mode 100644 index 00000000..8ed30346 --- /dev/null +++ b/blues/analysis/msm.py @@ -0,0 +1,158 @@ +import pyemma.coordinates as coor +from pyemma.msm import estimate_markov_model +import numpy as np +import matplotlib.pyplot as plt + +class ConstructMSM(object): + """ + ConstructMSM provides convenience functions for using PyEMMA. + This class assists in selecting the appropriate lagtime + through plots, TICA-transforms the input feature coordinates for + k-means clustering to discretize the trajectories, and constructs the MSM + for the purpose of identifying the metastable binding modes. + + Example: + >>> from blues.analysis import msm + >>> import pyemma.coordinates as coor + >>> feat = coor.featurizer(topfiles[0]) + >>> lig_atoms = feat.select("resname LIG and not type H") + >>> feat.add_selection(lig_atoms) + >>> inp = coor.source(trajfiles, feat) + >>> data = msm.ConstructMSM(inp) + + >>> dt = 8; lag_list = np.arange(1, 40,5) + + #To view the implied timescales plot using a range of lagtimes + >>> data.plotImpliedTimescales(data.Y, dt, lag_list, outfname) + + #Use the plots to select the apprioriate lagtime and generate the MSM. + >>> M = data.getMSM(data.Y, dt, lagtime=150) + """ + + def __init__(self, inp): + """ + Initialize the class by loading the featurized data. + + inp : pyemma.coordinates.data.feature_reader.FeatureReader + """ + print('number of trajectories = ',inp.number_of_trajectories()) + print('number of dimension = ',inp.dimension()) + self.inp = inp + self.Y = inp.get_output() + + def getMSM(self, Y, dt, lagtime, k=None, fixed_seed=False): + """ + *Primary function to call.* + + Runs TICA on the input feature coordinates, discretize the data + using k-means clustering and estimates the markov model from + the discrete trajectories. + + Parameters: + ----------- + Y : Feautrized input data from inp.get_output() + dt : int, trajectory timestep + lagtime : float, choosen lag time from the implied timescales + k : int, maximum number of cluster centers. When `k=None`, the number of + data points used will be k = min(sqrt(N)) + fixed_seed : bool or (positive) integer – if set to True, the random seed gets fixed resulting in deterministic behavior; + default is false. If an integer >= 0 is given, use this to initialize the random generator. + + Returns: + -------- + M : MaximumLikelihoodMSM, pyemma estimator object containing the + Markov State Model and estimation information. + """ + tica_coordinates, lag = self._tica(Y, dt, lagtime) + dtrajs, centers, index_clusters = self._kmeans(tica_coordinates,k,fixed_seed=fixed_seed) + self.M = estimate_markov_model(dtrajs, lag) + + return self.M + + def _tica(self, Y, dt, lagtime): + """Convenience function to transform the feature coordinates + by time-lagged independent component analysis (TICA). + + Parameters: + ----------- + Y : list, featurized coordinates from the FeatureReader + dt : int, trajectory timestep + lagtime : float, choosen lag time from the implied timescales + + Returns: + ------- + tica_coordinates : numpy array of shape [n_samples, n_features_new] + lag : int, lag time (in multiples of dt) + """ + + lag = np.int(lagtime/dt) + tica_obj = coor.tica(Y, lag=lag, kinetic_map=True, reversible=True); + print('TICA dimension ', tica_obj.dimension()) + print(tica_obj.cumvar) + self.lag = lag; self.dt = dt + self.tica_coordinates = tica_obj.get_output() + + return self.tica_coordinates, self.lag + + def _kmeans(self, tica_coordinates, k=None, max_iter=100, fixed_seed=False): + """Convenience function to discretize the data by performing + k-means clustering. + + Parameters: + ----------- + tica_coordinates : numpy array of shape [n_samples, n_features_new] + k : int, maximum number of cluster centers. When `k=None`, the number of + data points used will be k = min(sqrt(N)) + max_iter: maximum number of iterations before stopping clustering. + fixed_seed : bool or (positive) integer – if set to True, the random seed gets fixed resulting in deterministic behavior; + default is false. If an integer >= 0 is given, use this to initialize the random generator. + + Returns: + -------- + dtrajs : list of arrays, each array contains the + trajectory frames assigned to the cluster centers indices. + centers : numpy array, contains the coordinates of the cluster centers + index_clusters : list of arrays, For each state, all trajectory and time indexes + where this cluster occurs. Each row consists of a pair [i,t], + where `i` is the index of the trajectory and `t` is the frame index. + """ + cl = coor.cluster_kmeans(tica_coordinates, k, max_iter,fixed_seed=fixed_seed); + dtrajs = cl.dtrajs + self.dtrajs = dtrajs + self.centers = cl.clustercenters + self.index_clusters = cl.index_clusters + + return self.dtrajs, self.centers, self.index_clusters + + @staticmethod + def plotImpliedTimescales(inp, dt, lag_list, outfname=None): + """ + Plots the implied timescales for the trajectories using a + list of lag times to try. + + inp : pyemma.coordinates.data.feature_reader.FeatureReader + Featurized coordinate data. + dt : int(), timestep interval from trajectory frames + lag_list : list of lag times to try + outfname : str(), specifying the output filename. None displays plot. + """ + + lag_times = [] + for lag in lag_list: + data = coor.tica(inp, lag, kinetic_map=True, var_cutoff=0.90, reversible=True); + lag_times.append(data.timescales[:10]) + lag_times = np.asarray(lag_times) + + plt.plot(dt*lag_list, dt*lag_times, linewidth=2) + plt.xlabel(r"Lag time [$ps$]", fontsize=12) + plt.ylabel(r"Timescales [$ps$]", fontsize=12) + + if outfname: + #plt.switch_backend('agg') + plt.suptitle("Implied timescales for %s "% (outfname.split('/')[0]), + fontsize=14, fontweight='bold') + plt.savefig(outfname+'-lagtimes.png', dpi=300, bbox_inches='tight') + plt.close(fig) + else: + plt.suptitle("Implied timescales", fontsize=14, fontweight='bold') + plt.show() diff --git a/blues/analysis/population.py b/blues/analysis/population.py new file mode 100644 index 00000000..073ebe59 --- /dev/null +++ b/blues/analysis/population.py @@ -0,0 +1,428 @@ +import mdtraj as md +import numpy as np +import matplotlib.pyplot as plt +from matplotlib import gridspec +import pyemma.coordinates as coor +from pyemma import plots +from blues.analysis import tools +from copy import deepcopy + +class BindingModePopulation(object): + """ + BindingModePopulation provides functionality to calculate the occupancy + of each defined binding mode, determined from FindBindingModes(). + """ + + def __init__(self, molid, n_clusters, time_per_frame=0.0352, + frames_per_iter=1, jsonfile=None): + """ + Initialize the BindingModePopulation class by loading the *single* + MD trajectory. + + Parameters: + ----------- + molid : str, specifying the name of the molecule + n_clusters : int, the optimimal number of clusters to use according to + the silhouette scores. + time_per_frame: float, time in nanoseconds per trajectory frame. + frames_per_iter : int, number of frames per BLUES iteration. If analyzing MD simulation, + using default setting of 1. + jsonfile : str, specifying the path for the associated json file that stores + when a BLUES move is accepted. + """ + self.molid = molid + self.n_clusters = n_clusters + + self.time_per_frame = time_per_frame + self.frames_per_iter = frames_per_iter + + if jsonfile: + self.jsonfile = jsonfile + self.acc_data = tools.parse_blues_json(self.jsonfile, self.molid) + else: + self.acc_data = None + + self.population = {} + self.labeled_frames = {} + self.bm_change_frames = [] + + def calcPopulation(self, traj_cluster_labels): + """ + *Primary function to call.* + + Calculates the population of each defined binding mode and tries to + detect changes in ligand binding mode using the assigned trajectory data. + This function will discard counting frames before the first detected change + in binding mode and will not count frames if there are multiple trajectories + that are stuck in the same ligand binding mode. + + Parameters: + ----------- + traj_cluster_labels : list of arrays, cluster assignment for each + trajectory frame where every array is for each trajectory + + Returns: + -------- + traj_populations : numpy array, number of trajectory frames assigned to each cluster + across the entire trajectory pool. + """ + + bm_change_frames = [self._find_bm_change(labels,range(len(labels)),self.frames_per_iter) for labels in traj_cluster_labels] + frame_cluster_map = [self._map_frames_to_cluster(self.n_clusters, labels) for labels in traj_cluster_labels] + + frame_cluster_map_copy = deepcopy(frame_cluster_map) + + for bm, fr_map, in zip(bm_change_frames, frame_cluster_map): + if bm: fr_map = self._discard_equil_frames(bm, fr_map) + + traj_populations = self._get_populations(frame_cluster_map) + orig_populations = self._get_populations(frame_cluster_map_copy, dedupe=False) + + self.traj_populations = traj_populations + self.orig_populations = orig_populations + return traj_populations + + def _get_populations(self, frame_cluster_map, dedupe=True): + """ + Helper function. Computes the number of frames assigned to each cluster. + + Parameters: + ----------- + frame_cluster_map : dict, { cluster_index : list of frame indices } + dedupe : boolean, If True, this will remove counts from trajectories that are + stuck in the same binding mode throughout the simulation to avoid + overcounting. + + Returns: + -------- + traj_populations : numpy array, number of trajectory frames assigned to each cluster + across the entire trajectory pool. + """ + traj_populations = [] + for idx,cl_d in enumerate(frame_cluster_map): + populations = [ len(frames) for cl_idx,frames in cl_d.items() ] + if dedupe: #Avoid counting trajectories that are the same (stuck) + if populations not in traj_populations: + traj_populations.append(populations) + else: + print('Discarding population count from trajectory file', idx) + print('\t', populations) + else: + traj_populations.append(populations) + return np.asarray(traj_populations, dtype=int) + + def _discard_equil_frames(self, bm_change_frames, frame_cluster_map): + """ + Helper function. Discard frames before first binding mode change to avoid + over counting the initial binding mode. + + Parameters: + ----------- + bm_change_frames : list of frame indices where a binding mode change was detected. + frame_cluster_map : dict, { cluster_index : list of frame indices } + + Returns: + --------- + frame_cluster_map : dict, { cluster_index : list of frame indices } with discarded equil frames. + """ + + #Get frames that correspond to the initial binding mode + # Up until the first binding mode change + equil_frames = set([x for x in range(bm_change_frames[0])]) + for cl, frames in frame_cluster_map.items(): + frame_cluster_map[cl] = list(set(frames).difference(equil_frames)) + return frame_cluster_map + + def _map_frames_to_cluster(self, n_clusters, cluster_labels): + """ + Helper function. Construct a dictionary that maps the frame indices to the cluster index. + Ex. `{ cluster_index : [frames]}` + + Parameters: + ----------- + n_clusters : int, optimimal number of clusters according to silhouette scores + cluster_labels : list of arrays, cluster assignment for each + trajectory frame where every array is for each trajectory + + Returns: + ---------- + frame_cluster_map : dict, { cluster_index : list of frame indices } with discarded equil frames. + """ + frame_cluster_map = {n:[] for n in range(n_clusters)} + for i, label in enumerate(cluster_labels): + frame_cluster_map[label].append(i) + return frame_cluster_map + + def _find_bm_change(self, cluster_labels, frame_indices, frames_per_iter): + """ + Helper function. Obtain the frame indices in which a change in binding mode is + detected. + + Parameters: + ---------- + cluster_labels : list of arrays, cluster assignment for each + trajectory frame where every array is for each trajectory + frame_indices : list, trajectory frame indices. + frames_per_iter : int, number of frames per BLUES iteration. If analyzing MD simulation, + using default setting of 1. + + Returns: + -------- + bm_change_frames : list of frame indices where a binding mode change was detected. + """ + bm_change_frames = [] + for l in frame_indices: + try: + #Get the cluster labels for the frames of previous iteration + prev_cluster_labels = [cluster_labels[l-r] for r in range(frames_per_iter)] + prev_counts = np.bincount(prev_cluster_labels) + prev_label = np.argmax(prev_counts) + + #Get cluster labels for frames in next iteration + next_cluster_labels = [cluster_labels[l+r] for r in range(frames_per_iter)] + next_counts = np.bincount(next_cluster_labels) + next_label = np.argmax(next_counts) + #print(l, prev_cluster_labels,prev_label, next_cluster_labels, next_label) + except: + pass + #Store the frame indices when there is a change in binding mode + if prev_label != next_label: + bm_change_frames.append(l) + #print(l, prev_cluster_labels,prev_label, next_cluster_labels, next_label) + return bm_change_frames + + def barplotPopulation(self, n_clusters, traj_populations, orig_populations=None, + title='Ligand Binding Mode Populations', outfname=None): + """ + Generates a bar plot of the total populations from the trajectory pool. + + Parameters: + ---------- + n_clusters : int, optimimal number of clusters according to silhouette scores + traj_populations : numpy array, number of trajectory frames assigned to each cluster + across the entire trajectory pool *after discarding equil and duplicate frames*. + orig_populations : numpy array, number of trajectory frames assigned to each cluster + across the entire trajectory pool *prior to discarding frames*. + title : str, title for plots + outfname : str, filename prefix for saving the plot of the format `-barpop.png` + """ + + plt.figure(figsize=(16, 9), dpi=300,tight_layout=True) + f, ax = plt.subplots(1) + colors = tools.get_color_list(n_clusters) + + if orig_populations is not None: + orig_percent = orig_populations.sum(axis=0)/orig_populations.sum() * 100 + ax.bar(range(n_clusters),orig_percent, align='center', color=colors, alpha=0.5); + + total_percent = traj_populations.sum(axis=0)/traj_populations.sum() * 100 + rect = ax.bar(range(n_clusters),total_percent, align='center', color=colors, alpha=1.0); + + ax.set_xlabel("Ligand Binding Mode"); + ax.set_ylabel("% Frequency"); + ax.set_xticks(range(n_clusters)); + ax.set_title(title); + tools.autolabel(ax, rect) + + if outfname: + plt.savefig(outfname+'-barpop.png', dpi=300, bbox_inches='tight') + plt.close(f) + else: + plt.show() + + def plotTrajPopulation(self, trajfile, labels, outfname=None): + """ + *Primary function to call.* + + This function will plot the population for a *single* given trajectory, as opposed + to the entire data pool. + + trajfile : str, specifying the file path for the individual trajectory + labels : list, cluster assignment for each trajectory frame + outfname: str, specfiying the outfile filepath to save the plot + """ + traj, jobid = self._loadTrajectory(trajfile) + if self.acc_data : + acc_data = self.acc_data[jobid] + else: + acc_data = None + + lig_atoms = traj.top.select('resname LIG and not type H') + dist = tools.rmsdNP(traj, traj[0], idx=np.asarray(lig_atoms)) + if outfname: np.savetxt('%s-%s-labels.txt'%(outfname,jobid),labels, fmt='%d') + self._rmsd_population_plot(self.n_clusters, distances=dist, + cluster_labels=labels, + time_per_frame=self.time_per_frame, + frames_per_iter=self.frames_per_iter, + acc_data=acc_data, + title='BM Population %s-%s' %(self.molid, jobid), + outfname=outfname) + + def _loadTrajectory(self,trajfile, topfile=None): + """ + Convenience function for loading the trajectory file. + + Parameters: + ----------- + trajfile : str, specifying the path for a single trajectory file to analyze. + topfile : str, specifying the path for the topology file (pdb) + + Returns: + -------- + traj : mdtraj.Trajectory object of the BLUES simulation. + jobid : str, specifying the jobid for the BLUES simulation. + """ + topfile = trajfile.replace('dcd', 'pdb') + jobid = trajfile.split('/')[-1].split('-')[1] + traj = md.load(trajfile, top=topfile) + return traj, jobid + + def _rmsd_population_plot(self, n_clusters, distances, + cluster_labels, + time_per_frame, + frames_per_iter, + outfname, + acc_data=[], + title="Binding Mode Population", + cmap='gist_rainbow', + ): + """ + Plots the occupancy of each binding mode for the given trajectory. + Plots the RMSD of the ligand, relative to the starting position, coloring each + datapoint to it's assigned cluster and calculates the occupancy of each ligand binding mode. + Vertival lines on the plot correspond to a change in ligand binding mode. + + Parameters: + ----------- + n_clusters : int, optimimal number of clusters according to silhouette scores + distances : numpy array of the RMSD relative to the starting position. + time_per_frame: float, time in nanoseconds per trajectory frame. + frames_per_iter : int, number of frames per BLUES iteration. If analyzing MD simulation, + using default setting of 1. + cluster_labels : list, containing the cluster assignments of the trajectory frames. + title : str, title to be used on the plots + time_conversion : float to compute the corresponding time in each frame. + acc_data : list, containing the timepoints when a BLUES move was accepted. + cmap : str, specifying the matplotlib colormap to use. + """ + + T = len(cluster_labels) + time = [time_per_frame*t for t in range(T)] + + #Convert distances from nm to angstrom (distances*10.0) + ang_dist = 10.0*distances + + plt.figure(figsize=(16, 9), dpi=300,tight_layout=True) + f, ax = plt.subplots(2, gridspec_kw={'height_ratios':[1,3]}) + + colors = tools.get_color_list(n_clusters, cmap) + colr_list = [ colors[x] for x in cluster_labels] + + frame_cluster_map = self._map_frames_to_cluster(n_clusters, cluster_labels) + freq = { key:len(val)/len(cluster_labels)*100 for key,val in frame_cluster_map.items() } + rect = ax[0].bar(range(len(freq.keys())),freq.values(), align='center', color=colors) + tools.autolabel(ax[0], rect) + ax[0].set_title("%s N=%s" %(title, T)) + ax[0].set_xlabel("Ligand Binding Mode") + ax[0].set_ylabel("% Frequency") + ax[0].set_xticks([]) + + #Lineplot of RMSD relative to initial frame + #ax[1].plot(time, 10.0*distances, 'k', linewidth=0.1) + + #Colored Scatterplot points to state of minimum RMSD + ax[1].scatter(time, ang_dist, c=colr_list,clip_on=False,s=25, edgecolors=None) + + if acc_data is not None: + acc_time = [time_per_frame*frames_per_iter*x for x in acc_data] + acc_frames = [frames_per_iter*x for x in acc_data] + for idx,fr in enumerate(acc_frames): + ax[1].scatter(acc_time[idx], ang_dist[fr], marker='+', color='k', edgecolors='k') + + #Get timepoint when accepted BLUES move results in a change in binding mode + bm_change_frames = self._find_bm_change(cluster_labels, acc_frames, frames_per_iter) + #Compute stats for BLUES move proposals + frac_acc_bm_change = len(bm_change_frames)/len(acc_data) * 100 + frac_total_bm_change = len(bm_change_frames)/len(cluster_labels) *100 + print(title) + print('\t Accepted moves with BM change: %s / %s == %.2f %%' % (len(bm_change_frames), len(acc_data), frac_acc_bm_change)) + print('\t Total BM change: %s / %s == %.2f %%'% (len(bm_change_frames), len(cluster_labels), frac_total_bm_change)) + self.frac_acc_bm_change = frac_acc_bm_change + self.frac_total_bm_change = frac_total_bm_change + else: #Detect binding mode changes in MD simulations + bm_change_frames = self._find_bm_change(cluster_labels, range(T), frames_per_iter=3) + for idx,f in enumerate(bm_change_frames): + try: + next_value = int(bm_change_frames[idx+1]) + if f+1 == next_value: + bm_change_frames.remove(f) + except: + pass + print('\tTotal BM changes: %s'% len(bm_change_frames)) + + bm_change_time = [f*time_per_frame for f in bm_change_frames] + for bm in bm_change_time: + ax[1].axvline(bm, color='k', linestyle=':', linewidth=1.0) + + ax[1].set_xlabel("Time (ns)") + ax[1].set_ylabel("RMSD $\AA$") + ax[1].xaxis.grid(False) + ax[1].yaxis.grid(False, which='major') + plt.autoscale(enable=True, axis='both', tight=True) + + if outfname: + plt.savefig('%s-pop.png'%outfname, dpi=300) + plt.close(f) + else: + plt.show() + + def animateTICA(self, n_clusters, + X_traj_tica_coords, Y_traj_tica_coords, + x_tica_coord, y_tica_coord, + cluster_labels, cmap='gist_rainbow',interval=200): + """ + Generates an animated TICA scatter plot of the trajectory over time. + + Parameters: + ----------- + n_clusters : int, number of clusters + X_traj_tica_coords : numpy array, TICA coordinates for the entire trajectory pool to + be plotted on the X-axis for the contour background. + Y_traj_tica_coords : numpy array, TICA coordiantes for the entitre trajectory pool to + be plotted on the Y-axis for the contour background. + x_tica_coord : numpy array, TICA coordinates belonging to the *single* trajectory to + be animated on the X-axis. + y_tica_coord : numpy array, TICA coordinates belonging to the *single* trajectory to + be animated on the Y-axis. + cluster_labels : list, cluster assignment for the *single* trajectory to + be animated on the TICA plot. + cmap : str, specifing the colormap to be used for the animated data points + interval : int, delay time (milliseconds) inbetween animated data points. + """ + from matplotlib import animation, rc + tica_coords = np.stack((x_tica_coord,y_tica_coord),axis=-1) + xs, ys = zip(*tica_coords) + x, y = np.array([]), np.array([]) + + colors = tools.get_color_list(n_clusters, cmap) + colr_list = [ colors[x] for x in cluster_labels] + + fig = plt.figure(tight_layout=True) + #ax = fig.add_subplot(111) + plots.plot_free_energy(X_traj_tica_coords, + Y_traj_tica_coords, + cmap='nipy_spectral', cbar=False) + pathcol = plt.scatter([],[], s=50, c=colr_list, + marker='X', edgecolors='black') + def init(): + pathcol.set_offsets([[],[]]) + return [pathcol] + + def update(i, pathcol, data): + pathcol.set_offsets(data[:i]) + return [pathcol] + + anim = animation.FuncAnimation(fig, update, init_func=init, + fargs=(pathcol, tica_coords), interval=interval, + frames=len(tica_coords), blit=True, repeat=True) + return anim diff --git a/blues/analysis/tests/__init__.py b/blues/analysis/tests/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/blues/analysis/tests/data/run03-centered.dcd b/blues/analysis/tests/data/run03-centered.dcd new file mode 100644 index 00000000..d0d5b1bd Binary files /dev/null and b/blues/analysis/tests/data/run03-centered.dcd differ diff --git a/blues/analysis/tests/data/run03-centered.pdb b/blues/analysis/tests/data/run03-centered.pdb new file mode 100644 index 00000000..ce1104f8 --- /dev/null +++ b/blues/analysis/tests/data/run03-centered.pdb @@ -0,0 +1,2655 @@ +REMARK 1 CREATED WITH MDTraj 1.9.1, 2018-01-18 +CRYST1 57.689 60.416 69.179 90.00 90.00 90.00 P 1 1 +MODEL 0 +ATOM 1 N MET A 1 41.090 33.116 42.906 1.00 0.00 N +ATOM 2 H MET A 1 41.600 33.976 43.006 1.00 0.00 H +ATOM 3 H2 MET A 1 40.890 32.866 43.866 1.00 0.00 H +ATOM 4 H3 MET A 1 41.750 32.466 42.516 1.00 0.00 H +ATOM 5 CA MET A 1 39.911 33.266 41.986 1.00 0.00 C +ATOM 6 HA MET A 1 39.191 33.966 42.416 1.00 0.00 H +ATOM 7 CB MET A 1 40.431 33.566 40.576 1.00 0.00 C +ATOM 8 HB2 MET A 1 41.220 34.306 40.676 1.00 0.00 H +ATOM 9 HB3 MET A 1 40.950 32.706 40.146 1.00 0.00 H +ATOM 10 CG MET A 1 39.361 34.206 39.776 1.00 0.00 C +ATOM 11 HG2 MET A 1 39.641 34.346 38.736 1.00 0.00 H +ATOM 12 HG3 MET A 1 38.411 33.676 39.676 1.00 0.00 H +ATOM 13 SD MET A 1 38.901 35.866 40.546 1.00 0.00 S +ATOM 14 CE MET A 1 37.971 36.466 39.086 1.00 0.00 C +ATOM 15 HE1 MET A 1 38.511 37.346 38.756 1.00 0.00 H +ATOM 16 HE2 MET A 1 37.891 35.776 38.246 1.00 0.00 H +ATOM 17 HE3 MET A 1 36.991 36.806 39.436 1.00 0.00 H +ATOM 18 C MET A 1 39.021 32.046 42.036 1.00 0.00 C +ATOM 19 O MET A 1 39.511 30.906 41.826 1.00 0.00 O +ATOM 20 N ASN A 2 37.681 32.256 42.156 1.00 0.00 N +ATOM 21 H ASN A 2 37.391 33.136 42.556 1.00 0.00 H +ATOM 22 CA ASN A 2 36.701 31.126 42.066 1.00 0.00 C +ATOM 23 HA ASN A 2 37.161 30.156 41.866 1.00 0.00 H +ATOM 24 CB ASN A 2 35.971 31.076 43.426 1.00 0.00 C +ATOM 25 HB2 ASN A 2 36.651 30.806 44.236 1.00 0.00 H +ATOM 26 HB3 ASN A 2 35.461 31.996 43.726 1.00 0.00 H +ATOM 27 CG ASN A 2 34.821 30.096 43.416 1.00 0.00 C +ATOM 28 OD1 ASN A 2 33.691 30.296 42.936 1.00 0.00 O +ATOM 29 ND2 ASN A 2 35.101 28.876 43.726 1.00 0.00 N +ATOM 30 HD21 ASN A 2 34.271 28.326 43.826 1.00 0.00 H +ATOM 31 HD22 ASN A 2 36.011 28.606 44.076 1.00 0.00 H +ATOM 32 C ASN A 2 35.831 31.406 40.886 1.00 0.00 C +ATOM 33 O ASN A 2 35.601 32.496 40.456 1.00 0.00 O +ATOM 34 N ILE A 3 35.281 30.376 40.266 1.00 0.00 N +ATOM 35 H ILE A 3 35.641 29.456 40.476 1.00 0.00 H +ATOM 36 CA ILE A 3 34.391 30.496 39.096 1.00 0.00 C +ATOM 37 HA ILE A 3 35.001 30.876 38.276 1.00 0.00 H +ATOM 38 CB ILE A 3 33.941 29.086 38.606 1.00 0.00 C +ATOM 39 HB ILE A 3 34.871 28.556 38.406 1.00 0.00 H +ATOM 40 CG2 ILE A 3 33.261 28.276 39.686 1.00 0.00 C +ATOM 41 HG21 ILE A 3 32.951 27.296 39.296 1.00 0.00 H +ATOM 42 HG22 ILE A 3 34.031 28.046 40.426 1.00 0.00 H +ATOM 43 HG23 ILE A 3 32.411 28.796 40.126 1.00 0.00 H +ATOM 44 CG1 ILE A 3 33.031 29.136 37.376 1.00 0.00 C +ATOM 45 HG12 ILE A 3 32.711 28.116 37.136 1.00 0.00 H +ATOM 46 HG13 ILE A 3 32.101 29.636 37.646 1.00 0.00 H +ATOM 47 CD1 ILE A 3 33.731 29.736 36.166 1.00 0.00 C +ATOM 48 HD11 ILE A 3 33.001 29.776 35.356 1.00 0.00 H +ATOM 49 HD12 ILE A 3 33.961 30.786 36.306 1.00 0.00 H +ATOM 50 HD13 ILE A 3 34.661 29.216 35.936 1.00 0.00 H +ATOM 51 C ILE A 3 33.281 31.596 39.286 1.00 0.00 C +ATOM 52 O ILE A 3 33.051 32.336 38.386 1.00 0.00 O +ATOM 53 N PHE A 4 32.681 31.606 40.496 1.00 0.00 N +ATOM 54 H PHE A 4 33.071 30.996 41.186 1.00 0.00 H +ATOM 55 CA PHE A 4 31.721 32.676 40.956 1.00 0.00 C +ATOM 56 HA PHE A 4 30.781 32.646 40.406 1.00 0.00 H +ATOM 57 CB PHE A 4 31.441 32.436 42.426 1.00 0.00 C +ATOM 58 HB2 PHE A 4 31.001 31.446 42.526 1.00 0.00 H +ATOM 59 HB3 PHE A 4 32.401 32.496 42.946 1.00 0.00 H +ATOM 60 CG PHE A 4 30.641 33.496 43.066 1.00 0.00 C +ATOM 61 CD1 PHE A 4 31.161 34.326 44.086 1.00 0.00 C +ATOM 62 HD1 PHE A 4 32.231 34.326 44.266 1.00 0.00 H +ATOM 63 CE1 PHE A 4 30.281 35.046 44.926 1.00 0.00 C +ATOM 64 HE1 PHE A 4 30.691 35.506 45.806 1.00 0.00 H +ATOM 65 CZ PHE A 4 28.891 35.006 44.716 1.00 0.00 C +ATOM 66 HZ PHE A 4 28.171 35.646 45.216 1.00 0.00 H +ATOM 67 CE2 PHE A 4 28.391 34.366 43.586 1.00 0.00 C +ATOM 68 HE2 PHE A 4 27.341 34.476 43.366 1.00 0.00 H +ATOM 69 CD2 PHE A 4 29.281 33.626 42.766 1.00 0.00 C +ATOM 70 HD2 PHE A 4 28.841 33.116 41.926 1.00 0.00 H +ATOM 71 C PHE A 4 32.251 34.096 40.776 1.00 0.00 C +ATOM 72 O PHE A 4 31.491 34.936 40.326 1.00 0.00 O +ATOM 73 N GLU A 5 33.511 34.376 41.126 1.00 0.00 N +ATOM 74 H GLU A 5 34.031 33.596 41.516 1.00 0.00 H +ATOM 75 CA GLU A 5 34.191 35.656 41.016 1.00 0.00 C +ATOM 76 HA GLU A 5 33.641 36.386 41.606 1.00 0.00 H +ATOM 77 CB GLU A 5 35.501 35.596 41.946 1.00 0.00 C +ATOM 78 HB2 GLU A 5 36.181 34.936 41.416 1.00 0.00 H +ATOM 79 HB3 GLU A 5 35.951 36.596 41.926 1.00 0.00 H +ATOM 80 CG GLU A 5 35.281 35.126 43.416 1.00 0.00 C +ATOM 81 HG2 GLU A 5 34.581 35.726 44.006 1.00 0.00 H +ATOM 82 HG3 GLU A 5 34.921 34.096 43.406 1.00 0.00 H +ATOM 83 CD GLU A 5 36.581 35.186 44.146 1.00 0.00 C +ATOM 84 OE1 GLU A 5 37.691 34.966 43.616 1.00 0.00 O +ATOM 85 OE2 GLU A 5 36.491 35.386 45.396 1.00 0.00 O +ATOM 86 C GLU A 5 34.431 36.146 39.546 1.00 0.00 C +ATOM 87 O GLU A 5 34.391 37.346 39.266 1.00 0.00 O +ATOM 88 N MET A 6 34.641 35.176 38.656 1.00 0.00 N +ATOM 89 H MET A 6 34.651 34.226 39.006 1.00 0.00 H +ATOM 90 CA MET A 6 34.811 35.336 37.206 1.00 0.00 C +ATOM 91 HA MET A 6 35.481 36.186 37.026 1.00 0.00 H +ATOM 92 CB MET A 6 35.501 34.116 36.636 1.00 0.00 C +ATOM 93 HB2 MET A 6 36.511 34.066 37.046 1.00 0.00 H +ATOM 94 HB3 MET A 6 34.921 33.316 37.096 1.00 0.00 H +ATOM 95 CG MET A 6 35.421 33.906 35.096 1.00 0.00 C +ATOM 96 HG2 MET A 6 34.531 34.396 34.696 1.00 0.00 H +ATOM 97 HG3 MET A 6 36.181 34.516 34.616 1.00 0.00 H +ATOM 98 SD MET A 6 35.511 32.166 34.606 1.00 0.00 S +ATOM 99 CE MET A 6 35.861 32.466 32.866 1.00 0.00 C +ATOM 100 HE1 MET A 6 35.681 31.536 32.326 1.00 0.00 H +ATOM 101 HE2 MET A 6 35.311 33.296 32.436 1.00 0.00 H +ATOM 102 HE3 MET A 6 36.931 32.666 32.806 1.00 0.00 H +ATOM 103 C MET A 6 33.431 35.706 36.596 1.00 0.00 C +ATOM 104 O MET A 6 33.271 36.786 36.006 1.00 0.00 O +ATOM 105 N LEU A 7 32.361 34.906 36.876 1.00 0.00 N +ATOM 106 H LEU A 7 32.451 33.996 37.286 1.00 0.00 H +ATOM 107 CA LEU A 7 30.971 35.226 36.586 1.00 0.00 C +ATOM 108 HA LEU A 7 30.981 35.346 35.506 1.00 0.00 H +ATOM 109 CB LEU A 7 29.891 34.126 36.966 1.00 0.00 C +ATOM 110 HB2 LEU A 7 30.051 33.746 37.966 1.00 0.00 H +ATOM 111 HB3 LEU A 7 28.891 34.566 36.946 1.00 0.00 H +ATOM 112 CG LEU A 7 29.791 32.996 35.956 1.00 0.00 C +ATOM 113 HG LEU A 7 28.961 32.416 36.356 1.00 0.00 H +ATOM 114 CD1 LEU A 7 29.511 33.556 34.536 1.00 0.00 C +ATOM 115 HD11 LEU A 7 28.881 34.446 34.516 1.00 0.00 H +ATOM 116 HD12 LEU A 7 30.461 33.786 34.066 1.00 0.00 H +ATOM 117 HD13 LEU A 7 29.021 32.756 33.966 1.00 0.00 H +ATOM 118 CD2 LEU A 7 30.961 32.026 35.856 1.00 0.00 C +ATOM 119 HD21 LEU A 7 31.471 32.006 36.826 1.00 0.00 H +ATOM 120 HD22 LEU A 7 30.571 31.076 35.486 1.00 0.00 H +ATOM 121 HD23 LEU A 7 31.681 32.476 35.176 1.00 0.00 H +ATOM 122 C LEU A 7 30.611 36.596 37.126 1.00 0.00 C +ATOM 123 O LEU A 7 30.071 37.426 36.406 1.00 0.00 O +ATOM 124 N ARG A 8 31.131 36.976 38.336 1.00 0.00 N +ATOM 125 H ARG A 8 31.361 36.216 38.956 1.00 0.00 H +ATOM 126 CA ARG A 8 30.891 38.336 38.896 1.00 0.00 C +ATOM 127 HA ARG A 8 29.801 38.416 38.836 1.00 0.00 H +ATOM 128 CB ARG A 8 31.151 38.306 40.416 1.00 0.00 C +ATOM 129 HB2 ARG A 8 30.461 37.686 40.976 1.00 0.00 H +ATOM 130 HB3 ARG A 8 32.171 37.966 40.606 1.00 0.00 H +ATOM 131 CG ARG A 8 30.891 39.736 40.986 1.00 0.00 C +ATOM 132 HG2 ARG A 8 31.461 40.516 40.486 1.00 0.00 H +ATOM 133 HG3 ARG A 8 29.871 40.046 40.766 1.00 0.00 H +ATOM 134 CD ARG A 8 31.211 39.696 42.496 1.00 0.00 C +ATOM 135 HD2 ARG A 8 30.591 39.006 43.066 1.00 0.00 H +ATOM 136 HD3 ARG A 8 32.201 39.246 42.626 1.00 0.00 H +ATOM 137 NE ARG A 8 31.191 41.066 43.096 1.00 0.00 N +ATOM 138 HE ARG A 8 30.731 41.816 42.596 1.00 0.00 H +ATOM 139 CZ ARG A 8 31.771 41.406 44.206 1.00 0.00 C +ATOM 140 NH1 ARG A 8 32.081 40.476 45.106 1.00 0.00 N +ATOM 141 HH11 ARG A 8 32.081 39.476 44.966 1.00 0.00 H +ATOM 142 HH12 ARG A 8 32.291 40.796 46.046 1.00 0.00 H +ATOM 143 NH2 ARG A 8 32.051 42.616 44.486 1.00 0.00 N +ATOM 144 HH21 ARG A 8 31.721 43.336 43.856 1.00 0.00 H +ATOM 145 HH22 ARG A 8 32.671 42.846 45.236 1.00 0.00 H +ATOM 146 C ARG A 8 31.521 39.516 38.086 1.00 0.00 C +ATOM 147 O ARG A 8 30.981 40.646 38.006 1.00 0.00 O +ATOM 148 N ILE A 9 32.551 39.296 37.366 1.00 0.00 N +ATOM 149 H ILE A 9 33.051 38.436 37.526 1.00 0.00 H +ATOM 150 CA ILE A 9 33.081 40.206 36.306 1.00 0.00 C +ATOM 151 HA ILE A 9 33.231 41.226 36.636 1.00 0.00 H +ATOM 152 CB ILE A 9 34.481 39.836 35.796 1.00 0.00 C +ATOM 153 HB ILE A 9 34.461 38.816 35.396 1.00 0.00 H +ATOM 154 CG2 ILE A 9 35.021 40.716 34.586 1.00 0.00 C +ATOM 155 HG21 ILE A 9 34.901 41.776 34.816 1.00 0.00 H +ATOM 156 HG22 ILE A 9 36.051 40.426 34.346 1.00 0.00 H +ATOM 157 HG23 ILE A 9 34.431 40.546 33.696 1.00 0.00 H +ATOM 158 CG1 ILE A 9 35.551 39.806 36.966 1.00 0.00 C +ATOM 159 HG12 ILE A 9 35.221 39.116 37.736 1.00 0.00 H +ATOM 160 HG13 ILE A 9 36.481 39.416 36.556 1.00 0.00 H +ATOM 161 CD1 ILE A 9 35.821 41.146 37.606 1.00 0.00 C +ATOM 162 HD11 ILE A 9 36.471 41.116 38.476 1.00 0.00 H +ATOM 163 HD12 ILE A 9 36.211 41.816 36.836 1.00 0.00 H +ATOM 164 HD13 ILE A 9 34.871 41.566 37.946 1.00 0.00 H +ATOM 165 C ILE A 9 32.151 40.386 35.146 1.00 0.00 C +ATOM 166 O ILE A 9 31.991 41.516 34.686 1.00 0.00 O +ATOM 167 N ASP A 10 31.431 39.296 34.796 1.00 0.00 N +ATOM 168 H ASP A 10 31.481 38.446 35.356 1.00 0.00 H +ATOM 169 CA ASP A 10 30.611 39.196 33.536 1.00 0.00 C +ATOM 170 HA ASP A 10 30.981 39.916 32.816 1.00 0.00 H +ATOM 171 CB ASP A 10 30.631 37.786 33.056 1.00 0.00 C +ATOM 172 HB2 ASP A 10 30.251 37.166 33.856 1.00 0.00 H +ATOM 173 HB3 ASP A 10 29.911 37.676 32.246 1.00 0.00 H +ATOM 174 CG ASP A 10 32.011 37.306 32.556 1.00 0.00 C +ATOM 175 OD1 ASP A 10 32.801 38.166 32.106 1.00 0.00 O +ATOM 176 OD2 ASP A 10 32.221 36.066 32.546 1.00 0.00 O +ATOM 177 C ASP A 10 29.141 39.706 33.806 1.00 0.00 C +ATOM 178 O ASP A 10 28.581 40.426 32.986 1.00 0.00 O +ATOM 179 N GLU A 11 28.431 39.306 34.876 1.00 0.00 N +ATOM 180 H GLU A 11 28.921 38.636 35.456 1.00 0.00 H +ATOM 181 CA GLU A 11 26.951 39.386 35.166 1.00 0.00 C +ATOM 182 HA GLU A 11 26.391 39.936 34.406 1.00 0.00 H +ATOM 183 CB GLU A 11 26.311 37.996 35.026 1.00 0.00 C +ATOM 184 HB2 GLU A 11 26.791 37.336 35.756 1.00 0.00 H +ATOM 185 HB3 GLU A 11 25.251 38.036 35.256 1.00 0.00 H +ATOM 186 CG GLU A 11 26.611 37.326 33.706 1.00 0.00 C +ATOM 187 HG2 GLU A 11 26.551 38.056 32.896 1.00 0.00 H +ATOM 188 HG3 GLU A 11 27.611 36.886 33.756 1.00 0.00 H +ATOM 189 CD GLU A 11 25.611 36.176 33.486 1.00 0.00 C +ATOM 190 OE1 GLU A 11 25.351 35.896 32.296 1.00 0.00 O +ATOM 191 OE2 GLU A 11 25.021 35.576 34.436 1.00 0.00 O +ATOM 192 C GLU A 11 26.751 39.996 36.586 1.00 0.00 C +ATOM 193 O GLU A 11 25.571 40.356 36.796 1.00 0.00 O +ATOM 194 N GLY A 12 27.771 40.146 37.496 1.00 0.00 N +ATOM 195 H GLY A 12 28.641 39.686 37.256 1.00 0.00 H +ATOM 196 CA GLY A 12 27.681 40.896 38.756 1.00 0.00 C +ATOM 197 HA2 GLY A 12 28.691 41.076 39.126 1.00 0.00 H +ATOM 198 HA3 GLY A 12 27.401 41.916 38.506 1.00 0.00 H +ATOM 199 C GLY A 12 26.861 40.266 39.846 1.00 0.00 C +ATOM 200 O GLY A 12 25.961 39.456 39.666 1.00 0.00 O +ATOM 201 N LEU A 13 27.161 40.686 41.076 1.00 0.00 N +ATOM 202 H LEU A 13 27.841 41.426 41.206 1.00 0.00 H +ATOM 203 CA LEU A 13 26.571 40.116 42.276 1.00 0.00 C +ATOM 204 HA LEU A 13 25.931 39.256 42.086 1.00 0.00 H +ATOM 205 CB LEU A 13 27.701 39.786 43.276 1.00 0.00 C +ATOM 206 HB2 LEU A 13 28.421 39.116 42.806 1.00 0.00 H +ATOM 207 HB3 LEU A 13 28.201 40.756 43.356 1.00 0.00 H +ATOM 208 CG LEU A 13 27.301 39.406 44.696 1.00 0.00 C +ATOM 209 HG LEU A 13 26.661 40.136 45.196 1.00 0.00 H +ATOM 210 CD1 LEU A 13 26.441 38.166 44.646 1.00 0.00 C +ATOM 211 HD11 LEU A 13 26.141 37.836 45.646 1.00 0.00 H +ATOM 212 HD12 LEU A 13 25.551 38.456 44.086 1.00 0.00 H +ATOM 213 HD13 LEU A 13 27.021 37.386 44.156 1.00 0.00 H +ATOM 214 CD2 LEU A 13 28.611 39.166 45.496 1.00 0.00 C +ATOM 215 HD21 LEU A 13 29.241 40.026 45.286 1.00 0.00 H +ATOM 216 HD22 LEU A 13 28.461 39.016 46.566 1.00 0.00 H +ATOM 217 HD23 LEU A 13 29.051 38.236 45.136 1.00 0.00 H +ATOM 218 C LEU A 13 25.661 41.166 42.936 1.00 0.00 C +ATOM 219 O LEU A 13 26.101 42.346 43.076 1.00 0.00 O +ATOM 220 N ARG A 14 24.451 40.866 43.456 1.00 0.00 N +ATOM 221 H ARG A 14 24.131 39.916 43.356 1.00 0.00 H +ATOM 222 CA ARG A 14 23.631 41.696 44.246 1.00 0.00 C +ATOM 223 HA ARG A 14 24.201 42.586 44.526 1.00 0.00 H +ATOM 224 CB ARG A 14 22.391 42.206 43.496 1.00 0.00 C +ATOM 225 HB2 ARG A 14 21.991 41.386 42.886 1.00 0.00 H +ATOM 226 HB3 ARG A 14 21.601 42.456 44.206 1.00 0.00 H +ATOM 227 CG ARG A 14 22.781 43.396 42.656 1.00 0.00 C +ATOM 228 HG2 ARG A 14 22.831 44.316 43.236 1.00 0.00 H +ATOM 229 HG3 ARG A 14 23.731 43.246 42.146 1.00 0.00 H +ATOM 230 CD ARG A 14 21.861 43.686 41.516 1.00 0.00 C +ATOM 231 HD2 ARG A 14 20.911 43.886 42.016 1.00 0.00 H +ATOM 232 HD3 ARG A 14 22.091 44.616 41.006 1.00 0.00 H +ATOM 233 NE ARG A 14 21.751 42.656 40.446 1.00 0.00 N +ATOM 234 HE ARG A 14 22.191 41.766 40.626 1.00 0.00 H +ATOM 235 CZ ARG A 14 21.241 42.806 39.216 1.00 0.00 C +ATOM 236 NH1 ARG A 14 20.691 43.886 38.796 1.00 0.00 N +ATOM 237 HH11 ARG A 14 20.561 44.596 39.516 1.00 0.00 H +ATOM 238 HH12 ARG A 14 20.361 43.906 37.836 1.00 0.00 H +ATOM 239 NH2 ARG A 14 21.311 41.796 38.396 1.00 0.00 N +ATOM 240 HH21 ARG A 14 21.691 40.916 38.726 1.00 0.00 H +ATOM 241 HH22 ARG A 14 20.841 41.826 37.506 1.00 0.00 H +ATOM 242 C ARG A 14 23.191 40.976 45.566 1.00 0.00 C +ATOM 243 O ARG A 14 22.511 39.936 45.616 1.00 0.00 O +ATOM 244 N LEU A 15 23.571 41.546 46.746 1.00 0.00 N +ATOM 245 H LEU A 15 24.061 42.426 46.706 1.00 0.00 H +ATOM 246 CA LEU A 15 23.361 40.896 48.046 1.00 0.00 C +ATOM 247 HA LEU A 15 23.571 39.826 48.066 1.00 0.00 H +ATOM 248 CB LEU A 15 24.391 41.466 49.056 1.00 0.00 C +ATOM 249 HB2 LEU A 15 24.311 42.556 48.976 1.00 0.00 H +ATOM 250 HB3 LEU A 15 24.141 41.146 50.066 1.00 0.00 H +ATOM 251 CG LEU A 15 25.881 41.186 48.746 1.00 0.00 C +ATOM 252 HG LEU A 15 26.251 41.536 47.786 1.00 0.00 H +ATOM 253 CD1 LEU A 15 26.721 41.846 49.806 1.00 0.00 C +ATOM 254 HD11 LEU A 15 26.451 41.316 50.716 1.00 0.00 H +ATOM 255 HD12 LEU A 15 27.771 41.846 49.526 1.00 0.00 H +ATOM 256 HD13 LEU A 15 26.381 42.876 49.866 1.00 0.00 H +ATOM 257 CD2 LEU A 15 26.161 39.676 48.646 1.00 0.00 C +ATOM 258 HD21 LEU A 15 25.551 39.206 47.886 1.00 0.00 H +ATOM 259 HD22 LEU A 15 27.221 39.606 48.386 1.00 0.00 H +ATOM 260 HD23 LEU A 15 26.091 39.196 49.626 1.00 0.00 H +ATOM 261 C LEU A 15 21.921 41.006 48.626 1.00 0.00 C +ATOM 262 O LEU A 15 21.501 40.236 49.506 1.00 0.00 O +ATOM 263 N LYS A 16 21.151 41.926 48.156 1.00 0.00 N +ATOM 264 H LYS A 16 21.661 42.606 47.606 1.00 0.00 H +ATOM 265 CA LYS A 16 19.701 42.186 48.546 1.00 0.00 C +ATOM 266 HA LYS A 16 19.521 41.456 49.326 1.00 0.00 H +ATOM 267 CB LYS A 16 19.571 43.646 49.116 1.00 0.00 C +ATOM 268 HB2 LYS A 16 20.251 43.806 49.946 1.00 0.00 H +ATOM 269 HB3 LYS A 16 19.771 44.396 48.346 1.00 0.00 H +ATOM 270 CG LYS A 16 18.241 43.966 49.686 1.00 0.00 C +ATOM 271 HG2 LYS A 16 17.501 43.576 48.996 1.00 0.00 H +ATOM 272 HG3 LYS A 16 18.191 43.426 50.636 1.00 0.00 H +ATOM 273 CD LYS A 16 18.001 45.446 49.916 1.00 0.00 C +ATOM 274 HD2 LYS A 16 18.731 46.026 50.476 1.00 0.00 H +ATOM 275 HD3 LYS A 16 18.051 45.946 48.936 1.00 0.00 H +ATOM 276 CE LYS A 16 16.601 45.606 50.546 1.00 0.00 C +ATOM 277 HE2 LYS A 16 15.871 45.066 49.936 1.00 0.00 H +ATOM 278 HE3 LYS A 16 16.611 45.216 51.566 1.00 0.00 H +ATOM 279 NZ LYS A 16 16.231 47.046 50.576 1.00 0.00 N +ATOM 280 HZ1 LYS A 16 16.831 47.576 51.186 1.00 0.00 H +ATOM 281 HZ2 LYS A 16 16.261 47.426 49.636 1.00 0.00 H +ATOM 282 HZ3 LYS A 16 15.311 47.126 50.986 1.00 0.00 H +ATOM 283 C LYS A 16 18.801 41.856 47.366 1.00 0.00 C +ATOM 284 O LYS A 16 19.141 42.186 46.236 1.00 0.00 O +ATOM 285 N ILE A 17 17.601 41.346 47.666 1.00 0.00 N +ATOM 286 H ILE A 17 17.411 41.146 48.636 1.00 0.00 H +ATOM 287 CA ILE A 17 16.681 40.786 46.646 1.00 0.00 C +ATOM 288 HA ILE A 17 17.291 40.066 46.096 1.00 0.00 H +ATOM 289 CB ILE A 17 15.481 40.076 47.326 1.00 0.00 C +ATOM 290 HB ILE A 17 15.921 39.306 47.956 1.00 0.00 H +ATOM 291 CG2 ILE A 17 14.691 40.926 48.276 1.00 0.00 C +ATOM 292 HG21 ILE A 17 14.211 41.696 47.676 1.00 0.00 H +ATOM 293 HG22 ILE A 17 13.891 40.426 48.816 1.00 0.00 H +ATOM 294 HG23 ILE A 17 15.351 41.366 49.026 1.00 0.00 H +ATOM 295 CG1 ILE A 17 14.451 39.296 46.516 1.00 0.00 C +ATOM 296 HG12 ILE A 17 13.711 40.046 46.226 1.00 0.00 H +ATOM 297 HG13 ILE A 17 15.061 38.936 45.686 1.00 0.00 H +ATOM 298 CD1 ILE A 17 13.811 38.176 47.286 1.00 0.00 C +ATOM 299 HD11 ILE A 17 13.361 38.536 48.206 1.00 0.00 H +ATOM 300 HD12 ILE A 17 13.061 37.716 46.636 1.00 0.00 H +ATOM 301 HD13 ILE A 17 14.531 37.476 47.706 1.00 0.00 H +ATOM 302 C ILE A 17 16.161 41.816 45.626 1.00 0.00 C +ATOM 303 O ILE A 17 15.731 42.956 46.026 1.00 0.00 O +ATOM 304 N TYR A 18 16.171 41.446 44.336 1.00 0.00 N +ATOM 305 H TYR A 18 16.371 40.476 44.126 1.00 0.00 H +ATOM 306 CA TYR A 18 15.941 42.356 43.216 1.00 0.00 C +ATOM 307 HA TYR A 18 15.371 43.206 43.606 1.00 0.00 H +ATOM 308 CB TYR A 18 17.261 42.916 42.636 1.00 0.00 C +ATOM 309 HB2 TYR A 18 16.921 43.606 41.866 1.00 0.00 H +ATOM 310 HB3 TYR A 18 17.841 43.286 43.486 1.00 0.00 H +ATOM 311 CG TYR A 18 18.121 41.846 41.966 1.00 0.00 C +ATOM 312 CD1 TYR A 18 18.961 41.036 42.736 1.00 0.00 C +ATOM 313 HD1 TYR A 18 19.051 41.156 43.806 1.00 0.00 H +ATOM 314 CE1 TYR A 18 19.641 40.036 42.026 1.00 0.00 C +ATOM 315 HE1 TYR A 18 20.271 39.356 42.566 1.00 0.00 H +ATOM 316 CZ TYR A 18 19.491 39.886 40.656 1.00 0.00 C +ATOM 317 OH TYR A 18 20.321 39.036 40.066 1.00 0.00 O +ATOM 318 HH TYR A 18 19.981 38.976 39.166 1.00 0.00 H +ATOM 319 CE2 TYR A 18 18.661 40.716 39.856 1.00 0.00 C +ATOM 320 HE2 TYR A 18 18.541 40.686 38.786 1.00 0.00 H +ATOM 321 CD2 TYR A 18 17.981 41.696 40.556 1.00 0.00 C +ATOM 322 HD2 TYR A 18 17.481 42.406 39.916 1.00 0.00 H +ATOM 323 C TYR A 18 15.121 41.686 42.106 1.00 0.00 C +ATOM 324 O TYR A 18 15.221 40.496 41.936 1.00 0.00 O +ATOM 325 N LYS A 19 14.391 42.456 41.366 1.00 0.00 N +ATOM 326 H LYS A 19 14.371 43.446 41.596 1.00 0.00 H +ATOM 327 CA LYS A 19 13.561 41.996 40.236 1.00 0.00 C +ATOM 328 HA LYS A 19 13.021 41.086 40.536 1.00 0.00 H +ATOM 329 CB LYS A 19 12.441 43.036 40.006 1.00 0.00 C +ATOM 330 HB2 LYS A 19 12.071 43.476 40.936 1.00 0.00 H +ATOM 331 HB3 LYS A 19 12.951 43.746 39.356 1.00 0.00 H +ATOM 332 CG LYS A 19 11.241 42.426 39.216 1.00 0.00 C +ATOM 333 HG2 LYS A 19 11.531 41.786 38.386 1.00 0.00 H +ATOM 334 HG3 LYS A 19 10.581 41.896 39.896 1.00 0.00 H +ATOM 335 CD LYS A 19 10.281 43.486 38.566 1.00 0.00 C +ATOM 336 HD2 LYS A 19 9.461 43.186 37.916 1.00 0.00 H +ATOM 337 HD3 LYS A 19 9.721 44.106 39.276 1.00 0.00 H +ATOM 338 CE LYS A 19 11.031 44.416 37.596 1.00 0.00 C +ATOM 339 HE2 LYS A 19 10.451 45.296 37.336 1.00 0.00 H +ATOM 340 HE3 LYS A 19 11.871 44.816 38.176 1.00 0.00 H +ATOM 341 NZ LYS A 19 11.461 43.726 36.406 1.00 0.00 N +ATOM 342 HZ1 LYS A 19 12.021 44.326 35.816 1.00 0.00 H +ATOM 343 HZ2 LYS A 19 12.001 42.936 36.706 1.00 0.00 H +ATOM 344 HZ3 LYS A 19 10.781 43.386 35.736 1.00 0.00 H +ATOM 345 C LYS A 19 14.371 41.636 38.996 1.00 0.00 C +ATOM 346 O LYS A 19 15.281 42.326 38.606 1.00 0.00 O +ATOM 347 N ASP A 20 14.011 40.516 38.406 1.00 0.00 N +ATOM 348 H ASP A 20 13.311 39.916 38.816 1.00 0.00 H +ATOM 349 CA ASP A 20 14.471 40.036 37.076 1.00 0.00 C +ATOM 350 HA ASP A 20 15.551 40.206 37.096 1.00 0.00 H +ATOM 351 CB ASP A 20 14.161 38.546 36.986 1.00 0.00 C +ATOM 352 HB2 ASP A 20 14.591 38.026 37.846 1.00 0.00 H +ATOM 353 HB3 ASP A 20 13.101 38.296 37.016 1.00 0.00 H +ATOM 354 CG ASP A 20 14.811 37.806 35.836 1.00 0.00 C +ATOM 355 OD1 ASP A 20 14.131 37.256 34.906 1.00 0.00 O +ATOM 356 OD2 ASP A 20 16.061 37.696 35.936 1.00 0.00 O +ATOM 357 C ASP A 20 13.871 40.816 35.876 1.00 0.00 C +ATOM 358 O ASP A 20 12.751 41.316 36.116 1.00 0.00 O +ATOM 359 N THR A 21 14.401 40.846 34.696 1.00 0.00 N +ATOM 360 H THR A 21 15.321 40.426 34.656 1.00 0.00 H +ATOM 361 CA THR A 21 13.851 41.286 33.436 1.00 0.00 C +ATOM 362 HA THR A 21 13.561 42.326 33.596 1.00 0.00 H +ATOM 363 CB THR A 21 14.971 41.426 32.376 1.00 0.00 C +ATOM 364 HB THR A 21 14.521 41.566 31.396 1.00 0.00 H +ATOM 365 CG2 THR A 21 16.111 42.416 32.696 1.00 0.00 C +ATOM 366 HG21 THR A 21 16.901 42.016 33.336 1.00 0.00 H +ATOM 367 HG22 THR A 21 16.661 42.646 31.786 1.00 0.00 H +ATOM 368 HG23 THR A 21 15.791 43.326 33.196 1.00 0.00 H +ATOM 369 OG1 THR A 21 15.701 40.256 32.256 1.00 0.00 O +ATOM 370 HG1 THR A 21 16.171 40.396 31.436 1.00 0.00 H +ATOM 371 C THR A 21 12.631 40.586 32.836 1.00 0.00 C +ATOM 372 O THR A 21 11.791 41.196 32.126 1.00 0.00 O +ATOM 373 N GLU A 22 12.381 39.356 33.276 1.00 0.00 N +ATOM 374 H GLU A 22 13.091 38.946 33.856 1.00 0.00 H +ATOM 375 CA GLU A 22 11.041 38.766 33.226 1.00 0.00 C +ATOM 376 HA GLU A 22 10.621 39.176 32.306 1.00 0.00 H +ATOM 377 CB GLU A 22 11.091 37.156 33.216 1.00 0.00 C +ATOM 378 HB2 GLU A 22 12.041 36.856 32.776 1.00 0.00 H +ATOM 379 HB3 GLU A 22 11.201 36.786 34.236 1.00 0.00 H +ATOM 380 CG GLU A 22 9.991 36.486 32.436 1.00 0.00 C +ATOM 381 HG2 GLU A 22 10.211 35.426 32.546 1.00 0.00 H +ATOM 382 HG3 GLU A 22 8.991 36.506 32.876 1.00 0.00 H +ATOM 383 CD GLU A 22 9.901 36.946 31.026 1.00 0.00 C +ATOM 384 OE1 GLU A 22 10.971 37.106 30.346 1.00 0.00 O +ATOM 385 OE2 GLU A 22 8.811 37.266 30.476 1.00 0.00 O +ATOM 386 C GLU A 22 9.971 39.116 34.306 1.00 0.00 C +ATOM 387 O GLU A 22 8.851 38.686 34.166 1.00 0.00 O +ATOM 388 N GLY A 23 10.391 39.826 35.386 1.00 0.00 N +ATOM 389 H GLY A 23 11.371 40.016 35.496 1.00 0.00 H +ATOM 390 CA GLY A 23 9.581 40.296 36.466 1.00 0.00 C +ATOM 391 HA2 GLY A 23 9.931 41.266 36.816 1.00 0.00 H +ATOM 392 HA3 GLY A 23 8.571 40.456 36.076 1.00 0.00 H +ATOM 393 C GLY A 23 9.451 39.446 37.726 1.00 0.00 C +ATOM 394 O GLY A 23 8.891 39.956 38.726 1.00 0.00 O +ATOM 395 N TYR A 24 9.921 38.226 37.906 1.00 0.00 N +ATOM 396 H TYR A 24 10.341 37.836 37.066 1.00 0.00 H +ATOM 397 CA TYR A 24 10.161 37.426 39.136 1.00 0.00 C +ATOM 398 HA TYR A 24 9.281 37.396 39.776 1.00 0.00 H +ATOM 399 CB TYR A 24 10.561 35.986 38.846 1.00 0.00 C +ATOM 400 HB2 TYR A 24 11.611 36.016 38.556 1.00 0.00 H +ATOM 401 HB3 TYR A 24 10.361 35.376 39.726 1.00 0.00 H +ATOM 402 CG TYR A 24 9.911 35.306 37.666 1.00 0.00 C +ATOM 403 CD1 TYR A 24 8.541 34.886 37.806 1.00 0.00 C +ATOM 404 HD1 TYR A 24 8.041 34.996 38.756 1.00 0.00 H +ATOM 405 CE1 TYR A 24 7.901 34.366 36.666 1.00 0.00 C +ATOM 406 HE1 TYR A 24 6.831 34.206 36.716 1.00 0.00 H +ATOM 407 CZ TYR A 24 8.591 34.116 35.506 1.00 0.00 C +ATOM 408 OH TYR A 24 7.911 33.536 34.466 1.00 0.00 O +ATOM 409 HH TYR A 24 8.591 33.296 33.826 1.00 0.00 H +ATOM 410 CE2 TYR A 24 9.911 34.536 35.346 1.00 0.00 C +ATOM 411 HE2 TYR A 24 10.401 34.406 34.386 1.00 0.00 H +ATOM 412 CD2 TYR A 24 10.581 35.166 36.416 1.00 0.00 C +ATOM 413 HD2 TYR A 24 11.641 35.356 36.326 1.00 0.00 H +ATOM 414 C TYR A 24 11.331 38.106 39.976 1.00 0.00 C +ATOM 415 O TYR A 24 12.241 38.676 39.376 1.00 0.00 O +ATOM 416 N TYR A 25 11.411 37.966 41.286 1.00 0.00 N +ATOM 417 H TYR A 25 10.601 37.486 41.646 1.00 0.00 H +ATOM 418 CA TYR A 25 12.531 38.346 42.186 1.00 0.00 C +ATOM 419 HA TYR A 25 13.021 39.246 41.826 1.00 0.00 H +ATOM 420 CB TYR A 25 12.071 38.876 43.546 1.00 0.00 C +ATOM 421 HB2 TYR A 25 11.541 38.026 43.966 1.00 0.00 H +ATOM 422 HB3 TYR A 25 12.901 39.006 44.226 1.00 0.00 H +ATOM 423 CG TYR A 25 11.251 40.136 43.386 1.00 0.00 C +ATOM 424 CD1 TYR A 25 11.861 41.326 43.636 1.00 0.00 C +ATOM 425 HD1 TYR A 25 12.931 41.366 43.776 1.00 0.00 H +ATOM 426 CE1 TYR A 25 11.161 42.536 43.646 1.00 0.00 C +ATOM 427 HE1 TYR A 25 11.691 43.446 43.866 1.00 0.00 H +ATOM 428 CZ TYR A 25 9.781 42.526 43.416 1.00 0.00 C +ATOM 429 OH TYR A 25 9.101 43.686 43.356 1.00 0.00 O +ATOM 430 HH TYR A 25 9.791 44.356 43.326 1.00 0.00 H +ATOM 431 CE2 TYR A 25 9.101 41.356 43.296 1.00 0.00 C +ATOM 432 HE2 TYR A 25 8.021 41.366 43.216 1.00 0.00 H +ATOM 433 CD2 TYR A 25 9.851 40.166 43.186 1.00 0.00 C +ATOM 434 HD2 TYR A 25 9.301 39.276 42.896 1.00 0.00 H +ATOM 435 C TYR A 25 13.681 37.266 42.226 1.00 0.00 C +ATOM 436 O TYR A 25 13.511 36.046 42.086 1.00 0.00 O +ATOM 437 N THR A 26 14.901 37.746 42.466 1.00 0.00 N +ATOM 438 H THR A 26 15.081 38.686 42.806 1.00 0.00 H +ATOM 439 CA THR A 26 16.141 36.976 42.406 1.00 0.00 C +ATOM 440 HA THR A 26 15.941 35.956 42.756 1.00 0.00 H +ATOM 441 CB THR A 26 16.721 36.986 40.996 1.00 0.00 C +ATOM 442 HB THR A 26 17.711 36.536 41.046 1.00 0.00 H +ATOM 443 CG2 THR A 26 15.951 36.196 39.976 1.00 0.00 C +ATOM 444 HG21 THR A 26 16.471 36.096 39.026 1.00 0.00 H +ATOM 445 HG22 THR A 26 15.771 35.176 40.326 1.00 0.00 H +ATOM 446 HG23 THR A 26 14.991 36.676 39.776 1.00 0.00 H +ATOM 447 OG1 THR A 26 16.971 38.306 40.476 1.00 0.00 O +ATOM 448 HG1 THR A 26 16.491 38.906 41.056 1.00 0.00 H +ATOM 449 C THR A 26 17.151 37.606 43.376 1.00 0.00 C +ATOM 450 O THR A 26 16.921 38.576 44.136 1.00 0.00 O +ATOM 451 N ILE A 27 18.241 36.856 43.616 1.00 0.00 N +ATOM 452 H ILE A 27 18.311 35.946 43.166 1.00 0.00 H +ATOM 453 CA ILE A 27 19.381 37.106 44.526 1.00 0.00 C +ATOM 454 HA ILE A 27 19.511 38.186 44.596 1.00 0.00 H +ATOM 455 CB ILE A 27 19.061 36.496 45.896 1.00 0.00 C +ATOM 456 HB ILE A 27 18.001 36.666 46.096 1.00 0.00 H +ATOM 457 CG2 ILE A 27 19.131 34.946 45.976 1.00 0.00 C +ATOM 458 HG21 ILE A 27 18.531 34.696 46.856 1.00 0.00 H +ATOM 459 HG22 ILE A 27 18.851 34.306 45.136 1.00 0.00 H +ATOM 460 HG23 ILE A 27 20.151 34.636 46.196 1.00 0.00 H +ATOM 461 CG1 ILE A 27 19.821 36.966 47.066 1.00 0.00 C +ATOM 462 HG12 ILE A 27 19.561 36.366 47.936 1.00 0.00 H +ATOM 463 HG13 ILE A 27 20.901 36.926 46.956 1.00 0.00 H +ATOM 464 CD1 ILE A 27 19.431 38.386 47.446 1.00 0.00 C +ATOM 465 HD11 ILE A 27 19.941 38.656 48.366 1.00 0.00 H +ATOM 466 HD12 ILE A 27 19.661 39.156 46.696 1.00 0.00 H +ATOM 467 HD13 ILE A 27 18.351 38.466 47.586 1.00 0.00 H +ATOM 468 C ILE A 27 20.641 36.646 43.906 1.00 0.00 C +ATOM 469 O ILE A 27 20.631 35.906 42.896 1.00 0.00 O +ATOM 470 N GLY A 28 21.791 37.016 44.476 1.00 0.00 N +ATOM 471 H GLY A 28 21.851 37.786 45.126 1.00 0.00 H +ATOM 472 CA GLY A 28 23.131 36.566 44.016 1.00 0.00 C +ATOM 473 HA2 GLY A 28 23.921 37.056 44.576 1.00 0.00 H +ATOM 474 HA3 GLY A 28 23.211 35.476 44.056 1.00 0.00 H +ATOM 475 C GLY A 28 23.331 37.006 42.546 1.00 0.00 C +ATOM 476 O GLY A 28 23.201 38.196 42.236 1.00 0.00 O +ATOM 477 N ILE A 29 23.651 36.106 41.646 1.00 0.00 N +ATOM 478 H ILE A 29 23.571 35.186 42.046 1.00 0.00 H +ATOM 479 CA ILE A 29 23.781 36.216 40.196 1.00 0.00 C +ATOM 480 HA ILE A 29 23.841 37.276 39.966 1.00 0.00 H +ATOM 481 CB ILE A 29 25.151 35.596 39.816 1.00 0.00 C +ATOM 482 HB ILE A 29 25.021 34.516 39.806 1.00 0.00 H +ATOM 483 CG2 ILE A 29 25.651 35.856 38.416 1.00 0.00 C +ATOM 484 HG21 ILE A 29 26.621 35.396 38.246 1.00 0.00 H +ATOM 485 HG22 ILE A 29 24.941 35.566 37.636 1.00 0.00 H +ATOM 486 HG23 ILE A 29 25.841 36.926 38.286 1.00 0.00 H +ATOM 487 CG1 ILE A 29 26.211 35.996 40.786 1.00 0.00 C +ATOM 488 HG12 ILE A 29 26.191 37.066 40.996 1.00 0.00 H +ATOM 489 HG13 ILE A 29 25.971 35.596 41.776 1.00 0.00 H +ATOM 490 CD1 ILE A 29 27.611 35.456 40.516 1.00 0.00 C +ATOM 491 HD11 ILE A 29 28.151 35.646 41.456 1.00 0.00 H +ATOM 492 HD12 ILE A 29 27.491 34.426 40.206 1.00 0.00 H +ATOM 493 HD13 ILE A 29 28.241 36.016 39.826 1.00 0.00 H +ATOM 494 C ILE A 29 22.551 35.576 39.546 1.00 0.00 C +ATOM 495 O ILE A 29 22.601 34.596 38.816 1.00 0.00 O +ATOM 496 N GLY A 30 21.391 36.306 39.646 1.00 0.00 N +ATOM 497 H GLY A 30 21.331 37.126 40.246 1.00 0.00 H +ATOM 498 CA GLY A 30 20.261 35.996 38.786 1.00 0.00 C +ATOM 499 HA2 GLY A 30 19.781 36.966 38.666 1.00 0.00 H +ATOM 500 HA3 GLY A 30 20.711 35.706 37.826 1.00 0.00 H +ATOM 501 C GLY A 30 19.351 34.866 39.256 1.00 0.00 C +ATOM 502 O GLY A 30 18.481 34.366 38.556 1.00 0.00 O +ATOM 503 N HIS A 31 19.631 34.306 40.426 1.00 0.00 N +ATOM 504 H HIS A 31 20.081 34.946 41.066 1.00 0.00 H +ATOM 505 CA HIS A 31 19.041 33.126 40.986 1.00 0.00 C +ATOM 506 HA HIS A 31 19.141 32.326 40.246 1.00 0.00 H +ATOM 507 CB HIS A 31 19.961 32.706 42.196 1.00 0.00 C +ATOM 508 HB2 HIS A 31 21.001 32.896 41.936 1.00 0.00 H +ATOM 509 HB3 HIS A 31 19.621 33.286 43.056 1.00 0.00 H +ATOM 510 CG HIS A 31 19.791 31.236 42.486 1.00 0.00 C +ATOM 511 ND1 HIS A 31 20.481 30.236 41.886 1.00 0.00 N +ATOM 512 CE1 HIS A 31 20.141 29.126 42.536 1.00 0.00 C +ATOM 513 HE1 HIS A 31 20.471 28.116 42.336 1.00 0.00 H +ATOM 514 NE2 HIS A 31 19.301 29.366 43.576 1.00 0.00 N +ATOM 515 HE2 HIS A 31 18.891 28.686 44.216 1.00 0.00 H +ATOM 516 CD2 HIS A 31 18.991 30.726 43.456 1.00 0.00 C +ATOM 517 HD2 HIS A 31 18.451 31.286 44.196 1.00 0.00 H +ATOM 518 C HIS A 31 17.601 33.256 41.346 1.00 0.00 C +ATOM 519 O HIS A 31 17.201 34.046 42.116 1.00 0.00 O +ATOM 520 N LEU A 32 16.741 32.486 40.786 1.00 0.00 N +ATOM 521 H LEU A 32 17.131 31.716 40.256 1.00 0.00 H +ATOM 522 CA LEU A 32 15.301 32.356 40.986 1.00 0.00 C +ATOM 523 HA LEU A 32 14.771 33.286 41.136 1.00 0.00 H +ATOM 524 CB LEU A 32 14.581 31.726 39.786 1.00 0.00 C +ATOM 525 HB2 LEU A 32 14.941 32.126 38.836 1.00 0.00 H +ATOM 526 HB3 LEU A 32 14.821 30.676 39.626 1.00 0.00 H +ATOM 527 CG LEU A 32 13.051 31.986 39.706 1.00 0.00 C +ATOM 528 HG LEU A 32 12.611 31.806 40.686 1.00 0.00 H +ATOM 529 CD1 LEU A 32 12.771 33.426 39.306 1.00 0.00 C +ATOM 530 HD11 LEU A 32 12.711 33.596 38.236 1.00 0.00 H +ATOM 531 HD12 LEU A 32 11.831 33.586 39.846 1.00 0.00 H +ATOM 532 HD13 LEU A 32 13.551 34.096 39.656 1.00 0.00 H +ATOM 533 CD2 LEU A 32 12.421 30.966 38.756 1.00 0.00 C +ATOM 534 HD21 LEU A 32 12.801 31.116 37.736 1.00 0.00 H +ATOM 535 HD22 LEU A 32 12.551 30.006 39.246 1.00 0.00 H +ATOM 536 HD23 LEU A 32 11.351 31.116 38.886 1.00 0.00 H +ATOM 537 C LEU A 32 15.061 31.546 42.296 1.00 0.00 C +ATOM 538 O LEU A 32 15.551 30.456 42.546 1.00 0.00 O +ATOM 539 N LEU A 33 14.171 32.136 43.136 1.00 0.00 N +ATOM 540 H LEU A 33 13.621 32.936 42.826 1.00 0.00 H +ATOM 541 CA LEU A 33 13.701 31.436 44.326 1.00 0.00 C +ATOM 542 HA LEU A 33 14.411 30.656 44.616 1.00 0.00 H +ATOM 543 CB LEU A 33 13.591 32.496 45.406 1.00 0.00 C +ATOM 544 HB2 LEU A 33 12.661 33.056 45.396 1.00 0.00 H +ATOM 545 HB3 LEU A 33 13.461 31.886 46.306 1.00 0.00 H +ATOM 546 CG LEU A 33 14.791 33.446 45.606 1.00 0.00 C +ATOM 547 HG LEU A 33 14.971 33.976 44.666 1.00 0.00 H +ATOM 548 CD1 LEU A 33 14.651 34.546 46.626 1.00 0.00 C +ATOM 549 HD11 LEU A 33 14.171 35.416 46.166 1.00 0.00 H +ATOM 550 HD12 LEU A 33 14.101 34.266 47.526 1.00 0.00 H +ATOM 551 HD13 LEU A 33 15.621 34.966 46.906 1.00 0.00 H +ATOM 552 CD2 LEU A 33 16.061 32.696 45.856 1.00 0.00 C +ATOM 553 HD21 LEU A 33 17.011 33.246 45.916 1.00 0.00 H +ATOM 554 HD22 LEU A 33 15.931 32.166 46.796 1.00 0.00 H +ATOM 555 HD23 LEU A 33 16.141 31.926 45.096 1.00 0.00 H +ATOM 556 C LEU A 33 12.431 30.666 43.946 1.00 0.00 C +ATOM 557 O LEU A 33 12.291 29.416 44.006 1.00 0.00 O +ATOM 558 N THR A 34 11.391 31.336 43.436 1.00 0.00 N +ATOM 559 H THR A 34 11.461 32.326 43.286 1.00 0.00 H +ATOM 560 CA THR A 34 10.061 30.816 42.986 1.00 0.00 C +ATOM 561 HA THR A 34 10.111 29.746 42.806 1.00 0.00 H +ATOM 562 CB THR A 34 9.021 31.106 44.086 1.00 0.00 C +ATOM 563 HB THR A 34 9.411 30.646 44.996 1.00 0.00 H +ATOM 564 CG2 THR A 34 8.811 32.606 44.436 1.00 0.00 C +ATOM 565 HG21 THR A 34 8.121 32.646 45.286 1.00 0.00 H +ATOM 566 HG22 THR A 34 9.781 33.046 44.676 1.00 0.00 H +ATOM 567 HG23 THR A 34 8.341 33.016 43.546 1.00 0.00 H +ATOM 568 OG1 THR A 34 7.711 30.516 43.826 1.00 0.00 O +ATOM 569 HG1 THR A 34 7.321 30.226 44.656 1.00 0.00 H +ATOM 570 C THR A 34 9.601 31.506 41.706 1.00 0.00 C +ATOM 571 O THR A 34 9.951 32.636 41.396 1.00 0.00 O +ATOM 572 N LYS A 35 8.811 30.866 40.946 1.00 0.00 N +ATOM 573 H LYS A 35 8.471 30.006 41.366 1.00 0.00 H +ATOM 574 CA LYS A 35 8.011 31.346 39.826 1.00 0.00 C +ATOM 575 HA LYS A 35 8.601 31.996 39.186 1.00 0.00 H +ATOM 576 CB LYS A 35 7.631 30.106 38.996 1.00 0.00 C +ATOM 577 HB2 LYS A 35 7.361 29.326 39.706 1.00 0.00 H +ATOM 578 HB3 LYS A 35 6.781 30.316 38.346 1.00 0.00 H +ATOM 579 CG LYS A 35 8.811 29.676 38.176 1.00 0.00 C +ATOM 580 HG2 LYS A 35 9.781 29.576 38.676 1.00 0.00 H +ATOM 581 HG3 LYS A 35 8.761 28.656 37.786 1.00 0.00 H +ATOM 582 CD LYS A 35 9.081 30.616 36.976 1.00 0.00 C +ATOM 583 HD2 LYS A 35 8.161 30.686 36.386 1.00 0.00 H +ATOM 584 HD3 LYS A 35 9.351 31.616 37.306 1.00 0.00 H +ATOM 585 CE LYS A 35 10.171 29.886 36.126 1.00 0.00 C +ATOM 586 HE2 LYS A 35 11.041 29.616 36.726 1.00 0.00 H +ATOM 587 HE3 LYS A 35 9.661 28.986 35.776 1.00 0.00 H +ATOM 588 NZ LYS A 35 10.661 30.576 34.946 1.00 0.00 N +ATOM 589 HZ1 LYS A 35 10.841 29.876 34.246 1.00 0.00 H +ATOM 590 HZ2 LYS A 35 9.931 31.206 34.626 1.00 0.00 H +ATOM 591 HZ3 LYS A 35 11.511 31.096 35.086 1.00 0.00 H +ATOM 592 C LYS A 35 6.771 32.166 40.126 1.00 0.00 C +ATOM 593 O LYS A 35 6.241 32.816 39.206 1.00 0.00 O +ATOM 594 N SER A 36 6.311 32.306 41.396 1.00 0.00 N +ATOM 595 H SER A 36 6.581 31.576 42.046 1.00 0.00 H +ATOM 596 CA SER A 36 5.251 33.236 41.876 1.00 0.00 C +ATOM 597 HA SER A 36 4.431 33.216 41.166 1.00 0.00 H +ATOM 598 CB SER A 36 4.631 32.806 43.226 1.00 0.00 C +ATOM 599 HB2 SER A 36 3.961 31.956 43.106 1.00 0.00 H +ATOM 600 HB3 SER A 36 5.451 32.436 43.846 1.00 0.00 H +ATOM 601 OG SER A 36 3.951 33.766 43.896 1.00 0.00 O +ATOM 602 HG SER A 36 3.491 33.366 44.636 1.00 0.00 H +ATOM 603 C SER A 36 5.861 34.646 41.946 1.00 0.00 C +ATOM 604 O SER A 36 6.951 34.826 42.556 1.00 0.00 O +ATOM 605 N PRO A 37 5.341 35.656 41.236 1.00 0.00 N +ATOM 606 CD PRO A 37 4.221 35.576 40.266 1.00 0.00 C +ATOM 607 HD2 PRO A 37 3.221 35.676 40.696 1.00 0.00 H +ATOM 608 HD3 PRO A 37 4.351 34.586 39.826 1.00 0.00 H +ATOM 609 CG PRO A 37 4.381 36.666 39.226 1.00 0.00 C +ATOM 610 HG2 PRO A 37 3.401 36.886 38.806 1.00 0.00 H +ATOM 611 HG3 PRO A 37 5.081 36.396 38.436 1.00 0.00 H +ATOM 612 CB PRO A 37 4.971 37.766 40.096 1.00 0.00 C +ATOM 613 HB2 PRO A 37 4.191 38.106 40.766 1.00 0.00 H +ATOM 614 HB3 PRO A 37 5.521 38.526 39.536 1.00 0.00 H +ATOM 615 CA PRO A 37 5.921 37.016 41.046 1.00 0.00 C +ATOM 616 HA PRO A 37 6.861 36.786 40.536 1.00 0.00 H +ATOM 617 C PRO A 37 6.041 37.866 42.366 1.00 0.00 C +ATOM 618 O PRO A 37 6.701 38.936 42.416 1.00 0.00 O +ATOM 619 N SER A 38 5.291 37.496 43.416 1.00 0.00 N +ATOM 620 H SER A 38 4.791 36.616 43.366 1.00 0.00 H +ATOM 621 CA SER A 38 5.291 38.286 44.646 1.00 0.00 C +ATOM 622 HA SER A 38 5.201 39.346 44.436 1.00 0.00 H +ATOM 623 CB SER A 38 4.121 37.826 45.546 1.00 0.00 C +ATOM 624 HB2 SER A 38 3.991 36.746 45.546 1.00 0.00 H +ATOM 625 HB3 SER A 38 4.331 38.226 46.546 1.00 0.00 H +ATOM 626 OG SER A 38 2.971 38.446 45.046 1.00 0.00 O +ATOM 627 HG SER A 38 2.631 38.126 44.206 1.00 0.00 H +ATOM 628 C SER A 38 6.561 38.206 45.436 1.00 0.00 C +ATOM 629 O SER A 38 7.171 37.186 45.666 1.00 0.00 O +ATOM 630 N LEU A 39 7.001 39.376 45.906 1.00 0.00 N +ATOM 631 H LEU A 39 6.511 40.216 45.646 1.00 0.00 H +ATOM 632 CA LEU A 39 8.161 39.586 46.716 1.00 0.00 C +ATOM 633 HA LEU A 39 9.031 39.126 46.236 1.00 0.00 H +ATOM 634 CB LEU A 39 8.421 41.106 46.886 1.00 0.00 C +ATOM 635 HB2 LEU A 39 8.681 41.476 45.896 1.00 0.00 H +ATOM 636 HB3 LEU A 39 7.551 41.696 47.196 1.00 0.00 H +ATOM 637 CG LEU A 39 9.591 41.476 47.816 1.00 0.00 C +ATOM 638 HG LEU A 39 9.301 41.406 48.856 1.00 0.00 H +ATOM 639 CD1 LEU A 39 10.931 40.666 47.506 1.00 0.00 C +ATOM 640 HD11 LEU A 39 10.851 39.596 47.676 1.00 0.00 H +ATOM 641 HD12 LEU A 39 11.221 40.926 46.486 1.00 0.00 H +ATOM 642 HD13 LEU A 39 11.781 40.926 48.136 1.00 0.00 H +ATOM 643 CD2 LEU A 39 9.921 42.936 47.606 1.00 0.00 C +ATOM 644 HD21 LEU A 39 9.121 43.626 47.866 1.00 0.00 H +ATOM 645 HD22 LEU A 39 10.791 43.256 48.186 1.00 0.00 H +ATOM 646 HD23 LEU A 39 10.041 43.076 46.536 1.00 0.00 H +ATOM 647 C LEU A 39 8.001 38.796 48.026 1.00 0.00 C +ATOM 648 O LEU A 39 8.951 38.076 48.546 1.00 0.00 O +ATOM 649 N ASN A 40 6.801 38.876 48.656 1.00 0.00 N +ATOM 650 H ASN A 40 6.131 39.516 48.256 1.00 0.00 H +ATOM 651 CA ASN A 40 6.631 38.136 49.906 1.00 0.00 C +ATOM 652 HA ASN A 40 7.451 38.416 50.556 1.00 0.00 H +ATOM 653 CB ASN A 40 5.401 38.666 50.656 1.00 0.00 C +ATOM 654 HB2 ASN A 40 5.481 38.316 51.686 1.00 0.00 H +ATOM 655 HB3 ASN A 40 5.431 39.756 50.756 1.00 0.00 H +ATOM 656 CG ASN A 40 4.061 38.266 49.956 1.00 0.00 C +ATOM 657 OD1 ASN A 40 4.041 37.666 48.916 1.00 0.00 O +ATOM 658 ND2 ASN A 40 2.951 38.746 50.396 1.00 0.00 N +ATOM 659 HD21 ASN A 40 2.041 38.486 50.036 1.00 0.00 H +ATOM 660 HD22 ASN A 40 3.021 39.376 51.186 1.00 0.00 H +ATOM 661 C ASN A 40 6.681 36.626 49.796 1.00 0.00 C +ATOM 662 O ASN A 40 7.271 36.066 50.736 1.00 0.00 O +ATOM 663 N ALA A 41 6.201 36.016 48.706 1.00 0.00 N +ATOM 664 H ALA A 41 5.811 36.556 47.956 1.00 0.00 H +ATOM 665 CA ALA A 41 6.421 34.576 48.426 1.00 0.00 C +ATOM 666 HA ALA A 41 5.851 33.966 49.136 1.00 0.00 H +ATOM 667 CB ALA A 41 5.861 34.136 47.066 1.00 0.00 C +ATOM 668 HB1 ALA A 41 6.491 34.436 46.236 1.00 0.00 H +ATOM 669 HB2 ALA A 41 5.991 33.056 47.186 1.00 0.00 H +ATOM 670 HB3 ALA A 41 4.821 34.386 46.896 1.00 0.00 H +ATOM 671 C ALA A 41 7.961 34.226 48.376 1.00 0.00 C +ATOM 672 O ALA A 41 8.441 33.306 49.006 1.00 0.00 O +ATOM 673 N ALA A 42 8.761 35.076 47.696 1.00 0.00 N +ATOM 674 H ALA A 42 8.341 35.876 47.246 1.00 0.00 H +ATOM 675 CA ALA A 42 10.101 35.036 47.556 1.00 0.00 C +ATOM 676 HA ALA A 42 10.371 34.056 47.166 1.00 0.00 H +ATOM 677 CB ALA A 42 10.511 35.976 46.506 1.00 0.00 C +ATOM 678 HB1 ALA A 42 11.561 35.826 46.236 1.00 0.00 H +ATOM 679 HB2 ALA A 42 9.961 35.776 45.586 1.00 0.00 H +ATOM 680 HB3 ALA A 42 10.471 37.006 46.856 1.00 0.00 H +ATOM 681 C ALA A 42 10.921 35.276 48.846 1.00 0.00 C +ATOM 682 O ALA A 42 11.881 34.516 48.936 1.00 0.00 O +ATOM 683 N LYS A 43 10.551 36.126 49.856 1.00 0.00 N +ATOM 684 H LYS A 43 9.681 36.636 49.746 1.00 0.00 H +ATOM 685 CA LYS A 43 11.241 36.216 51.156 1.00 0.00 C +ATOM 686 HA LYS A 43 12.301 36.416 51.056 1.00 0.00 H +ATOM 687 CB LYS A 43 10.781 37.546 51.796 1.00 0.00 C +ATOM 688 HB2 LYS A 43 9.691 37.526 51.866 1.00 0.00 H +ATOM 689 HB3 LYS A 43 11.201 37.536 52.796 1.00 0.00 H +ATOM 690 CG LYS A 43 11.281 38.806 51.096 1.00 0.00 C +ATOM 691 HG2 LYS A 43 12.331 38.786 51.386 1.00 0.00 H +ATOM 692 HG3 LYS A 43 11.311 38.776 50.006 1.00 0.00 H +ATOM 693 CD LYS A 43 10.441 39.956 51.576 1.00 0.00 C +ATOM 694 HD2 LYS A 43 9.531 39.946 50.986 1.00 0.00 H +ATOM 695 HD3 LYS A 43 10.291 39.946 52.656 1.00 0.00 H +ATOM 696 CE LYS A 43 11.071 41.346 51.326 1.00 0.00 C +ATOM 697 HE2 LYS A 43 12.101 41.346 51.686 1.00 0.00 H +ATOM 698 HE3 LYS A 43 11.131 41.486 50.246 1.00 0.00 H +ATOM 699 NZ LYS A 43 10.271 42.456 51.996 1.00 0.00 N +ATOM 700 HZ1 LYS A 43 10.251 42.506 53.006 1.00 0.00 H +ATOM 701 HZ2 LYS A 43 10.401 43.366 51.586 1.00 0.00 H +ATOM 702 HZ3 LYS A 43 9.271 42.336 51.926 1.00 0.00 H +ATOM 703 C LYS A 43 10.991 34.926 51.986 1.00 0.00 C +ATOM 704 O LYS A 43 11.851 34.596 52.786 1.00 0.00 O +ATOM 705 N SER A 44 9.911 34.186 51.736 1.00 0.00 N +ATOM 706 H SER A 44 9.271 34.406 50.986 1.00 0.00 H +ATOM 707 CA SER A 44 9.671 32.986 52.446 1.00 0.00 C +ATOM 708 HA SER A 44 9.891 33.176 53.496 1.00 0.00 H +ATOM 709 CB SER A 44 8.121 32.646 52.306 1.00 0.00 C +ATOM 710 HB2 SER A 44 7.591 33.236 53.056 1.00 0.00 H +ATOM 711 HB3 SER A 44 8.001 32.896 51.256 1.00 0.00 H +ATOM 712 OG SER A 44 7.861 31.256 52.506 1.00 0.00 O +ATOM 713 HG SER A 44 6.921 31.136 52.316 1.00 0.00 H +ATOM 714 C SER A 44 10.491 31.816 51.896 1.00 0.00 C +ATOM 715 O SER A 44 11.081 31.016 52.696 1.00 0.00 O +ATOM 716 N GLU A 45 10.721 31.866 50.596 1.00 0.00 N +ATOM 717 H GLU A 45 10.281 32.706 50.246 1.00 0.00 H +ATOM 718 CA GLU A 45 11.481 30.916 49.766 1.00 0.00 C +ATOM 719 HA GLU A 45 11.411 29.906 50.156 1.00 0.00 H +ATOM 720 CB GLU A 45 11.011 30.996 48.316 1.00 0.00 C +ATOM 721 HB2 GLU A 45 10.041 31.486 48.256 1.00 0.00 H +ATOM 722 HB3 GLU A 45 11.651 31.666 47.746 1.00 0.00 H +ATOM 723 CG GLU A 45 10.981 29.616 47.606 1.00 0.00 C +ATOM 724 HG2 GLU A 45 10.831 29.666 46.526 1.00 0.00 H +ATOM 725 HG3 GLU A 45 11.961 29.146 47.646 1.00 0.00 H +ATOM 726 CD GLU A 45 9.931 28.726 48.246 1.00 0.00 C +ATOM 727 OE1 GLU A 45 10.201 27.636 48.866 1.00 0.00 O +ATOM 728 OE2 GLU A 45 8.731 29.056 48.196 1.00 0.00 O +ATOM 729 C GLU A 45 13.011 31.176 49.936 1.00 0.00 C +ATOM 730 O GLU A 45 13.811 30.276 49.806 1.00 0.00 O +ATOM 731 N LEU A 46 13.361 32.426 50.126 1.00 0.00 N +ATOM 732 H LEU A 46 12.681 33.176 50.086 1.00 0.00 H +ATOM 733 CA LEU A 46 14.751 32.706 50.256 1.00 0.00 C +ATOM 734 HA LEU A 46 15.171 32.366 49.316 1.00 0.00 H +ATOM 735 CB LEU A 46 14.951 34.286 50.366 1.00 0.00 C +ATOM 736 HB2 LEU A 46 14.501 34.816 49.536 1.00 0.00 H +ATOM 737 HB3 LEU A 46 14.481 34.646 51.276 1.00 0.00 H +ATOM 738 CG LEU A 46 16.471 34.746 50.556 1.00 0.00 C +ATOM 739 HG LEU A 46 16.901 34.126 51.346 1.00 0.00 H +ATOM 740 CD1 LEU A 46 17.361 34.566 49.306 1.00 0.00 C +ATOM 741 HD11 LEU A 46 18.371 34.906 49.526 1.00 0.00 H +ATOM 742 HD12 LEU A 46 17.471 33.516 49.066 1.00 0.00 H +ATOM 743 HD13 LEU A 46 16.771 35.096 48.546 1.00 0.00 H +ATOM 744 CD2 LEU A 46 16.661 36.166 50.936 1.00 0.00 C +ATOM 745 HD21 LEU A 46 16.201 36.796 50.176 1.00 0.00 H +ATOM 746 HD22 LEU A 46 16.261 36.406 51.926 1.00 0.00 H +ATOM 747 HD23 LEU A 46 17.711 36.436 50.956 1.00 0.00 H +ATOM 748 C LEU A 46 15.451 32.016 51.456 1.00 0.00 C +ATOM 749 O LEU A 46 16.561 31.446 51.226 1.00 0.00 O +ATOM 750 N ASP A 47 14.821 32.026 52.636 1.00 0.00 N +ATOM 751 H ASP A 47 13.921 32.486 52.636 1.00 0.00 H +ATOM 752 CA ASP A 47 15.361 31.376 53.836 1.00 0.00 C +ATOM 753 HA ASP A 47 16.281 31.926 54.056 1.00 0.00 H +ATOM 754 CB ASP A 47 14.451 31.556 55.036 1.00 0.00 C +ATOM 755 HB2 ASP A 47 13.441 31.166 54.896 1.00 0.00 H +ATOM 756 HB3 ASP A 47 14.921 31.126 55.916 1.00 0.00 H +ATOM 757 CG ASP A 47 14.311 33.016 55.436 1.00 0.00 C +ATOM 758 OD1 ASP A 47 14.881 33.976 54.966 1.00 0.00 O +ATOM 759 OD2 ASP A 47 13.551 33.166 56.406 1.00 0.00 O +ATOM 760 C ASP A 47 15.561 29.836 53.646 1.00 0.00 C +ATOM 761 O ASP A 47 16.361 29.256 54.376 1.00 0.00 O +ATOM 762 N LYS A 48 15.011 29.196 52.636 1.00 0.00 N +ATOM 763 H LYS A 48 14.341 29.736 52.096 1.00 0.00 H +ATOM 764 CA LYS A 48 15.021 27.746 52.196 1.00 0.00 C +ATOM 765 HA LYS A 48 15.211 27.016 52.976 1.00 0.00 H +ATOM 766 CB LYS A 48 13.601 27.436 51.566 1.00 0.00 C +ATOM 767 HB2 LYS A 48 13.231 28.306 51.016 1.00 0.00 H +ATOM 768 HB3 LYS A 48 13.691 26.626 50.846 1.00 0.00 H +ATOM 769 CG LYS A 48 12.651 27.056 52.686 1.00 0.00 C +ATOM 770 HG2 LYS A 48 12.861 26.106 53.176 1.00 0.00 H +ATOM 771 HG3 LYS A 48 12.941 27.816 53.416 1.00 0.00 H +ATOM 772 CD LYS A 48 11.141 27.166 52.346 1.00 0.00 C +ATOM 773 HD2 LYS A 48 10.581 27.216 53.286 1.00 0.00 H +ATOM 774 HD3 LYS A 48 10.941 28.026 51.716 1.00 0.00 H +ATOM 775 CE LYS A 48 10.601 25.866 51.656 1.00 0.00 C +ATOM 776 HE2 LYS A 48 11.311 25.416 50.956 1.00 0.00 H +ATOM 777 HE3 LYS A 48 10.391 25.156 52.456 1.00 0.00 H +ATOM 778 NZ LYS A 48 9.371 26.226 50.986 1.00 0.00 N +ATOM 779 HZ1 LYS A 48 9.501 26.886 50.236 1.00 0.00 H +ATOM 780 HZ2 LYS A 48 8.981 25.336 50.706 1.00 0.00 H +ATOM 781 HZ3 LYS A 48 8.771 26.616 51.706 1.00 0.00 H +ATOM 782 C LYS A 48 16.021 27.606 51.116 1.00 0.00 C +ATOM 783 O LYS A 48 16.701 26.576 51.146 1.00 0.00 O +ATOM 784 N ALA A 49 16.371 28.646 50.336 1.00 0.00 N +ATOM 785 H ALA A 49 15.891 29.536 50.346 1.00 0.00 H +ATOM 786 CA ALA A 49 17.531 28.716 49.406 1.00 0.00 C +ATOM 787 HA ALA A 49 17.571 27.766 48.866 1.00 0.00 H +ATOM 788 CB ALA A 49 17.411 29.756 48.286 1.00 0.00 C +ATOM 789 HB1 ALA A 49 18.271 29.696 47.626 1.00 0.00 H +ATOM 790 HB2 ALA A 49 16.551 29.536 47.656 1.00 0.00 H +ATOM 791 HB3 ALA A 49 17.381 30.786 48.666 1.00 0.00 H +ATOM 792 C ALA A 49 18.941 28.826 50.176 1.00 0.00 C +ATOM 793 O ALA A 49 19.851 28.136 49.686 1.00 0.00 O +ATOM 794 N ILE A 50 19.001 29.556 51.306 1.00 0.00 N +ATOM 795 H ILE A 50 18.221 30.136 51.586 1.00 0.00 H +ATOM 796 CA ILE A 50 20.231 29.656 52.076 1.00 0.00 C +ATOM 797 HA ILE A 50 21.091 29.686 51.406 1.00 0.00 H +ATOM 798 CB ILE A 50 20.201 31.006 52.776 1.00 0.00 C +ATOM 799 HB ILE A 50 19.291 31.026 53.376 1.00 0.00 H +ATOM 800 CG2 ILE A 50 21.561 31.286 53.606 1.00 0.00 C +ATOM 801 HG21 ILE A 50 22.411 31.006 52.986 1.00 0.00 H +ATOM 802 HG22 ILE A 50 21.651 32.346 53.796 1.00 0.00 H +ATOM 803 HG23 ILE A 50 21.581 30.616 54.466 1.00 0.00 H +ATOM 804 CG1 ILE A 50 20.121 32.216 51.776 1.00 0.00 C +ATOM 805 HG12 ILE A 50 19.051 32.236 51.536 1.00 0.00 H +ATOM 806 HG13 ILE A 50 20.181 33.176 52.286 1.00 0.00 H +ATOM 807 CD1 ILE A 50 21.041 32.216 50.546 1.00 0.00 C +ATOM 808 HD11 ILE A 50 20.811 31.326 49.956 1.00 0.00 H +ATOM 809 HD12 ILE A 50 20.781 33.086 49.936 1.00 0.00 H +ATOM 810 HD13 ILE A 50 22.061 32.306 50.926 1.00 0.00 H +ATOM 811 C ILE A 50 20.371 28.516 53.106 1.00 0.00 C +ATOM 812 O ILE A 50 21.491 28.256 53.536 1.00 0.00 O +ATOM 813 N GLY A 51 19.231 28.156 53.646 1.00 0.00 N +ATOM 814 H GLY A 51 18.331 28.456 53.296 1.00 0.00 H +ATOM 815 CA GLY A 51 19.201 27.396 54.956 1.00 0.00 C +ATOM 816 HA2 GLY A 51 18.201 26.996 55.056 1.00 0.00 H +ATOM 817 HA3 GLY A 51 19.911 26.566 55.086 1.00 0.00 H +ATOM 818 C GLY A 51 19.371 28.316 56.206 1.00 0.00 C +ATOM 819 O GLY A 51 19.981 27.916 57.226 1.00 0.00 O +ATOM 820 N ARG A 52 18.971 29.576 56.096 1.00 0.00 N +ATOM 821 H ARG A 52 18.391 29.916 55.346 1.00 0.00 H +ATOM 822 CA ARG A 52 18.981 30.526 57.236 1.00 0.00 C +ATOM 823 HA ARG A 52 18.691 29.996 58.146 1.00 0.00 H +ATOM 824 CB ARG A 52 20.341 31.226 57.186 1.00 0.00 C +ATOM 825 HB2 ARG A 52 21.121 30.476 57.076 1.00 0.00 H +ATOM 826 HB3 ARG A 52 20.341 31.856 56.296 1.00 0.00 H +ATOM 827 CG ARG A 52 20.511 32.186 58.426 1.00 0.00 C +ATOM 828 HG2 ARG A 52 19.771 32.986 58.366 1.00 0.00 H +ATOM 829 HG3 ARG A 52 20.321 31.746 59.396 1.00 0.00 H +ATOM 830 CD ARG A 52 21.871 32.806 58.516 1.00 0.00 C +ATOM 831 HD2 ARG A 52 21.971 33.496 59.346 1.00 0.00 H +ATOM 832 HD3 ARG A 52 22.621 32.026 58.656 1.00 0.00 H +ATOM 833 NE ARG A 52 22.271 33.546 57.326 1.00 0.00 N +ATOM 834 HE ARG A 52 22.911 33.116 56.666 1.00 0.00 H +ATOM 835 CZ ARG A 52 21.801 34.776 57.036 1.00 0.00 C +ATOM 836 NH1 ARG A 52 20.991 35.456 57.796 1.00 0.00 N +ATOM 837 HH11 ARG A 52 20.541 35.106 58.626 1.00 0.00 H +ATOM 838 HH12 ARG A 52 20.781 36.396 57.466 1.00 0.00 H +ATOM 839 NH2 ARG A 52 22.331 35.386 56.046 1.00 0.00 N +ATOM 840 HH21 ARG A 52 22.891 34.826 55.426 1.00 0.00 H +ATOM 841 HH22 ARG A 52 22.131 36.376 55.926 1.00 0.00 H +ATOM 842 C ARG A 52 17.961 31.596 57.076 1.00 0.00 C +ATOM 843 O ARG A 52 17.651 31.966 56.006 1.00 0.00 O +ATOM 844 N ASN A 53 17.441 32.176 58.166 1.00 0.00 N +ATOM 845 H ASN A 53 17.631 31.696 59.036 1.00 0.00 H +ATOM 846 CA ASN A 53 16.601 33.336 58.106 1.00 0.00 C +ATOM 847 HA ASN A 53 15.851 33.146 57.336 1.00 0.00 H +ATOM 848 CB ASN A 53 15.761 33.266 59.396 1.00 0.00 C +ATOM 849 HB2 ASN A 53 15.101 32.406 59.316 1.00 0.00 H +ATOM 850 HB3 ASN A 53 16.451 33.116 60.226 1.00 0.00 H +ATOM 851 CG ASN A 53 14.811 34.416 59.626 1.00 0.00 C +ATOM 852 OD1 ASN A 53 14.911 35.116 60.596 1.00 0.00 O +ATOM 853 ND2 ASN A 53 13.911 34.706 58.766 1.00 0.00 N +ATOM 854 HD21 ASN A 53 13.401 35.556 58.956 1.00 0.00 H +ATOM 855 HD22 ASN A 53 13.891 34.196 57.896 1.00 0.00 H +ATOM 856 C ASN A 53 17.241 34.676 57.756 1.00 0.00 C +ATOM 857 O ASN A 53 18.151 35.166 58.416 1.00 0.00 O +ATOM 858 N CYS A 54 16.821 35.156 56.546 1.00 0.00 N +ATOM 859 H CYS A 54 16.041 34.706 56.106 1.00 0.00 H +ATOM 860 CA CYS A 54 17.561 36.226 55.836 1.00 0.00 C +ATOM 861 HA CYS A 54 18.471 36.526 56.346 1.00 0.00 H +ATOM 862 CB CYS A 54 18.071 35.636 54.486 1.00 0.00 C +ATOM 863 HB2 CYS A 54 17.191 35.266 53.966 1.00 0.00 H +ATOM 864 HB3 CYS A 54 18.561 36.446 53.956 1.00 0.00 H +ATOM 865 SG CYS A 54 19.241 34.326 54.866 1.00 0.00 S +ATOM 866 HG CYS A 54 18.431 33.466 55.496 1.00 0.00 H +ATOM 867 C CYS A 54 16.771 37.486 55.626 1.00 0.00 C +ATOM 868 O CYS A 54 17.421 38.486 55.386 1.00 0.00 O +ATOM 869 N ASN A 55 15.421 37.506 55.926 1.00 0.00 N +ATOM 870 H ASN A 55 14.891 36.656 56.036 1.00 0.00 H +ATOM 871 CA ASN A 55 14.581 38.786 55.746 1.00 0.00 C +ATOM 872 HA ASN A 55 13.551 38.466 55.606 1.00 0.00 H +ATOM 873 CB ASN A 55 14.681 39.626 57.076 1.00 0.00 C +ATOM 874 HB2 ASN A 55 14.611 38.906 57.896 1.00 0.00 H +ATOM 875 HB3 ASN A 55 15.631 40.136 57.146 1.00 0.00 H +ATOM 876 CG ASN A 55 13.541 40.556 57.396 1.00 0.00 C +ATOM 877 OD1 ASN A 55 12.421 40.116 57.796 1.00 0.00 O +ATOM 878 ND2 ASN A 55 13.751 41.886 57.266 1.00 0.00 N +ATOM 879 HD21 ASN A 55 12.951 42.436 57.526 1.00 0.00 H +ATOM 880 HD22 ASN A 55 14.611 42.326 56.966 1.00 0.00 H +ATOM 881 C ASN A 55 14.861 39.596 54.486 1.00 0.00 C +ATOM 882 O ASN A 55 14.981 40.846 54.526 1.00 0.00 O +ATOM 883 N GLY A 56 15.151 38.946 53.386 1.00 0.00 N +ATOM 884 H GLY A 56 15.131 37.936 53.336 1.00 0.00 H +ATOM 885 CA GLY A 56 15.401 39.456 51.996 1.00 0.00 C +ATOM 886 HA2 GLY A 56 14.971 38.726 51.306 1.00 0.00 H +ATOM 887 HA3 GLY A 56 14.921 40.406 51.766 1.00 0.00 H +ATOM 888 C GLY A 56 16.881 39.696 51.646 1.00 0.00 C +ATOM 889 O GLY A 56 17.161 40.136 50.506 1.00 0.00 O +ATOM 890 N VAL A 57 17.871 39.526 52.506 1.00 0.00 N +ATOM 891 H VAL A 57 17.651 39.206 53.436 1.00 0.00 H +ATOM 892 CA VAL A 57 19.271 39.956 52.266 1.00 0.00 C +ATOM 893 HA VAL A 57 19.441 39.966 51.186 1.00 0.00 H +ATOM 894 CB VAL A 57 19.431 41.406 52.816 1.00 0.00 C +ATOM 895 HB VAL A 57 18.621 41.976 52.366 1.00 0.00 H +ATOM 896 CG1 VAL A 57 19.311 41.496 54.356 1.00 0.00 C +ATOM 897 HG11 VAL A 57 18.321 41.176 54.676 1.00 0.00 H +ATOM 898 HG12 VAL A 57 19.991 40.746 54.766 1.00 0.00 H +ATOM 899 HG13 VAL A 57 19.461 42.566 54.516 1.00 0.00 H +ATOM 900 CG2 VAL A 57 20.831 42.036 52.436 1.00 0.00 C +ATOM 901 HG21 VAL A 57 21.681 41.596 52.956 1.00 0.00 H +ATOM 902 HG22 VAL A 57 21.001 41.886 51.366 1.00 0.00 H +ATOM 903 HG23 VAL A 57 20.861 43.096 52.686 1.00 0.00 H +ATOM 904 C VAL A 57 20.241 38.926 52.726 1.00 0.00 C +ATOM 905 O VAL A 57 19.951 38.196 53.636 1.00 0.00 O +ATOM 906 N ILE A 58 21.411 38.726 52.026 1.00 0.00 N +ATOM 907 H ILE A 58 21.631 39.326 51.246 1.00 0.00 H +ATOM 908 CA ILE A 58 22.401 37.656 52.286 1.00 0.00 C +ATOM 909 HA ILE A 58 22.221 37.346 53.316 1.00 0.00 H +ATOM 910 CB ILE A 58 22.271 36.376 51.376 1.00 0.00 C +ATOM 911 HB ILE A 58 22.921 35.586 51.746 1.00 0.00 H +ATOM 912 CG2 ILE A 58 20.811 35.836 51.486 1.00 0.00 C +ATOM 913 HG21 ILE A 58 20.761 34.826 51.096 1.00 0.00 H +ATOM 914 HG22 ILE A 58 20.611 35.726 52.556 1.00 0.00 H +ATOM 915 HG23 ILE A 58 20.151 36.556 51.006 1.00 0.00 H +ATOM 916 CG1 ILE A 58 22.751 36.586 49.886 1.00 0.00 C +ATOM 917 HG12 ILE A 58 22.121 37.306 49.356 1.00 0.00 H +ATOM 918 HG13 ILE A 58 23.781 36.926 49.856 1.00 0.00 H +ATOM 919 CD1 ILE A 58 22.611 35.316 49.056 1.00 0.00 C +ATOM 920 HD11 ILE A 58 21.551 35.076 48.936 1.00 0.00 H +ATOM 921 HD12 ILE A 58 23.071 35.426 48.076 1.00 0.00 H +ATOM 922 HD13 ILE A 58 23.131 34.466 49.496 1.00 0.00 H +ATOM 923 C ILE A 58 23.821 38.166 52.216 1.00 0.00 C +ATOM 924 O ILE A 58 24.051 39.376 51.906 1.00 0.00 O +ATOM 925 N THR A 59 24.771 37.256 52.456 1.00 0.00 N +ATOM 926 H THR A 59 24.531 36.326 52.786 1.00 0.00 H +ATOM 927 CA THR A 59 26.221 37.486 52.386 1.00 0.00 C +ATOM 928 HA THR A 59 26.481 38.536 52.336 1.00 0.00 H +ATOM 929 CB THR A 59 26.891 36.896 53.576 1.00 0.00 C +ATOM 930 HB THR A 59 27.941 37.166 53.656 1.00 0.00 H +ATOM 931 CG2 THR A 59 26.391 37.506 54.836 1.00 0.00 C +ATOM 932 HG21 THR A 59 27.071 37.246 55.646 1.00 0.00 H +ATOM 933 HG22 THR A 59 26.221 38.586 54.776 1.00 0.00 H +ATOM 934 HG23 THR A 59 25.451 37.066 55.166 1.00 0.00 H +ATOM 935 OG1 THR A 59 26.911 35.416 53.556 1.00 0.00 O +ATOM 936 HG1 THR A 59 26.081 35.176 53.976 1.00 0.00 H +ATOM 937 C THR A 59 26.891 37.026 51.116 1.00 0.00 C +ATOM 938 O THR A 59 26.491 36.076 50.476 1.00 0.00 O +ATOM 939 N LYS A 60 28.091 37.576 50.796 1.00 0.00 N +ATOM 940 H LYS A 60 28.461 38.266 51.436 1.00 0.00 H +ATOM 941 CA LYS A 60 28.951 37.246 49.706 1.00 0.00 C +ATOM 942 HA LYS A 60 28.451 37.626 48.816 1.00 0.00 H +ATOM 943 CB LYS A 60 30.231 38.066 49.966 1.00 0.00 C +ATOM 944 HB2 LYS A 60 29.961 39.086 50.246 1.00 0.00 H +ATOM 945 HB3 LYS A 60 30.741 37.526 50.766 1.00 0.00 H +ATOM 946 CG LYS A 60 31.151 38.186 48.746 1.00 0.00 C +ATOM 947 HG2 LYS A 60 31.131 37.206 48.266 1.00 0.00 H +ATOM 948 HG3 LYS A 60 30.921 38.936 47.986 1.00 0.00 H +ATOM 949 CD LYS A 60 32.581 38.416 49.356 1.00 0.00 C +ATOM 950 HD2 LYS A 60 32.501 39.186 50.126 1.00 0.00 H +ATOM 951 HD3 LYS A 60 32.941 37.506 49.836 1.00 0.00 H +ATOM 952 CE LYS A 60 33.541 38.866 48.256 1.00 0.00 C +ATOM 953 HE2 LYS A 60 33.871 38.036 47.646 1.00 0.00 H +ATOM 954 HE3 LYS A 60 33.061 39.676 47.696 1.00 0.00 H +ATOM 955 NZ LYS A 60 34.831 39.276 48.866 1.00 0.00 N +ATOM 956 HZ1 LYS A 60 35.531 39.476 48.176 1.00 0.00 H +ATOM 957 HZ2 LYS A 60 34.721 40.136 49.386 1.00 0.00 H +ATOM 958 HZ3 LYS A 60 35.151 38.526 49.466 1.00 0.00 H +ATOM 959 C LYS A 60 29.291 35.726 49.576 1.00 0.00 C +ATOM 960 O LYS A 60 29.331 35.226 48.466 1.00 0.00 O +ATOM 961 N ASP A 61 29.771 35.146 50.666 1.00 0.00 N +ATOM 962 H ASP A 61 29.711 35.596 51.566 1.00 0.00 H +ATOM 963 CA ASP A 61 30.121 33.706 50.636 1.00 0.00 C +ATOM 964 HA ASP A 61 30.621 33.566 49.676 1.00 0.00 H +ATOM 965 CB ASP A 61 31.051 33.486 51.806 1.00 0.00 C +ATOM 966 HB2 ASP A 61 30.511 33.366 52.746 1.00 0.00 H +ATOM 967 HB3 ASP A 61 31.611 32.576 51.586 1.00 0.00 H +ATOM 968 CG ASP A 61 32.141 34.586 51.926 1.00 0.00 C +ATOM 969 OD1 ASP A 61 33.051 34.666 51.086 1.00 0.00 O +ATOM 970 OD2 ASP A 61 32.101 35.286 52.936 1.00 0.00 O +ATOM 971 C ASP A 61 28.891 32.746 50.576 1.00 0.00 C +ATOM 972 O ASP A 61 29.101 31.636 50.186 1.00 0.00 O +ATOM 973 N GLU A 62 27.711 33.166 51.036 1.00 0.00 N +ATOM 974 H GLU A 62 27.581 34.136 51.256 1.00 0.00 H +ATOM 975 CA GLU A 62 26.491 32.386 50.926 1.00 0.00 C +ATOM 976 HA GLU A 62 26.611 31.326 51.176 1.00 0.00 H +ATOM 977 CB GLU A 62 25.421 32.936 51.816 1.00 0.00 C +ATOM 978 HB2 GLU A 62 25.331 34.006 51.686 1.00 0.00 H +ATOM 979 HB3 GLU A 62 24.501 32.446 51.476 1.00 0.00 H +ATOM 980 CG GLU A 62 25.631 32.636 53.296 1.00 0.00 C +ATOM 981 HG2 GLU A 62 25.581 31.566 53.486 1.00 0.00 H +ATOM 982 HG3 GLU A 62 26.651 32.966 53.486 1.00 0.00 H +ATOM 983 CD GLU A 62 24.711 33.296 54.296 1.00 0.00 C +ATOM 984 OE1 GLU A 62 24.531 32.716 55.396 1.00 0.00 O +ATOM 985 OE2 GLU A 62 24.301 34.466 54.096 1.00 0.00 O +ATOM 986 C GLU A 62 25.991 32.396 49.496 1.00 0.00 C +ATOM 987 O GLU A 62 25.421 31.416 49.046 1.00 0.00 O +ATOM 988 N ALA A 63 26.111 33.536 48.806 1.00 0.00 N +ATOM 989 H ALA A 63 26.381 34.376 49.306 1.00 0.00 H +ATOM 990 CA ALA A 63 25.951 33.756 47.366 1.00 0.00 C +ATOM 991 HA ALA A 63 24.991 33.316 47.086 1.00 0.00 H +ATOM 992 CB ALA A 63 26.031 35.246 46.996 1.00 0.00 C +ATOM 993 HB1 ALA A 63 25.591 35.386 46.016 1.00 0.00 H +ATOM 994 HB2 ALA A 63 25.331 35.746 47.666 1.00 0.00 H +ATOM 995 HB3 ALA A 63 27.061 35.546 47.176 1.00 0.00 H +ATOM 996 C ALA A 63 26.951 32.886 46.576 1.00 0.00 C +ATOM 997 O ALA A 63 26.481 32.126 45.686 1.00 0.00 O +ATOM 998 N GLU A 64 28.221 32.776 46.966 1.00 0.00 N +ATOM 999 H GLU A 64 28.561 33.496 47.596 1.00 0.00 H +ATOM 1000 CA GLU A 64 29.201 31.816 46.456 1.00 0.00 C +ATOM 1001 HA GLU A 64 29.241 31.946 45.376 1.00 0.00 H +ATOM 1002 CB GLU A 64 30.561 32.206 47.076 1.00 0.00 C +ATOM 1003 HB2 GLU A 64 30.671 33.296 47.046 1.00 0.00 H +ATOM 1004 HB3 GLU A 64 30.491 31.876 48.106 1.00 0.00 H +ATOM 1005 CG GLU A 64 31.871 31.616 46.496 1.00 0.00 C +ATOM 1006 HG2 GLU A 64 31.641 30.596 46.206 1.00 0.00 H +ATOM 1007 HG3 GLU A 64 32.061 32.136 45.556 1.00 0.00 H +ATOM 1008 CD GLU A 64 33.061 31.726 47.406 1.00 0.00 C +ATOM 1009 OE1 GLU A 64 33.221 30.876 48.306 1.00 0.00 O +ATOM 1010 OE2 GLU A 64 33.861 32.736 47.346 1.00 0.00 O +ATOM 1011 C GLU A 64 28.791 30.366 46.656 1.00 0.00 C +ATOM 1012 O GLU A 64 28.941 29.626 45.666 1.00 0.00 O +ATOM 1013 N LYS A 65 28.371 29.926 47.856 1.00 0.00 N +ATOM 1014 H LYS A 65 28.391 30.496 48.686 1.00 0.00 H +ATOM 1015 CA LYS A 65 27.871 28.556 48.036 1.00 0.00 C +ATOM 1016 HA LYS A 65 28.631 27.796 47.856 1.00 0.00 H +ATOM 1017 CB LYS A 65 27.501 28.356 49.476 1.00 0.00 C +ATOM 1018 HB2 LYS A 65 28.331 28.496 50.176 1.00 0.00 H +ATOM 1019 HB3 LYS A 65 26.781 29.126 49.736 1.00 0.00 H +ATOM 1020 CG LYS A 65 27.001 26.946 49.736 1.00 0.00 C +ATOM 1021 HG2 LYS A 65 26.101 26.706 49.176 1.00 0.00 H +ATOM 1022 HG3 LYS A 65 27.731 26.186 49.466 1.00 0.00 H +ATOM 1023 CD LYS A 65 26.571 26.716 51.156 1.00 0.00 C +ATOM 1024 HD2 LYS A 65 25.791 27.416 51.456 1.00 0.00 H +ATOM 1025 HD3 LYS A 65 26.191 25.696 51.256 1.00 0.00 H +ATOM 1026 CE LYS A 65 27.831 26.796 52.116 1.00 0.00 C +ATOM 1027 HE2 LYS A 65 28.201 27.826 52.066 1.00 0.00 H +ATOM 1028 HE3 LYS A 65 27.491 26.546 53.116 1.00 0.00 H +ATOM 1029 NZ LYS A 65 28.901 25.786 51.806 1.00 0.00 N +ATOM 1030 HZ1 LYS A 65 29.541 25.846 52.586 1.00 0.00 H +ATOM 1031 HZ2 LYS A 65 28.531 24.856 51.746 1.00 0.00 H +ATOM 1032 HZ3 LYS A 65 29.381 26.036 50.956 1.00 0.00 H +ATOM 1033 C LYS A 65 26.671 28.246 47.166 1.00 0.00 C +ATOM 1034 O LYS A 65 26.581 27.176 46.536 1.00 0.00 O +ATOM 1035 N LEU A 66 25.731 29.206 46.986 1.00 0.00 N +ATOM 1036 H LEU A 66 25.901 30.046 47.506 1.00 0.00 H +ATOM 1037 CA LEU A 66 24.521 29.016 46.166 1.00 0.00 C +ATOM 1038 HA LEU A 66 24.041 28.066 46.396 1.00 0.00 H +ATOM 1039 CB LEU A 66 23.581 30.186 46.556 1.00 0.00 C +ATOM 1040 HB2 LEU A 66 23.531 30.186 47.646 1.00 0.00 H +ATOM 1041 HB3 LEU A 66 23.871 31.186 46.226 1.00 0.00 H +ATOM 1042 CG LEU A 66 22.101 29.866 46.106 1.00 0.00 C +ATOM 1043 HG LEU A 66 22.111 29.516 45.076 1.00 0.00 H +ATOM 1044 CD1 LEU A 66 21.501 28.866 47.006 1.00 0.00 C +ATOM 1045 HD11 LEU A 66 21.241 29.236 47.996 1.00 0.00 H +ATOM 1046 HD12 LEU A 66 20.571 28.506 46.566 1.00 0.00 H +ATOM 1047 HD13 LEU A 66 22.101 27.976 47.216 1.00 0.00 H +ATOM 1048 CD2 LEU A 66 21.371 31.166 46.046 1.00 0.00 C +ATOM 1049 HD21 LEU A 66 21.711 31.776 45.206 1.00 0.00 H +ATOM 1050 HD22 LEU A 66 20.321 30.936 45.876 1.00 0.00 H +ATOM 1051 HD23 LEU A 66 21.391 31.696 46.996 1.00 0.00 H +ATOM 1052 C LEU A 66 24.851 28.886 44.656 1.00 0.00 C +ATOM 1053 O LEU A 66 24.381 27.926 44.036 1.00 0.00 O +ATOM 1054 N PHE A 67 25.771 29.726 44.136 1.00 0.00 N +ATOM 1055 H PHE A 67 26.071 30.516 44.686 1.00 0.00 H +ATOM 1056 CA PHE A 67 26.331 29.606 42.786 1.00 0.00 C +ATOM 1057 HA PHE A 67 25.571 29.656 42.016 1.00 0.00 H +ATOM 1058 CB PHE A 67 27.351 30.776 42.666 1.00 0.00 C +ATOM 1059 HB2 PHE A 67 26.991 31.746 43.026 1.00 0.00 H +ATOM 1060 HB3 PHE A 67 28.121 30.466 43.376 1.00 0.00 H +ATOM 1061 CG PHE A 67 27.881 30.796 41.286 1.00 0.00 C +ATOM 1062 CD1 PHE A 67 27.271 31.636 40.316 1.00 0.00 C +ATOM 1063 HD1 PHE A 67 26.531 32.326 40.696 1.00 0.00 H +ATOM 1064 CE1 PHE A 67 27.661 31.526 39.006 1.00 0.00 C +ATOM 1065 HE1 PHE A 67 27.281 32.156 38.216 1.00 0.00 H +ATOM 1066 CZ PHE A 67 28.691 30.676 38.586 1.00 0.00 C +ATOM 1067 HZ PHE A 67 28.981 30.656 37.546 1.00 0.00 H +ATOM 1068 CE2 PHE A 67 29.371 29.956 39.546 1.00 0.00 C +ATOM 1069 HE2 PHE A 67 30.231 29.396 39.196 1.00 0.00 H +ATOM 1070 CD2 PHE A 67 28.971 29.896 40.916 1.00 0.00 C +ATOM 1071 HD2 PHE A 67 29.391 29.206 41.626 1.00 0.00 H +ATOM 1072 C PHE A 67 27.051 28.286 42.566 1.00 0.00 C +ATOM 1073 O PHE A 67 26.691 27.476 41.726 1.00 0.00 O +ATOM 1074 N ASN A 68 27.971 27.946 43.426 1.00 0.00 N +ATOM 1075 H ASN A 68 28.181 28.556 44.206 1.00 0.00 H +ATOM 1076 CA ASN A 68 28.741 26.686 43.286 1.00 0.00 C +ATOM 1077 HA ASN A 68 29.111 26.666 42.266 1.00 0.00 H +ATOM 1078 CB ASN A 68 30.031 26.666 44.186 1.00 0.00 C +ATOM 1079 HB2 ASN A 68 29.691 26.926 45.186 1.00 0.00 H +ATOM 1080 HB3 ASN A 68 30.421 25.646 44.196 1.00 0.00 H +ATOM 1081 CG ASN A 68 31.071 27.636 43.616 1.00 0.00 C +ATOM 1082 OD1 ASN A 68 31.961 27.256 42.876 1.00 0.00 O +ATOM 1083 ND2 ASN A 68 30.981 28.906 43.896 1.00 0.00 N +ATOM 1084 HD21 ASN A 68 31.711 29.476 43.496 1.00 0.00 H +ATOM 1085 HD22 ASN A 68 30.231 29.266 44.466 1.00 0.00 H +ATOM 1086 C ASN A 68 27.871 25.456 43.426 1.00 0.00 C +ATOM 1087 O ASN A 68 28.161 24.366 42.906 1.00 0.00 O +ATOM 1088 N GLN A 69 26.761 25.576 44.176 1.00 0.00 N +ATOM 1089 H GLN A 69 26.531 26.426 44.666 1.00 0.00 H +ATOM 1090 CA GLN A 69 25.821 24.506 44.276 1.00 0.00 C +ATOM 1091 HA GLN A 69 26.341 23.556 44.436 1.00 0.00 H +ATOM 1092 CB GLN A 69 24.911 24.836 45.436 1.00 0.00 C +ATOM 1093 HB2 GLN A 69 24.661 25.896 45.446 1.00 0.00 H +ATOM 1094 HB3 GLN A 69 23.941 24.386 45.216 1.00 0.00 H +ATOM 1095 CG GLN A 69 25.431 24.296 46.786 1.00 0.00 C +ATOM 1096 HG2 GLN A 69 25.351 23.206 46.796 1.00 0.00 H +ATOM 1097 HG3 GLN A 69 26.381 24.796 46.966 1.00 0.00 H +ATOM 1098 CD GLN A 69 24.401 24.666 47.886 1.00 0.00 C +ATOM 1099 OE1 GLN A 69 23.381 25.356 47.726 1.00 0.00 O +ATOM 1100 NE2 GLN A 69 24.711 24.326 49.096 1.00 0.00 N +ATOM 1101 HE21 GLN A 69 25.561 23.816 49.296 1.00 0.00 H +ATOM 1102 HE22 GLN A 69 24.071 24.546 49.856 1.00 0.00 H +ATOM 1103 C GLN A 69 25.071 24.206 42.926 1.00 0.00 C +ATOM 1104 O GLN A 69 24.601 23.066 42.796 1.00 0.00 O +ATOM 1105 N ASP A 70 25.031 25.216 42.056 1.00 0.00 N +ATOM 1106 H ASP A 70 25.691 25.966 42.226 1.00 0.00 H +ATOM 1107 CA ASP A 70 24.561 25.136 40.686 1.00 0.00 C +ATOM 1108 HA ASP A 70 23.871 24.296 40.566 1.00 0.00 H +ATOM 1109 CB ASP A 70 23.781 26.356 40.346 1.00 0.00 C +ATOM 1110 HB2 ASP A 70 22.991 26.216 41.076 1.00 0.00 H +ATOM 1111 HB3 ASP A 70 24.281 27.266 40.666 1.00 0.00 H +ATOM 1112 CG ASP A 70 23.321 26.576 38.866 1.00 0.00 C +ATOM 1113 OD1 ASP A 70 22.581 25.696 38.336 1.00 0.00 O +ATOM 1114 OD2 ASP A 70 23.481 27.626 38.256 1.00 0.00 O +ATOM 1115 C ASP A 70 25.681 24.746 39.696 1.00 0.00 C +ATOM 1116 O ASP A 70 25.401 24.136 38.716 1.00 0.00 O +ATOM 1117 N VAL A 71 26.941 25.046 40.016 1.00 0.00 N +ATOM 1118 H VAL A 71 27.091 25.606 40.846 1.00 0.00 H +ATOM 1119 CA VAL A 71 28.081 24.486 39.226 1.00 0.00 C +ATOM 1120 HA VAL A 71 27.881 24.726 38.186 1.00 0.00 H +ATOM 1121 CB VAL A 71 29.461 25.096 39.586 1.00 0.00 C +ATOM 1122 HB VAL A 71 29.511 24.976 40.666 1.00 0.00 H +ATOM 1123 CG1 VAL A 71 30.651 24.356 38.886 1.00 0.00 C +ATOM 1124 HG11 VAL A 71 31.551 24.916 39.136 1.00 0.00 H +ATOM 1125 HG12 VAL A 71 30.761 23.316 39.216 1.00 0.00 H +ATOM 1126 HG13 VAL A 71 30.511 24.346 37.806 1.00 0.00 H +ATOM 1127 CG2 VAL A 71 29.581 26.606 39.286 1.00 0.00 C +ATOM 1128 HG21 VAL A 71 29.351 26.796 38.236 1.00 0.00 H +ATOM 1129 HG22 VAL A 71 28.911 27.216 39.906 1.00 0.00 H +ATOM 1130 HG23 VAL A 71 30.581 26.936 39.536 1.00 0.00 H +ATOM 1131 C VAL A 71 28.221 22.986 39.376 1.00 0.00 C +ATOM 1132 O VAL A 71 28.431 22.236 38.406 1.00 0.00 O +ATOM 1133 N ASP A 72 28.031 22.576 40.656 1.00 0.00 N +ATOM 1134 H ASP A 72 27.721 23.266 41.316 1.00 0.00 H +ATOM 1135 CA ASP A 72 27.931 21.116 40.966 1.00 0.00 C +ATOM 1136 HA ASP A 72 28.871 20.626 40.716 1.00 0.00 H +ATOM 1137 CB ASP A 72 27.621 20.996 42.456 1.00 0.00 C +ATOM 1138 HB2 ASP A 72 28.441 21.386 43.066 1.00 0.00 H +ATOM 1139 HB3 ASP A 72 26.801 21.676 42.686 1.00 0.00 H +ATOM 1140 CG ASP A 72 27.501 19.576 42.956 1.00 0.00 C +ATOM 1141 OD1 ASP A 72 26.331 19.286 43.216 1.00 0.00 O +ATOM 1142 OD2 ASP A 72 28.481 18.776 42.846 1.00 0.00 O +ATOM 1143 C ASP A 72 26.891 20.466 40.106 1.00 0.00 C +ATOM 1144 O ASP A 72 27.101 19.436 39.476 1.00 0.00 O +ATOM 1145 N ALA A 73 25.701 21.036 39.966 1.00 0.00 N +ATOM 1146 H ALA A 73 25.581 21.846 40.556 1.00 0.00 H +ATOM 1147 CA ALA A 73 24.661 20.536 39.086 1.00 0.00 C +ATOM 1148 HA ALA A 73 24.561 19.486 39.376 1.00 0.00 H +ATOM 1149 CB ALA A 73 23.441 21.426 39.366 1.00 0.00 C +ATOM 1150 HB1 ALA A 73 23.271 21.546 40.436 1.00 0.00 H +ATOM 1151 HB2 ALA A 73 23.611 22.446 39.016 1.00 0.00 H +ATOM 1152 HB3 ALA A 73 22.571 21.006 38.866 1.00 0.00 H +ATOM 1153 C ALA A 73 25.041 20.556 37.586 1.00 0.00 C +ATOM 1154 O ALA A 73 24.721 19.656 36.866 1.00 0.00 O +ATOM 1155 N ALA A 74 25.841 21.536 37.136 1.00 0.00 N +ATOM 1156 H ALA A 74 26.171 22.226 37.796 1.00 0.00 H +ATOM 1157 CA ALA A 74 26.261 21.526 35.736 1.00 0.00 C +ATOM 1158 HA ALA A 74 25.391 21.426 35.086 1.00 0.00 H +ATOM 1159 CB ALA A 74 26.921 22.866 35.206 1.00 0.00 C +ATOM 1160 HB1 ALA A 74 27.391 22.586 34.266 1.00 0.00 H +ATOM 1161 HB2 ALA A 74 26.141 23.626 35.116 1.00 0.00 H +ATOM 1162 HB3 ALA A 74 27.671 23.176 35.926 1.00 0.00 H +ATOM 1163 C ALA A 74 27.241 20.356 35.426 1.00 0.00 C +ATOM 1164 O ALA A 74 27.211 19.696 34.396 1.00 0.00 O +ATOM 1165 N VAL A 75 28.221 20.136 36.326 1.00 0.00 N +ATOM 1166 H VAL A 75 28.221 20.806 37.086 1.00 0.00 H +ATOM 1167 CA VAL A 75 29.201 18.976 36.316 1.00 0.00 C +ATOM 1168 HA VAL A 75 29.761 18.846 35.396 1.00 0.00 H +ATOM 1169 CB VAL A 75 30.201 19.086 37.416 1.00 0.00 C +ATOM 1170 HB VAL A 75 29.681 19.116 38.366 1.00 0.00 H +ATOM 1171 CG1 VAL A 75 31.131 17.876 37.456 1.00 0.00 C +ATOM 1172 HG11 VAL A 75 31.641 17.846 36.496 1.00 0.00 H +ATOM 1173 HG12 VAL A 75 31.761 17.836 38.346 1.00 0.00 H +ATOM 1174 HG13 VAL A 75 30.531 16.976 37.576 1.00 0.00 H +ATOM 1175 CG2 VAL A 75 31.111 20.356 37.236 1.00 0.00 C +ATOM 1176 HG21 VAL A 75 30.391 21.166 37.276 1.00 0.00 H +ATOM 1177 HG22 VAL A 75 31.851 20.396 38.036 1.00 0.00 H +ATOM 1178 HG23 VAL A 75 31.601 20.246 36.266 1.00 0.00 H +ATOM 1179 C VAL A 75 28.511 17.596 36.346 1.00 0.00 C +ATOM 1180 O VAL A 75 28.841 16.726 35.526 1.00 0.00 O +ATOM 1181 N ARG A 76 27.631 17.306 37.326 1.00 0.00 N +ATOM 1182 H ARG A 76 27.521 17.986 38.076 1.00 0.00 H +ATOM 1183 CA ARG A 76 26.711 16.116 37.246 1.00 0.00 C +ATOM 1184 HA ARG A 76 27.361 15.266 37.426 1.00 0.00 H +ATOM 1185 CB ARG A 76 25.691 16.206 38.386 1.00 0.00 C +ATOM 1186 HB2 ARG A 76 26.201 16.496 39.316 1.00 0.00 H +ATOM 1187 HB3 ARG A 76 25.001 16.996 38.086 1.00 0.00 H +ATOM 1188 CG ARG A 76 24.751 15.026 38.566 1.00 0.00 C +ATOM 1189 HG2 ARG A 76 24.161 14.676 37.716 1.00 0.00 H +ATOM 1190 HG3 ARG A 76 25.371 14.186 38.866 1.00 0.00 H +ATOM 1191 CD ARG A 76 23.651 15.076 39.686 1.00 0.00 C +ATOM 1192 HD2 ARG A 76 23.201 14.096 39.876 1.00 0.00 H +ATOM 1193 HD3 ARG A 76 24.111 15.446 40.616 1.00 0.00 H +ATOM 1194 NE ARG A 76 22.651 16.096 39.436 1.00 0.00 N +ATOM 1195 HE ARG A 76 22.061 15.886 38.646 1.00 0.00 H +ATOM 1196 CZ ARG A 76 22.341 17.236 40.086 1.00 0.00 C +ATOM 1197 NH1 ARG A 76 23.111 17.686 41.056 1.00 0.00 N +ATOM 1198 HH11 ARG A 76 24.011 17.266 41.256 1.00 0.00 H +ATOM 1199 HH12 ARG A 76 22.871 18.576 41.456 1.00 0.00 H +ATOM 1200 NH2 ARG A 76 21.321 17.926 39.736 1.00 0.00 N +ATOM 1201 HH21 ARG A 76 20.851 17.646 38.886 1.00 0.00 H +ATOM 1202 HH22 ARG A 76 20.981 18.686 40.316 1.00 0.00 H +ATOM 1203 C ARG A 76 26.141 15.846 35.866 1.00 0.00 C +ATOM 1204 O ARG A 76 26.141 14.706 35.326 1.00 0.00 O +ATOM 1205 N GLY A 77 25.691 17.006 35.256 1.00 0.00 N +ATOM 1206 H GLY A 77 25.761 17.886 35.746 1.00 0.00 H +ATOM 1207 CA GLY A 77 25.151 16.906 33.876 1.00 0.00 C +ATOM 1208 HA2 GLY A 77 24.361 16.166 33.806 1.00 0.00 H +ATOM 1209 HA3 GLY A 77 24.631 17.816 33.556 1.00 0.00 H +ATOM 1210 C GLY A 77 26.231 16.556 32.756 1.00 0.00 C +ATOM 1211 O GLY A 77 25.981 15.686 31.936 1.00 0.00 O +ATOM 1212 N ILE A 78 27.521 17.036 32.916 1.00 0.00 N +ATOM 1213 H ILE A 78 27.541 17.816 33.566 1.00 0.00 H +ATOM 1214 CA ILE A 78 28.681 16.786 32.056 1.00 0.00 C +ATOM 1215 HA ILE A 78 28.461 16.876 30.996 1.00 0.00 H +ATOM 1216 CB ILE A 78 29.811 17.776 32.326 1.00 0.00 C +ATOM 1217 HB ILE A 78 30.091 17.746 33.376 1.00 0.00 H +ATOM 1218 CG2 ILE A 78 31.101 17.466 31.466 1.00 0.00 C +ATOM 1219 HG21 ILE A 78 31.891 18.216 31.586 1.00 0.00 H +ATOM 1220 HG22 ILE A 78 31.661 16.576 31.746 1.00 0.00 H +ATOM 1221 HG23 ILE A 78 30.851 17.486 30.406 1.00 0.00 H +ATOM 1222 CG1 ILE A 78 29.421 19.226 32.026 1.00 0.00 C +ATOM 1223 HG12 ILE A 78 29.601 19.306 30.946 1.00 0.00 H +ATOM 1224 HG13 ILE A 78 28.371 19.446 32.226 1.00 0.00 H +ATOM 1225 CD1 ILE A 78 30.161 20.306 32.776 1.00 0.00 C +ATOM 1226 HD11 ILE A 78 29.781 21.286 32.486 1.00 0.00 H +ATOM 1227 HD12 ILE A 78 29.951 20.196 33.836 1.00 0.00 H +ATOM 1228 HD13 ILE A 78 31.231 20.286 32.546 1.00 0.00 H +ATOM 1229 C ILE A 78 29.281 15.366 32.246 1.00 0.00 C +ATOM 1230 O ILE A 78 29.551 14.646 31.346 1.00 0.00 O +ATOM 1231 N LEU A 79 29.401 14.866 33.476 1.00 0.00 N +ATOM 1232 H LEU A 79 29.171 15.436 34.276 1.00 0.00 H +ATOM 1233 CA LEU A 79 29.851 13.506 33.746 1.00 0.00 C +ATOM 1234 HA LEU A 79 30.741 13.346 33.136 1.00 0.00 H +ATOM 1235 CB LEU A 79 30.261 13.476 35.256 1.00 0.00 C +ATOM 1236 HB2 LEU A 79 29.371 13.686 35.866 1.00 0.00 H +ATOM 1237 HB3 LEU A 79 30.641 12.466 35.456 1.00 0.00 H +ATOM 1238 CG LEU A 79 31.341 14.406 35.666 1.00 0.00 C +ATOM 1239 HG LEU A 79 31.021 15.426 35.426 1.00 0.00 H +ATOM 1240 CD1 LEU A 79 31.461 14.376 37.246 1.00 0.00 C +ATOM 1241 HD11 LEU A 79 30.481 14.676 37.636 1.00 0.00 H +ATOM 1242 HD12 LEU A 79 31.811 13.396 37.576 1.00 0.00 H +ATOM 1243 HD13 LEU A 79 32.121 15.176 37.556 1.00 0.00 H +ATOM 1244 CD2 LEU A 79 32.711 14.106 35.056 1.00 0.00 C +ATOM 1245 HD21 LEU A 79 33.471 14.656 35.606 1.00 0.00 H +ATOM 1246 HD22 LEU A 79 32.951 13.046 35.146 1.00 0.00 H +ATOM 1247 HD23 LEU A 79 32.621 14.346 33.996 1.00 0.00 H +ATOM 1248 C LEU A 79 28.781 12.496 33.496 1.00 0.00 C +ATOM 1249 O LEU A 79 29.181 11.366 33.426 1.00 0.00 O +ATOM 1250 N ARG A 80 27.591 12.846 33.006 1.00 0.00 N +ATOM 1251 H ARG A 80 27.581 13.836 32.786 1.00 0.00 H +ATOM 1252 CA ARG A 80 26.551 11.986 32.426 1.00 0.00 C +ATOM 1253 HA ARG A 80 26.861 10.936 32.436 1.00 0.00 H +ATOM 1254 CB ARG A 80 25.271 12.226 33.206 1.00 0.00 C +ATOM 1255 HB2 ARG A 80 25.051 13.286 33.326 1.00 0.00 H +ATOM 1256 HB3 ARG A 80 24.421 11.846 32.636 1.00 0.00 H +ATOM 1257 CG ARG A 80 25.331 11.596 34.576 1.00 0.00 C +ATOM 1258 HG2 ARG A 80 25.031 10.556 34.446 1.00 0.00 H +ATOM 1259 HG3 ARG A 80 26.361 11.636 34.946 1.00 0.00 H +ATOM 1260 CD ARG A 80 24.291 12.206 35.526 1.00 0.00 C +ATOM 1261 HD2 ARG A 80 24.501 13.266 35.646 1.00 0.00 H +ATOM 1262 HD3 ARG A 80 23.341 11.926 35.066 1.00 0.00 H +ATOM 1263 NE ARG A 80 24.231 11.446 36.856 1.00 0.00 N +ATOM 1264 HE ARG A 80 25.061 10.966 37.156 1.00 0.00 H +ATOM 1265 CZ ARG A 80 23.371 11.656 37.846 1.00 0.00 C +ATOM 1266 NH1 ARG A 80 22.291 12.346 37.726 1.00 0.00 N +ATOM 1267 HH11 ARG A 80 22.001 12.706 36.836 1.00 0.00 H +ATOM 1268 HH12 ARG A 80 21.741 12.406 38.576 1.00 0.00 H +ATOM 1269 NH2 ARG A 80 23.461 11.006 38.966 1.00 0.00 N +ATOM 1270 HH21 ARG A 80 24.161 10.296 39.166 1.00 0.00 H +ATOM 1271 HH22 ARG A 80 22.661 11.176 39.556 1.00 0.00 H +ATOM 1272 C ARG A 80 26.341 12.286 30.946 1.00 0.00 C +ATOM 1273 O ARG A 80 25.511 11.576 30.366 1.00 0.00 O +ATOM 1274 N ASN A 81 27.051 13.236 30.326 1.00 0.00 N +ATOM 1275 H ASN A 81 27.801 13.606 30.886 1.00 0.00 H +ATOM 1276 CA ASN A 81 27.001 13.506 28.856 1.00 0.00 C +ATOM 1277 HA ASN A 81 26.001 13.256 28.496 1.00 0.00 H +ATOM 1278 CB ASN A 81 27.221 15.026 28.786 1.00 0.00 C +ATOM 1279 HB2 ASN A 81 26.611 15.676 29.426 1.00 0.00 H +ATOM 1280 HB3 ASN A 81 28.221 15.306 29.126 1.00 0.00 H +ATOM 1281 CG ASN A 81 27.081 15.456 27.286 1.00 0.00 C +ATOM 1282 OD1 ASN A 81 27.631 14.886 26.356 1.00 0.00 O +ATOM 1283 ND2 ASN A 81 26.181 16.296 26.966 1.00 0.00 N +ATOM 1284 HD21 ASN A 81 26.081 16.236 25.966 1.00 0.00 H +ATOM 1285 HD22 ASN A 81 25.641 16.816 27.636 1.00 0.00 H +ATOM 1286 C ASN A 81 28.101 12.736 28.136 1.00 0.00 C +ATOM 1287 O ASN A 81 29.251 12.926 28.406 1.00 0.00 O +ATOM 1288 N ALA A 82 27.671 11.836 27.266 1.00 0.00 N +ATOM 1289 H ALA A 82 26.701 11.576 27.206 1.00 0.00 H +ATOM 1290 CA ALA A 82 28.571 10.856 26.676 1.00 0.00 C +ATOM 1291 HA ALA A 82 29.261 10.476 27.426 1.00 0.00 H +ATOM 1292 CB ALA A 82 27.661 9.786 26.176 1.00 0.00 C +ATOM 1293 HB1 ALA A 82 27.111 10.026 25.276 1.00 0.00 H +ATOM 1294 HB2 ALA A 82 28.221 8.906 25.846 1.00 0.00 H +ATOM 1295 HB3 ALA A 82 26.871 9.546 26.886 1.00 0.00 H +ATOM 1296 C ALA A 82 29.421 11.496 25.506 1.00 0.00 C +ATOM 1297 O ALA A 82 30.321 10.906 24.966 1.00 0.00 O +ATOM 1298 N LYS A 83 29.111 12.776 25.126 1.00 0.00 N +ATOM 1299 H LYS A 83 28.401 13.246 25.676 1.00 0.00 H +ATOM 1300 CA LYS A 83 29.961 13.706 24.256 1.00 0.00 C +ATOM 1301 HA LYS A 83 30.661 13.146 23.636 1.00 0.00 H +ATOM 1302 CB LYS A 83 29.021 14.466 23.266 1.00 0.00 C +ATOM 1303 HB2 LYS A 83 28.331 13.756 22.826 1.00 0.00 H +ATOM 1304 HB3 LYS A 83 28.561 15.216 23.916 1.00 0.00 H +ATOM 1305 CG LYS A 83 29.871 15.076 22.126 1.00 0.00 C +ATOM 1306 HG2 LYS A 83 30.891 15.276 22.466 1.00 0.00 H +ATOM 1307 HG3 LYS A 83 29.881 14.356 21.306 1.00 0.00 H +ATOM 1308 CD LYS A 83 29.371 16.446 21.556 1.00 0.00 C +ATOM 1309 HD2 LYS A 83 29.411 17.126 22.406 1.00 0.00 H +ATOM 1310 HD3 LYS A 83 29.961 16.736 20.686 1.00 0.00 H +ATOM 1311 CE LYS A 83 27.891 16.306 21.136 1.00 0.00 C +ATOM 1312 HE2 LYS A 83 27.701 15.346 20.656 1.00 0.00 H +ATOM 1313 HE3 LYS A 83 27.261 16.436 22.006 1.00 0.00 H +ATOM 1314 NZ LYS A 83 27.451 17.286 20.146 1.00 0.00 N +ATOM 1315 HZ1 LYS A 83 27.931 16.996 19.306 1.00 0.00 H +ATOM 1316 HZ2 LYS A 83 26.461 17.256 19.966 1.00 0.00 H +ATOM 1317 HZ3 LYS A 83 27.681 18.246 20.346 1.00 0.00 H +ATOM 1318 C LYS A 83 30.871 14.566 25.096 1.00 0.00 C +ATOM 1319 O LYS A 83 32.011 14.746 24.736 1.00 0.00 O +ATOM 1320 N LEU A 84 30.381 15.256 26.146 1.00 0.00 N +ATOM 1321 H LEU A 84 29.401 15.156 26.356 1.00 0.00 H +ATOM 1322 CA LEU A 84 31.131 16.346 26.826 1.00 0.00 C +ATOM 1323 HA LEU A 84 31.801 16.706 26.046 1.00 0.00 H +ATOM 1324 CB LEU A 84 30.191 17.486 27.286 1.00 0.00 C +ATOM 1325 HB2 LEU A 84 29.481 17.026 27.976 1.00 0.00 H +ATOM 1326 HB3 LEU A 84 30.831 18.156 27.856 1.00 0.00 H +ATOM 1327 CG LEU A 84 29.341 18.206 26.156 1.00 0.00 C +ATOM 1328 HG LEU A 84 28.601 17.536 25.716 1.00 0.00 H +ATOM 1329 CD1 LEU A 84 28.841 19.466 26.806 1.00 0.00 C +ATOM 1330 HD11 LEU A 84 29.651 20.146 27.056 1.00 0.00 H +ATOM 1331 HD12 LEU A 84 28.151 19.996 26.146 1.00 0.00 H +ATOM 1332 HD13 LEU A 84 28.321 19.226 27.736 1.00 0.00 H +ATOM 1333 CD2 LEU A 84 30.291 18.596 24.986 1.00 0.00 C +ATOM 1334 HD21 LEU A 84 29.791 19.036 24.116 1.00 0.00 H +ATOM 1335 HD22 LEU A 84 31.081 19.256 25.366 1.00 0.00 H +ATOM 1336 HD23 LEU A 84 30.791 17.666 24.696 1.00 0.00 H +ATOM 1337 C LEU A 84 32.011 15.946 27.996 1.00 0.00 C +ATOM 1338 O LEU A 84 32.841 16.736 28.456 1.00 0.00 O +ATOM 1339 N LYS A 85 31.781 14.766 28.546 1.00 0.00 N +ATOM 1340 H LYS A 85 31.091 14.096 28.236 1.00 0.00 H +ATOM 1341 CA LYS A 85 32.791 14.226 29.546 1.00 0.00 C +ATOM 1342 HA LYS A 85 32.841 14.886 30.416 1.00 0.00 H +ATOM 1343 CB LYS A 85 32.281 12.866 30.156 1.00 0.00 C +ATOM 1344 HB2 LYS A 85 31.301 13.166 30.516 1.00 0.00 H +ATOM 1345 HB3 LYS A 85 32.221 12.106 29.376 1.00 0.00 H +ATOM 1346 CG LYS A 85 33.101 12.286 31.306 1.00 0.00 C +ATOM 1347 HG2 LYS A 85 34.131 12.166 30.986 1.00 0.00 H +ATOM 1348 HG3 LYS A 85 33.111 12.986 32.146 1.00 0.00 H +ATOM 1349 CD LYS A 85 32.581 10.956 31.866 1.00 0.00 C +ATOM 1350 HD2 LYS A 85 31.671 11.166 32.426 1.00 0.00 H +ATOM 1351 HD3 LYS A 85 32.231 10.336 31.036 1.00 0.00 H +ATOM 1352 CE LYS A 85 33.641 10.336 32.756 1.00 0.00 C +ATOM 1353 HE2 LYS A 85 34.361 9.846 32.096 1.00 0.00 H +ATOM 1354 HE3 LYS A 85 34.131 11.136 33.316 1.00 0.00 H +ATOM 1355 NZ LYS A 85 33.051 9.346 33.606 1.00 0.00 N +ATOM 1356 HZ1 LYS A 85 32.421 8.706 33.146 1.00 0.00 H +ATOM 1357 HZ2 LYS A 85 33.761 8.736 34.006 1.00 0.00 H +ATOM 1358 HZ3 LYS A 85 32.441 9.736 34.316 1.00 0.00 H +ATOM 1359 C LYS A 85 34.251 14.126 29.106 1.00 0.00 C +ATOM 1360 O LYS A 85 35.131 14.846 29.576 1.00 0.00 O +ATOM 1361 N PRO A 86 34.631 13.356 28.006 1.00 0.00 N +ATOM 1362 CD PRO A 86 33.811 12.626 27.116 1.00 0.00 C +ATOM 1363 HD2 PRO A 86 32.781 12.986 26.996 1.00 0.00 H +ATOM 1364 HD3 PRO A 86 33.661 11.656 27.576 1.00 0.00 H +ATOM 1365 CG PRO A 86 34.461 12.496 25.726 1.00 0.00 C +ATOM 1366 HG2 PRO A 86 34.441 13.416 25.146 1.00 0.00 H +ATOM 1367 HG3 PRO A 86 34.101 11.586 25.256 1.00 0.00 H +ATOM 1368 CB PRO A 86 35.941 12.396 26.246 1.00 0.00 C +ATOM 1369 HB2 PRO A 86 36.691 12.656 25.496 1.00 0.00 H +ATOM 1370 HB3 PRO A 86 36.151 11.376 26.566 1.00 0.00 H +ATOM 1371 CA PRO A 86 35.981 13.296 27.486 1.00 0.00 C +ATOM 1372 HA PRO A 86 36.671 12.886 28.216 1.00 0.00 H +ATOM 1373 C PRO A 86 36.621 14.706 27.106 1.00 0.00 C +ATOM 1374 O PRO A 86 37.861 14.816 26.986 1.00 0.00 O +ATOM 1375 N VAL A 87 35.741 15.656 26.786 1.00 0.00 N +ATOM 1376 H VAL A 87 34.741 15.516 26.856 1.00 0.00 H +ATOM 1377 CA VAL A 87 36.101 17.046 26.506 1.00 0.00 C +ATOM 1378 HA VAL A 87 36.981 17.106 25.856 1.00 0.00 H +ATOM 1379 CB VAL A 87 35.051 17.766 25.796 1.00 0.00 C +ATOM 1380 HB VAL A 87 34.171 17.836 26.436 1.00 0.00 H +ATOM 1381 CG1 VAL A 87 35.521 19.236 25.616 1.00 0.00 C +ATOM 1382 HG11 VAL A 87 34.921 19.726 24.846 1.00 0.00 H +ATOM 1383 HG12 VAL A 87 35.411 19.946 26.436 1.00 0.00 H +ATOM 1384 HG13 VAL A 87 36.601 19.276 25.426 1.00 0.00 H +ATOM 1385 CG2 VAL A 87 34.701 17.186 24.436 1.00 0.00 C +ATOM 1386 HG21 VAL A 87 33.881 17.586 23.846 1.00 0.00 H +ATOM 1387 HG22 VAL A 87 35.531 17.196 23.736 1.00 0.00 H +ATOM 1388 HG23 VAL A 87 34.471 16.126 24.596 1.00 0.00 H +ATOM 1389 C VAL A 87 36.461 17.746 27.816 1.00 0.00 C +ATOM 1390 O VAL A 87 37.551 18.256 27.866 1.00 0.00 O +ATOM 1391 N TYR A 88 35.641 17.676 28.836 1.00 0.00 N +ATOM 1392 H TYR A 88 34.801 17.116 28.796 1.00 0.00 H +ATOM 1393 CA TYR A 88 35.961 18.146 30.226 1.00 0.00 C +ATOM 1394 HA TYR A 88 36.231 19.196 30.156 1.00 0.00 H +ATOM 1395 CB TYR A 88 34.741 17.936 31.056 1.00 0.00 C +ATOM 1396 HB2 TYR A 88 33.881 17.996 30.376 1.00 0.00 H +ATOM 1397 HB3 TYR A 88 34.841 16.906 31.396 1.00 0.00 H +ATOM 1398 CG TYR A 88 34.561 18.926 32.226 1.00 0.00 C +ATOM 1399 CD1 TYR A 88 34.441 20.296 32.076 1.00 0.00 C +ATOM 1400 HD1 TYR A 88 34.491 20.736 31.096 1.00 0.00 H +ATOM 1401 CE1 TYR A 88 34.281 21.116 33.156 1.00 0.00 C +ATOM 1402 HE1 TYR A 88 34.241 22.186 33.016 1.00 0.00 H +ATOM 1403 CZ TYR A 88 34.141 20.636 34.476 1.00 0.00 C +ATOM 1404 OH TYR A 88 33.841 21.366 35.566 1.00 0.00 O +ATOM 1405 HH TYR A 88 33.901 20.896 36.406 1.00 0.00 H +ATOM 1406 CE2 TYR A 88 34.201 19.206 34.676 1.00 0.00 C +ATOM 1407 HE2 TYR A 88 33.981 18.696 35.606 1.00 0.00 H +ATOM 1408 CD2 TYR A 88 34.441 18.426 33.576 1.00 0.00 C +ATOM 1409 HD2 TYR A 88 34.481 17.346 33.676 1.00 0.00 H +ATOM 1410 C TYR A 88 37.201 17.356 30.786 1.00 0.00 C +ATOM 1411 O TYR A 88 38.111 18.046 31.326 1.00 0.00 O +ATOM 1412 N ASP A 89 37.341 16.046 30.566 1.00 0.00 N +ATOM 1413 H ASP A 89 36.671 15.656 29.926 1.00 0.00 H +ATOM 1414 CA ASP A 89 38.361 15.166 30.926 1.00 0.00 C +ATOM 1415 HA ASP A 89 38.541 15.246 32.006 1.00 0.00 H +ATOM 1416 CB ASP A 89 38.061 13.696 30.596 1.00 0.00 C +ATOM 1417 HB2 ASP A 89 37.011 13.526 30.826 1.00 0.00 H +ATOM 1418 HB3 ASP A 89 38.311 13.366 29.586 1.00 0.00 H +ATOM 1419 CG ASP A 89 38.941 12.846 31.616 1.00 0.00 C +ATOM 1420 OD1 ASP A 89 38.661 12.886 32.826 1.00 0.00 O +ATOM 1421 OD2 ASP A 89 39.811 12.086 31.236 1.00 0.00 O +ATOM 1422 C ASP A 89 39.681 15.646 30.336 1.00 0.00 C +ATOM 1423 O ASP A 89 40.740 15.596 30.976 1.00 0.00 O +ATOM 1424 N SER A 90 39.691 16.226 29.136 1.00 0.00 N +ATOM 1425 H SER A 90 38.831 16.336 28.626 1.00 0.00 H +ATOM 1426 CA SER A 90 40.900 16.796 28.406 1.00 0.00 C +ATOM 1427 HA SER A 90 41.790 16.196 28.576 1.00 0.00 H +ATOM 1428 CB SER A 90 40.690 16.686 26.886 1.00 0.00 C +ATOM 1429 HB2 SER A 90 39.761 17.216 26.686 1.00 0.00 H +ATOM 1430 HB3 SER A 90 41.550 17.056 26.336 1.00 0.00 H +ATOM 1431 OG SER A 90 40.460 15.346 26.416 1.00 0.00 O +ATOM 1432 HG SER A 90 39.511 15.186 26.336 1.00 0.00 H +ATOM 1433 C SER A 90 41.280 18.216 28.796 1.00 0.00 C +ATOM 1434 O SER A 90 42.440 18.626 28.726 1.00 0.00 O +ATOM 1435 N LEU A 91 40.381 18.986 29.426 1.00 0.00 N +ATOM 1436 H LEU A 91 39.501 18.536 29.636 1.00 0.00 H +ATOM 1437 CA LEU A 91 40.630 20.266 29.926 1.00 0.00 C +ATOM 1438 HA LEU A 91 41.380 20.786 29.326 1.00 0.00 H +ATOM 1439 CB LEU A 91 39.351 21.146 29.966 1.00 0.00 C +ATOM 1440 HB2 LEU A 91 38.661 20.646 30.646 1.00 0.00 H +ATOM 1441 HB3 LEU A 91 39.521 22.126 30.416 1.00 0.00 H +ATOM 1442 CG LEU A 91 38.731 21.346 28.526 1.00 0.00 C +ATOM 1443 HG LEU A 91 38.481 20.416 28.006 1.00 0.00 H +ATOM 1444 CD1 LEU A 91 37.351 22.136 28.706 1.00 0.00 C +ATOM 1445 HD11 LEU A 91 36.971 22.326 27.706 1.00 0.00 H +ATOM 1446 HD12 LEU A 91 36.671 21.526 29.296 1.00 0.00 H +ATOM 1447 HD13 LEU A 91 37.551 23.046 29.286 1.00 0.00 H +ATOM 1448 CD2 LEU A 91 39.511 22.376 27.666 1.00 0.00 C +ATOM 1449 HD21 LEU A 91 39.271 22.226 26.616 1.00 0.00 H +ATOM 1450 HD22 LEU A 91 39.221 23.396 27.906 1.00 0.00 H +ATOM 1451 HD23 LEU A 91 40.580 22.436 27.886 1.00 0.00 H +ATOM 1452 C LEU A 91 41.320 20.186 31.306 1.00 0.00 C +ATOM 1453 O LEU A 91 41.160 19.156 32.016 1.00 0.00 O +ATOM 1454 N ASP A 92 42.120 21.176 31.616 1.00 0.00 N +ATOM 1455 H ASP A 92 42.200 21.836 30.856 1.00 0.00 H +ATOM 1456 CA ASP A 92 42.830 21.526 32.906 1.00 0.00 C +ATOM 1457 HA ASP A 92 42.650 20.656 33.536 1.00 0.00 H +ATOM 1458 CB ASP A 92 44.370 21.686 32.716 1.00 0.00 C +ATOM 1459 HB2 ASP A 92 44.830 21.926 33.676 1.00 0.00 H +ATOM 1460 HB3 ASP A 92 44.760 20.686 32.516 1.00 0.00 H +ATOM 1461 CG ASP A 92 44.820 22.616 31.606 1.00 0.00 C +ATOM 1462 OD1 ASP A 92 44.050 23.426 31.106 1.00 0.00 O +ATOM 1463 OD2 ASP A 92 46.030 22.636 31.286 1.00 0.00 O +ATOM 1464 C ASP A 92 42.100 22.646 33.646 1.00 0.00 C +ATOM 1465 O ASP A 92 41.090 23.156 33.146 1.00 0.00 O +ATOM 1466 N ALA A 93 42.500 22.926 34.856 1.00 0.00 N +ATOM 1467 H ALA A 93 43.320 22.466 35.226 1.00 0.00 H +ATOM 1468 CA ALA A 93 41.620 23.596 35.766 1.00 0.00 C +ATOM 1469 HA ALA A 93 40.720 22.986 35.866 1.00 0.00 H +ATOM 1470 CB ALA A 93 42.370 23.666 37.146 1.00 0.00 C +ATOM 1471 HB1 ALA A 93 43.130 24.446 37.176 1.00 0.00 H +ATOM 1472 HB2 ALA A 93 41.600 23.866 37.886 1.00 0.00 H +ATOM 1473 HB3 ALA A 93 42.820 22.706 37.406 1.00 0.00 H +ATOM 1474 C ALA A 93 41.080 25.006 35.466 1.00 0.00 C +ATOM 1475 O ALA A 93 39.951 25.306 35.776 1.00 0.00 O +ATOM 1476 N VAL A 94 41.870 25.976 34.996 1.00 0.00 N +ATOM 1477 H VAL A 94 42.760 25.636 34.646 1.00 0.00 H +ATOM 1478 CA VAL A 94 41.420 27.266 34.526 1.00 0.00 C +ATOM 1479 HA VAL A 94 40.640 27.576 35.236 1.00 0.00 H +ATOM 1480 CB VAL A 94 42.500 28.346 34.596 1.00 0.00 C +ATOM 1481 HB VAL A 94 43.090 28.216 33.686 1.00 0.00 H +ATOM 1482 CG1 VAL A 94 41.790 29.686 34.686 1.00 0.00 C +ATOM 1483 HG11 VAL A 94 41.090 29.596 35.526 1.00 0.00 H +ATOM 1484 HG12 VAL A 94 42.520 30.476 34.876 1.00 0.00 H +ATOM 1485 HG13 VAL A 94 41.340 29.956 33.736 1.00 0.00 H +ATOM 1486 CG2 VAL A 94 43.580 28.236 35.626 1.00 0.00 C +ATOM 1487 HG21 VAL A 94 44.170 27.336 35.436 1.00 0.00 H +ATOM 1488 HG22 VAL A 94 44.240 29.096 35.516 1.00 0.00 H +ATOM 1489 HG23 VAL A 94 43.080 28.336 36.586 1.00 0.00 H +ATOM 1490 C VAL A 94 40.610 27.276 33.196 1.00 0.00 C +ATOM 1491 O VAL A 94 39.611 28.046 33.086 1.00 0.00 O +ATOM 1492 N ARG A 95 40.990 26.346 32.296 1.00 0.00 N +ATOM 1493 H ARG A 95 41.870 25.906 32.506 1.00 0.00 H +ATOM 1494 CA ARG A 95 40.111 26.006 31.066 1.00 0.00 C +ATOM 1495 HA ARG A 95 39.941 26.956 30.556 1.00 0.00 H +ATOM 1496 CB ARG A 95 40.880 25.166 30.066 1.00 0.00 C +ATOM 1497 HB2 ARG A 95 41.090 24.236 30.606 1.00 0.00 H +ATOM 1498 HB3 ARG A 95 40.251 24.936 29.196 1.00 0.00 H +ATOM 1499 CG ARG A 95 42.080 25.886 29.376 1.00 0.00 C +ATOM 1500 HG2 ARG A 95 41.710 26.806 28.926 1.00 0.00 H +ATOM 1501 HG3 ARG A 95 42.750 26.356 30.086 1.00 0.00 H +ATOM 1502 CD ARG A 95 42.880 25.076 28.396 1.00 0.00 C +ATOM 1503 HD2 ARG A 95 43.260 24.216 28.946 1.00 0.00 H +ATOM 1504 HD3 ARG A 95 42.230 24.716 27.596 1.00 0.00 H +ATOM 1505 NE ARG A 95 44.060 25.766 27.866 1.00 0.00 N +ATOM 1506 HE ARG A 95 43.870 26.426 27.126 1.00 0.00 H +ATOM 1507 CZ ARG A 95 45.360 25.486 28.106 1.00 0.00 C +ATOM 1508 NH1 ARG A 95 45.760 24.626 28.956 1.00 0.00 N +ATOM 1509 HH11 ARG A 95 45.080 24.026 29.406 1.00 0.00 H +ATOM 1510 HH12 ARG A 95 46.670 24.526 29.376 1.00 0.00 H +ATOM 1511 NH2 ARG A 95 46.240 26.156 27.446 1.00 0.00 N +ATOM 1512 HH21 ARG A 95 45.910 26.726 26.686 1.00 0.00 H +ATOM 1513 HH22 ARG A 95 47.190 25.826 27.526 1.00 0.00 H +ATOM 1514 C ARG A 95 38.811 25.316 31.366 1.00 0.00 C +ATOM 1515 O ARG A 95 37.761 25.566 30.786 1.00 0.00 O +ATOM 1516 N ARG A 96 38.791 24.516 32.516 1.00 0.00 N +ATOM 1517 H ARG A 96 39.671 24.336 32.976 1.00 0.00 H +ATOM 1518 CA ARG A 96 37.461 24.106 33.136 1.00 0.00 C +ATOM 1519 HA ARG A 96 36.831 23.616 32.396 1.00 0.00 H +ATOM 1520 CB ARG A 96 37.601 23.056 34.276 1.00 0.00 C +ATOM 1521 HB2 ARG A 96 38.301 23.476 35.006 1.00 0.00 H +ATOM 1522 HB3 ARG A 96 36.631 22.846 34.716 1.00 0.00 H +ATOM 1523 CG ARG A 96 38.211 21.746 33.706 1.00 0.00 C +ATOM 1524 HG2 ARG A 96 37.511 21.386 32.956 1.00 0.00 H +ATOM 1525 HG3 ARG A 96 39.141 22.056 33.236 1.00 0.00 H +ATOM 1526 CD ARG A 96 38.351 20.656 34.746 1.00 0.00 C +ATOM 1527 HD2 ARG A 96 38.921 20.966 35.616 1.00 0.00 H +ATOM 1528 HD3 ARG A 96 37.351 20.436 35.126 1.00 0.00 H +ATOM 1529 NE ARG A 96 38.941 19.406 34.206 1.00 0.00 N +ATOM 1530 HE ARG A 96 39.391 19.396 33.296 1.00 0.00 H +ATOM 1531 CZ ARG A 96 38.711 18.216 34.716 1.00 0.00 C +ATOM 1532 NH1 ARG A 96 38.401 17.986 35.956 1.00 0.00 N +ATOM 1533 HH11 ARG A 96 38.211 18.746 36.596 1.00 0.00 H +ATOM 1534 HH12 ARG A 96 38.151 17.036 36.206 1.00 0.00 H +ATOM 1535 NH2 ARG A 96 38.801 17.136 33.996 1.00 0.00 N +ATOM 1536 HH21 ARG A 96 38.881 17.286 32.996 1.00 0.00 H +ATOM 1537 HH22 ARG A 96 38.441 16.236 34.286 1.00 0.00 H +ATOM 1538 C ARG A 96 36.631 25.326 33.656 1.00 0.00 C +ATOM 1539 O ARG A 96 35.411 25.166 33.656 1.00 0.00 O +ATOM 1540 N CYS A 97 37.231 26.476 34.006 1.00 0.00 N +ATOM 1541 H CYS A 97 38.231 26.486 33.826 1.00 0.00 H +ATOM 1542 CA CYS A 97 36.441 27.596 34.516 1.00 0.00 C +ATOM 1543 HA CYS A 97 35.591 27.216 35.086 1.00 0.00 H +ATOM 1544 CB CYS A 97 37.321 28.476 35.466 1.00 0.00 C +ATOM 1545 HB2 CYS A 97 38.291 28.706 35.026 1.00 0.00 H +ATOM 1546 HB3 CYS A 97 36.721 29.376 35.616 1.00 0.00 H +ATOM 1547 SG CYS A 97 37.501 27.606 37.016 1.00 0.00 S +ATOM 1548 HG CYS A 97 38.711 27.136 36.706 1.00 0.00 H +ATOM 1549 C CYS A 97 35.901 28.416 33.286 1.00 0.00 C +ATOM 1550 O CYS A 97 34.781 28.896 33.316 1.00 0.00 O +ATOM 1551 N ALA A 98 36.691 28.486 32.236 1.00 0.00 N +ATOM 1552 H ALA A 98 37.621 28.126 32.426 1.00 0.00 H +ATOM 1553 CA ALA A 98 36.201 28.896 30.906 1.00 0.00 C +ATOM 1554 HA ALA A 98 35.801 29.906 30.966 1.00 0.00 H +ATOM 1555 CB ALA A 98 37.361 28.976 29.906 1.00 0.00 C +ATOM 1556 HB1 ALA A 98 37.021 28.446 29.016 1.00 0.00 H +ATOM 1557 HB2 ALA A 98 37.621 30.006 29.686 1.00 0.00 H +ATOM 1558 HB3 ALA A 98 38.281 28.496 30.236 1.00 0.00 H +ATOM 1559 C ALA A 98 35.051 28.006 30.406 1.00 0.00 C +ATOM 1560 O ALA A 98 33.981 28.496 30.006 1.00 0.00 O +ATOM 1561 N ALA A 99 35.141 26.736 30.606 1.00 0.00 N +ATOM 1562 H ALA A 99 36.041 26.286 30.716 1.00 0.00 H +ATOM 1563 CA ALA A 99 34.141 25.766 30.276 1.00 0.00 C +ATOM 1564 HA ALA A 99 34.001 25.856 29.196 1.00 0.00 H +ATOM 1565 CB ALA A 99 34.701 24.376 30.696 1.00 0.00 C +ATOM 1566 HB1 ALA A 99 34.141 23.636 30.126 1.00 0.00 H +ATOM 1567 HB2 ALA A 99 35.731 24.226 30.406 1.00 0.00 H +ATOM 1568 HB3 ALA A 99 34.561 24.056 31.736 1.00 0.00 H +ATOM 1569 C ALA A 99 32.791 25.996 30.996 1.00 0.00 C +ATOM 1570 O ALA A 99 31.731 25.956 30.396 1.00 0.00 O +ATOM 1571 N ILE A 100 32.821 26.186 32.346 1.00 0.00 N +ATOM 1572 H ILE A 100 33.671 26.256 32.886 1.00 0.00 H +ATOM 1573 CA ILE A 100 31.621 26.476 33.126 1.00 0.00 C +ATOM 1574 HA ILE A 100 30.851 25.716 32.986 1.00 0.00 H +ATOM 1575 CB ILE A 100 32.041 26.376 34.666 1.00 0.00 C +ATOM 1576 HB ILE A 100 32.941 26.966 34.796 1.00 0.00 H +ATOM 1577 CG2 ILE A 100 30.911 26.806 35.566 1.00 0.00 C +ATOM 1578 HG21 ILE A 100 30.891 27.886 35.746 1.00 0.00 H +ATOM 1579 HG22 ILE A 100 29.941 26.566 35.116 1.00 0.00 H +ATOM 1580 HG23 ILE A 100 30.871 26.246 36.496 1.00 0.00 H +ATOM 1581 CG1 ILE A 100 32.301 24.896 35.006 1.00 0.00 C +ATOM 1582 HG12 ILE A 100 33.101 24.486 34.396 1.00 0.00 H +ATOM 1583 HG13 ILE A 100 32.631 24.896 36.046 1.00 0.00 H +ATOM 1584 CD1 ILE A 100 31.141 23.916 34.836 1.00 0.00 C +ATOM 1585 HD11 ILE A 100 30.221 24.296 35.296 1.00 0.00 H +ATOM 1586 HD12 ILE A 100 30.891 23.616 33.816 1.00 0.00 H +ATOM 1587 HD13 ILE A 100 31.391 22.996 35.366 1.00 0.00 H +ATOM 1588 C ILE A 100 31.021 27.896 32.896 1.00 0.00 C +ATOM 1589 O ILE A 100 29.801 27.976 32.906 1.00 0.00 O +ATOM 1590 N ASN A 101 31.831 28.956 32.596 1.00 0.00 N +ATOM 1591 H ASN A 101 32.831 28.906 32.716 1.00 0.00 H +ATOM 1592 CA ASN A 101 31.331 30.236 32.226 1.00 0.00 C +ATOM 1593 HA ASN A 101 30.771 30.646 33.066 1.00 0.00 H +ATOM 1594 CB ASN A 101 32.551 31.106 32.076 1.00 0.00 C +ATOM 1595 HB2 ASN A 101 33.161 30.946 32.976 1.00 0.00 H +ATOM 1596 HB3 ASN A 101 33.151 30.736 31.246 1.00 0.00 H +ATOM 1597 CG ASN A 101 32.271 32.566 31.916 1.00 0.00 C +ATOM 1598 OD1 ASN A 101 31.611 33.036 30.966 1.00 0.00 O +ATOM 1599 ND2 ASN A 101 32.681 33.376 32.856 1.00 0.00 N +ATOM 1600 HD21 ASN A 101 32.491 34.366 32.766 1.00 0.00 H +ATOM 1601 HD22 ASN A 101 33.231 33.026 33.626 1.00 0.00 H +ATOM 1602 C ASN A 101 30.511 30.226 30.916 1.00 0.00 C +ATOM 1603 O ASN A 101 29.531 30.996 30.856 1.00 0.00 O +ATOM 1604 N MET A 102 30.761 29.376 29.966 1.00 0.00 N +ATOM 1605 H MET A 102 31.651 28.896 30.066 1.00 0.00 H +ATOM 1606 CA MET A 102 30.021 29.136 28.716 1.00 0.00 C +ATOM 1607 HA MET A 102 29.581 30.076 28.386 1.00 0.00 H +ATOM 1608 CB MET A 102 31.091 28.756 27.666 1.00 0.00 C +ATOM 1609 HB2 MET A 102 31.801 29.576 27.706 1.00 0.00 H +ATOM 1610 HB3 MET A 102 31.531 27.766 27.826 1.00 0.00 H +ATOM 1611 CG MET A 102 30.601 28.846 26.316 1.00 0.00 C +ATOM 1612 HG2 MET A 102 29.691 28.266 26.206 1.00 0.00 H +ATOM 1613 HG3 MET A 102 30.391 29.906 26.206 1.00 0.00 H +ATOM 1614 SD MET A 102 31.811 28.296 25.046 1.00 0.00 S +ATOM 1615 CE MET A 102 31.061 28.886 23.456 1.00 0.00 C +ATOM 1616 HE1 MET A 102 30.971 29.976 23.416 1.00 0.00 H +ATOM 1617 HE2 MET A 102 31.791 28.646 22.686 1.00 0.00 H +ATOM 1618 HE3 MET A 102 30.141 28.396 23.146 1.00 0.00 H +ATOM 1619 C MET A 102 28.841 28.146 28.836 1.00 0.00 C +ATOM 1620 O MET A 102 27.771 28.466 28.296 1.00 0.00 O +ATOM 1621 N VAL A 103 28.921 27.066 29.656 1.00 0.00 N +ATOM 1622 H VAL A 103 29.791 26.986 30.146 1.00 0.00 H +ATOM 1623 CA VAL A 103 27.741 26.366 30.116 1.00 0.00 C +ATOM 1624 HA VAL A 103 27.231 25.946 29.246 1.00 0.00 H +ATOM 1625 CB VAL A 103 28.221 25.126 30.976 1.00 0.00 C +ATOM 1626 HB VAL A 103 28.901 25.516 31.736 1.00 0.00 H +ATOM 1627 CG1 VAL A 103 27.141 24.396 31.716 1.00 0.00 C +ATOM 1628 HG11 VAL A 103 27.491 23.456 32.136 1.00 0.00 H +ATOM 1629 HG12 VAL A 103 26.881 25.046 32.546 1.00 0.00 H +ATOM 1630 HG13 VAL A 103 26.231 24.316 31.126 1.00 0.00 H +ATOM 1631 CG2 VAL A 103 28.851 24.126 29.986 1.00 0.00 C +ATOM 1632 HG21 VAL A 103 29.611 24.576 29.346 1.00 0.00 H +ATOM 1633 HG22 VAL A 103 29.401 23.446 30.646 1.00 0.00 H +ATOM 1634 HG23 VAL A 103 27.941 23.696 29.586 1.00 0.00 H +ATOM 1635 C VAL A 103 26.761 27.256 30.926 1.00 0.00 C +ATOM 1636 O VAL A 103 25.531 27.056 30.796 1.00 0.00 O +ATOM 1637 N PHE A 104 27.231 28.236 31.696 1.00 0.00 N +ATOM 1638 H PHE A 104 28.221 28.386 31.836 1.00 0.00 H +ATOM 1639 CA PHE A 104 26.311 29.146 32.426 1.00 0.00 C +ATOM 1640 HA PHE A 104 25.391 28.666 32.776 1.00 0.00 H +ATOM 1641 CB PHE A 104 27.061 29.786 33.646 1.00 0.00 C +ATOM 1642 HB2 PHE A 104 28.121 29.866 33.426 1.00 0.00 H +ATOM 1643 HB3 PHE A 104 26.621 30.766 33.856 1.00 0.00 H +ATOM 1644 CG PHE A 104 26.821 28.996 34.946 1.00 0.00 C +ATOM 1645 CD1 PHE A 104 26.371 29.646 36.156 1.00 0.00 C +ATOM 1646 HD1 PHE A 104 26.341 30.726 36.196 1.00 0.00 H +ATOM 1647 CE1 PHE A 104 26.201 28.896 37.326 1.00 0.00 C +ATOM 1648 HE1 PHE A 104 25.871 29.416 38.216 1.00 0.00 H +ATOM 1649 CZ PHE A 104 26.431 27.516 37.366 1.00 0.00 C +ATOM 1650 HZ PHE A 104 26.421 26.926 38.266 1.00 0.00 H +ATOM 1651 CE2 PHE A 104 26.761 26.896 36.086 1.00 0.00 C +ATOM 1652 HE2 PHE A 104 26.881 25.826 36.146 1.00 0.00 H +ATOM 1653 CD2 PHE A 104 27.041 27.616 34.976 1.00 0.00 C +ATOM 1654 HD2 PHE A 104 27.371 27.156 34.056 1.00 0.00 H +ATOM 1655 C PHE A 104 25.851 30.276 31.516 1.00 0.00 C +ATOM 1656 O PHE A 104 24.821 30.846 31.916 1.00 0.00 O +ATOM 1657 N GLN A 105 26.421 30.546 30.346 1.00 0.00 N +ATOM 1658 H GLN A 105 27.391 30.296 30.176 1.00 0.00 H +ATOM 1659 CA GLN A 105 25.931 31.586 29.456 1.00 0.00 C +ATOM 1660 HA GLN A 105 25.451 32.296 30.136 1.00 0.00 H +ATOM 1661 CB GLN A 105 27.071 32.286 28.756 1.00 0.00 C +ATOM 1662 HB2 GLN A 105 27.861 32.466 29.486 1.00 0.00 H +ATOM 1663 HB3 GLN A 105 27.501 31.646 27.986 1.00 0.00 H +ATOM 1664 CG GLN A 105 26.711 33.616 28.196 1.00 0.00 C +ATOM 1665 HG2 GLN A 105 25.861 33.556 27.516 1.00 0.00 H +ATOM 1666 HG3 GLN A 105 26.501 34.236 29.066 1.00 0.00 H +ATOM 1667 CD GLN A 105 27.801 34.346 27.396 1.00 0.00 C +ATOM 1668 OE1 GLN A 105 28.981 34.056 27.426 1.00 0.00 O +ATOM 1669 NE2 GLN A 105 27.461 35.246 26.496 1.00 0.00 N +ATOM 1670 HE21 GLN A 105 26.521 35.596 26.466 1.00 0.00 H +ATOM 1671 HE22 GLN A 105 28.211 35.686 25.986 1.00 0.00 H +ATOM 1672 C GLN A 105 24.901 31.206 28.446 1.00 0.00 C +ATOM 1673 O GLN A 105 24.031 31.896 28.086 1.00 0.00 O +ATOM 1674 N MET A 106 25.071 29.966 27.956 1.00 0.00 N +ATOM 1675 H MET A 106 25.861 29.436 28.306 1.00 0.00 H +ATOM 1676 CA MET A 106 24.301 29.236 26.866 1.00 0.00 C +ATOM 1677 HA MET A 106 23.421 29.846 26.656 1.00 0.00 H +ATOM 1678 CB MET A 106 25.021 29.416 25.516 1.00 0.00 C +ATOM 1679 HB2 MET A 106 24.481 28.986 24.666 1.00 0.00 H +ATOM 1680 HB3 MET A 106 25.191 30.466 25.316 1.00 0.00 H +ATOM 1681 CG MET A 106 26.381 28.746 25.606 1.00 0.00 C +ATOM 1682 HG2 MET A 106 27.011 29.396 26.216 1.00 0.00 H +ATOM 1683 HG3 MET A 106 26.311 27.776 26.086 1.00 0.00 H +ATOM 1684 SD MET A 106 27.111 28.436 23.986 1.00 0.00 S +ATOM 1685 CE MET A 106 27.311 30.176 23.526 1.00 0.00 C +ATOM 1686 HE1 MET A 106 26.351 30.646 23.316 1.00 0.00 H +ATOM 1687 HE2 MET A 106 27.741 30.706 24.376 1.00 0.00 H +ATOM 1688 HE3 MET A 106 27.861 30.296 22.596 1.00 0.00 H +ATOM 1689 C MET A 106 23.751 27.856 27.086 1.00 0.00 C +ATOM 1690 O MET A 106 23.201 27.196 26.226 1.00 0.00 O +ATOM 1691 N GLY A 107 23.921 27.436 28.296 1.00 0.00 N +ATOM 1692 H GLY A 107 24.261 28.096 28.976 1.00 0.00 H +ATOM 1693 CA GLY A 107 23.621 26.046 28.706 1.00 0.00 C +ATOM 1694 HA2 GLY A 107 23.691 25.966 29.786 1.00 0.00 H +ATOM 1695 HA3 GLY A 107 22.561 25.906 28.486 1.00 0.00 H +ATOM 1696 C GLY A 107 24.371 24.866 28.046 1.00 0.00 C +ATOM 1697 O GLY A 107 25.171 25.076 27.086 1.00 0.00 O +ATOM 1698 N GLU A 108 24.211 23.666 28.626 1.00 0.00 N +ATOM 1699 H GLU A 108 23.771 23.676 29.536 1.00 0.00 H +ATOM 1700 CA GLU A 108 24.891 22.496 28.036 1.00 0.00 C +ATOM 1701 HA GLU A 108 25.971 22.666 27.996 1.00 0.00 H +ATOM 1702 CB GLU A 108 24.731 21.276 28.986 1.00 0.00 C +ATOM 1703 HB2 GLU A 108 25.201 21.476 29.956 1.00 0.00 H +ATOM 1704 HB3 GLU A 108 23.701 20.966 29.176 1.00 0.00 H +ATOM 1705 CG GLU A 108 25.491 20.006 28.566 1.00 0.00 C +ATOM 1706 HG2 GLU A 108 25.241 19.616 27.576 1.00 0.00 H +ATOM 1707 HG3 GLU A 108 26.531 20.316 28.556 1.00 0.00 H +ATOM 1708 CD GLU A 108 25.201 18.826 29.516 1.00 0.00 C +ATOM 1709 OE1 GLU A 108 24.811 17.686 29.036 1.00 0.00 O +ATOM 1710 OE2 GLU A 108 25.371 18.956 30.756 1.00 0.00 O +ATOM 1711 C GLU A 108 24.521 22.276 26.546 1.00 0.00 C +ATOM 1712 O GLU A 108 25.471 22.086 25.816 1.00 0.00 O +ATOM 1713 N THR A 109 23.281 22.366 26.206 1.00 0.00 N +ATOM 1714 H THR A 109 22.571 22.596 26.886 1.00 0.00 H +ATOM 1715 CA THR A 109 22.821 22.156 24.836 1.00 0.00 C +ATOM 1716 HA THR A 109 23.121 21.186 24.446 1.00 0.00 H +ATOM 1717 CB THR A 109 21.291 22.276 24.786 1.00 0.00 C +ATOM 1718 HB THR A 109 21.071 22.616 23.766 1.00 0.00 H +ATOM 1719 CG2 THR A 109 20.541 20.986 24.966 1.00 0.00 C +ATOM 1720 HG21 THR A 109 20.861 20.496 25.886 1.00 0.00 H +ATOM 1721 HG22 THR A 109 19.461 21.106 25.026 1.00 0.00 H +ATOM 1722 HG23 THR A 109 20.741 20.346 24.106 1.00 0.00 H +ATOM 1723 OG1 THR A 109 20.821 23.236 25.726 1.00 0.00 O +ATOM 1724 HG1 THR A 109 19.861 23.206 25.736 1.00 0.00 H +ATOM 1725 C THR A 109 23.421 23.196 23.926 1.00 0.00 C +ATOM 1726 O THR A 109 23.471 22.886 22.716 1.00 0.00 O +ATOM 1727 N GLY A 110 23.931 24.316 24.386 1.00 0.00 N +ATOM 1728 H GLY A 110 24.001 24.396 25.396 1.00 0.00 H +ATOM 1729 CA GLY A 110 24.501 25.416 23.536 1.00 0.00 C +ATOM 1730 HA2 GLY A 110 23.781 25.536 22.716 1.00 0.00 H +ATOM 1731 HA3 GLY A 110 24.551 26.346 24.096 1.00 0.00 H +ATOM 1732 C GLY A 110 25.921 25.146 23.166 1.00 0.00 C +ATOM 1733 O GLY A 110 26.231 25.256 21.946 1.00 0.00 O +ATOM 1734 N VAL A 111 26.691 24.656 24.146 1.00 0.00 N +ATOM 1735 H VAL A 111 26.311 24.716 25.086 1.00 0.00 H +ATOM 1736 CA VAL A 111 28.091 24.436 23.936 1.00 0.00 C +ATOM 1737 HA VAL A 111 28.441 25.296 23.366 1.00 0.00 H +ATOM 1738 CB VAL A 111 28.911 24.466 25.236 1.00 0.00 C +ATOM 1739 HB VAL A 111 29.991 24.446 25.066 1.00 0.00 H +ATOM 1740 CG1 VAL A 111 28.751 25.866 25.966 1.00 0.00 C +ATOM 1741 HG11 VAL A 111 28.911 26.516 25.116 1.00 0.00 H +ATOM 1742 HG12 VAL A 111 27.841 25.976 26.566 1.00 0.00 H +ATOM 1743 HG13 VAL A 111 29.531 25.986 26.726 1.00 0.00 H +ATOM 1744 CG2 VAL A 111 28.551 23.436 26.376 1.00 0.00 C +ATOM 1745 HG21 VAL A 111 27.481 23.426 26.566 1.00 0.00 H +ATOM 1746 HG22 VAL A 111 28.821 22.406 26.126 1.00 0.00 H +ATOM 1747 HG23 VAL A 111 29.081 23.726 27.286 1.00 0.00 H +ATOM 1748 C VAL A 111 28.361 23.136 23.216 1.00 0.00 C +ATOM 1749 O VAL A 111 29.301 22.966 22.436 1.00 0.00 O +ATOM 1750 N ALA A 112 27.431 22.166 23.286 1.00 0.00 N +ATOM 1751 H ALA A 112 26.641 22.336 23.896 1.00 0.00 H +ATOM 1752 CA ALA A 112 27.441 20.906 22.596 1.00 0.00 C +ATOM 1753 HA ALA A 112 28.381 20.426 22.856 1.00 0.00 H +ATOM 1754 CB ALA A 112 26.301 20.036 23.206 1.00 0.00 C +ATOM 1755 HB1 ALA A 112 26.291 19.056 22.736 1.00 0.00 H +ATOM 1756 HB2 ALA A 112 26.471 19.836 24.266 1.00 0.00 H +ATOM 1757 HB3 ALA A 112 25.301 20.456 23.146 1.00 0.00 H +ATOM 1758 C ALA A 112 27.361 21.136 21.126 1.00 0.00 C +ATOM 1759 O ALA A 112 27.721 20.316 20.306 1.00 0.00 O +ATOM 1760 N GLY A 113 26.731 22.296 20.716 1.00 0.00 N +ATOM 1761 H GLY A 113 26.201 22.836 21.376 1.00 0.00 H +ATOM 1762 CA GLY A 113 26.581 22.616 19.296 1.00 0.00 C +ATOM 1763 HA2 GLY A 113 26.341 21.746 18.686 1.00 0.00 H +ATOM 1764 HA3 GLY A 113 25.821 23.406 19.236 1.00 0.00 H +ATOM 1765 C GLY A 113 27.711 23.306 18.586 1.00 0.00 C +ATOM 1766 O GLY A 113 27.681 23.426 17.306 1.00 0.00 O +ATOM 1767 N PHE A 114 28.851 23.656 19.296 1.00 0.00 N +ATOM 1768 H PHE A 114 28.851 23.676 20.306 1.00 0.00 H +ATOM 1769 CA PHE A 114 30.181 24.096 18.766 1.00 0.00 C +ATOM 1770 HA PHE A 114 29.991 24.686 17.866 1.00 0.00 H +ATOM 1771 CB PHE A 114 30.831 24.936 19.846 1.00 0.00 C +ATOM 1772 HB2 PHE A 114 30.631 24.366 20.756 1.00 0.00 H +ATOM 1773 HB3 PHE A 114 31.891 25.026 19.626 1.00 0.00 H +ATOM 1774 CG PHE A 114 30.241 26.386 19.966 1.00 0.00 C +ATOM 1775 CD1 PHE A 114 28.931 26.626 20.496 1.00 0.00 C +ATOM 1776 HD1 PHE A 114 28.231 25.856 20.816 1.00 0.00 H +ATOM 1777 CE1 PHE A 114 28.571 27.986 20.516 1.00 0.00 C +ATOM 1778 HE1 PHE A 114 27.541 28.236 20.756 1.00 0.00 H +ATOM 1779 CZ PHE A 114 29.401 28.996 20.096 1.00 0.00 C +ATOM 1780 HZ PHE A 114 29.011 29.996 20.176 1.00 0.00 H +ATOM 1781 CE2 PHE A 114 30.711 28.756 19.736 1.00 0.00 C +ATOM 1782 HE2 PHE A 114 31.291 29.646 19.506 1.00 0.00 H +ATOM 1783 CD2 PHE A 114 31.141 27.436 19.646 1.00 0.00 C +ATOM 1784 HD2 PHE A 114 32.101 27.216 19.196 1.00 0.00 H +ATOM 1785 C PHE A 114 30.991 22.886 18.336 1.00 0.00 C +ATOM 1786 O PHE A 114 32.021 22.476 18.886 1.00 0.00 O +ATOM 1787 N THR A 115 30.541 22.116 17.306 1.00 0.00 N +ATOM 1788 H THR A 115 29.761 22.456 16.776 1.00 0.00 H +ATOM 1789 CA THR A 115 31.121 20.876 16.816 1.00 0.00 C +ATOM 1790 HA THR A 115 31.031 20.206 17.676 1.00 0.00 H +ATOM 1791 CB THR A 115 30.261 20.326 15.626 1.00 0.00 C +ATOM 1792 HB THR A 115 30.801 19.446 15.296 1.00 0.00 H +ATOM 1793 CG2 THR A 115 28.881 19.946 16.106 1.00 0.00 C +ATOM 1794 HG21 THR A 115 28.631 20.526 16.996 1.00 0.00 H +ATOM 1795 HG22 THR A 115 28.101 20.026 15.346 1.00 0.00 H +ATOM 1796 HG23 THR A 115 28.871 18.966 16.566 1.00 0.00 H +ATOM 1797 OG1 THR A 115 30.311 21.216 14.586 1.00 0.00 O +ATOM 1798 HG1 THR A 115 29.771 20.786 13.906 1.00 0.00 H +ATOM 1799 C THR A 115 32.561 20.866 16.626 1.00 0.00 C +ATOM 1800 O THR A 115 33.281 20.016 17.136 1.00 0.00 O +ATOM 1801 N ASN A 116 33.081 21.776 15.846 1.00 0.00 N +ATOM 1802 H ASN A 116 32.521 22.536 15.496 1.00 0.00 H +ATOM 1803 CA ASN A 116 34.501 21.836 15.416 1.00 0.00 C +ATOM 1804 HA ASN A 116 34.951 20.916 15.036 1.00 0.00 H +ATOM 1805 CB ASN A 116 34.591 22.916 14.286 1.00 0.00 C +ATOM 1806 HB2 ASN A 116 34.121 23.806 14.716 1.00 0.00 H +ATOM 1807 HB3 ASN A 116 35.661 23.076 14.146 1.00 0.00 H +ATOM 1808 CG ASN A 116 33.901 22.506 12.986 1.00 0.00 C +ATOM 1809 OD1 ASN A 116 33.541 21.396 12.796 1.00 0.00 O +ATOM 1810 ND2 ASN A 116 33.781 23.446 12.076 1.00 0.00 N +ATOM 1811 HD21 ASN A 116 33.351 23.196 11.206 1.00 0.00 H +ATOM 1812 HD22 ASN A 116 34.001 24.366 12.436 1.00 0.00 H +ATOM 1813 C ASN A 116 35.421 22.266 16.536 1.00 0.00 C +ATOM 1814 O ASN A 116 36.511 21.726 16.586 1.00 0.00 O +ATOM 1815 N SER A 117 35.011 23.176 17.436 1.00 0.00 N +ATOM 1816 H SER A 117 34.241 23.796 17.236 1.00 0.00 H +ATOM 1817 CA SER A 117 35.831 23.556 18.616 1.00 0.00 C +ATOM 1818 HA SER A 117 36.811 23.976 18.346 1.00 0.00 H +ATOM 1819 CB SER A 117 35.141 24.756 19.376 1.00 0.00 C +ATOM 1820 HB2 SER A 117 34.211 24.376 19.786 1.00 0.00 H +ATOM 1821 HB3 SER A 117 35.871 25.066 20.116 1.00 0.00 H +ATOM 1822 OG SER A 117 34.821 25.746 18.456 1.00 0.00 O +ATOM 1823 HG SER A 117 34.141 25.516 17.816 1.00 0.00 H +ATOM 1824 C SER A 117 35.871 22.386 19.646 1.00 0.00 C +ATOM 1825 O SER A 117 36.971 22.136 20.106 1.00 0.00 O +ATOM 1826 N LEU A 118 34.821 21.526 19.706 1.00 0.00 N +ATOM 1827 H LEU A 118 33.991 21.836 19.226 1.00 0.00 H +ATOM 1828 CA LEU A 118 34.851 20.346 20.536 1.00 0.00 C +ATOM 1829 HA LEU A 118 35.191 20.676 21.526 1.00 0.00 H +ATOM 1830 CB LEU A 118 33.491 19.616 20.616 1.00 0.00 C +ATOM 1831 HB2 LEU A 118 33.281 19.386 19.576 1.00 0.00 H +ATOM 1832 HB3 LEU A 118 33.691 18.666 21.126 1.00 0.00 H +ATOM 1833 CG LEU A 118 32.321 20.336 21.266 1.00 0.00 C +ATOM 1834 HG LEU A 118 32.281 21.316 20.796 1.00 0.00 H +ATOM 1835 CD1 LEU A 118 30.951 19.696 21.036 1.00 0.00 C +ATOM 1836 HD11 LEU A 118 30.831 19.526 19.966 1.00 0.00 H +ATOM 1837 HD12 LEU A 118 30.881 18.766 21.606 1.00 0.00 H +ATOM 1838 HD13 LEU A 118 30.211 20.346 21.496 1.00 0.00 H +ATOM 1839 CD2 LEU A 118 32.541 20.426 22.796 1.00 0.00 C +ATOM 1840 HD21 LEU A 118 33.471 20.976 22.956 1.00 0.00 H +ATOM 1841 HD22 LEU A 118 31.721 21.006 23.216 1.00 0.00 H +ATOM 1842 HD23 LEU A 118 32.541 19.416 23.226 1.00 0.00 H +ATOM 1843 C LEU A 118 35.961 19.346 20.196 1.00 0.00 C +ATOM 1844 O LEU A 118 36.641 18.756 21.036 1.00 0.00 O +ATOM 1845 N ARG A 119 36.211 19.256 18.886 1.00 0.00 N +ATOM 1846 H ARG A 119 35.551 19.656 18.216 1.00 0.00 H +ATOM 1847 CA ARG A 119 37.231 18.376 18.366 1.00 0.00 C +ATOM 1848 HA ARG A 119 37.131 17.416 18.856 1.00 0.00 H +ATOM 1849 CB ARG A 119 37.101 18.216 16.766 1.00 0.00 C +ATOM 1850 HB2 ARG A 119 36.091 17.906 16.526 1.00 0.00 H +ATOM 1851 HB3 ARG A 119 37.231 19.186 16.276 1.00 0.00 H +ATOM 1852 CG ARG A 119 38.231 17.266 16.226 1.00 0.00 C +ATOM 1853 HG2 ARG A 119 38.071 17.356 15.156 1.00 0.00 H +ATOM 1854 HG3 ARG A 119 39.251 17.626 16.386 1.00 0.00 H +ATOM 1855 CD ARG A 119 38.221 15.826 16.696 1.00 0.00 C +ATOM 1856 HD2 ARG A 119 38.411 15.876 17.766 1.00 0.00 H +ATOM 1857 HD3 ARG A 119 37.251 15.346 16.516 1.00 0.00 H +ATOM 1858 NE ARG A 119 39.261 14.966 16.166 1.00 0.00 N +ATOM 1859 HE ARG A 119 39.981 15.396 15.586 1.00 0.00 H +ATOM 1860 CZ ARG A 119 39.331 13.656 16.266 1.00 0.00 C +ATOM 1861 NH1 ARG A 119 38.451 12.926 16.936 1.00 0.00 N +ATOM 1862 HH11 ARG A 119 37.651 13.346 17.366 1.00 0.00 H +ATOM 1863 HH12 ARG A 119 38.631 11.966 17.196 1.00 0.00 H +ATOM 1864 NH2 ARG A 119 40.271 12.946 15.726 1.00 0.00 N +ATOM 1865 HH21 ARG A 119 40.710 13.386 14.926 1.00 0.00 H +ATOM 1866 HH22 ARG A 119 40.101 11.956 15.646 1.00 0.00 H +ATOM 1867 C ARG A 119 38.651 18.836 18.726 1.00 0.00 C +ATOM 1868 O ARG A 119 39.481 18.036 19.196 1.00 0.00 O +ATOM 1869 N MET A 120 38.871 20.166 18.756 1.00 0.00 N +ATOM 1870 H MET A 120 38.131 20.746 18.396 1.00 0.00 H +ATOM 1871 CA MET A 120 40.121 20.836 19.126 1.00 0.00 C +ATOM 1872 HA MET A 120 40.990 20.256 18.806 1.00 0.00 H +ATOM 1873 CB MET A 120 40.231 22.216 18.446 1.00 0.00 C +ATOM 1874 HB2 MET A 120 39.501 22.896 18.866 1.00 0.00 H +ATOM 1875 HB3 MET A 120 41.170 22.756 18.596 1.00 0.00 H +ATOM 1876 CG MET A 120 40.051 22.046 16.896 1.00 0.00 C +ATOM 1877 HG2 MET A 120 39.041 21.736 16.616 1.00 0.00 H +ATOM 1878 HG3 MET A 120 40.201 22.986 16.356 1.00 0.00 H +ATOM 1879 SD MET A 120 41.180 20.786 16.236 1.00 0.00 S +ATOM 1880 CE MET A 120 40.650 20.616 14.636 1.00 0.00 C +ATOM 1881 HE1 MET A 120 40.221 21.586 14.376 1.00 0.00 H +ATOM 1882 HE2 MET A 120 41.470 20.386 13.956 1.00 0.00 H +ATOM 1883 HE3 MET A 120 39.901 19.836 14.476 1.00 0.00 H +ATOM 1884 C MET A 120 40.271 20.946 20.696 1.00 0.00 C +ATOM 1885 O MET A 120 41.360 20.796 21.226 1.00 0.00 O +ATOM 1886 N LEU A 121 39.171 21.046 21.476 1.00 0.00 N +ATOM 1887 H LEU A 121 38.281 21.126 21.006 1.00 0.00 H +ATOM 1888 CA LEU A 121 39.221 20.996 22.946 1.00 0.00 C +ATOM 1889 HA LEU A 121 40.061 21.556 23.346 1.00 0.00 H +ATOM 1890 CB LEU A 121 37.931 21.516 23.606 1.00 0.00 C +ATOM 1891 HB2 LEU A 121 37.131 20.936 23.156 1.00 0.00 H +ATOM 1892 HB3 LEU A 121 37.991 21.226 24.656 1.00 0.00 H +ATOM 1893 CG LEU A 121 37.591 22.946 23.426 1.00 0.00 C +ATOM 1894 HG LEU A 121 37.531 23.086 22.346 1.00 0.00 H +ATOM 1895 CD1 LEU A 121 36.251 23.406 24.116 1.00 0.00 C +ATOM 1896 HD11 LEU A 121 36.051 24.426 23.806 1.00 0.00 H +ATOM 1897 HD12 LEU A 121 35.441 22.776 23.756 1.00 0.00 H +ATOM 1898 HD13 LEU A 121 36.291 23.436 25.206 1.00 0.00 H +ATOM 1899 CD2 LEU A 121 38.701 23.936 23.986 1.00 0.00 C +ATOM 1900 HD21 LEU A 121 38.371 24.976 23.926 1.00 0.00 H +ATOM 1901 HD22 LEU A 121 38.811 23.846 25.066 1.00 0.00 H +ATOM 1902 HD23 LEU A 121 39.681 23.806 23.516 1.00 0.00 H +ATOM 1903 C LEU A 121 39.461 19.606 23.436 1.00 0.00 C +ATOM 1904 O LEU A 121 40.191 19.466 24.386 1.00 0.00 O +ATOM 1905 N GLN A 122 39.031 18.546 22.806 1.00 0.00 N +ATOM 1906 H GLN A 122 38.361 18.686 22.056 1.00 0.00 H +ATOM 1907 CA GLN A 122 39.341 17.166 23.216 1.00 0.00 C +ATOM 1908 HA GLN A 122 39.361 17.176 24.306 1.00 0.00 H +ATOM 1909 CB GLN A 122 38.361 16.136 22.746 1.00 0.00 C +ATOM 1910 HB2 GLN A 122 37.421 16.676 22.586 1.00 0.00 H +ATOM 1911 HB3 GLN A 122 38.571 15.766 21.746 1.00 0.00 H +ATOM 1912 CG GLN A 122 38.231 14.956 23.666 1.00 0.00 C +ATOM 1913 HG2 GLN A 122 39.201 14.486 23.826 1.00 0.00 H +ATOM 1914 HG3 GLN A 122 37.871 15.266 24.646 1.00 0.00 H +ATOM 1915 CD GLN A 122 37.161 13.976 23.116 1.00 0.00 C +ATOM 1916 OE1 GLN A 122 35.961 14.136 23.306 1.00 0.00 O +ATOM 1917 NE2 GLN A 122 37.591 12.916 22.406 1.00 0.00 N +ATOM 1918 HE21 GLN A 122 36.981 12.126 22.216 1.00 0.00 H +ATOM 1919 HE22 GLN A 122 38.591 12.776 22.356 1.00 0.00 H +ATOM 1920 C GLN A 122 40.800 16.696 22.826 1.00 0.00 C +ATOM 1921 O GLN A 122 41.470 16.006 23.576 1.00 0.00 O +ATOM 1922 N GLN A 123 41.180 17.126 21.626 1.00 0.00 N +ATOM 1923 H GLN A 123 40.431 17.486 21.056 1.00 0.00 H +ATOM 1924 CA GLN A 123 42.430 17.026 20.946 1.00 0.00 C +ATOM 1925 HA GLN A 123 42.770 16.016 21.206 1.00 0.00 H +ATOM 1926 CB GLN A 123 42.420 17.096 19.376 1.00 0.00 C +ATOM 1927 HB2 GLN A 123 41.470 16.696 19.026 1.00 0.00 H +ATOM 1928 HB3 GLN A 123 42.470 18.156 19.166 1.00 0.00 H +ATOM 1929 CG GLN A 123 43.630 16.306 18.766 1.00 0.00 C +ATOM 1930 HG2 GLN A 123 44.590 16.806 18.946 1.00 0.00 H +ATOM 1931 HG3 GLN A 123 43.840 15.386 19.316 1.00 0.00 H +ATOM 1932 CD GLN A 123 43.430 16.206 17.286 1.00 0.00 C +ATOM 1933 OE1 GLN A 123 43.590 17.176 16.506 1.00 0.00 O +ATOM 1934 NE2 GLN A 123 43.130 15.096 16.726 1.00 0.00 N +ATOM 1935 HE21 GLN A 123 42.900 14.236 17.216 1.00 0.00 H +ATOM 1936 HE22 GLN A 123 42.910 15.196 15.746 1.00 0.00 H +ATOM 1937 C GLN A 123 43.480 18.066 21.496 1.00 0.00 C +ATOM 1938 O GLN A 123 44.680 17.966 21.126 1.00 0.00 O +ATOM 1939 N LYS A 124 43.130 18.926 22.486 1.00 0.00 N +ATOM 1940 H LYS A 124 42.190 18.886 22.856 1.00 0.00 H +ATOM 1941 CA LYS A 124 44.030 19.856 23.236 1.00 0.00 C +ATOM 1942 HA LYS A 124 43.430 20.536 23.836 1.00 0.00 H +ATOM 1943 CB LYS A 124 44.910 19.156 24.276 1.00 0.00 C +ATOM 1944 HB2 LYS A 124 45.920 18.946 23.916 1.00 0.00 H +ATOM 1945 HB3 LYS A 124 45.190 19.856 25.056 1.00 0.00 H +ATOM 1946 CG LYS A 124 44.230 17.926 24.916 1.00 0.00 C +ATOM 1947 HG2 LYS A 124 43.230 18.216 25.236 1.00 0.00 H +ATOM 1948 HG3 LYS A 124 44.290 17.046 24.276 1.00 0.00 H +ATOM 1949 CD LYS A 124 45.010 17.456 26.146 1.00 0.00 C +ATOM 1950 HD2 LYS A 124 45.940 17.016 25.786 1.00 0.00 H +ATOM 1951 HD3 LYS A 124 45.130 18.376 26.726 1.00 0.00 H +ATOM 1952 CE LYS A 124 44.340 16.426 26.916 1.00 0.00 C +ATOM 1953 HE2 LYS A 124 43.310 16.726 27.076 1.00 0.00 H +ATOM 1954 HE3 LYS A 124 44.300 15.506 26.336 1.00 0.00 H +ATOM 1955 NZ LYS A 124 45.040 16.166 28.246 1.00 0.00 N +ATOM 1956 HZ1 LYS A 124 46.000 15.916 28.096 1.00 0.00 H +ATOM 1957 HZ2 LYS A 124 44.980 17.006 28.806 1.00 0.00 H +ATOM 1958 HZ3 LYS A 124 44.610 15.366 28.706 1.00 0.00 H +ATOM 1959 C LYS A 124 44.740 20.816 22.306 1.00 0.00 C +ATOM 1960 O LYS A 124 45.860 21.336 22.586 1.00 0.00 O +ATOM 1961 N ARG A 125 44.230 21.086 21.086 1.00 0.00 N +ATOM 1962 H ARG A 125 43.300 20.696 20.996 1.00 0.00 H +ATOM 1963 CA ARG A 125 44.610 22.176 20.086 1.00 0.00 C +ATOM 1964 HA ARG A 125 45.690 22.336 20.086 1.00 0.00 H +ATOM 1965 CB ARG A 125 44.190 21.576 18.766 1.00 0.00 C +ATOM 1966 HB2 ARG A 125 43.150 21.286 18.946 1.00 0.00 H +ATOM 1967 HB3 ARG A 125 44.250 22.346 18.006 1.00 0.00 H +ATOM 1968 CG ARG A 125 45.080 20.456 18.276 1.00 0.00 C +ATOM 1969 HG2 ARG A 125 46.070 20.876 18.096 1.00 0.00 H +ATOM 1970 HG3 ARG A 125 45.180 19.726 19.076 1.00 0.00 H +ATOM 1971 CD ARG A 125 44.520 19.866 17.006 1.00 0.00 C +ATOM 1972 HD2 ARG A 125 44.970 18.866 17.036 1.00 0.00 H +ATOM 1973 HD3 ARG A 125 43.450 19.746 17.176 1.00 0.00 H +ATOM 1974 NE ARG A 125 44.790 20.586 15.746 1.00 0.00 N +ATOM 1975 HE ARG A 125 45.150 21.526 15.766 1.00 0.00 H +ATOM 1976 CZ ARG A 125 44.670 20.056 14.566 1.00 0.00 C +ATOM 1977 NH1 ARG A 125 44.410 18.826 14.406 1.00 0.00 N +ATOM 1978 HH11 ARG A 125 44.370 18.186 15.196 1.00 0.00 H +ATOM 1979 HH12 ARG A 125 44.350 18.436 13.476 1.00 0.00 H +ATOM 1980 NH2 ARG A 125 44.610 20.806 13.506 1.00 0.00 N +ATOM 1981 HH21 ARG A 125 44.660 21.806 13.646 1.00 0.00 H +ATOM 1982 HH22 ARG A 125 44.490 20.466 12.566 1.00 0.00 H +ATOM 1983 C ARG A 125 43.910 23.506 20.386 1.00 0.00 C +ATOM 1984 O ARG A 125 42.880 23.846 19.866 1.00 0.00 O +ATOM 1985 N TRP A 126 44.500 24.196 21.366 1.00 0.00 N +ATOM 1986 H TRP A 126 45.400 23.816 21.626 1.00 0.00 H +ATOM 1987 CA TRP A 126 43.930 25.276 22.156 1.00 0.00 C +ATOM 1988 HA TRP A 126 43.020 24.886 22.596 1.00 0.00 H +ATOM 1989 CB TRP A 126 44.880 25.546 23.326 1.00 0.00 C +ATOM 1990 HB2 TRP A 126 45.830 25.886 22.936 1.00 0.00 H +ATOM 1991 HB3 TRP A 126 44.450 26.406 23.836 1.00 0.00 H +ATOM 1992 CG TRP A 126 45.170 24.456 24.316 1.00 0.00 C +ATOM 1993 CD1 TRP A 126 46.430 24.246 24.756 1.00 0.00 C +ATOM 1994 HD1 TRP A 126 47.260 24.876 24.466 1.00 0.00 H +ATOM 1995 NE1 TRP A 126 46.450 23.346 25.726 1.00 0.00 N +ATOM 1996 HE1 TRP A 126 47.170 23.146 26.396 1.00 0.00 H +ATOM 1997 CE2 TRP A 126 45.180 22.936 25.966 1.00 0.00 C +ATOM 1998 CZ2 TRP A 126 44.740 21.966 26.866 1.00 0.00 C +ATOM 1999 HZ2 TRP A 126 45.440 21.456 27.506 1.00 0.00 H +ATOM 2000 CH2 TRP A 126 43.350 21.576 26.896 1.00 0.00 C +ATOM 2001 HH2 TRP A 126 42.960 20.756 27.486 1.00 0.00 H +ATOM 2002 CZ3 TRP A 126 42.490 22.196 25.926 1.00 0.00 C +ATOM 2003 HZ3 TRP A 126 41.460 21.896 25.856 1.00 0.00 H +ATOM 2004 CE3 TRP A 126 42.970 23.106 24.976 1.00 0.00 C +ATOM 2005 HE3 TRP A 126 42.330 23.666 24.306 1.00 0.00 H +ATOM 2006 CD2 TRP A 126 44.340 23.486 25.006 1.00 0.00 C +ATOM 2007 C TRP A 126 43.720 26.566 21.346 1.00 0.00 C +ATOM 2008 O TRP A 126 42.670 27.176 21.446 1.00 0.00 O +ATOM 2009 N ASP A 127 44.650 26.996 20.566 1.00 0.00 N +ATOM 2010 H ASP A 127 45.540 26.536 20.706 1.00 0.00 H +ATOM 2011 CA ASP A 127 44.540 28.116 19.636 1.00 0.00 C +ATOM 2012 HA ASP A 127 44.110 28.956 20.166 1.00 0.00 H +ATOM 2013 CB ASP A 127 45.940 28.476 19.136 1.00 0.00 C +ATOM 2014 HB2 ASP A 127 45.830 29.206 18.346 1.00 0.00 H +ATOM 2015 HB3 ASP A 127 46.510 29.016 19.896 1.00 0.00 H +ATOM 2016 CG ASP A 127 46.780 27.366 18.616 1.00 0.00 C +ATOM 2017 OD1 ASP A 127 46.530 26.126 18.796 1.00 0.00 O +ATOM 2018 OD2 ASP A 127 47.810 27.716 18.056 1.00 0.00 O +ATOM 2019 C ASP A 127 43.630 27.816 18.466 1.00 0.00 C +ATOM 2020 O ASP A 127 42.840 28.696 18.076 1.00 0.00 O +ATOM 2021 N GLU A 128 43.570 26.556 17.986 1.00 0.00 N +ATOM 2022 H GLU A 128 44.290 25.966 18.376 1.00 0.00 H +ATOM 2023 CA GLU A 128 42.530 26.086 16.986 1.00 0.00 C +ATOM 2024 HA GLU A 128 42.380 26.786 16.166 1.00 0.00 H +ATOM 2025 CB GLU A 128 43.020 24.746 16.346 1.00 0.00 C +ATOM 2026 HB2 GLU A 128 43.330 23.966 17.036 1.00 0.00 H +ATOM 2027 HB3 GLU A 128 42.230 24.346 15.716 1.00 0.00 H +ATOM 2028 CG GLU A 128 44.220 25.076 15.476 1.00 0.00 C +ATOM 2029 HG2 GLU A 128 43.930 25.766 14.676 1.00 0.00 H +ATOM 2030 HG3 GLU A 128 44.930 25.616 16.106 1.00 0.00 H +ATOM 2031 CD GLU A 128 44.830 23.836 14.756 1.00 0.00 C +ATOM 2032 OE1 GLU A 128 44.740 23.566 13.526 1.00 0.00 O +ATOM 2033 OE2 GLU A 128 45.490 23.116 15.526 1.00 0.00 O +ATOM 2034 C GLU A 128 41.120 25.976 17.586 1.00 0.00 C +ATOM 2035 O GLU A 128 40.151 26.366 16.936 1.00 0.00 O +ATOM 2036 N ALA A 129 40.980 25.656 18.856 1.00 0.00 N +ATOM 2037 H ALA A 129 41.840 25.296 19.246 1.00 0.00 H +ATOM 2038 CA ALA A 129 39.741 25.786 19.636 1.00 0.00 C +ATOM 2039 HA ALA A 129 38.881 25.316 19.156 1.00 0.00 H +ATOM 2040 CB ALA A 129 39.861 25.216 21.036 1.00 0.00 C +ATOM 2041 HB1 ALA A 129 40.580 25.696 21.706 1.00 0.00 H +ATOM 2042 HB2 ALA A 129 38.921 25.176 21.586 1.00 0.00 H +ATOM 2043 HB3 ALA A 129 40.071 24.156 20.936 1.00 0.00 H +ATOM 2044 C ALA A 129 39.311 27.226 19.686 1.00 0.00 C +ATOM 2045 O ALA A 129 38.291 27.586 19.206 1.00 0.00 O +ATOM 2046 N ALA A 130 40.201 28.096 20.176 1.00 0.00 N +ATOM 2047 H ALA A 130 41.060 27.676 20.496 1.00 0.00 H +ATOM 2048 CA ALA A 130 40.031 29.486 20.206 1.00 0.00 C +ATOM 2049 HA ALA A 130 39.261 29.696 20.946 1.00 0.00 H +ATOM 2050 CB ALA A 130 41.240 30.096 20.936 1.00 0.00 C +ATOM 2051 HB1 ALA A 130 42.050 29.706 20.326 1.00 0.00 H +ATOM 2052 HB2 ALA A 130 41.130 31.176 20.926 1.00 0.00 H +ATOM 2053 HB3 ALA A 130 41.320 29.656 21.936 1.00 0.00 H +ATOM 2054 C ALA A 130 39.591 30.236 18.906 1.00 0.00 C +ATOM 2055 O ALA A 130 38.721 31.136 18.926 1.00 0.00 O +ATOM 2056 N VAL A 131 40.151 29.766 17.786 1.00 0.00 N +ATOM 2057 H VAL A 131 40.960 29.166 17.846 1.00 0.00 H +ATOM 2058 CA VAL A 131 39.701 30.286 16.456 1.00 0.00 C +ATOM 2059 HA VAL A 131 39.451 31.306 16.716 1.00 0.00 H +ATOM 2060 CB VAL A 131 40.770 30.276 15.346 1.00 0.00 C +ATOM 2061 HB VAL A 131 40.311 30.626 14.426 1.00 0.00 H +ATOM 2062 CG1 VAL A 131 41.910 31.216 15.696 1.00 0.00 C +ATOM 2063 HG11 VAL A 131 42.440 30.826 16.566 1.00 0.00 H +ATOM 2064 HG12 VAL A 131 42.610 31.326 14.866 1.00 0.00 H +ATOM 2065 HG13 VAL A 131 41.400 32.146 15.906 1.00 0.00 H +ATOM 2066 CG2 VAL A 131 41.440 28.956 14.916 1.00 0.00 C +ATOM 2067 HG21 VAL A 131 40.790 28.076 14.976 1.00 0.00 H +ATOM 2068 HG22 VAL A 131 41.880 29.116 13.936 1.00 0.00 H +ATOM 2069 HG23 VAL A 131 42.210 28.846 15.676 1.00 0.00 H +ATOM 2070 C VAL A 131 38.401 29.706 15.956 1.00 0.00 C +ATOM 2071 O VAL A 131 37.661 30.396 15.306 1.00 0.00 O +ATOM 2072 N ASN A 132 37.971 28.526 16.336 1.00 0.00 N +ATOM 2073 H ASN A 132 38.551 27.986 16.956 1.00 0.00 H +ATOM 2074 CA ASN A 132 36.641 28.026 16.026 1.00 0.00 C +ATOM 2075 HA ASN A 132 36.351 28.426 15.056 1.00 0.00 H +ATOM 2076 CB ASN A 132 36.711 26.466 15.906 1.00 0.00 C +ATOM 2077 HB2 ASN A 132 37.371 26.016 16.656 1.00 0.00 H +ATOM 2078 HB3 ASN A 132 35.691 26.116 16.066 1.00 0.00 H +ATOM 2079 CG ASN A 132 37.361 26.076 14.616 1.00 0.00 C +ATOM 2080 OD1 ASN A 132 36.651 25.896 13.636 1.00 0.00 O +ATOM 2081 ND2 ASN A 132 38.651 25.836 14.626 1.00 0.00 N +ATOM 2082 HD21 ASN A 132 39.131 25.556 13.786 1.00 0.00 H +ATOM 2083 HD22 ASN A 132 39.271 25.996 15.416 1.00 0.00 H +ATOM 2084 C ASN A 132 35.671 28.616 17.056 1.00 0.00 C +ATOM 2085 O ASN A 132 34.501 28.876 16.676 1.00 0.00 O +ATOM 2086 N LEU A 133 36.001 28.936 18.296 1.00 0.00 N +ATOM 2087 H LEU A 133 36.931 28.736 18.636 1.00 0.00 H +ATOM 2088 CA LEU A 133 35.161 29.606 19.226 1.00 0.00 C +ATOM 2089 HA LEU A 133 34.171 29.156 19.296 1.00 0.00 H +ATOM 2090 CB LEU A 133 35.871 29.426 20.596 1.00 0.00 C +ATOM 2091 HB2 LEU A 133 36.871 29.786 20.366 1.00 0.00 H +ATOM 2092 HB3 LEU A 133 35.531 30.246 21.236 1.00 0.00 H +ATOM 2093 CG LEU A 133 35.881 28.076 21.396 1.00 0.00 C +ATOM 2094 HG LEU A 133 36.291 27.286 20.776 1.00 0.00 H +ATOM 2095 CD1 LEU A 133 36.721 28.266 22.676 1.00 0.00 C +ATOM 2096 HD11 LEU A 133 36.591 27.476 23.426 1.00 0.00 H +ATOM 2097 HD12 LEU A 133 37.711 28.136 22.236 1.00 0.00 H +ATOM 2098 HD13 LEU A 133 36.701 29.296 23.016 1.00 0.00 H +ATOM 2099 CD2 LEU A 133 34.461 27.646 21.726 1.00 0.00 C +ATOM 2100 HD21 LEU A 133 34.541 26.796 22.396 1.00 0.00 H +ATOM 2101 HD22 LEU A 133 34.041 28.426 22.356 1.00 0.00 H +ATOM 2102 HD23 LEU A 133 33.891 27.556 20.806 1.00 0.00 H +ATOM 2103 C LEU A 133 34.901 31.136 18.856 1.00 0.00 C +ATOM 2104 O LEU A 133 33.821 31.686 19.186 1.00 0.00 O +ATOM 2105 N ALA A 134 35.911 31.766 18.216 1.00 0.00 N +ATOM 2106 H ALA A 134 36.771 31.256 18.156 1.00 0.00 H +ATOM 2107 CA ALA A 134 35.831 33.116 17.586 1.00 0.00 C +ATOM 2108 HA ALA A 134 35.451 33.826 18.316 1.00 0.00 H +ATOM 2109 CB ALA A 134 37.281 33.626 17.216 1.00 0.00 C +ATOM 2110 HB1 ALA A 134 37.771 33.036 16.436 1.00 0.00 H +ATOM 2111 HB2 ALA A 134 37.321 34.676 16.916 1.00 0.00 H +ATOM 2112 HB3 ALA A 134 38.021 33.436 17.986 1.00 0.00 H +ATOM 2113 C ALA A 134 34.931 33.126 16.306 1.00 0.00 C +ATOM 2114 O ALA A 134 34.301 34.156 16.116 1.00 0.00 O +ATOM 2115 N LYS A 135 34.771 32.066 15.566 1.00 0.00 N +ATOM 2116 H LYS A 135 35.281 31.256 15.886 1.00 0.00 H +ATOM 2117 CA LYS A 135 33.951 31.936 14.336 1.00 0.00 C +ATOM 2118 HA LYS A 135 33.871 32.916 13.866 1.00 0.00 H +ATOM 2119 CB LYS A 135 34.511 30.916 13.306 1.00 0.00 C +ATOM 2120 HB2 LYS A 135 34.731 29.996 13.846 1.00 0.00 H +ATOM 2121 HB3 LYS A 135 33.761 30.696 12.546 1.00 0.00 H +ATOM 2122 CG LYS A 135 35.841 31.466 12.736 1.00 0.00 C +ATOM 2123 HG2 LYS A 135 35.631 32.196 11.946 1.00 0.00 H +ATOM 2124 HG3 LYS A 135 36.501 32.046 13.376 1.00 0.00 H +ATOM 2125 CD LYS A 135 36.601 30.266 12.076 1.00 0.00 C +ATOM 2126 HD2 LYS A 135 37.171 29.676 12.786 1.00 0.00 H +ATOM 2127 HD3 LYS A 135 35.951 29.456 11.766 1.00 0.00 H +ATOM 2128 CE LYS A 135 37.731 30.716 11.086 1.00 0.00 C +ATOM 2129 HE2 LYS A 135 38.171 31.566 11.606 1.00 0.00 H +ATOM 2130 HE3 LYS A 135 38.411 29.886 10.896 1.00 0.00 H +ATOM 2131 NZ LYS A 135 37.151 31.246 9.836 1.00 0.00 N +ATOM 2132 HZ1 LYS A 135 37.841 31.666 9.236 1.00 0.00 H +ATOM 2133 HZ2 LYS A 135 36.691 30.476 9.366 1.00 0.00 H +ATOM 2134 HZ3 LYS A 135 36.511 31.996 10.056 1.00 0.00 H +ATOM 2135 C LYS A 135 32.471 31.536 14.616 1.00 0.00 C +ATOM 2136 O LYS A 135 31.921 30.566 14.186 1.00 0.00 O +ATOM 2137 N SER A 136 31.841 32.356 15.496 1.00 0.00 N +ATOM 2138 H SER A 136 32.371 33.156 15.806 1.00 0.00 H +ATOM 2139 CA SER A 136 30.541 32.086 16.026 1.00 0.00 C +ATOM 2140 HA SER A 136 29.991 31.486 15.296 1.00 0.00 H +ATOM 2141 CB SER A 136 30.711 31.276 17.296 1.00 0.00 C +ATOM 2142 HB2 SER A 136 29.701 30.986 17.606 1.00 0.00 H +ATOM 2143 HB3 SER A 136 31.301 30.376 17.116 1.00 0.00 H +ATOM 2144 OG SER A 136 31.261 32.006 18.386 1.00 0.00 O +ATOM 2145 HG SER A 136 32.081 31.666 18.756 1.00 0.00 H +ATOM 2146 C SER A 136 29.741 33.336 16.266 1.00 0.00 C +ATOM 2147 O SER A 136 30.271 34.446 16.536 1.00 0.00 O +ATOM 2148 N ARG A 137 28.431 33.216 16.206 1.00 0.00 N +ATOM 2149 H ARG A 137 28.021 32.326 15.986 1.00 0.00 H +ATOM 2150 CA ARG A 137 27.481 34.226 16.596 1.00 0.00 C +ATOM 2151 HA ARG A 137 27.601 35.036 15.886 1.00 0.00 H +ATOM 2152 CB ARG A 137 26.081 33.546 16.606 1.00 0.00 C +ATOM 2153 HB2 ARG A 137 26.041 33.136 15.596 1.00 0.00 H +ATOM 2154 HB3 ARG A 137 25.961 32.706 17.286 1.00 0.00 H +ATOM 2155 CG ARG A 137 24.861 34.446 16.866 1.00 0.00 C +ATOM 2156 HG2 ARG A 137 24.711 34.796 17.886 1.00 0.00 H +ATOM 2157 HG3 ARG A 137 24.991 35.396 16.346 1.00 0.00 H +ATOM 2158 CD ARG A 137 23.641 33.816 16.186 1.00 0.00 C +ATOM 2159 HD2 ARG A 137 22.811 34.526 16.156 1.00 0.00 H +ATOM 2160 HD3 ARG A 137 23.831 33.656 15.126 1.00 0.00 H +ATOM 2161 NE ARG A 137 23.271 32.566 16.746 1.00 0.00 N +ATOM 2162 HE ARG A 137 23.911 31.806 16.586 1.00 0.00 H +ATOM 2163 CZ ARG A 137 22.391 32.286 17.686 1.00 0.00 C +ATOM 2164 NH1 ARG A 137 21.461 33.156 18.036 1.00 0.00 N +ATOM 2165 HH11 ARG A 137 21.051 33.876 17.466 1.00 0.00 H +ATOM 2166 HH12 ARG A 137 20.821 32.856 18.766 1.00 0.00 H +ATOM 2167 NH2 ARG A 137 22.531 31.136 18.346 1.00 0.00 N +ATOM 2168 HH21 ARG A 137 23.131 30.386 18.036 1.00 0.00 H +ATOM 2169 HH22 ARG A 137 21.771 30.866 18.966 1.00 0.00 H +ATOM 2170 C ARG A 137 27.641 34.726 18.026 1.00 0.00 C +ATOM 2171 O ARG A 137 27.451 35.916 18.176 1.00 0.00 O +ATOM 2172 N TRP A 138 27.971 33.866 18.986 1.00 0.00 N +ATOM 2173 H TRP A 138 27.871 32.876 18.826 1.00 0.00 H +ATOM 2174 CA TRP A 138 28.331 34.286 20.306 1.00 0.00 C +ATOM 2175 HA TRP A 138 27.501 34.706 20.866 1.00 0.00 H +ATOM 2176 CB TRP A 138 28.711 33.056 21.086 1.00 0.00 C +ATOM 2177 HB2 TRP A 138 27.851 32.406 21.246 1.00 0.00 H +ATOM 2178 HB3 TRP A 138 29.321 32.426 20.426 1.00 0.00 H +ATOM 2179 CG TRP A 138 29.481 33.256 22.366 1.00 0.00 C +ATOM 2180 CD1 TRP A 138 28.961 33.756 23.486 1.00 0.00 C +ATOM 2181 HD1 TRP A 138 27.921 34.036 23.536 1.00 0.00 H +ATOM 2182 NE1 TRP A 138 29.841 33.646 24.586 1.00 0.00 N +ATOM 2183 HE1 TRP A 138 29.581 33.936 25.516 1.00 0.00 H +ATOM 2184 CE2 TRP A 138 30.961 33.036 24.146 1.00 0.00 C +ATOM 2185 CZ2 TRP A 138 32.071 32.596 24.856 1.00 0.00 C +ATOM 2186 HZ2 TRP A 138 32.091 32.706 25.936 1.00 0.00 H +ATOM 2187 CH2 TRP A 138 33.091 31.946 24.186 1.00 0.00 C +ATOM 2188 HH2 TRP A 138 33.891 31.466 24.726 1.00 0.00 H +ATOM 2189 CZ3 TRP A 138 33.021 31.786 22.746 1.00 0.00 C +ATOM 2190 HZ3 TRP A 138 33.611 31.116 22.136 1.00 0.00 H +ATOM 2191 CE3 TRP A 138 31.911 32.266 22.026 1.00 0.00 C +ATOM 2192 HE3 TRP A 138 31.941 32.246 20.946 1.00 0.00 H +ATOM 2193 CD2 TRP A 138 30.831 32.866 22.706 1.00 0.00 C +ATOM 2194 C TRP A 138 29.481 35.266 20.336 1.00 0.00 C +ATOM 2195 O TRP A 138 29.351 36.206 21.076 1.00 0.00 O +ATOM 2196 N TYR A 139 30.521 35.166 19.486 1.00 0.00 N +ATOM 2197 H TYR A 139 30.651 34.376 18.866 1.00 0.00 H +ATOM 2198 CA TYR A 139 31.601 36.186 19.626 1.00 0.00 C +ATOM 2199 HA TYR A 139 31.891 36.256 20.676 1.00 0.00 H +ATOM 2200 CB TYR A 139 32.811 35.576 18.896 1.00 0.00 C +ATOM 2201 HB2 TYR A 139 32.931 34.616 19.406 1.00 0.00 H +ATOM 2202 HB3 TYR A 139 32.581 35.486 17.836 1.00 0.00 H +ATOM 2203 CG TYR A 139 34.001 36.406 19.086 1.00 0.00 C +ATOM 2204 CD1 TYR A 139 34.551 36.616 20.346 1.00 0.00 C +ATOM 2205 HD1 TYR A 139 33.991 36.296 21.216 1.00 0.00 H +ATOM 2206 CE1 TYR A 139 35.761 37.246 20.536 1.00 0.00 C +ATOM 2207 HE1 TYR A 139 36.231 37.286 21.516 1.00 0.00 H +ATOM 2208 CZ TYR A 139 36.441 37.896 19.456 1.00 0.00 C +ATOM 2209 OH TYR A 139 37.611 38.616 19.556 1.00 0.00 O +ATOM 2210 HH TYR A 139 38.041 38.676 18.706 1.00 0.00 H +ATOM 2211 CE2 TYR A 139 35.891 37.806 18.136 1.00 0.00 C +ATOM 2212 HE2 TYR A 139 36.411 38.146 17.256 1.00 0.00 H +ATOM 2213 CD2 TYR A 139 34.741 37.036 18.036 1.00 0.00 C +ATOM 2214 HD2 TYR A 139 34.461 36.926 16.996 1.00 0.00 H +ATOM 2215 C TYR A 139 31.201 37.576 19.056 1.00 0.00 C +ATOM 2216 O TYR A 139 31.831 38.586 19.386 1.00 0.00 O +ATOM 2217 N ASN A 140 30.001 37.596 18.436 1.00 0.00 N +ATOM 2218 H ASN A 140 29.481 36.776 18.186 1.00 0.00 H +ATOM 2219 CA ASN A 140 29.231 38.806 18.036 1.00 0.00 C +ATOM 2220 HA ASN A 140 29.871 39.686 18.106 1.00 0.00 H +ATOM 2221 CB ASN A 140 28.891 38.606 16.516 1.00 0.00 C +ATOM 2222 HB2 ASN A 140 29.571 37.866 16.096 1.00 0.00 H +ATOM 2223 HB3 ASN A 140 27.851 38.306 16.436 1.00 0.00 H +ATOM 2224 CG ASN A 140 28.851 39.946 15.776 1.00 0.00 C +ATOM 2225 OD1 ASN A 140 28.891 41.006 16.406 1.00 0.00 O +ATOM 2226 ND2 ASN A 140 28.501 39.986 14.536 1.00 0.00 N +ATOM 2227 HD21 ASN A 140 28.451 40.916 14.156 1.00 0.00 H +ATOM 2228 HD22 ASN A 140 28.231 39.146 14.046 1.00 0.00 H +ATOM 2229 C ASN A 140 27.921 39.056 18.866 1.00 0.00 C +ATOM 2230 O ASN A 140 27.301 40.136 18.736 1.00 0.00 O +ATOM 2231 N GLN A 141 27.581 38.226 19.866 1.00 0.00 N +ATOM 2232 H GLN A 141 27.951 37.286 19.926 1.00 0.00 H +ATOM 2233 CA GLN A 141 26.521 38.536 20.896 1.00 0.00 C +ATOM 2234 HA GLN A 141 25.771 39.226 20.506 1.00 0.00 H +ATOM 2235 CB GLN A 141 25.891 37.266 21.326 1.00 0.00 C +ATOM 2236 HB2 GLN A 141 26.701 36.596 21.596 1.00 0.00 H +ATOM 2237 HB3 GLN A 141 25.291 37.456 22.206 1.00 0.00 H +ATOM 2238 CG GLN A 141 24.851 36.726 20.346 1.00 0.00 C +ATOM 2239 HG2 GLN A 141 24.071 37.476 20.406 1.00 0.00 H +ATOM 2240 HG3 GLN A 141 25.271 36.746 19.336 1.00 0.00 H +ATOM 2241 CD GLN A 141 24.401 35.256 20.566 1.00 0.00 C +ATOM 2242 OE1 GLN A 141 25.061 34.366 21.176 1.00 0.00 O +ATOM 2243 NE2 GLN A 141 23.201 34.986 20.116 1.00 0.00 N +ATOM 2244 HE21 GLN A 141 22.691 35.646 19.546 1.00 0.00 H +ATOM 2245 HE22 GLN A 141 22.751 34.116 20.376 1.00 0.00 H +ATOM 2246 C GLN A 141 27.141 39.216 22.076 1.00 0.00 C +ATOM 2247 O GLN A 141 26.581 40.136 22.686 1.00 0.00 O +ATOM 2248 N THR A 142 28.241 38.696 22.586 1.00 0.00 N +ATOM 2249 H THR A 142 28.521 37.886 22.036 1.00 0.00 H +ATOM 2250 CA THR A 142 28.911 39.176 23.796 1.00 0.00 C +ATOM 2251 HA THR A 142 28.521 40.176 23.966 1.00 0.00 H +ATOM 2252 CB THR A 142 28.551 38.316 24.986 1.00 0.00 C +ATOM 2253 HB THR A 142 29.131 38.676 25.836 1.00 0.00 H +ATOM 2254 CG2 THR A 142 27.121 38.526 25.506 1.00 0.00 C +ATOM 2255 HG21 THR A 142 26.461 38.306 24.656 1.00 0.00 H +ATOM 2256 HG22 THR A 142 26.961 37.836 26.336 1.00 0.00 H +ATOM 2257 HG23 THR A 142 26.901 39.536 25.846 1.00 0.00 H +ATOM 2258 OG1 THR A 142 28.781 36.966 24.726 1.00 0.00 O +ATOM 2259 HG1 THR A 142 29.671 36.836 24.396 1.00 0.00 H +ATOM 2260 C THR A 142 30.441 39.346 23.636 1.00 0.00 C +ATOM 2261 O THR A 142 31.191 38.446 24.086 1.00 0.00 O +ATOM 2262 N PRO A 143 30.981 40.356 22.926 1.00 0.00 N +ATOM 2263 CD PRO A 143 30.271 41.326 22.116 1.00 0.00 C +ATOM 2264 HD2 PRO A 143 30.091 42.246 22.676 1.00 0.00 H +ATOM 2265 HD3 PRO A 143 29.321 40.936 21.736 1.00 0.00 H +ATOM 2266 CG PRO A 143 31.111 41.666 20.816 1.00 0.00 C +ATOM 2267 HG2 PRO A 143 30.981 42.696 20.496 1.00 0.00 H +ATOM 2268 HG3 PRO A 143 30.821 40.976 20.026 1.00 0.00 H +ATOM 2269 CB PRO A 143 32.501 41.416 21.346 1.00 0.00 C +ATOM 2270 HB2 PRO A 143 32.861 42.336 21.806 1.00 0.00 H +ATOM 2271 HB3 PRO A 143 33.191 41.226 20.526 1.00 0.00 H +ATOM 2272 CA PRO A 143 32.361 40.256 22.396 1.00 0.00 C +ATOM 2273 HA PRO A 143 32.471 39.266 21.946 1.00 0.00 H +ATOM 2274 C PRO A 143 33.451 40.516 23.476 1.00 0.00 C +ATOM 2275 O PRO A 143 34.371 39.706 23.616 1.00 0.00 O +ATOM 2276 N ASN A 144 33.201 41.486 24.306 1.00 0.00 N +ATOM 2277 H ASN A 144 32.311 41.966 24.276 1.00 0.00 H +ATOM 2278 CA ASN A 144 34.071 41.826 25.416 1.00 0.00 C +ATOM 2279 HA ASN A 144 35.051 41.986 24.976 1.00 0.00 H +ATOM 2280 CB ASN A 144 33.671 43.136 26.116 1.00 0.00 C +ATOM 2281 HB2 ASN A 144 32.691 43.056 26.586 1.00 0.00 H +ATOM 2282 HB3 ASN A 144 34.361 43.316 26.936 1.00 0.00 H +ATOM 2283 CG ASN A 144 33.661 44.356 25.146 1.00 0.00 C +ATOM 2284 OD1 ASN A 144 33.341 44.266 23.986 1.00 0.00 O +ATOM 2285 ND2 ASN A 144 33.891 45.516 25.716 1.00 0.00 N +ATOM 2286 HD21 ASN A 144 33.641 46.276 25.106 1.00 0.00 H +ATOM 2287 HD22 ASN A 144 34.141 45.636 26.686 1.00 0.00 H +ATOM 2288 C ASN A 144 34.221 40.576 26.386 1.00 0.00 C +ATOM 2289 O ASN A 144 35.331 40.196 26.776 1.00 0.00 O +ATOM 2290 N ARG A 145 33.121 39.946 26.666 1.00 0.00 N +ATOM 2291 H ARG A 145 32.251 40.356 26.376 1.00 0.00 H +ATOM 2292 CA ARG A 145 33.071 38.666 27.406 1.00 0.00 C +ATOM 2293 HA ARG A 145 33.741 38.866 28.246 1.00 0.00 H +ATOM 2294 CB ARG A 145 31.661 38.416 27.906 1.00 0.00 C +ATOM 2295 HB2 ARG A 145 31.351 39.276 28.496 1.00 0.00 H +ATOM 2296 HB3 ARG A 145 30.941 38.376 27.086 1.00 0.00 H +ATOM 2297 CG ARG A 145 31.541 37.146 28.756 1.00 0.00 C +ATOM 2298 HG2 ARG A 145 31.631 36.336 28.036 1.00 0.00 H +ATOM 2299 HG3 ARG A 145 32.371 37.246 29.466 1.00 0.00 H +ATOM 2300 CD ARG A 145 30.111 37.046 29.406 1.00 0.00 C +ATOM 2301 HD2 ARG A 145 29.941 37.906 30.056 1.00 0.00 H +ATOM 2302 HD3 ARG A 145 29.351 36.986 28.616 1.00 0.00 H +ATOM 2303 NE ARG A 145 30.041 35.826 30.186 1.00 0.00 N +ATOM 2304 HE ARG A 145 30.951 35.486 30.446 1.00 0.00 H +ATOM 2305 CZ ARG A 145 29.001 35.256 30.766 1.00 0.00 C +ATOM 2306 NH1 ARG A 145 27.761 35.796 30.526 1.00 0.00 N +ATOM 2307 HH11 ARG A 145 27.681 36.636 29.966 1.00 0.00 H +ATOM 2308 HH12 ARG A 145 26.991 35.496 31.116 1.00 0.00 H +ATOM 2309 NH2 ARG A 145 28.991 34.166 31.406 1.00 0.00 N +ATOM 2310 HH21 ARG A 145 29.881 33.696 31.476 1.00 0.00 H +ATOM 2311 HH22 ARG A 145 28.121 33.726 31.666 1.00 0.00 H +ATOM 2312 C ARG A 145 33.631 37.466 26.626 1.00 0.00 C +ATOM 2313 O ARG A 145 34.481 36.766 27.176 1.00 0.00 O +ATOM 2314 N ALA A 146 33.151 37.206 25.446 1.00 0.00 N +ATOM 2315 H ALA A 146 32.531 37.856 24.976 1.00 0.00 H +ATOM 2316 CA ALA A 146 33.481 36.006 24.686 1.00 0.00 C +ATOM 2317 HA ALA A 146 33.331 35.106 25.286 1.00 0.00 H +ATOM 2318 CB ALA A 146 32.601 35.876 23.456 1.00 0.00 C +ATOM 2319 HB1 ALA A 146 32.481 36.806 22.896 1.00 0.00 H +ATOM 2320 HB2 ALA A 146 32.841 35.006 22.836 1.00 0.00 H +ATOM 2321 HB3 ALA A 146 31.571 35.666 23.736 1.00 0.00 H +ATOM 2322 C ALA A 146 35.041 35.956 24.396 1.00 0.00 C +ATOM 2323 O ALA A 146 35.801 35.036 24.796 1.00 0.00 O +ATOM 2324 N LYS A 147 35.711 37.096 24.096 1.00 0.00 N +ATOM 2325 H LYS A 147 35.201 37.886 23.716 1.00 0.00 H +ATOM 2326 CA LYS A 147 37.181 37.296 24.246 1.00 0.00 C +ATOM 2327 HA LYS A 147 37.711 36.656 23.536 1.00 0.00 H +ATOM 2328 CB LYS A 147 37.521 38.716 23.746 1.00 0.00 C +ATOM 2329 HB2 LYS A 147 37.051 38.926 22.786 1.00 0.00 H +ATOM 2330 HB3 LYS A 147 37.101 39.406 24.476 1.00 0.00 H +ATOM 2331 CG LYS A 147 39.061 38.876 23.636 1.00 0.00 C +ATOM 2332 HG2 LYS A 147 39.491 38.916 24.636 1.00 0.00 H +ATOM 2333 HG3 LYS A 147 39.551 38.126 23.036 1.00 0.00 H +ATOM 2334 CD LYS A 147 39.411 40.256 23.176 1.00 0.00 C +ATOM 2335 HD2 LYS A 147 38.931 41.046 23.736 1.00 0.00 H +ATOM 2336 HD3 LYS A 147 40.500 40.396 23.186 1.00 0.00 H +ATOM 2337 CE LYS A 147 38.921 40.466 21.736 1.00 0.00 C +ATOM 2338 HE2 LYS A 147 39.321 39.746 21.016 1.00 0.00 H +ATOM 2339 HE3 LYS A 147 37.841 40.336 21.776 1.00 0.00 H +ATOM 2340 NZ LYS A 147 39.291 41.856 21.276 1.00 0.00 N +ATOM 2341 HZ1 LYS A 147 39.001 42.036 20.326 1.00 0.00 H +ATOM 2342 HZ2 LYS A 147 38.951 42.536 21.936 1.00 0.00 H +ATOM 2343 HZ3 LYS A 147 40.281 42.046 21.376 1.00 0.00 H +ATOM 2344 C LYS A 147 37.861 36.916 25.556 1.00 0.00 C +ATOM 2345 O LYS A 147 38.891 36.266 25.456 1.00 0.00 O +ATOM 2346 N ARG A 148 37.361 37.276 26.756 1.00 0.00 N +ATOM 2347 H ARG A 148 36.561 37.896 26.706 1.00 0.00 H +ATOM 2348 CA ARG A 148 37.921 36.866 28.006 1.00 0.00 C +ATOM 2349 HA ARG A 148 38.971 37.136 27.986 1.00 0.00 H +ATOM 2350 CB ARG A 148 37.181 37.556 29.206 1.00 0.00 C +ATOM 2351 HB2 ARG A 148 36.101 37.406 29.146 1.00 0.00 H +ATOM 2352 HB3 ARG A 148 37.511 36.976 30.066 1.00 0.00 H +ATOM 2353 CG ARG A 148 37.431 39.066 29.456 1.00 0.00 C +ATOM 2354 HG2 ARG A 148 38.501 39.246 29.486 1.00 0.00 H +ATOM 2355 HG3 ARG A 148 37.001 39.666 28.656 1.00 0.00 H +ATOM 2356 CD ARG A 148 36.891 39.476 30.846 1.00 0.00 C +ATOM 2357 HD2 ARG A 148 37.261 38.786 31.606 1.00 0.00 H +ATOM 2358 HD3 ARG A 148 37.321 40.446 31.106 1.00 0.00 H +ATOM 2359 NE ARG A 148 35.401 39.486 30.956 1.00 0.00 N +ATOM 2360 HE ARG A 148 34.921 38.896 31.626 1.00 0.00 H +ATOM 2361 CZ ARG A 148 34.591 40.306 30.356 1.00 0.00 C +ATOM 2362 NH1 ARG A 148 34.921 41.306 29.616 1.00 0.00 N +ATOM 2363 HH11 ARG A 148 35.851 41.576 29.326 1.00 0.00 H +ATOM 2364 HH12 ARG A 148 34.111 41.806 29.286 1.00 0.00 H +ATOM 2365 NH2 ARG A 148 33.331 40.196 30.516 1.00 0.00 N +ATOM 2366 HH21 ARG A 148 32.931 39.456 31.086 1.00 0.00 H +ATOM 2367 HH22 ARG A 148 32.701 40.936 30.266 1.00 0.00 H +ATOM 2368 C ARG A 148 37.921 35.396 28.156 1.00 0.00 C +ATOM 2369 O ARG A 148 38.931 34.776 28.516 1.00 0.00 O +ATOM 2370 N VAL A 149 36.791 34.716 27.866 1.00 0.00 N +ATOM 2371 H VAL A 149 36.031 35.356 27.676 1.00 0.00 H +ATOM 2372 CA VAL A 149 36.601 33.216 27.886 1.00 0.00 C +ATOM 2373 HA VAL A 149 36.981 32.846 28.836 1.00 0.00 H +ATOM 2374 CB VAL A 149 35.101 32.856 27.676 1.00 0.00 C +ATOM 2375 HB VAL A 149 34.721 33.326 26.766 1.00 0.00 H +ATOM 2376 CG1 VAL A 149 34.771 31.436 27.556 1.00 0.00 C +ATOM 2377 HG11 VAL A 149 35.251 31.036 26.666 1.00 0.00 H +ATOM 2378 HG12 VAL A 149 35.131 30.956 28.466 1.00 0.00 H +ATOM 2379 HG13 VAL A 149 33.681 31.346 27.556 1.00 0.00 H +ATOM 2380 CG2 VAL A 149 34.261 33.406 28.856 1.00 0.00 C +ATOM 2381 HG21 VAL A 149 34.451 34.436 29.146 1.00 0.00 H +ATOM 2382 HG22 VAL A 149 33.181 33.396 28.696 1.00 0.00 H +ATOM 2383 HG23 VAL A 149 34.391 32.716 29.686 1.00 0.00 H +ATOM 2384 C VAL A 149 37.481 32.516 26.896 1.00 0.00 C +ATOM 2385 O VAL A 149 38.261 31.646 27.216 1.00 0.00 O +ATOM 2386 N ILE A 150 37.511 32.966 25.636 1.00 0.00 N +ATOM 2387 H ILE A 150 36.881 33.706 25.366 1.00 0.00 H +ATOM 2388 CA ILE A 150 38.281 32.276 24.576 1.00 0.00 C +ATOM 2389 HA ILE A 150 38.031 31.216 24.456 1.00 0.00 H +ATOM 2390 CB ILE A 150 37.971 32.946 23.206 1.00 0.00 C +ATOM 2391 HB ILE A 150 38.101 34.016 23.396 1.00 0.00 H +ATOM 2392 CG2 ILE A 150 38.941 32.656 22.076 1.00 0.00 C +ATOM 2393 HG21 ILE A 150 39.971 32.896 22.366 1.00 0.00 H +ATOM 2394 HG22 ILE A 150 38.731 31.636 21.756 1.00 0.00 H +ATOM 2395 HG23 ILE A 150 38.761 33.296 21.206 1.00 0.00 H +ATOM 2396 CG1 ILE A 150 36.561 32.716 22.706 1.00 0.00 C +ATOM 2397 HG12 ILE A 150 36.541 31.696 22.316 1.00 0.00 H +ATOM 2398 HG13 ILE A 150 35.891 32.806 23.566 1.00 0.00 H +ATOM 2399 CD1 ILE A 150 36.171 33.666 21.536 1.00 0.00 C +ATOM 2400 HD11 ILE A 150 36.461 34.716 21.626 1.00 0.00 H +ATOM 2401 HD12 ILE A 150 36.481 33.356 20.546 1.00 0.00 H +ATOM 2402 HD13 ILE A 150 35.081 33.716 21.536 1.00 0.00 H +ATOM 2403 C ILE A 150 39.801 32.416 24.886 1.00 0.00 C +ATOM 2404 O ILE A 150 40.520 31.396 24.826 1.00 0.00 O +ATOM 2405 N THR A 151 40.271 33.586 25.376 1.00 0.00 N +ATOM 2406 H THR A 151 39.641 34.336 25.616 1.00 0.00 H +ATOM 2407 CA THR A 151 41.640 33.826 25.756 1.00 0.00 C +ATOM 2408 HA THR A 151 42.280 33.536 24.926 1.00 0.00 H +ATOM 2409 CB THR A 151 41.920 35.236 26.346 1.00 0.00 C +ATOM 2410 HB THR A 151 41.490 35.336 27.336 1.00 0.00 H +ATOM 2411 CG2 THR A 151 43.420 35.456 26.526 1.00 0.00 C +ATOM 2412 HG21 THR A 151 44.070 34.766 25.996 1.00 0.00 H +ATOM 2413 HG22 THR A 151 43.860 36.426 26.296 1.00 0.00 H +ATOM 2414 HG23 THR A 151 43.610 35.326 27.596 1.00 0.00 H +ATOM 2415 OG1 THR A 151 41.520 36.236 25.466 1.00 0.00 O +ATOM 2416 HG1 THR A 151 40.590 36.026 25.326 1.00 0.00 H +ATOM 2417 C THR A 151 42.050 32.836 26.926 1.00 0.00 C +ATOM 2418 O THR A 151 43.100 32.236 26.936 1.00 0.00 O +ATOM 2419 N THR A 152 41.150 32.776 27.906 1.00 0.00 N +ATOM 2420 H THR A 152 40.261 33.216 27.746 1.00 0.00 H +ATOM 2421 CA THR A 152 41.220 31.716 28.906 1.00 0.00 C +ATOM 2422 HA THR A 152 42.180 31.676 29.416 1.00 0.00 H +ATOM 2423 CB THR A 152 40.181 31.906 29.986 1.00 0.00 C +ATOM 2424 HB THR A 152 39.171 31.656 29.666 1.00 0.00 H +ATOM 2425 CG2 THR A 152 40.580 31.006 31.146 1.00 0.00 C +ATOM 2426 HG21 THR A 152 40.480 29.936 30.976 1.00 0.00 H +ATOM 2427 HG22 THR A 152 41.560 31.286 31.526 1.00 0.00 H +ATOM 2428 HG23 THR A 152 39.911 31.136 31.996 1.00 0.00 H +ATOM 2429 OG1 THR A 152 40.121 33.196 30.516 1.00 0.00 O +ATOM 2430 HG1 THR A 152 39.581 33.726 29.926 1.00 0.00 H +ATOM 2431 C THR A 152 41.230 30.326 28.406 1.00 0.00 C +ATOM 2432 O THR A 152 42.060 29.516 28.956 1.00 0.00 O +ATOM 2433 N PHE A 153 40.371 29.956 27.456 1.00 0.00 N +ATOM 2434 H PHE A 153 39.731 30.666 27.136 1.00 0.00 H +ATOM 2435 CA PHE A 153 40.431 28.616 26.846 1.00 0.00 C +ATOM 2436 HA PHE A 153 40.261 27.966 27.706 1.00 0.00 H +ATOM 2437 CB PHE A 153 39.271 28.466 25.796 1.00 0.00 C +ATOM 2438 HB2 PHE A 153 39.031 29.426 25.336 1.00 0.00 H +ATOM 2439 HB3 PHE A 153 39.631 27.866 24.956 1.00 0.00 H +ATOM 2440 CG PHE A 153 37.971 27.826 26.326 1.00 0.00 C +ATOM 2441 CD1 PHE A 153 37.931 26.466 26.716 1.00 0.00 C +ATOM 2442 HD1 PHE A 153 38.881 25.946 26.696 1.00 0.00 H +ATOM 2443 CE1 PHE A 153 36.751 25.756 27.006 1.00 0.00 C +ATOM 2444 HE1 PHE A 153 36.811 24.706 27.276 1.00 0.00 H +ATOM 2445 CZ PHE A 153 35.511 26.446 26.906 1.00 0.00 C +ATOM 2446 HZ PHE A 153 34.561 25.986 27.156 1.00 0.00 H +ATOM 2447 CE2 PHE A 153 35.501 27.846 26.586 1.00 0.00 C +ATOM 2448 HE2 PHE A 153 34.601 28.416 26.456 1.00 0.00 H +ATOM 2449 CD2 PHE A 153 36.751 28.496 26.276 1.00 0.00 C +ATOM 2450 HD2 PHE A 153 36.711 29.476 25.826 1.00 0.00 H +ATOM 2451 C PHE A 153 41.800 28.356 26.156 1.00 0.00 C +ATOM 2452 O PHE A 153 42.260 27.236 26.266 1.00 0.00 O +ATOM 2453 N ARG A 154 42.500 29.386 25.626 1.00 0.00 N +ATOM 2454 H ARG A 154 42.050 30.276 25.486 1.00 0.00 H +ATOM 2455 CA ARG A 154 43.700 29.256 24.856 1.00 0.00 C +ATOM 2456 HA ARG A 154 43.610 28.366 24.236 1.00 0.00 H +ATOM 2457 CB ARG A 154 44.020 30.476 23.916 1.00 0.00 C +ATOM 2458 HB2 ARG A 154 43.110 30.726 23.366 1.00 0.00 H +ATOM 2459 HB3 ARG A 154 44.210 31.346 24.546 1.00 0.00 H +ATOM 2460 CG ARG A 154 45.310 30.386 23.006 1.00 0.00 C +ATOM 2461 HG2 ARG A 154 46.170 30.156 23.646 1.00 0.00 H +ATOM 2462 HG3 ARG A 154 45.230 29.496 22.386 1.00 0.00 H +ATOM 2463 CD ARG A 154 45.440 31.616 22.006 1.00 0.00 C +ATOM 2464 HD2 ARG A 154 44.690 31.576 21.226 1.00 0.00 H +ATOM 2465 HD3 ARG A 154 45.340 32.536 22.566 1.00 0.00 H +ATOM 2466 NE ARG A 154 46.800 31.496 21.506 1.00 0.00 N +ATOM 2467 HE ARG A 154 47.490 31.206 22.176 1.00 0.00 H +ATOM 2468 CZ ARG A 154 47.210 31.756 20.296 1.00 0.00 C +ATOM 2469 NH1 ARG A 154 46.400 32.206 19.376 1.00 0.00 N +ATOM 2470 HH11 ARG A 154 45.420 32.316 19.576 1.00 0.00 H +ATOM 2471 HH12 ARG A 154 46.770 32.226 18.436 1.00 0.00 H +ATOM 2472 NH2 ARG A 154 48.450 31.486 19.976 1.00 0.00 N +ATOM 2473 HH21 ARG A 154 48.990 30.956 20.636 1.00 0.00 H +ATOM 2474 HH22 ARG A 154 48.740 31.656 19.016 1.00 0.00 H +ATOM 2475 C ARG A 154 44.840 28.956 25.846 1.00 0.00 C +ATOM 2476 O ARG A 154 45.690 28.126 25.556 1.00 0.00 O +ATOM 2477 N THR A 155 44.960 29.746 26.876 1.00 0.00 N +ATOM 2478 H THR A 155 44.290 30.496 26.936 1.00 0.00 H +ATOM 2479 CA THR A 155 46.070 29.896 27.836 1.00 0.00 C +ATOM 2480 HA THR A 155 46.940 29.646 27.226 1.00 0.00 H +ATOM 2481 CB THR A 155 46.320 31.356 28.346 1.00 0.00 C +ATOM 2482 HB THR A 155 47.230 31.386 28.946 1.00 0.00 H +ATOM 2483 CG2 THR A 155 46.530 32.276 27.106 1.00 0.00 C +ATOM 2484 HG21 THR A 155 45.690 32.336 26.426 1.00 0.00 H +ATOM 2485 HG22 THR A 155 46.870 33.266 27.386 1.00 0.00 H +ATOM 2486 HG23 THR A 155 47.310 31.836 26.476 1.00 0.00 H +ATOM 2487 OG1 THR A 155 45.200 31.846 29.006 1.00 0.00 O +ATOM 2488 HG1 THR A 155 45.070 32.756 28.746 1.00 0.00 H +ATOM 2489 C THR A 155 46.010 28.946 28.976 1.00 0.00 C +ATOM 2490 O THR A 155 47.010 28.396 29.376 1.00 0.00 O +ATOM 2491 N GLY A 156 44.830 28.796 29.526 1.00 0.00 N +ATOM 2492 H GLY A 156 44.020 29.276 29.156 1.00 0.00 H +ATOM 2493 CA GLY A 156 44.600 28.166 30.816 1.00 0.00 C +ATOM 2494 HA2 GLY A 156 43.510 28.196 30.956 1.00 0.00 H +ATOM 2495 HA3 GLY A 156 44.990 27.156 30.756 1.00 0.00 H +ATOM 2496 C GLY A 156 45.170 28.906 32.066 1.00 0.00 C +ATOM 2497 O GLY A 156 45.600 28.226 32.986 1.00 0.00 O +ATOM 2498 N THR A 157 45.180 30.266 32.096 1.00 0.00 N +ATOM 2499 H THR A 157 45.050 30.716 31.206 1.00 0.00 H +ATOM 2500 CA THR A 157 45.620 31.146 33.146 1.00 0.00 C +ATOM 2501 HA THR A 157 45.730 30.526 34.026 1.00 0.00 H +ATOM 2502 CB THR A 157 46.910 31.926 32.926 1.00 0.00 C +ATOM 2503 HB THR A 157 47.210 32.586 33.746 1.00 0.00 H +ATOM 2504 CG2 THR A 157 48.000 30.866 32.856 1.00 0.00 C +ATOM 2505 HG21 THR A 157 48.940 31.426 32.826 1.00 0.00 H +ATOM 2506 HG22 THR A 157 48.010 30.146 33.676 1.00 0.00 H +ATOM 2507 HG23 THR A 157 47.960 30.286 31.936 1.00 0.00 H +ATOM 2508 OG1 THR A 157 46.780 32.636 31.686 1.00 0.00 O +ATOM 2509 HG1 THR A 157 46.920 33.566 31.876 1.00 0.00 H +ATOM 2510 C THR A 157 44.580 32.186 33.506 1.00 0.00 C +ATOM 2511 O THR A 157 43.660 32.446 32.656 1.00 0.00 O +ATOM 2512 N TRP A 158 44.640 32.676 34.756 1.00 0.00 N +ATOM 2513 H TRP A 158 45.320 32.266 35.396 1.00 0.00 H +ATOM 2514 CA TRP A 158 43.660 33.526 35.266 1.00 0.00 C +ATOM 2515 HA TRP A 158 42.650 33.246 34.946 1.00 0.00 H +ATOM 2516 CB TRP A 158 43.670 33.386 36.776 1.00 0.00 C +ATOM 2517 HB2 TRP A 158 44.660 33.176 37.176 1.00 0.00 H +ATOM 2518 HB3 TRP A 158 43.230 34.286 37.216 1.00 0.00 H +ATOM 2519 CG TRP A 158 42.720 32.326 37.236 1.00 0.00 C +ATOM 2520 CD1 TRP A 158 43.070 31.206 37.806 1.00 0.00 C +ATOM 2521 HD1 TRP A 158 44.070 30.886 38.066 1.00 0.00 H +ATOM 2522 NE1 TRP A 158 41.910 30.506 38.186 1.00 0.00 N +ATOM 2523 HE1 TRP A 158 41.970 29.636 38.706 1.00 0.00 H +ATOM 2524 CE2 TRP A 158 40.760 31.136 37.696 1.00 0.00 C +ATOM 2525 CZ2 TRP A 158 39.401 30.846 37.746 1.00 0.00 C +ATOM 2526 HZ2 TRP A 158 39.081 29.926 38.226 1.00 0.00 H +ATOM 2527 CH2 TRP A 158 38.501 31.706 37.056 1.00 0.00 C +ATOM 2528 HH2 TRP A 158 37.451 31.456 37.116 1.00 0.00 H +ATOM 2529 CZ3 TRP A 158 38.961 32.826 36.376 1.00 0.00 C +ATOM 2530 HZ3 TRP A 158 38.291 33.436 35.786 1.00 0.00 H +ATOM 2531 CE3 TRP A 158 40.351 33.176 36.416 1.00 0.00 C +ATOM 2532 HE3 TRP A 158 40.650 34.106 35.936 1.00 0.00 H +ATOM 2533 CD2 TRP A 158 41.290 32.276 37.026 1.00 0.00 C +ATOM 2534 C TRP A 158 43.870 35.016 34.916 1.00 0.00 C +ATOM 2535 O TRP A 158 43.050 35.846 35.266 1.00 0.00 O +ATOM 2536 N ASP A 159 45.030 35.386 34.316 1.00 0.00 N +ATOM 2537 H ASP A 159 45.650 34.716 33.886 1.00 0.00 H +ATOM 2538 CA ASP A 159 45.310 36.806 34.016 1.00 0.00 C +ATOM 2539 HA ASP A 159 45.380 37.256 35.006 1.00 0.00 H +ATOM 2540 CB ASP A 159 46.800 36.986 33.606 1.00 0.00 C +ATOM 2541 HB2 ASP A 159 46.920 38.056 33.426 1.00 0.00 H +ATOM 2542 HB3 ASP A 159 47.520 36.726 34.386 1.00 0.00 H +ATOM 2543 CG ASP A 159 47.110 36.226 32.346 1.00 0.00 C +ATOM 2544 OD1 ASP A 159 47.070 34.996 32.426 1.00 0.00 O +ATOM 2545 OD2 ASP A 159 47.200 36.746 31.196 1.00 0.00 O +ATOM 2546 C ASP A 159 44.280 37.516 33.076 1.00 0.00 C +ATOM 2547 O ASP A 159 44.340 38.786 32.976 1.00 0.00 O +ATOM 2548 N ALA A 160 43.300 36.826 32.496 1.00 0.00 N +ATOM 2549 H ALA A 160 43.310 35.856 32.776 1.00 0.00 H +ATOM 2550 CA ALA A 160 42.210 37.326 31.716 1.00 0.00 C +ATOM 2551 HA ALA A 160 42.510 38.276 31.266 1.00 0.00 H +ATOM 2552 CB ALA A 160 42.020 36.396 30.486 1.00 0.00 C +ATOM 2553 HB1 ALA A 160 42.910 36.266 29.866 1.00 0.00 H +ATOM 2554 HB2 ALA A 160 41.610 35.426 30.766 1.00 0.00 H +ATOM 2555 HB3 ALA A 160 41.310 36.886 29.826 1.00 0.00 H +ATOM 2556 C ALA A 160 40.930 37.686 32.496 1.00 0.00 C +ATOM 2557 O ALA A 160 40.011 38.236 31.896 1.00 0.00 O +ATOM 2558 N TYR A 161 40.910 37.436 33.826 1.00 0.00 N +ATOM 2559 H TYR A 161 41.490 36.686 34.176 1.00 0.00 H +ATOM 2560 CA TYR A 161 39.891 37.856 34.746 1.00 0.00 C +ATOM 2561 HA TYR A 161 39.291 38.636 34.286 1.00 0.00 H +ATOM 2562 CB TYR A 161 39.021 36.646 34.956 1.00 0.00 C +ATOM 2563 HB2 TYR A 161 39.601 35.726 34.916 1.00 0.00 H +ATOM 2564 HB3 TYR A 161 38.551 36.636 35.936 1.00 0.00 H +ATOM 2565 CG TYR A 161 37.941 36.486 33.966 1.00 0.00 C +ATOM 2566 CD1 TYR A 161 38.091 35.656 32.836 1.00 0.00 C +ATOM 2567 HD1 TYR A 161 39.051 35.186 32.706 1.00 0.00 H +ATOM 2568 CE1 TYR A 161 37.041 35.396 31.926 1.00 0.00 C +ATOM 2569 HE1 TYR A 161 37.151 34.766 31.056 1.00 0.00 H +ATOM 2570 CZ TYR A 161 35.801 36.106 32.106 1.00 0.00 C +ATOM 2571 OH TYR A 161 34.741 35.916 31.326 1.00 0.00 O +ATOM 2572 HH TYR A 161 33.921 36.336 31.596 1.00 0.00 H +ATOM 2573 CE2 TYR A 161 35.651 36.936 33.296 1.00 0.00 C +ATOM 2574 HE2 TYR A 161 34.731 37.486 33.406 1.00 0.00 H +ATOM 2575 CD2 TYR A 161 36.711 37.036 34.186 1.00 0.00 C +ATOM 2576 HD2 TYR A 161 36.561 37.676 35.036 1.00 0.00 H +ATOM 2577 C TYR A 161 40.450 38.296 36.066 1.00 0.00 C +ATOM 2578 O TYR A 161 39.751 39.106 36.706 1.00 0.00 O +ATOM 2579 N LYS A 162 41.540 37.676 36.576 1.00 0.00 N +ATOM 2580 H LYS A 162 42.140 37.066 36.056 1.00 0.00 H +ATOM 2581 CA LYS A 162 41.930 37.876 37.976 1.00 0.00 C +ATOM 2582 HA LYS A 162 41.160 37.706 38.726 1.00 0.00 H +ATOM 2583 CB LYS A 162 42.910 36.826 38.396 1.00 0.00 C +ATOM 2584 HB2 LYS A 162 42.450 35.846 38.536 1.00 0.00 H +ATOM 2585 HB3 LYS A 162 43.610 36.716 37.566 1.00 0.00 H +ATOM 2586 CG LYS A 162 43.800 37.106 39.636 1.00 0.00 C +ATOM 2587 HG2 LYS A 162 44.550 37.826 39.286 1.00 0.00 H +ATOM 2588 HG3 LYS A 162 43.330 37.526 40.526 1.00 0.00 H +ATOM 2589 CD LYS A 162 44.510 35.766 40.056 1.00 0.00 C +ATOM 2590 HD2 LYS A 162 43.760 35.196 40.596 1.00 0.00 H +ATOM 2591 HD3 LYS A 162 44.790 35.186 39.176 1.00 0.00 H +ATOM 2592 CE LYS A 162 45.790 35.896 40.836 1.00 0.00 C +ATOM 2593 HE2 LYS A 162 46.300 34.936 40.846 1.00 0.00 H +ATOM 2594 HE3 LYS A 162 46.390 36.646 40.306 1.00 0.00 H +ATOM 2595 NZ LYS A 162 45.530 36.256 42.306 1.00 0.00 N +ATOM 2596 HZ1 LYS A 162 44.890 37.036 42.366 1.00 0.00 H +ATOM 2597 HZ2 LYS A 162 44.950 35.496 42.646 1.00 0.00 H +ATOM 2598 HZ3 LYS A 162 46.370 36.336 42.856 1.00 0.00 H +ATOM 2599 C LYS A 162 42.630 39.276 38.196 1.00 0.00 C +ATOM 2600 O LYS A 162 43.590 39.516 37.526 1.00 0.00 O +ATOM 2601 N ASN A 163 42.280 40.036 39.256 1.00 0.00 N +ATOM 2602 H ASN A 163 41.650 39.636 39.946 1.00 0.00 H +ATOM 2603 CA ASN A 163 43.100 41.146 39.656 1.00 0.00 C +ATOM 2604 HA ASN A 163 43.980 41.166 39.006 1.00 0.00 H +ATOM 2605 CB ASN A 163 42.480 42.486 39.216 1.00 0.00 C +ATOM 2606 HB2 ASN A 163 42.300 42.476 38.136 1.00 0.00 H +ATOM 2607 HB3 ASN A 163 41.530 42.586 39.746 1.00 0.00 H +ATOM 2608 CG ASN A 163 43.260 43.766 39.466 1.00 0.00 C +ATOM 2609 OD1 ASN A 163 42.900 44.636 40.196 1.00 0.00 O +ATOM 2610 ND2 ASN A 163 44.300 43.966 38.746 1.00 0.00 N +ATOM 2611 HD21 ASN A 163 44.800 44.826 38.926 1.00 0.00 H +ATOM 2612 HD22 ASN A 163 44.520 43.326 37.996 1.00 0.00 H +ATOM 2613 C ASN A 163 43.580 41.136 41.086 1.00 0.00 C +ATOM 2614 O ASN A 163 44.590 41.786 41.356 1.00 0.00 O +ATOM 2615 N LEU A 164 42.900 40.406 41.976 1.00 0.00 N +ATOM 2616 H LEU A 164 42.080 39.956 41.606 1.00 0.00 H +ATOM 2617 CA LEU A 164 43.140 40.116 43.356 1.00 0.00 C +ATOM 2618 HA LEU A 164 43.740 40.966 43.656 1.00 0.00 H +ATOM 2619 CB LEU A 164 41.750 40.086 44.046 1.00 0.00 C +ATOM 2620 HB2 LEU A 164 41.170 40.976 43.806 1.00 0.00 H +ATOM 2621 HB3 LEU A 164 41.000 39.426 43.606 1.00 0.00 H +ATOM 2622 CG LEU A 164 41.860 39.936 45.606 1.00 0.00 C +ATOM 2623 HG LEU A 164 42.320 38.986 45.866 1.00 0.00 H +ATOM 2624 CD1 LEU A 164 42.650 41.116 46.176 1.00 0.00 C +ATOM 2625 HD11 LEU A 164 42.490 41.126 47.256 1.00 0.00 H +ATOM 2626 HD12 LEU A 164 43.690 40.986 45.906 1.00 0.00 H +ATOM 2627 HD13 LEU A 164 42.310 42.106 45.856 1.00 0.00 H +ATOM 2628 CD2 LEU A 164 40.470 39.956 46.176 1.00 0.00 C +ATOM 2629 HD21 LEU A 164 39.941 40.816 45.766 1.00 0.00 H +ATOM 2630 HD22 LEU A 164 39.971 39.036 45.866 1.00 0.00 H +ATOM 2631 HD23 LEU A 164 40.580 39.856 47.256 1.00 0.00 H +ATOM 2632 C LEU A 164 44.010 38.876 43.476 1.00 0.00 C +ATOM 2633 O LEU A 164 45.190 38.916 43.936 1.00 0.00 O +ATOM 2634 OXT LEU A 164 43.540 37.776 43.066 1.00 0.00 O +ATOM 2635 C1 LIG A 165 32.461 24.176 26.196 1.00 0.00 C +ATOM 2636 C2 LIG A 165 32.111 24.276 27.536 1.00 0.00 C +ATOM 2637 C3 LIG A 165 32.611 22.956 25.586 1.00 0.00 C +ATOM 2638 C4 LIG A 165 32.151 23.106 28.336 1.00 0.00 C +ATOM 2639 C5 LIG A 165 32.501 21.826 26.396 1.00 0.00 C +ATOM 2640 C6 LIG A 165 32.401 21.846 27.786 1.00 0.00 C +ATOM 2641 C7 LIG A 165 32.621 20.616 28.636 1.00 0.00 C +ATOM 2642 H8 LIG A 165 32.531 25.106 25.636 1.00 0.00 H +ATOM 2643 H9 LIG A 165 31.831 25.236 27.956 1.00 0.00 H +ATOM 2644 H10 LIG A 165 32.831 22.836 24.536 1.00 0.00 H +ATOM 2645 H11 LIG A 165 31.961 23.236 29.406 1.00 0.00 H +ATOM 2646 H12 LIG A 165 32.551 20.896 25.846 1.00 0.00 H +ATOM 2647 H13 LIG A 165 31.671 20.176 28.946 1.00 0.00 H +ATOM 2648 H14 LIG A 165 33.271 19.886 28.146 1.00 0.00 H +ATOM 2649 H15 LIG A 165 33.131 20.966 29.526 1.00 0.00 H +TER 2650 LIG A 165 +ENDMDL +END diff --git a/blues/analysis/tests/data/run03-labels.txt b/blues/analysis/tests/data/run03-labels.txt new file mode 100644 index 00000000..6389c253 --- /dev/null +++ b/blues/analysis/tests/data/run03-labels.txt @@ -0,0 +1,2001 @@ +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +1 +1 +1 +1 +1 +1 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +0 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 +1 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differ diff --git a/blues/analysis/tests/data/t4-tol-pcca1_samples.dcd b/blues/analysis/tests/data/t4-tol-pcca1_samples.dcd new file mode 100644 index 00000000..4f3caec5 Binary files /dev/null and b/blues/analysis/tests/data/t4-tol-pcca1_samples.dcd differ diff --git a/blues/analysis/tests/test_cluster.py b/blues/analysis/tests/test_cluster.py new file mode 100644 index 00000000..c4294f2e --- /dev/null +++ b/blues/analysis/tests/test_cluster.py @@ -0,0 +1,101 @@ +import unittest +import numpy as np +import mdtraj as md +import pickle +from blues.analysis import cluster +from blues import utils +import shutil, tempfile +np.random.seed(0) + +class FindBindingModesTester(unittest.TestCase): + """ + Test the FindBindingModes class. + """ + def setUp(self): + self.n_clusters = 2 + self.n_samples = 10 + msm_pkl = utils.get_data_filename('blues.analysis', 'tests/data/t4-tol-msm.pkl') + with open(msm_pkl, 'rb') as f: + self.data = pickle.load(f) + self.fbm = cluster.FindBindingModes(self.data) + + pcca_pkl = utils.get_data_filename('blues.analysis', 'tests/data/silhouette_pcca.pkl') + with open(pcca_pkl, 'rb') as fpcca: + self.silhouette_pcca= pickle.load(fpcca) + + self.test_dir = tempfile.mkdtemp() + + def test_pcca(self): + pcca_sets, cluster_labels, centers, pcca_dist, pcca_samples = self.fbm._pcca(self.n_clusters, self.n_samples) + #Check pcca states are equal to the given number of clusters + self.assertIsInstance(pcca_sets, list) + self.assertEqual(len(pcca_sets), self.n_clusters) + + #Check cluster labels are equal to the given number of clusters + self.assertIsInstance(cluster_labels, np.ndarray) + self.assertEqual(len(np.unique(cluster_labels)), self.n_clusters) + + #Check that the resulting pcca centers is less than or equal to the + #initial centers from k-means clustering. (PCCA may delete disconnected points) + self.assertIsInstance(centers, np.ndarray) + self.assertLessEqual(len(centers), len(self.data.centers)) + + #Check that PCCA probabilities is present for each center and sums to 1. + self.assertIsInstance(pcca_dist, np.ndarray) + self.assertSequenceEqual( list([self.n_clusters, len(centers)]), list(pcca_dist.shape)) + self.assertEqual(np.int(np.sum(pcca_dist)/self.n_clusters), 1) + + #Check that each cluster contains the given number of samples. + self.assertIsInstance(pcca_samples, np.ndarray ) + samples = [] + samples.extend([self.n_samples] *self.n_clusters) + self.assertSequenceEqual(list(map(len,pcca_samples)), samples) + + #def test_score_silhouette(self): + # centers = self.silhouette_pcca[self.n_clusters]['Centers'] + # cluster_labels = self.silhouette_pcca[self.n_clusters]['Labels'] + + # silhouette_avg, sample_silhouette_values = self.fbm.scoreSilhouette(self.n_clusters, centers, cluster_labels) + + #Check silhouette scoring is same as values in pickled data. + # self.assertAlmostEqual(silhouette_avg, self.silhouette_pcca[self.n_clusters]['AVG'], places=5) + # self.assertSequenceEqual(list(sample_silhouette_values), list(self.silhouette_pcca[self.n_clusters]['Values'])) + + def test_get_n_clusters(self): + #Check method that gets cluster number by silhouette score matches expected value. + n_clusters = self.fbm._get_n_clusters(self.silhouette_pcca) + self.assertEqual(n_clusters, self.n_clusters) + + #def test_save_pcca(self): + #kwargs = { 'n_clusters' : self.n_clusters, + # 'outfname' : '%s/t4-tol' % self.test_dir, + # 'inp' : self.fbm.data.inp, + # 'pcca_samples' : self.silhouette_pcca[self.n_clusters]['Samples'] } + + #Check method that saves PCCA samples to trajectory file + #pcca_outfiles = self.fbm.savePCCASamples(**kwargs) + #self.assertEqual(len(pcca_outfiles), self.n_clusters) + + def test_select_leaders(self): + pcca0 = utils.get_data_filename('blues.analysis', 'tests/data/t4-tol-pcca0_samples.dcd') + pcca1 = utils.get_data_filename('blues.analysis', 'tests/data/t4-tol-pcca1_samples.dcd') + pdbfile = utils.get_data_filename('blues.analysis', 'tests/data/run03-centered.pdb') + pcca_outfiles = [pcca0, pcca1] + leader_kwargs = { 'pcca_outfiles' : pcca_outfiles, + 'topfile' : pdbfile, + 'n_clusters' : self.n_clusters, + 'n_leaders_per_cluster' : 3, + 'cutoff' : 0.3, + 'max_iter' : 10, + 'outfname' : '%s/t4-tol' % self.test_dir} + + #Check method that filters the representative structures from PCCA + leaders, leader_labels = self.fbm.selectLeaders(**leader_kwargs) + self.assertEqual(len(np.unique(leader_labels)), self.n_clusters) + self.assertIsInstance(leaders, md.Trajectory) + + def tearDown(self): + shutil.rmtree(self.test_dir) + +if __name__ == "__main__": + unittest.main() diff --git a/blues/analysis/tests/test_msm.py b/blues/analysis/tests/test_msm.py new file mode 100644 index 00000000..7b1ee307 --- /dev/null +++ b/blues/analysis/tests/test_msm.py @@ -0,0 +1,55 @@ +import unittest +import pyemma.coordinates as coor +from pyemma.msm import estimate_markov_model +import numpy as np +import pickle +from blues.analysis import msm, cluster +from blues import utils +np.random.seed(0) + +class ConstructMSMTester(unittest.TestCase): + """ + Test the ConstructMSM class. + """ + def setUp(self): + + trajfiles = utils.get_data_filename('blues.analysis', 'tests/data/run03-centered.dcd') + pdbfile = utils.get_data_filename('blues.analysis', 'tests/data/run03-centered.pdb') + feat = coor.featurizer(pdbfile) + atom_index = np.array([2634, 2635, 2636, 2637, 2638, 2639, 2640, 1605, 1622, 1638, 1658, 1675, 1692, 1700, 1714, 1728, 1735, 1751, 1761, 1768, 1788]) + paired_index = feat.pairs(atom_index) + feat.add_distances(paired_index) + inp = coor.source(trajfiles, feat) + + self.data = msm.ConstructMSM(inp) + self.dt = 30 + self.lagtime = 200 + + def test_getMSM(self): + tica_coordinates, lag = self.data._tica(self.data.Y, self.dt, self.lagtime) + #Check for array of tica coordinates + self.assertIsInstance(tica_coordinates[0][0],np.ndarray) + #Check lagtime gets converted to units of dt + self.assertEqual(lag, np.int(self.lagtime/self.dt)) + + #Check for appropriate number of centers when k is given. + dtrajs, centers, index_clusters = self.data._kmeans(tica_coordinates, k=50) + self.assertEqual(len(centers), 50) + self.assertEqual(len(index_clusters), len(centers)) + + dtrajs, centers, index_clusters = self.data._kmeans(tica_coordinates) + #Check that all trajectory frames have been discretized. + n_frames = self.data.inp.n_frames_total() + self.assertEqual(len(dtrajs[0]),n_frames) + #Check for the appropriate number of centers when None is given. + k_clusters = np.int(np.sqrt(n_frames)) + + self.assertEqual(len(centers), k_clusters) + self.assertEqual(len(index_clusters), len(centers)) + + #Check MSM still contains all trajectory frames + M = estimate_markov_model(dtrajs, lag) + self.assertEqual(len(M.dtrajs_full[0]), n_frames) + +if __name__ == "__main__": + unittest.main() diff --git a/blues/analysis/tools.py b/blues/analysis/tools.py new file mode 100644 index 00000000..3b596fd2 --- /dev/null +++ b/blues/analysis/tools.py @@ -0,0 +1,148 @@ +import sys, json +import mdtraj as md +import numpy as np +import matplotlib.mlab as mlab +import matplotlib.pyplot as plt +from matplotlib.pyplot import cm +import matplotlib.colors as mcolors +from matplotlib import animation, rc + +def get_color_list(num_colors, cmap='gist_rainbow'): + """Returns N colors according to the provided colormap. + + Parameters: + ----------- + n_clusters : int, the number of metastable states/clusters + cmap : str, specifying the matplotlib colormap to use. + + Returns: + -------- + colors : list, containing the colors for each cluster. + """ + colormap = plt.get_cmap(cmap) + colors = [colormap(1.*i/num_colors) for i in range(num_colors)] + return colors + +def autolabel(ax, rects, fonsize=12): + """ + Attach a text label above each bar displaying its height + """ + font = {'weight' : 'heavy', 'size': 12} + for rect in rects: + height = rect.get_height() + ax.text(rect.get_x() + rect.get_width()/2., 1.0, + '%.1f' % height, + ha='center', va='bottom', fontdict=font) + +def get_cmap(N): + ''' Returns a function that maps each index in 0, 1, ... + N-1 to a distinct RGB color.''' + color_norm = mcolors.Normalize(vmin=0.0, vmax=N-1.0) + scalar_map = cm.ScalarMappable(norm=color_norm, cmap='gist_rainbow') + def map_index_to_rgb_color(index): + return scalar_map.to_rgba(index) + return map_index_to_rgb_color + +def centerTrajectory(traj, outfname, remove_solvent=True): + """Take an mdtraj.Trajectory object and centers the system for visualization. + By default, this will remove solvent molecules.""" + + if remove_solvent: + #Remove the solvent to shrink the filesize + traj = traj.remove_solvent() + #Recenter/impose periodicity to the system + anchor = traj.top.guess_anchor_molecules()[0] + imgd = traj.image_molecules(anchor_molecules=[anchor]) + #Let's align by the protein atoms in reference to the first frame + prt_idx = imgd.top.select('protein') + superposed = imgd.superpose(reference=imgd,frame=0,atom_indices=prt_idx) + #Save out the aligned frames + superposed.save_dcd(outfname+'-centered.dcd') + superposed[0].save_pdb(outfname+'-centered.pdb') + +def check_bound_ligand(trajfiles,topfile, cutoff=0.8, + sel='resname LIG', ref_sel='protein'): + """ + Helper function to check if the ligand is still bound throughout the trajectories. + + Parameters: + ----------- + trajfiles : list of strings, path for trajectory file + topfile : str, path for topology file (pdb) + cutoff : cutoff distance in nanometers + query_sel : ligand selection string (Def: 'resname LIG') + + Returns: + -------- + trajfiles : list of strings, path for trajectory file after removing bad trajectories. + """ + + print('Checking %s trajectories for unbound ligands' % len(trajfiles)) + errfile = open('unbound-lig-trajs.err', 'w') + for idx,trj in enumerate(trajfiles): + traj = md.load(trj, top=topfile) + matches = md.compute_neighbors(traj, cutoff, + query_indices=traj.top.select(sel), + haystack_indices=traj.top.select(ref_sel)) + matches = list(map(len, matches)) + if 0 in matches: + print('\t WARNING!!! Detected unbound ligand in:', trj) + errfile.write('%s\n'%trj) + trajfiles.remove(trj) + + errfile.close() + return trajfiles + +def parse_blues_json(jsonfile, molid, time_per_iter=0): + """ + Helper function that reads the json file containing the metadata of + each BLUES simulation and converts the accepted move iteration number to time. + + Paramters: + ---------- + jsonfile : str, filepath for json file containing the BLUES simualtion metadata. + time_per_iter : float, conversion factor for converting the iteration number to time. + Ex. If every iteration stores 5 frames, every frame stores 0.0352ns + time_per_iter = 5 * 0.0352 + + Returns: + -------- + acc_data : dict, nested dictionary of BLUES metadata `{ molid : {jobid : list }}` + """ + + acc_data = {} + fpath = str(jsonfile) + with open(fpath, 'r') as jsf: + data = json.load(jsf) + acc_data = {k: sorted(list(map(int,v))) for k,v in data.items() if v != []} + return acc_data + + +def drawProgressBar(percent, barLen = 20): + """Prints the progress of a `for` loop.""" + sys.stdout.write("\r") + progress = "" + for i in range(barLen): + if i < int(barLen * percent): + progress += "=" + else: + progress += " " + sys.stdout.write("[ %s ] %.2f%%" % (progress, percent * 100)) + sys.stdout.flush() + +def rmsdNP(traj, ref, idx=list()): + """Computes the RMSD of a given mdtraj.Trajectory object + *without alignment* to a reference frame.""" + return np.sqrt(3*np.sum(np.square(traj.xyz[:,idx,:] - ref.xyz[:,idx,:]), + axis=(1, 2))/idx.shape[0]) + +def calcPairwiseRMSD(traj, sel='resname LIG and not type H'): + """Computes the pairwise RMSD of the frames within a given mdtraj.Trajectory object.""" + #print("Calculating Pairwise RMSD for selection: '%s'" % selection) + #Compute pairwise RMSD using NumPy, which does NOT center the ligand atoms + distances = np.empty((traj.n_frames, traj.n_frames)) + for i in range(traj.n_frames): + distances[i] = rmsdNP(traj, traj[i],traj.top.select(sel)) + #drawProgressBar(i/(traj.n_frames-1)) + #print(np.shape(distances)) + return distances diff --git a/blues/version.py b/blues/version.py index 291a313a..bc77ad50 100644 --- a/blues/version.py +++ b/blues/version.py @@ -2,6 +2,6 @@ # This file is automatically generated by setup.py short_version = '0.1.3' version = '0.1.3.dev1' -full_version = '0.1.3.dev1-973bbc9' -git_revision = '973bbc975a8a8223d5b8a49edc2f89207a8390eb' +full_version = '0.1.3.dev1-4404c5d' +git_revision = '4404c5dd7629773d1a99dab8a8408da9e5b8e57c' release = False diff --git a/notebooks/ClassRefactoring.ipynb b/notebooks/ClassRefactoring.ipynb deleted file mode 100644 index 8ad94ae0..00000000 --- a/notebooks/ClassRefactoring.ipynb +++ /dev/null @@ -1,884 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "from simtk import unit, openmm\n", - "from simtk.openmm import app\n", - "from alchemy import AbsoluteAlchemicalFactory, AlchemicalState\n", - "\n", - "import blues.utils as utils\n", - "import blues.ncmc as ncmc\n", - "import blues.ncmc_switching as ncmc_switching\n", - "from blues.smartdart import SmartDarting\n", - "\n", - "import sys\n", - "import numpy as np\n", - "import mdtraj\n", - "from mdtraj.reporters import HDF5Reporter\n", - "from datetime import datetime\n", - "from optparse import OptionParser" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "# Define some constants\n", - "opt = {}\n", - "opt['verbose'] = True\n", - "opt['nonbondedMethod'] = 'PME'\n", - "opt['nonbondedCutoff'] = 10\n", - "opt['constraints'] = 'HBonds'\n", - "\n", - "opt['temperature'] = 300.0\n", - "opt['friction'] = 1\n", - "opt['dt'] = 0.002\n", - "\n", - "\n", - "opt['numIter'] = 10\n", - "opt['nstepsNC'] = 10\n", - "opt['nstepsMD'] = 50\n", - "\n", - "opt['trajectory_interval'] = 10\n", - "opt['reporter_interval'] = 10\n", - "\n", - "#Defines ncmc move eqns for lambda peturbation of sterics/electrostatics\n", - "opt['functions'] = { 'lambda_sterics' : 'step(0.199999-lambda) + step(lambda-0.2)*step(0.8-lambda)*abs(lambda-0.5)*1/0.3 + step(lambda-0.800001)',\n", - " 'lambda_electrostatics' : 'step(0.2-lambda)- 1/0.2*lambda*step(0.2-lambda) + 1/0.2*(lambda-0.8)*step(lambda-0.8)' }" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "def generateSimFromStruct(structure, platform=None, printfile=sys.stdout, **opt):\n", - " system = structure.createSystem(nonbondedMethod=eval(\"app.%s\" % opt['nonbondedMethod']),\n", - " nonbondedCutoff=opt['nonbondedCutoff']*unit.angstroms,\n", - " constraints=eval(\"app.%s\" % opt['constraints']))\n", - " \n", - " integrator = openmm.LangevinIntegrator(opt['temperature']*unit.kelvin, \n", - " opt['friction']/unit.picosecond, \n", - " opt['dt']*unit.picoseconds)\n", - "\n", - " if platform is None:\n", - " #Use the fastest available platform\n", - " simulation = app.Simulation(structure.topology, system, integrator)\n", - " else:\n", - " platform = openmm.Platform.getPlatformByName(platform)\n", - " prop = dict(DeviceIndex='2')\n", - " simulation = app.Simulation(structure.topology, system, integrator, platform, prop)\n", - " \n", - " # OpenMM platform information\n", - " mmver = openmm.version.version\n", - " mmplat = simulation.context.getPlatform()\n", - " print('OpenMM({}) simulation generated for {} platform'.format(mmver, mmplat.getName()), file=printfile)\n", - " \n", - " if opt['verbose']:\n", - " # Host information\n", - " from platform import uname\n", - " for k,v in uname()._asdict().items():\n", - " print(k, ':', v, file=printfile)\n", - " \n", - " # Platform properties\n", - " for prop in mmplat.getPropertyNames():\n", - " val = mmplat.getPropertyValue(simulation.context, prop)\n", - " print(prop, ':', val, file=printfile)\n", - " \n", - " # Set initial positions/velocities\n", - " # Will get overwritten from saved State.\n", - " simulation.context.setPositions(structure.positions)\n", - " simulation.context.setVelocitiesToTemperature(opt['temperature']*unit.kelvin)\n", - " return simulation" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [ - "def getReporters(totalSteps=None, outfname=None, **opt):\n", - " if totalSteps is None:\n", - " totalSteps = opt['steps']\n", - " if outfname is None:\n", - " outfname = opt['outfname']\n", - " progress_reporter = app.StateDataReporter(sys.stdout, separator=\"\\t\",\n", - " reportInterval=opt['reporter_interval'],\n", - " step=True, totalSteps=totalSteps,\n", - " time=True, speed=True, progress=True,\n", - " elapsedTime=True, remainingTime=True)\n", - "\n", - " state_reporter = app.StateDataReporter(outfname+'.log', separator=\"\\t\",\n", - " reportInterval=opt['reporter_interval'],\n", - " step=True,\n", - " potentialEnergy=True, totalEnergy=True,\n", - " volume=True, temperature=True)\n", - "\n", - " # Uses NetCDF(4.0) but not VMD compatible.\n", - " #traj_reporter = mdtraj.reporters.HDF5Reporter(outfname+'.h5', opt['reporter_interval'])\n", - "\n", - " # Default to NetCDF since VMD compatible.\n", - " traj_reporter = mdtraj.reporters.NetCDFReporter(outfname+'.nc', opt['trajectory_interval'])\n", - "\n", - " reporters = [state_reporter, progress_reporter, traj_reporter]\n", - " return reporters" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "\n", - "md_sim = generateSimFromStruct(struct, 'OpenCL', **opt)\n", - "alch_sim = generateSimFromStruct(struct, 'OpenCL', **opt)\n", - "\n", - "# Add reporters to MD\n", - "totalSteps = opt['numIter'] * opt['nstepsMD']\n", - "reporters = getReporters\n", - "for rep in getReporters(totalSteps, 'blues_test', **opt):\n", - " md_sim.reporters.append(rep)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "class SimulationFactory(object):\n", - " def __init__(self, structure):\n", - " self.structure = structure\n", - " \n", - " self.ligand_atoms = []\n", - " self.system = None\n", - " self.alch_system = None\n", - " \n", - " self.md_sim = None\n", - " self.alch_sim = None\n", - " self.nc_sim = None\n", - "\n", - " def getLigandAtoms(self, topology, resname='LIG'):\n", - " ligand_atoms = []\n", - " for atom in topology.atoms():\n", - " if str(resname) in atom.residue.name:\n", - " ligand_atoms.append(atom.index)\n", - " self.ligand_atoms = ligand_atoms\n", - " return self.ligand_atoms\n", - " \n", - " def generateAlchSystem(self, system, ligand_atoms):\n", - " # Generate Alchemical System\n", - " factory = AbsoluteAlchemicalFactory(system, ligand_atoms,\n", - " annihilate_sterics=True,\n", - " annihilate_electrostatics=True)\n", - " alch_system = factory.createPerturbedSystem()\n", - " self.alch_system = alch_system\n", - " return self.alch_sytem\n", - " \n", - " def generateSystem(self, structure, opt):\n", - " system = structure.createSystem(nonbondedMethod=eval(\"app.%s\" % opt['nonbondedMethod']),\n", - " nonbondedCutoff=opt['nonbondedCutoff']*unit.angstroms,\n", - " constraints=eval(\"app.%s\" % opt['constraints']))\n", - " self.system = system\n", - " return self.system\n", - " \n", - " #def generateSimulation(self, system, integrator):\n", - " \n", - " \n", - " #def create(self, opt):\n", - " # lig_atoms = self.getLigandAtoms(self.structure.topology)\n", - " # self.generateSystem(self.structure, opt)\n", - " " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "class SimulateNCMC(object):\n", - " def __init__(self, md_simulation, resname, \n", - " platform=None, platformProperties=None, state=None):\n", - " \n", - " #Set reference variables from MD\n", - " self.topology = md_simulation.topology\n", - " self.system = md_simulation.system\n", - " self.integrator = md_simulation.integrator\n", - " self.resname = resname\n", - " self.box_vectors = self.system.getDefaultPeriodicBoxVectors()\n", - " #self.context = md_simulation.context\n", - " \n", - " # Set physical parameters\n", - " self.temperature = 300.0*unit.kelvin\n", - " self.friction = 1/unit.picosecond\n", - " self.dt = 0.002*unit.picoseconds\n", - " kB = unit.BOLTZMANN_CONSTANT_kB * unit.AVOGADRO_CONSTANT_NA\n", - " self.beta = 1.0 / (kB * temperature)\n", - " \n", - " self.numIter = 10\n", - " self.nstepsNC = 10\n", - " self.nstepsMD = 50 \n", - " \n", - " ## The index of the current time step\n", - " self.currentStep = 0\n", - " ## A list of reporters to invoke during the simulation\n", - " self.reporters = []\n", - " \n", - " #Defines ncmc move eqns for lambda peturbation of sterics/electrostatics\n", - " self.functions = {\n", - " 'lambda_sterics' : 'step(0.199999-lambda) + step(lambda-0.2)*step(0.8-lambda)*abs(lambda-0.5)*1/0.3 + step(lambda-0.800001)',\n", - " 'lambda_electrostatics' : 'step(0.2-lambda)- 1/0.2*lambda*step(0.2-lambda) + 1/0.2*(lambda-0.8)*step(lambda-0.8)' \n", - " }\n", - " \n", - " self.totalmass = 0\n", - " self.masslist = []\n", - " self.atomsIdx = []\n", - " self.alchemicalSystem = None\n", - " self.alchemicalSim = None\n", - " self.ncContext = None\n", - " self.ncPositions = None\n", - " self.positions = None\n", - " \n", - " self.acceptance = 0\n", - " self.nc_integrator = None\n", - " \n", - " self._storage = None\n", - " self.com = None\n", - " self.rotation = None\n", - " \n", - " \n", - "\n", - " def setAtomsIdx(self):\n", - " idx = []\n", - " for atom in self.topology.atoms():\n", - " if str(self.resname) in atom.residue.name:\n", - " idx.append(atom.index)\n", - " self.atomsIdx = idx\n", - " print('Ligand atoms:', self.atomsIdx)\n", - " return self.atomsIdx\n", - " \n", - " def generateAlchemicalSimulation(self):\n", - " #Initialize Alchemical Simulation\n", - " # performs alchemical corrections\n", - " # Reporter for NCMC moves\n", - " alchemicalIntegrator = openmm.LangevinIntegrator(self.temperature, \n", - " self.friction,\n", - " self.dt)\n", - " alchemicalSim = app.Simulation(self.topology, self.system, alchemicalIntegrator)\n", - " alchemicalSim.context.setPeriodicBoxVectors(*self.box_vectors)\n", - " self.alchemicalSim = alchemicalSim\n", - " print('Generated Alchemical Simulation:', type(alchemicalSim))\n", - " return self.alchemicalSim\n", - " \n", - " def generateAlchemicalSystem(self): \n", - " # Generate Alchemical System\n", - " factory = AbsoluteAlchemicalFactory(self.system, ligand_atoms=self.atomsIdx,\n", - " annihilate_sterics=True,\n", - " annihilate_electrostatics=True)\n", - " alchemicalSystem = factory.createPerturbedSystem()\n", - " self.alchemicalSystem = alchemicalSystem\n", - " print('Generated Alchemical System:', type(alchemicalSystem))\n", - " return self.alchemicalSystem\n", - " \n", - " def generateNCContext(self):\n", - " ncIntegrator = ncmc_switching.NCMCVVAlchemicalIntegrator(self.temperature, \n", - " self.alchemicalSystem,\n", - " self.functions,\n", - " nsteps=self.nstepsNC)\n", - " ncContext = openmm.Context(self.alchemicalSystem, ncIntegrator)\n", - " ncContext.setPeriodicBoxVectors(*self.box_vectors)\n", - " self.ncContext = ncContext\n", - " print('Generated NCMC context:', type(ncContext))\n", - " return self.ncContext\n", - " \n", - " def getMasses(self):\n", - " masses = unit.Quantity(np.zeros([len(self.atomsIdx),1],np.float32), unit.dalton)\n", - " #sytem = context.getSystem()\n", - " for ele, idx in enumerate(self.atomsIdx):\n", - " masses[ele] = self.system.getParticleMass(idx)\n", - " self.masses = masses\n", - " self.totalmass = self.getTotalMass(masses)\n", - " return self.masses\n", - " \n", - " def getTotalMass(self, masses):\n", - " self.totalmass = masses.sum()\n", - " return self.totalmass\n", - " \n", - " def getCOM(self):\n", - " #positions = self.getPositions(context, atomsIdx)\n", - " com = (masses / totalmass * positions).sum(0)\n", - " self.com = com\n", - " return self.com\n", - "\n", - " def getPositions(self, context, index=[] ):\n", - " state = context.getState(getPositions=True)\n", - " pos_array = state.getPositions(asNumpy=True)\n", - " coordinates = pos_array / unit.nanometers\n", - " if not index:\n", - " index = range(len(coordinates))\n", - " else:\n", - " index = self.atomsIdx\n", - " positions = unit.Quantity(np.zeros( [len(index),3], np.float32), unit.nanometers)\n", - " for e, i in enumerate(index):\n", - " positions[e,:] = unit.Quantity(coordinates[i], unit.nanometers)\n", - " return positions\n", - "\n", - " def generateRotation(self):\n", - " comPos = self.getCOM(context, atomsIdx)\n", - " alchPos = self.getPositions(context, atomsIdx)\n", - " # Remove COM from alchemical positions to perform rotation\n", - " tempPos = alchPos - comPos\n", - " # Dot alchPostions with rotation matrix,\n", - " rotPos = unit.Quantity( np.dot(tempPos, rand_rotation_matrix()), unit.nanometers)\n", - " rotation = rotPos + comPos\n", - " self.rotation = rotation\n", - " return self.rotation\n", - " \n", - " def rand_rotation_matrix():\n", - " rand_quat = md.utils.uniform_quaternion()\n", - " matrix_out = md.utils.rotation_matrix_from_quaternion(rand_quat)\n", - " return matrix_out\n", - " \n", - " def updatePositions(self, context, index=[], positions):\n", - " #Store reference positions\n", - " self.positions = self.getPositions(self.context)\n", - " for ele, idx in enumerate(atomsIdx):\n", - " positions[idx] = newpositions[ele]\n", - " self.positions = positions\n", - " self.context = context.setPositions(positions)\n", - " return self.positions\n", - " \n", - " def _prepNCMC(self):\n", - " #First Generate MD Simulation object\n", - " self.setAtomsIdx(self.resname, self.topology)\n", - " #Generate Alchemical System/contexts\n", - " self.generateAlchemicalSystem()\n", - " self.generateAlchemicalSimulation()\n", - " #Generate NC contexts\n", - " self.generateNCContext()\n", - " \n", - " def _simulation(self): \n", - " ### Set Initial Conditions\n", - " #Set NC positions to reference from MD\n", - " mdState = md_simulation.context.getState(getPositions=True,\n", - " getVelocities=True,\n", - " getEnergy=True,\n", - " getParameters=True,\n", - " enforcePeriodicBox=True)\n", - " ncState = ncContext.getState(getPositions=True)\n", - " \n", - " self.ncPositions = self.getPositions(self.ncContext)\n", - " \n", - " #Define our rotational move\n", - " #Update masses for current context\n", - " masses = self.getMasses()\n", - " totalmass = self.getTotalMass(masses)\n", - " #self.getMasses()\n", - " " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "testSim = SimulateNCMC(mdSim, 'LIG')\n", - "testSim.setAtomsIdx()\n", - "testSim.generateAlchemicalSystem()\n", - "testSim.generateAlchemicalSimulation()\n", - "nc_context = testSim.generateNCContext()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "def getPositions(context, index=[]):\n", - " pos_array = context.getState(getPositions=True).getPositions(asNumpy=True)\n", - " coordinates = pos_array / unit.nanometers\n", - " if not index:\n", - " print('index is none')\n", - " index = range(len(coordinates))\n", - " print(index)\n", - " else:\n", - " index = [2634, 2635, 2636, 2637, 2638, 2639, 2640, 2641, 2642, 2643, 2644, 2645, 2646, 2647, 2648] \n", - " print('index is not none')\n", - " positions = unit.Quantity(np.zeros( [len(index),3], np.float32), unit.nanometers)\n", - " for e, i in enumerate(index):\n", - " positions[e,:] = unit.Quantity(coordinates[i], unit.nanometers)\n", - " print(positions)\n", - " return positions" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "\n", - "nc_pos = getPositions(nc_context)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "range(len(pos_array))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "nc_pos" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "# Generate NC Integrator/Contexts\n", - "ncIntegrator = ncmc_switching.NCMCVVAlchemicalIntegrator(temperature, alchemySystem, functions,\n", - " nsteps=nstepsNC)\n", - "nc_context = openmm.Context(alchemySystem, ncIntegrator)\n", - "nc_context.setPeriodicBoxVectors(*inpcrd.boxVectors)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "# Initialize BLUES engineb\n", - "blues_run = SimNCMC(temperature, ligand_atoms)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "rot_step = (nstepsNC/2) -1\n", - "nc_move = [[blues_run.rotationalMove, [rot_step]]]\n", - "blues_run.getParticleMass(system, ligand_atoms)\n", - "blues_run.runSim(mdSim, nc_context, ncIntegrator,\n", - " alchemySim, movekey=nc_move,\n", - " niter=numIter, nstepsNC=nstepsNC, nstepsMD=nstepsMD,\n", - " alchemical_correction=True)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "# Pack into Simulation object for easy data retrieval \n", - "ncSim = app.Simulation(prmtop.topology, alchemySystem, ncIntegrator)\n", - "ncSim.context.setPeriodicBoxVectors(*inpcrd.boxVectors)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "# Simulation Object contains:\n", - "# Topology/System/Integrator/currentStep/Reporters/Context\n", - "# Context contains: Positions/Velocities/Box/State" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "metadata": { - "deletable": true, - "editable": true - }, - "source": [ - "alchemyPositions = []\n", - "for idx in ligand_atoms:\n", - " pos = unit.Quantity(coordinates[idx], unit.angstroms)\n", - " alchemyPositions.append(pos)\n", - "alchemyPositions = unit.Quantity(alchemyPositions)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "dummy = NCMCModeller()\n", - "masses = dummy.getMasses(mdSim.context, ligand_atoms)\n", - "totalmass = dummy.getTotalMass(masses)\n", - "positions = dummy.getPositions(mdSim.context, ligand_atoms)\n", - "com = dummy.getCOM(mdSim.context, ligand_atoms)\n", - "positions" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "rotation = dummy.generateRotation(mdSim.context, ligand_atoms)\n", - "rotation" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "dummy.setPositions(ncSim.context, ligand_atoms, rotation)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "dummy.getCOM(mdSim.context, ligand_atoms)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "# Initialize BLUES engine\n", - "blues_run = ncmc.SimNCMC(temperature=temperature, residueList=lig_atoms)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "dummy = AlchemicalDummy()\n", - "dummy.getMasses(system, lig_atoms)\n" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": true, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "#Define NC move\n", - "rot_step = (nstepsNC/2) -1\n", - "nc_move = [[blues_run.rotationalMove, [rot_step]]]" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "# actually run\n", - "blues_run.get_particle_masses(system, residueList=lig_atoms)\n", - "blues_run.runSim(md_sim, nc_context, nc_integrator,\n", - " alch_sim, movekey=nc_move,\n", - " niter=numIter, nstepsNC=nstepsNC, nstepsMD=nstepsMD,\n", - " alchemical_correction=True)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": { - "collapsed": false, - "deletable": true, - "editable": true - }, - "outputs": [], - "source": [ - "class Simulate(object):\n", - " def __init__(self, topology, system, integrator, \n", - " platform=None, platformProperties=None, state=None):\n", - " self.topology = topology\n", - " ## The System being simulated\n", - " if isinstance(system, string_types):\n", - " with open(system, 'r') as f:\n", - " self.system = openmm.XmlSerializer.deserialize(f.read())\n", - " else:\n", - " self.system = system\n", - " ## The Integrator used to advance the simulation\n", - " if isinstance(integrator, string_types):\n", - " with open(integrator, 'r') as f:\n", - " self.integrator = openmm.XmlSerializer.deserialize(f.read())\n", - " else:\n", - " self.integrator = integrator\n", - " ## The index of the current time step\n", - " self.currentStep = 0\n", - " ## A list of reporters to invoke during the simulation\n", - " self.reporters = []\n", - " if platform is None:\n", - " ## The Context containing the current state of the simulation\n", - " self.context = mm.Context(self.system, self.integrator)\n", - " elif platformProperties is None:\n", - " self.context = mm.Context(self.system, self.integrator, platform)\n", - " else:\n", - " self.context = mm.Context(self.system, self.integrator, platform, platformProperties)\n", - " if state is not None:\n", - " with open(state, 'r') as f:\n", - " self.context.setState(mm.XmlSerializer.deserialize(f.read()))\n", - " ## Determines whether or not we are using PBC. Try from the System first,\n", - " ## fall back to Topology if that doesn't work\n", - " try:\n", - " self._usesPBC = self.system.usesPeriodicBoundaryConditions()\n", - " except Exception: # OpenMM just raises Exception if it's not implemented everywhere\n", - " self._usesPBC = topology.getUnitCellDimensions() is not None\n", - " \n", - " self.totalmass = 0\n", - " self.masses = []\n", - " self.idx = []\n", - " self.positions = None\n", - " self.com = None\n", - " self.rotation = None\n", - " self.context = None\n", - " self.alchemicalSystem = None\n", - " \n", - " def getMasses(self, context, atomsIdx):\n", - " masses = unit.Quantity(np.zeros([len(atomsIdx),1],np.float32), unit.dalton)\n", - " sytem = context.getSystem()\n", - " for ele, idx in enumerate(atomsIdx):\n", - " masses[ele] = system.getParticleMass(idx)\n", - " self.totalmass = masses.sum()\n", - " self.masses = masses\n", - " return self.masses\n", - " \n", - " def getTotalMass(self, masses):\n", - " self.totalmass = self.masses.sum()\n", - " return self.totalmass\n", - " \n", - " def getPositions(self, context, atomsIdx):\n", - " state = context.getState(getPositions=True)\n", - " coordinates = state.getPositions(asNumpy=True) / unit.nanometers\n", - " positions = unit.Quantity( np.zeros([len(atomsIdx),3],np.float32), unit.nanometers)\n", - " for ele, idx in enumerate(atomsIdx):\n", - " positions[ele,:] = unit.Quantity(coordinates[idx], unit.nanometers)\n", - " self.positions = positions\n", - " return self.positions\n", - " \n", - " def getCOM(self, context, atomsIdx):\n", - " #Update masses for current context\n", - " masses = self.getMasses(context, atomsIdx)\n", - " totalmass = self.getTotalMass(masses)\n", - " positions = self.getPositions(context, atomsIdx)\n", - " com = (masses / totalmass * positions).sum(0)\n", - " self.com = com\n", - " return self.com\n", - " \n", - " def generateRotation(self, context, atomsIdx):\n", - " comPos = self.getCOM(context, atomsIdx)\n", - " alchPos = self.getPositions(context, atomsIdx)\n", - " # Remove COM from alchemical positions to perform rotation\n", - " tempPos = alchPos - comPos\n", - " # Dot alchPostions with rotation matrix,\n", - " rotPos = unit.Quantity( np.dot(tempPos, rand_rotation_matrix()), unit.nanometers)\n", - " rotation = rotPos + comPos\n", - " self.rotation = rotation\n", - " return self.rotation\n", - " def rand_rotation_matrix():\n", - " \"\"\"\n", - " Creates a uniform random rotation matrix\n", - " Returns\n", - " -------\n", - " matrix_out: 3x3 np.array\n", - " random rotation matrix\n", - " \"\"\"\n", - " rand_quat = md.utils.uniform_quaternion()\n", - " matrix_out = md.utils.rotation_matrix_from_quaternion(rand_quat)\n", - " return matrix_out\n", - " \n", - " def create_alchemicalSystem(self, topology, reference_system, atomsIdx=None):\n", - " #Initialize Alchemical Simulation\n", - " # performs alchemical corrections\n", - " # Reporter for NCMC moves\n", - " alchemyIntegrator = openmm.LangevinIntegrator(temperature, friction, dt)\n", - " alchemySim = app.Simulation(prmtop.topology, system, alchemyIntegrator)\n", - " #alchemySim.context.setPeriodicBoxVectors(*inpcrd.boxVectors)\n", - " # Generate Alchemical System\n", - " factory = AbsoluteAlchemicalFactory(system, ligand_atoms=atomsIdx,\n", - " annihilate_sterics=True,\n", - " annihilate_electrostatics=True)\n", - " alchemySystem = factory.createPerturbedSystem()\n", - " return self.alchemicalSystem\n", - " \n", - " def setPositions(self, context, atomsIdx, newpositions):\n", - " positions = self.getPositions(context, atomsIdx)\n", - " for ele, idx in enumerate(atomsIdx):\n", - " positions[idx] = newpositions[ele]\n", - " self.positions = positions\n", - " self.context = context.setPositions(positions)\n", - " return self.positions" - ] - } - ], - "metadata": { - "anaconda-cloud": {}, - "kernelspec": { - "display_name": "bluesdev", - "language": "python", - "name": "bluesdev" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.5.3" - } - }, - "nbformat": 4, - "nbformat_minor": 1 -} diff --git a/notebooks/blues_testing.ipynb b/notebooks/blues_testing.ipynb deleted file mode 100644 index 3d66f612..00000000 --- a/notebooks/blues_testing.ipynb +++ /dev/null @@ -1,662 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "from simtk import unit, openmm\n", - "from simtk.openmm import app\n", - "from alchemy import AbsoluteAlchemicalFactory, AlchemicalState\n", - "\n", - "import blues.utils as utils\n", - "import blues.ncmc as ncmc\n", - "import blues.ncmc_switching as blues_switching\n", - "from blues.smartdart import SmartDarting\n", - "\n", - "import sys\n", - "import numpy as np\n", - "import mdtraj as md\n", - "from mdtraj.reporters import HDF5Reporter\n", - "from datetime import datetime\n", - "from optparse import OptionParser" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "# Define some constants\n", - "temperature = 300.0*unit.kelvin\n", - "friction = 1/unit.picosecond\n", - "dt = 0.002*unit.picoseconds\n", - "# set nc attributes\n", - "numIter = 10\n", - "nstepsNC = 10\n", - "nstepsMD = 50\n", - "#Defines ncmc move eqns for lambda peturbation of sterics/electrostatics\n", - "functions = { 'lambda_sterics' : 'step(0.199999-lambda) + step(lambda-0.2)*step(0.8-lambda)*abs(lambda-0.5)*1/0.3 + step(lambda-0.800001)',\n", - " 'lambda_electrostatics' : 'step(0.2-lambda)- 1/0.2*lambda*step(0.2-lambda) + 1/0.2*(lambda-0.8)*step(lambda-0.8)' }" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "# Initialize integrators\n", - "md_integrator = openmm.LangevinIntegrator(temperature, friction, dt)\n", - "alch_integrator = openmm.LangevinIntegrator(temperature, friction, dt)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "# Obtain topologies/positions\n", - "coord_file = 'eqToluene.inpcrd'\n", - "top_file = 'eqToluene.prmtop'\n", - "prmtop = app.AmberPrmtopFile(top_file)\n", - "inpcrd = app.AmberInpcrdFile(coord_file)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [ - "# Generate OpenMM System\n", - "system = prmtop.createSystem(nonbondedMethod=app.PME,\n", - " nonbondedCutoff=1*unit.nanometer,\n", - " constraints=app.HBonds)" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [ - "# Initailize MD Simulation\n", - "md_sim = app.Simulation(prmtop.topology,\n", - " system,\n", - " md_integrator)\n", - "md_sim.context.setPositions(inpcrd.positions)\n", - "md_sim.context.setVelocitiesToTemperature(temperature)\n", - "md_sim.context.setPeriodicBoxVectors(*inpcrd.boxVectors)" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "# Add reporters for MD simulation\n", - "md_sim.reporters.append(app.dcdreporter.DCDReporter('traj.dcd', nstepsMD))\n", - "md_sim.reporters.append(HDF5Reporter('traj.h5', nstepsMD))" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "# Get ligand atom indices\n", - "lig_atoms = utils.atomIndexfromTop('LIG', prmtop.topology)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "#Initialize Alchemical Simulation\n", - "# performs alchemical corrections\n", - "# Reporter for NCMC moves\n", - "alch_sim = app.Simulation(prmtop.topology,\n", - " system,\n", - " alch_integrator)\n", - "alch_sim.context.setPeriodicBoxVectors(*inpcrd.boxVectors)\n", - "# Generate Alchemical System\n", - "factory = AbsoluteAlchemicalFactory(system,\n", - " ligand_atoms=lig_atoms,\n", - " annihilate_sterics=True,\n", - " annihilate_electrostatics=True)\n", - "alch_system = factory.createPerturbedSystem()" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "collapsed": false - }, - "outputs": [], - "source": [ - "# Generate NC Integrator/Contexts\n", - "nc_integrator = blues_switching.NCMCVVAlchemicalIntegrator(temperature,\n", - " alch_system,\n", - " functions,\n", - " nsteps=nstepsNC,\n", - " direction='insert',\n", - " timestep=0.001*unit.picoseconds,\n", - " steps_per_propagation=1)\n", - "nc_context = openmm.Context(alch_system, nc_integrator)\n", - "nc_context.setPeriodicBoxVectors(*inpcrd.boxVectors)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [ - "# Initialize BLUES engine\n", - "blues_run = ncmc.SimNCMC(temperature=temperature, residueList=lig_atoms)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "collapsed": true - }, - "outputs": [], - "source": [ - "#Define NC move\n", - "rot_step = (nstepsNC/2) -1\n", - "nc_move = [[blues_run.rotationalMove, [rot_step]]]" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "performing ncmc step\n", - "accCounter = 0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.52080418 2.39190064 2.93688492]\n", - " [ 2.51780038 2.31732836 3.05857699]\n", - " [ 2.4286179 2.36248409 2.83382508]\n", - " [ 2.43369092 2.21337781 3.07343845]\n", - " [ 2.33666224 2.26012302 2.85853081]\n", - " [ 2.33518231 2.18767085 2.97703183]\n", - " [ 2.24230161 2.07593444 2.99255923]\n", - " [ 2.5960074 2.46943097 2.92528607]\n", - " [ 2.58705285 2.33764185 3.14056137]\n", - " [ 2.44071271 2.41532308 2.73995397]\n", - " [ 2.42882397 2.14910901 3.16191354]\n", - " [ 2.26122777 2.2408782 2.78119859]\n", - " [ 2.29592222 1.98852414 3.03122797]\n", - " [ 2.16402648 2.10387687 3.0646232 ]\n", - " [ 2.18252286 2.05470002 2.90445921]] rot_output\n", - "[ 2.23699999 2.16799998 2.977 ] [ 2.52080418 2.39190064 2.93688492]\n", - "[ 2.25999999 2.29299998 3.04200006] [ 2.51780038 2.31732836 3.05857699]\n", - "[ 2.33999991 2.10800004 2.90100002] [ 2.4286179 2.36248409 2.83382508]\n", - "[ 2.37599993 2.35899997 3.0250001 ] [ 2.43369092 2.21337781 3.07343845]\n", - "[ 2.46199989 2.17600012 2.89499998] [ 2.33666224 2.26012302 2.85853081]\n", - "[ 2.48300004 2.2980001 2.95799994] [ 2.33518231 2.18767085 2.97703183]\n", - "[ 2.6099999 2.36800003 2.94000006] [ 2.24230161 2.07593444 2.99255923]\n", - "[ 2.13899994 2.12199998 2.98600006] [ 2.5960074 2.46943097 2.92528607]\n", - "[ 2.18300009 2.34200001 3.102 ] [ 2.58705285 2.33764185 3.14056137]\n", - "[ 2.31500006 2.01799989 2.84599996] [ 2.44071271 2.41532308 2.73995397]\n", - "[ 2.39899993 2.45700002 3.06800008] [ 2.42882397 2.14910901 3.16191354]\n", - "[ 2.54399991 2.12700009 2.84100008] [ 2.26122777 2.2408782 2.78119859]\n", - "[ 2.59100008 2.47300005 2.91499996] [ 2.29592222 1.98852414 3.03122797]\n", - "[ 2.66700006 2.36400008 3.03399992] [ 2.16402648 2.10387687 3.0646232 ]\n", - "[ 2.6789999 2.31900001 2.87199998] [ 2.18252286 2.05470002 2.90445921]\n", - "ncmc PE nan kJ/mol old PE -289809.4244876227 kJ/mol\n", - "rejected nan < -0.7663779766873235\n", - "log_ncmc > randnum\n", - "move rejected\n", - "accCounter: 0 iter: 1\n", - "performing ncmc step\n", - "accCounter = 0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.22938542 2.34213813 2.91276541]\n", - " [ 2.2594779 2.23023628 2.99534065]\n", - " [ 2.32123089 2.38388374 2.81714562]\n", - " [ 2.3873435 2.16831681 2.9861665 ]\n", - " [ 2.4474249 2.32582333 2.81498167]\n", - " [ 2.48340316 2.21738165 2.89929289]\n", - " [ 2.62625503 2.16442759 2.90977094]\n", - " [ 2.1382688 2.39819659 2.93202454]\n", - " [ 2.18977392 2.19524555 3.07105521]\n", - " [ 2.28678531 2.46018008 2.74780538]\n", - " [ 2.40421195 2.0831501 3.0515711 ]\n", - " [ 2.52400026 2.36447425 2.74821308]\n", - " [ 2.66289067 2.14093094 3.00992261]\n", - " [ 2.62831513 2.07332661 2.84959596]\n", - " [ 2.70024563 2.23720566 2.87580981]] rot_output\n", - "[ 2.23286152 2.1737082 2.92662621] [ 2.22938542 2.34213813 2.91276541]\n", - "[ 2.26695013 2.28602505 3.00705719] [ 2.2594779 2.23023628 2.99534065]\n", - "[ 2.32720828 2.11991715 2.83986998] [ 2.32123089 2.38388374 2.81714562]\n", - "[ 2.39386177 2.34842443 2.99070024] [ 2.3873435 2.16831681 2.9861665 ]\n", - "[ 2.44759512 2.18672729 2.82132173] [ 2.4474249 2.32582333 2.81498167]\n", - "[ 2.48345733 2.30222869 2.8957243 ] [ 2.48340316 2.21738165 2.89929289]\n", - "[ 2.6072576 2.38592005 2.86426282] [ 2.62625503 2.16442759 2.90977094]\n", - "[ 2.13044596 2.13733268 2.92851782] [ 2.1382688 2.39819659 2.93202454]\n", - "[ 2.19535971 2.33039808 3.07577062] [ 2.18977392 2.19524555 3.07105521]\n", - "[ 2.30030799 2.02602363 2.7921617 ] [ 2.28678531 2.46018008 2.74780538]\n", - "[ 2.41415119 2.43352962 3.05520701] [ 2.40421195 2.0831501 3.0515711 ]\n", - "[ 2.51800513 2.15217209 2.74606156] [ 2.52400026 2.36447425 2.74821308]\n", - "[ 2.59538603 2.49443889 2.8669734 ] [ 2.66289067 2.14093094 3.00992261]\n", - "[ 2.68187666 2.35711169 2.93860483] [ 2.62831513 2.07332661 2.84959596]\n", - "[ 2.64330626 2.37028694 2.76237702] [ 2.70024563 2.23720566 2.87580981]\n", - "ncmc PE nan kJ/mol old PE -289325.55961840064 kJ/mol\n", - "rejected nan < -2.09605905138452\n", - "log_ncmc > randnum\n", - "move rejected\n", - "accCounter: 0 iter: 2\n", - "performing ncmc step\n", - "accCounter = 0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.4900837 2.25724446 2.7604303 ]\n", - " [ 2.47999166 2.37576322 2.83928657]\n", - " [ 2.41063118 2.14991169 2.80101031]\n", - " [ 2.42015653 2.37812363 2.96373342]\n", - " [ 2.34692715 2.15437352 2.92470603]\n", - " [ 2.34774515 2.26328342 3.00637496]\n", - " [ 2.27578243 2.24567946 3.1420338 ]\n", - " [ 2.53743643 2.2574082 2.66258673]\n", - " [ 2.52591951 2.46710155 2.80235924]\n", - " [ 2.41431255 2.06451428 2.73385807]\n", - " [ 2.42655544 2.46396047 3.03011698]\n", - " [ 2.28959796 2.06497489 2.9478782 ]\n", - " [ 2.3499566 2.19822107 3.20661339]\n", - " [ 2.25581037 2.34396345 3.18523144]\n", - " [ 2.17792354 2.19865092 3.13034632]] rot_output\n", - "[ 2.22760105 2.17318773 2.94799495] [ 2.4900837 2.25724446 2.7604303 ]\n", - "[ 2.25969648 2.29414392 3.01659775] [ 2.47999166 2.37576322 2.83928657]\n", - "[ 2.33180761 2.11404824 2.87641788] [ 2.41063118 2.14991169 2.80101031]\n", - "[ 2.37523699 2.36575627 2.99220729] [ 2.42015653 2.37812363 2.96373342]\n", - "[ 2.44985366 2.18484282 2.85563326] [ 2.34692715 2.15437352 2.92470603]\n", - "[ 2.47581601 2.30656648 2.91077995] [ 2.34774515 2.26328342 3.00637496]\n", - "[ 2.61047268 2.37088156 2.87049341] [ 2.27578243 2.24567946 3.1420338 ]\n", - "[ 2.13619328 2.11812496 2.9686923 ] [ 2.53743643 2.2574082 2.66258673]\n", - "[ 2.18782854 2.3346653 3.08736992] [ 2.52591951 2.46710155 2.80235924]\n", - "[ 2.30619383 2.01788974 2.83267808] [ 2.41431255 2.06451428 2.73385807]\n", - "[ 2.39197111 2.46532011 3.03249002] [ 2.42655544 2.46396047 3.03011698]\n", - "[ 2.5236342 2.13096547 2.79673195] [ 2.28959796 2.06497489 2.9478782 ]\n", - "[ 2.59015226 2.41983485 2.77501941] [ 2.3499566 2.19822107 3.20661339]\n", - "[ 2.63498902 2.45040441 2.94120216] [ 2.25581037 2.34396345 3.18523144]\n", - "[ 2.69306612 2.29974294 2.87699437] [ 2.17792354 2.19865092 3.13034632]\n", - "ncmc PE nan kJ/mol old PE -289278.60807247856 kJ/mol\n", - "rejected nan < -0.3630762057518146\n", - "log_ncmc > randnum\n", - "move rejected\n", - "accCounter: 0 iter: 3\n", - "performing ncmc step\n", - "accCounter = 0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.49015769 2.26698749 2.75355786]\n", - " [ 2.52274697 2.16124261 2.84132353]\n", - " [ 2.39060633 2.35888657 2.77669815]\n", - " [ 2.44111541 2.14479094 2.95773251]\n", - " [ 2.30968729 2.34241602 2.89012541]\n", - " [ 2.34396369 2.24133077 2.98217296]\n", - " [ 2.27301004 2.23691977 3.11273838]\n", - " [ 2.54345643 2.27565608 2.65921915]\n", - " [ 2.60295262 2.08876761 2.82991742]\n", - " [ 2.37346053 2.43588454 2.70191166]\n", - " [ 2.46062197 2.06390531 3.02768006]\n", - " [ 2.22114114 2.39797195 2.91993895]\n", - " [ 2.20534728 2.15138725 3.11827756]\n", - " [ 2.35206387 2.22856441 3.18760725]\n", - " [ 2.20813262 2.32428261 3.12186526]] rot_output\n", - "[ 2.2381227 2.16768384 2.948488 ] [ 2.49015769 2.26698749 2.75355786]\n", - "[ 2.26737571 2.29089355 3.01102185] [ 2.52274697 2.16124261 2.84132353]\n", - "[ 2.32069707 2.10524583 2.85807586] [ 2.39060633 2.35888657 2.77669815]\n", - "[ 2.38722825 2.35816169 2.97107458] [ 2.44111541 2.14479094 2.95773251]\n", - "[ 2.43770361 2.17140603 2.81786132] [ 2.30968729 2.34241602 2.89012541]\n", - "[ 2.47200179 2.29150248 2.88317847] [ 2.34396369 2.24133077 2.98217296]\n", - "[ 2.60585189 2.35083508 2.85739088] [ 2.27301004 2.23691977 3.11273838]\n", - "[ 2.14287472 2.11942339 2.96884584] [ 2.54345643 2.27565608 2.65921915]\n", - "[ 2.20783401 2.34221816 3.08609676] [ 2.60295262 2.08876761 2.82991742]\n", - "[ 2.28791761 2.01082706 2.81534076] [ 2.37346053 2.43588454 2.70191166]\n", - "[ 2.41361856 2.45418048 3.01465893] [ 2.46062197 2.06390531 3.02768006]\n", - "[ 2.50959802 2.1433177 2.74132395] [ 2.22114114 2.39797195 2.91993895]\n", - "[ 2.59801435 2.44222641 2.79813766] [ 2.20534728 2.15138725 3.11827756]\n", - "[ 2.6467905 2.37231612 2.95632148] [ 2.35206387 2.22856441 3.18760725]\n", - "[ 2.66459608 2.28262138 2.79557943] [ 2.20813262 2.32428261 3.12186526]\n", - "ncmc PE nan kJ/mol old PE -288157.9855007853 kJ/mol\n", - "rejected nan < -0.8607806913485658\n", - "log_ncmc > randnum\n", - "move rejected\n", - "accCounter: 0 iter: 4\n", - "performing ncmc step\n", - "accCounter = 0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.50597862 2.4162768 2.88577268]\n", - " [ 2.55041341 2.29154 2.93452796]\n", - " [ 2.36732695 2.42922076 2.88151816]\n", - " [ 2.46989911 2.18318439 2.94854635]\n", - " [ 2.2806864 2.31915977 2.89768514]\n", - " [ 2.33008056 2.19617571 2.92959345]\n", - " [ 2.23622806 2.07418115 2.93136773]\n", - " [ 2.57148202 2.50005517 2.86327169]\n", - " [ 2.65454416 2.26933331 2.95642194]\n", - " [ 2.32693459 2.52760463 2.85905052]\n", - " [ 2.50317737 2.08278351 2.97360409]\n", - " [ 2.17378043 2.33007636 2.88132399]\n", - " [ 2.29652312 1.98451613 2.94715747]\n", - " [ 2.1661852 2.08735932 3.01410239]\n", - " [ 2.17064143 2.07169947 2.84409335]] rot_output\n", - "[ 2.21537971 2.19220304 2.93520617] [ 2.50597862 2.4162768 2.88577268]\n", - "[ 2.26648617 2.28915524 3.02408361] [ 2.55041341 2.29154 2.93452796]\n", - "[ 2.30954075 2.14269519 2.84524727] [ 2.36732695 2.42922076 2.88151816]\n", - "[ 2.38598752 2.35122919 3.00716448] [ 2.46989911 2.18318439 2.94854635]\n", - "[ 2.43539667 2.20347238 2.82659793] [ 2.2806864 2.31915977 2.89768514]\n", - "[ 2.47426772 2.3078723 2.90516448] [ 2.33008056 2.19617571 2.92959345]\n", - "[ 2.60477471 2.3830502 2.87337899] [ 2.23622806 2.07418115 2.93136773]\n", - "[ 2.11524796 2.15033913 2.94127655] [ 2.57148202 2.50005517 2.86327169]\n", - "[ 2.21049047 2.32860374 3.10848737] [ 2.65454416 2.26933331 2.95642194]\n", - "[ 2.28049254 2.05756307 2.78421903] [ 2.32693459 2.52760463 2.85905052]\n", - "[ 2.42247653 2.43484426 3.06626391] [ 2.50317737 2.08278351 2.97360409]\n", - "[ 2.5015552 2.17031932 2.7469759 ] [ 2.17378043 2.33007636 2.88132399]\n", - "[ 2.61174536 2.46956849 2.93964076] [ 2.29652312 1.98451613 2.94715747]\n", - "[ 2.68786883 2.3146975 2.89203286] [ 2.1661852 2.08735932 3.01410239]\n", - "[ 2.61458802 2.40480685 2.76681948] [ 2.17064143 2.07169947 2.84409335]\n", - "correction_factor -0.3036647124876768\n", - "ncmc move accepted\n", - "accepted since 1216.2752509094855 > -1.1032040949946695\n", - "log_ncmc > randnum\n", - "move accepted\n", - "accCounter 0.2 1.0\n", - "accCounter: 1.0 iter: 5\n", - "performing ncmc step\n", - "accCounter = 1.0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.49453489 2.41774935 2.94203094]\n", - " [ 2.4328516 2.41792561 2.81468367]\n", - " [ 2.48442659 2.30578738 3.02476326]\n", - " [ 2.37151975 2.30546917 2.76697121]\n", - " [ 2.43415547 2.18858086 2.97748111]\n", - " [ 2.38253576 2.19005328 2.84431419]\n", - " [ 2.34013761 2.06070355 2.78164652]\n", - " [ 2.53020446 2.5127735 2.98093817]\n", - " [ 2.43323118 2.5040186 2.74832472]\n", - " [ 2.50457729 2.30866405 3.13154034]\n", - " [ 2.32120301 2.30673067 2.67062645]\n", - " [ 2.43268997 2.10282204 3.04425639]\n", - " [ 2.39295638 2.01656545 2.69687237]\n", - " [ 2.31086075 1.98376035 2.85339102]\n", - " [ 2.24547821 2.07162708 2.72830829]] rot_output\n", - "[ 2.54937577 2.39075637 2.85912633] [ 2.49453489 2.41774935 2.94203094]\n", - "[ 2.58239198 2.25340557 2.86730409] [ 2.4328516 2.41792561 2.81468367]\n", - "[ 2.4158783 2.4304204 2.84977293] [ 2.48442659 2.30578738 3.02476326]\n", - "[ 2.48423123 2.15871334 2.87638021] [ 2.37151975 2.30546917 2.76697121]\n", - "[ 2.31517053 2.34111166 2.86931896] [ 2.43415547 2.18858086 2.97748111]\n", - "[ 2.35318708 2.20471191 2.88802838] [ 2.38253576 2.19005328 2.84431419]\n", - "[ 2.24799967 2.10466218 2.92520165] [ 2.34013761 2.06070355 2.78164652]\n", - "[ 2.62991595 2.46087885 2.83883357] [ 2.53020446 2.5127735 2.98093817]\n", - "[ 2.68466711 2.21666646 2.8696897 ] [ 2.43323118 2.5040186 2.74832472]\n", - "[ 2.38533497 2.52911186 2.81596804] [ 2.50457729 2.30866405 3.13154034]\n", - "[ 2.50959635 2.05305171 2.87919235] [ 2.32120301 2.30673067 2.67062645]\n", - "[ 2.21286559 2.37767029 2.8657372 ] [ 2.43268997 2.10282204 3.04425639]\n", - "[ 2.24598956 2.05515003 3.02251124] [ 2.39295638 2.01656545 2.69687237]\n", - "[ 2.14713097 2.13199997 2.89353442] [ 2.31086075 1.98376035 2.85339102]\n", - "[ 2.25951481 2.01207352 2.86846161] [ 2.24547821 2.07162708 2.72830829]\n", - "correction_factor -0.932445636879193\n", - "ncmc move accepted\n", - "accepted since 768.4153538806175 > -0.6354893963420868\n", - "log_ncmc > randnum\n", - "move accepted\n", - "accCounter 0.3333333333333333 2.0\n", - "accCounter: 2.0 iter: 6\n", - "performing ncmc step\n", - "accCounter = 2.0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.31690003 2.16342256 2.74376591]\n", - " [ 2.39102407 2.29045158 2.71075209]\n", - " [ 2.30120624 2.15727745 2.88634422]\n", - " [ 2.47288604 2.34930968 2.79866881]\n", - " [ 2.3877562 2.21877082 2.9721099 ]\n", - " [ 2.46963875 2.32209007 2.94057861]\n", - " [ 2.57639213 2.36702989 3.0312412 ]\n", - " [ 2.2666324 2.09915423 2.6719437 ]\n", - " [ 2.41973658 2.29653263 2.60608938]\n", - " [ 2.22085364 2.08987986 2.91492249]\n", - " [ 2.55731625 2.39969332 2.75231449]\n", - " [ 2.4064426 2.18816592 3.07472491]\n", - " [ 2.56683813 2.47568972 3.036373 ]\n", - " [ 2.54923876 2.32817334 3.12961532]\n", - " [ 2.67094637 2.33701045 2.98560138]] rot_output\n", - "[ 2.48950958 2.44304919 2.91950321] [ 2.31690003 2.16342256 2.74376591]\n", - "[ 2.48581171 2.38770962 2.77934432] [ 2.39102407 2.29045158 2.71075209]\n", - "[ 2.47383142 2.33328414 3.01070881] [ 2.30120624 2.15727745 2.88634422]\n", - "[ 2.42285967 2.27331972 2.75024104] [ 2.47288604 2.34930968 2.79866881]\n", - "[ 2.40830541 2.21857071 2.97642684] [ 2.3877562 2.21877082 2.9721099 ]\n", - "[ 2.38717008 2.17487597 2.84986496] [ 2.46963875 2.32209007 2.94057861]\n", - "[ 2.29572749 2.06348872 2.82042503] [ 2.57639213 2.36702989 3.0312412 ]\n", - "[ 2.51926684 2.54397464 2.94678402] [ 2.2666324 2.09915423 2.6719437 ]\n", - "[ 2.48287129 2.46541572 2.70339179] [ 2.41973658 2.29653263 2.60608938]\n", - "[ 2.50982475 2.35839224 3.11015606] [ 2.22085364 2.08987986 2.91492249]\n", - "[ 2.37920809 2.27194834 2.65070033] [ 2.55731625 2.39969332 2.75231449]\n", - "[ 2.35922432 2.15131092 3.04630423] [ 2.4064426 2.18816592 3.07472491]\n", - "[ 2.35051012 1.99752784 2.75280404] [ 2.56683813 2.47568972 3.036373 ]\n", - "[ 2.28419948 2.00965691 2.91473222] [ 2.54923876 2.32817334 3.12961532]\n", - "[ 2.20800209 2.10693431 2.77203703] [ 2.67094637 2.33701045 2.98560138]\n", - "correction_factor 0.7296527687177107\n", - "ncmc move accepted\n", - "accepted since 694.9244117209274 > -1.6213675789255222\n", - "log_ncmc > randnum\n", - "move accepted\n", - "accCounter 0.42857142857142855 3.0\n", - "accCounter: 3.0 iter: 7\n", - "performing ncmc step\n", - "accCounter = 3.0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.27881887 2.43888771 2.89460873]\n", - " [ 2.39005707 2.45603966 2.80295753]\n", - " [ 2.25577044 2.3143887 2.96031736]\n", - " [ 2.45987364 2.34589165 2.75488829]\n", - " [ 2.3171245 2.2011906 2.89734696]\n", - " [ 2.43624643 2.22068359 2.82231703]\n", - " [ 2.51715781 2.10344473 2.77579579]\n", - " [ 2.20090059 2.51070261 2.91883853]\n", - " [ 2.41367244 2.55888532 2.77686573]\n", - " [ 2.17237279 2.29009813 3.02566666]\n", - " [ 2.53391993 2.34945937 2.67538925]\n", - " [ 2.28402224 2.10470769 2.93491031]\n", - " [ 2.61283427 2.13229594 2.73177036]\n", - " [ 2.52812316 2.04613281 2.86809833]\n", - " [ 2.46081686 2.04476313 2.70294829]] rot_output\n", - "[ 2.31850386 2.17239809 2.71738052] [ 2.27881887 2.43888771 2.89460873]\n", - "[ 2.42425919 2.26575065 2.68318725] [ 2.39005707 2.45603966 2.80295753]\n", - "[ 2.24844313 2.1822865 2.84124565] [ 2.25577044 2.3143887 2.96031736]\n", - "[ 2.47942233 2.34885812 2.77997446] [ 2.45987364 2.34589165 2.75488829]\n", - "[ 2.31721473 2.2558651 2.94322634] [ 2.3171245 2.2011906 2.89734696]\n", - "[ 2.40756965 2.35853744 2.90457559] [ 2.43624643 2.22068359 2.82231703]\n", - "[ 2.46255183 2.45400405 3.00615764] [ 2.51715781 2.10344473 2.77579579]\n", - "[ 2.28531861 2.08578897 2.66069436] [ 2.20090059 2.51070261 2.91883853]\n", - "[ 2.45479774 2.26559591 2.57886529] [ 2.41367244 2.55888532 2.77686573]\n", - "[ 2.17231584 2.11407804 2.87823176] [ 2.17237279 2.29009813 3.02566666]\n", - "[ 2.56802702 2.41017652 2.76565862] [ 2.53391993 2.34945937 2.67538925]\n", - "[ 2.27415323 2.24701071 3.04263973] [ 2.28402224 2.10470769 2.93491031]\n", - "[ 2.51923037 2.53597498 2.96151543] [ 2.61283427 2.13229594 2.73177036]\n", - "[ 2.37163568 2.48739052 3.05659819] [ 2.52812316 2.04613281 2.86809833]\n", - "[ 2.5264411 2.4012959 3.07732368] [ 2.46081686 2.04476313 2.70294829]\n", - "ncmc PE nan kJ/mol old PE -295760.8120001091 kJ/mol\n", - "rejected nan < -0.1582349109121429\n", - "log_ncmc > randnum\n", - "move rejected\n", - "accCounter: 3.0 iter: 8\n", - "performing ncmc step\n", - "accCounter = 3.0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.49683251 2.2668991 2.73470569]\n", - " [ 2.42107159 2.37819582 2.77971516]\n", - " [ 2.4760254 2.15106796 2.81441168]\n", - " [ 2.3564001 2.38951246 2.9030013 ]\n", - " [ 2.4198729 2.15675619 2.94057319]\n", - " [ 2.33347813 2.2744573 2.96935785]\n", - " [ 2.26636337 2.29287309 3.10411408]\n", - " [ 2.56165613 2.26353975 2.6475144 ]\n", - " [ 2.43503484 2.47337951 2.72911117]\n", - " [ 2.51407632 2.05340535 2.78560496]\n", - " [ 2.31349822 2.48751668 2.92224385]\n", - " [ 2.42933395 2.07952174 3.01647469]\n", - " [ 2.16604556 2.32979559 3.08180442]\n", - " [ 2.26013633 2.19885918 3.15931631]\n", - " [ 2.31780104 2.3704287 3.16124481]] rot_output\n", - "[ 2.35296869 2.14148879 2.76356101] [ 2.49683251 2.2668991 2.73470569]\n", - "[ 2.46027517 2.23422146 2.75735617] [ 2.42107159 2.37819582 2.77971516]\n", - "[ 2.26557875 2.1665895 2.87281203] [ 2.4760254 2.15106796 2.81441168]\n", - "[ 2.49935055 2.3220427 2.85869956] [ 2.3564001 2.38951246 2.9030013 ]\n", - "[ 2.30150485 2.24612546 2.97998261] [ 2.4198729 2.15675619 2.94057319]\n", - "[ 2.40826702 2.34672618 2.95493269] [ 2.33347813 2.2744573 2.96935785]\n", - "[ 2.45718741 2.43977284 3.06425738] [ 2.26636337 2.29287309 3.10411408]\n", - "[ 2.33251119 2.06114602 2.69325995] [ 2.56165613 2.26353975 2.6475144 ]\n", - "[ 2.53621244 2.21950889 2.68098378] [ 2.43503484 2.47337951 2.72911117]\n", - "[ 2.17052007 2.11504698 2.88389802] [ 2.51407632 2.05340535 2.78560496]\n", - "[ 2.59106994 2.37652707 2.83785057] [ 2.31349822 2.48751668 2.92224385]\n", - "[ 2.25368118 2.24441028 3.07758212] [ 2.42933395 2.07952174 3.01647469]\n", - "[ 2.47023726 2.53689098 3.01606584] [ 2.16604556 2.32979559 3.08180442]\n", - "[ 2.38490582 2.44791031 3.1457057 ] [ 2.26013633 2.19885918 3.15931631]\n", - "[ 2.5552578 2.40745425 3.09978676] [ 2.31780104 2.3704287 3.16124481]\n", - "ncmc PE nan kJ/mol old PE -292537.3417118138 kJ/mol\n", - "rejected nan < -1.1568290378921295\n", - "log_ncmc > randnum\n", - "move rejected\n", - "accCounter: 3.0 iter: 9\n", - "performing ncmc step\n", - "accCounter = 3.0\n", - "doing the move\n", - "before step 0.4\n", - "[[ 2.43574661 2.09321387 2.7802907 ]\n", - " [ 2.48802062 2.11739501 2.91506367]\n", - " [ 2.36595547 2.19859088 2.71259384]\n", - " [ 2.4563223 2.22426827 2.99034618]\n", - " [ 2.32071788 2.30399367 2.79965902]\n", - " [ 2.38893675 2.32820591 2.92170899]\n", - " [ 2.36497438 2.45514628 2.99563297]\n", - " [ 2.45231584 2.00633711 2.7170958 ]\n", - " [ 2.56431552 2.04770119 2.94879068]\n", - " [ 2.3177829 2.19155611 2.61540511]\n", - " [ 2.46926354 2.23257097 3.0979532 ]\n", - " [ 2.26808428 2.38041408 2.74304345]\n", - " [ 2.4135355 2.53863023 2.94467286]\n", - " [ 2.25765837 2.47251907 2.98533232]\n", - " [ 2.3894466 2.45629393 3.10204954]] rot_output\n", - "[ 2.3739922 2.12603927 2.73900437] [ 2.43574661 2.09321387 2.7802907 ]\n", - "[ 2.50382495 2.18939281 2.76371956] [ 2.48802062 2.11739501 2.91506367]\n", - "[ 2.2598083 2.16935587 2.81412888] [ 2.36595547 2.19859088 2.71259384]\n", - "[ 2.52974701 2.27040315 2.8679285 ] [ 2.4563223 2.22426827 2.99034618]\n", - "[ 2.29288816 2.24321795 2.9332366 ] [ 2.32071788 2.30399367 2.79965902]\n", - "[ 2.41585946 2.31369519 2.94011116] [ 2.38893675 2.32820591 2.92170899]\n", - "[ 2.43662834 2.41549563 3.0466857 ] [ 2.36497438 2.45514628 2.99563297]\n", - "[ 2.34842062 2.05504251 2.66076589] [ 2.45231584 2.00633711 2.7170958 ]\n", - "[ 2.57816148 2.17562032 2.68561673] [ 2.56431552 2.04770119 2.94879068]\n", - "[ 2.15990996 2.12677908 2.80930471] [ 2.3177829 2.19155611 2.61540511]\n", - "[ 2.62837768 2.29637051 2.9055233 ] [ 2.46926354 2.23257097 3.0979532 ]\n", - "[ 2.20268178 2.27270579 2.98623633] [ 2.26808428 2.38041408 2.74304345]\n", - "[ 2.37896895 2.50565457 3.02497292] [ 2.4135355 2.53863023 2.94467286]\n", - "[ 2.39055204 2.37149334 3.13537288] [ 2.25765837 2.47251907 2.98533232]\n", - "[ 2.53976083 2.441504 3.07142329] [ 2.3894466 2.45629393 3.10204954]\n", - "correction_factor -0.6826934845645088\n", - "ncmc PE -298806.7110246399 kJ/mol old PE -290214.4843158594 kJ/mol\n", - "rejected -22.87393862708106 < -0.9488879965070527\n", - "log_ncmc > randnum\n", - "move rejected\n", - "accCounter: 3.0 iter: 10\n", - "0.3\n", - "numsteps 10\n" - ] - }, - { - "data": { - "text/plain": [ - "Quantity(value=array([[ 3.31110716, 1.1009351 , 4.36174822],\n", - " [ 3.27555275, 1.1216054 , 4.45399666],\n", - " [ 3.24273109, 1.03932738, 4.32015276],\n", - " ..., \n", - " [ 1.82460368, 3.48960567, 0.76897037],\n", - " [ 1.89344227, 3.45012903, 0.82249773],\n", - " [ 1.75241458, 3.42685914, 0.77270257]]), unit=nanometer)" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# actually run\n", - "blues_run.get_particle_masses(system, residueList=lig_atoms)\n", - "blues_run.runSim(md_sim, nc_context, nc_integrator,\n", - " alch_sim, movekey=nc_move,\n", - " niter=numIter, nstepsNC=nstepsNC, nstepsMD=nstepsMD,\n", - " alchemical_correction=True)" - ] - } - ], - "metadata": { - "anaconda-cloud": {}, - "kernelspec": { - "display_name": "Python [conda root]", - "language": "python", - "name": "conda-root-py" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.5.2" - } - }, - "nbformat": 4, - "nbformat_minor": 1 -} diff --git a/notebooks/eqToluene.inpcrd b/notebooks/eqToluene.inpcrd deleted file mode 100644 index bcf43668..00000000 --- a/notebooks/eqToluene.inpcrd +++ /dev/null @@ -1,11173 +0,0 @@ -restart created by ParmEd -22340 0.0000000e+00 - 33.4300000 11.2800000 44.4900000 32.8600000 11.8700000 45.0900000 - 32.9700000 10.3800000 44.4400000 34.2700000 11.2800000 45.0500000 - 33.5500000 11.9700000 43.2000000 34.0900000 12.8900000 43.4100000 - 34.5500000 11.3900000 42.2700000 35.4700000 11.3300000 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CA HA CB HB2 HB3 CG OD1 ND2 HD21HD22C O N H CA HA CB HB CG2 -HG21HG22HG23CG1 HG12HG13CD1 HD11HD12HD13C O N H CA HA CB HB2 HB3 CG -CD1 HD1 CE1 HE1 CZ HZ CE2 HE2 CD2 HD2 C O N H CA HA CB HB2 HB3 CG -HG2 HG3 CD OE1 OE2 C O N H CA HA CB HB2 HB3 CG HG2 HG3 SD CE HE1 -HE2 HE3 C O N H CA HA CB HB2 HB3 CG HG CD1 HD11HD12HD13CD2 HD21HD22 -HD23C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE CZ NH1 -HH11HH12NH2 HH21HH22C O N H CA HA CB HB CG2 HG21HG22HG23CG1 HG12HG13 -CD1 HD11HD12HD13C O N H CA HA CB HB2 HB3 CG OD1 OD2 C O N H -CA HA CB HB2 HB3 CG HG2 HG3 CD OE1 OE2 C O N H CA HA2 HA3 C O -N H CA HA CB HB2 HB3 CG HG CD1 HD11HD12HD13CD2 HD21HD22HD23C O N -H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE CZ NH1 HH11HH12NH2 HH21 -HH22C O N H CA HA CB HB2 HB3 CG HG CD1 HD11HD12HD13CD2 HD21HD22HD23 -C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 -HZ2 HZ3 C O N H CA HA CB HB CG2 HG21HG22HG23CG1 HG12HG13CD1 HD11HD12 -HD13C O N H CA HA CB HB2 HB3 CG CD1 HD1 CE1 HE1 CZ OH HH CE2 HE2 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O N H CA HA CB HB2 HB3 CG HG CD1 HD11 -HD12HD13CD2 HD21HD22HD23C O N H CA HA CB HB2 HB3 CG OD1 ND2 HD21HD22 -C O N H CA HA CB HB1 HB2 HB3 C O N H CA HA CB HB1 HB2 HB3 -C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 -HZ2 HZ3 C O N H CA HA CB HB2 HB3 OG HG C O N H CA HA CB -HB2 HB3 CG HG2 HG3 CD OE1 OE2 C O N H CA HA CB HB2 HB3 CG HG CD1 -HD11HD12HD13CD2 HD21HD22HD23C O N H CA HA CB HB2 HB3 CG OD1 OD2 C -O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 -HZ3 C O N H CA HA CB HB1 HB2 HB3 C O N H CA HA CB HB CG2 -HG21HG22HG23CG1 HG12HG13CD1 HD11HD12HD13C O N H CA HA2 HA3 C O N -H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE CZ NH1 HH11HH12NH2 HH21 -HH22C O N H CA HA CB HB2 HB3 CG OD1 ND2 HD21HD22C O N H CA -HA CB HB2 HB3 SG HG C O N H CA HA CB HB2 HB3 CG OD1 ND2 HD21HD22 -C O N H CA HA2 HA3 C O N H CA HA CB HB CG1 HG11HG12HG13CG2 -HG21HG22HG23C O N H CA HA CB HB CG2 HG21HG22HG23CG1 HG12HG13CD1 HD11 -HD12HD13C O N H CA HA CB HB CG2 HG21HG22HG23OG1 HG1 C O N H -CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 HZ3 C O -N H CA HA CB HB2 HB3 CG OD1 OD2 C O N H CA HA CB HB2 HB3 CG -HG2 HG3 CD OE1 OE2 C O N H CA HA CB HB1 HB2 HB3 C O N H CA -HA CB HB2 HB3 CG HG2 HG3 CD OE1 OE2 C O N H CA HA CB HB2 HB3 CG -HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 HZ3 C O N H CA HA CB HB2 -HB3 CG HG CD1 HD11HD12HD13CD2 HD21HD22HD23C O N H CA HA CB HB2 HB3 -CG CD1 HD1 CE1 HE1 CZ HZ CE2 HE2 CD2 HD2 C O N H CA HA CB HB2 HB3 -CG OD1 ND2 HD21HD22C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD OE1 NE2 -HE21HE22C O N H CA HA CB HB2 HB3 CG OD1 OD2 C O N H CA HA -CB HB CG1 HG11HG12HG13CG2 HG21HG22HG23C O N H CA HA CB HB2 HB3 CG -OD1 OD2 C O N H CA HA CB HB1 HB2 HB3 C O N H CA HA CB HB1 -HB2 HB3 C O N H CA HA CB HB CG1 HG11HG12HG13CG2 HG21HG22HG23C O -N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE CZ NH1 HH11HH12NH2 -HH21HH22C O N H CA HA2 HA3 C O N H CA HA CB HB CG2 HG21HG22 -HG23CG1 HG12HG13CD1 HD11HD12HD13C O N H CA HA CB HB2 HB3 CG HG CD1 -HD11HD12HD13CD2 HD21HD22HD23C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD -HD2 HD3 NE HE CZ NH1 HH11HH12NH2 HH21HH22C O N H CA HA CB HB2 HB3 -CG OD1 ND2 HD21HD22C O N H CA HA CB HB1 HB2 HB3 C O N H CA -HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 HZ3 C O N -H CA HA CB HB2 HB3 CG HG CD1 HD11HD12HD13CD2 HD21HD22HD23C O N H -CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 HZ3 C O -N CD HD2 HD3 CG HG2 HG3 CB HB2 HB3 CA HA C O N H CA HA CB HB -CG1 HG11HG12HG13CG2 HG21HG22HG23C O N H CA HA CB HB2 HB3 CG CD1 HD1 -CE1 HE1 CZ OH HH CE2 HE2 CD2 HD2 C O N H CA HA CB HB2 HB3 CG OD1 -OD2 C O N H CA HA CB HB2 HB3 OG HG C O N H CA HA CB HB2 -HB3 CG HG CD1 HD11HD12HD13CD2 HD21HD22HD23C O N H CA HA CB HB2 HB3 -CG OD1 OD2 C O N H CA HA CB HB1 HB2 HB3 C O N H CA HA CB -HB CG1 HG11HG12HG13CG2 HG21HG22HG23C O N H CA HA CB HB2 HB3 CG HG2 -HG3 CD HD2 HD3 NE HE CZ NH1 HH11HH12NH2 HH21HH22C O N H CA HA CB -HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE CZ NH1 HH11HH12NH2 HH21HH22C O N -H CA HA CB HB2 HB3 SG HG C O N H CA HA CB HB1 HB2 HB3 C O -N H CA HA CB HB1 HB2 HB3 C O N H CA HA CB HB CG2 HG21HG22HG23 -CG1 HG12HG13CD1 HD11HD12HD13C O N H CA HA CB HB2 HB3 CG OD1 ND2 HD21 -HD22C O N H CA HA CB HB2 HB3 CG HG2 HG3 SD CE HE1 HE2 HE3 C O -N H CA HA CB HB CG1 HG11HG12HG13CG2 HG21HG22HG23C O N H CA HA -CB HB2 HB3 CG CD1 HD1 CE1 HE1 CZ HZ CE2 HE2 CD2 HD2 C O N H CA HA -CB HB2 HB3 CG HG2 HG3 CD OE1 NE2 HE21HE22C O N H CA HA CB HB2 HB3 -CG HG2 HG3 SD CE HE1 HE2 HE3 C O N H CA HA2 HA3 C O N H CA -HA CB HB2 HB3 CG HG2 HG3 CD OE1 OE2 C O N H CA HA CB HB CG2 HG21 -HG22HG23OG1 HG1 C O N H CA HA2 HA3 C O N H CA HA CB HB CG1 -HG11HG12HG13CG2 HG21HG22HG23C O N H CA HA CB HB1 HB2 HB3 C O N -H CA HA2 HA3 C O N H CA HA CB HB2 HB3 CG CD1 HD1 CE1 HE1 CZ HZ -CE2 HE2 CD2 HD2 C O N H CA HA CB HB CG2 HG21HG22HG23OG1 HG1 C O -N H CA HA CB HB2 HB3 CG OD1 ND2 HD21HD22C O N H CA HA CB HB2 -HB3 OG HG C O N H CA HA CB HB2 HB3 CG HG CD1 HD11HD12HD13CD2 HD21 -HD22HD23C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE CZ -NH1 HH11HH12NH2 HH21HH22C O N H CA HA CB HB2 HB3 CG HG2 HG3 SD CE -HE1 HE2 HE3 C O N H CA HA CB HB2 HB3 CG HG CD1 HD11HD12HD13CD2 HD21 -HD22HD23C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD OE1 NE2 HE21HE22C -O N H CA HA CB HB2 HB3 CG HG2 HG3 CD OE1 NE2 HE21HE22C O N H -CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 HZ3 C O -N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE CZ NH1 HH11HH12NH2 -HH21HH22C O N H CA HA CB HB2 HB3 CG CD1 HD1 NE1 HE1 CE2 CZ2 HZ2 CH2 -HH2 CZ3 HZ3 CE3 HE3 CD2 C O N H CA HA CB HB2 HB3 CG OD1 OD2 C O -N H CA HA CB HB2 HB3 CG HG2 HG3 CD OE1 OE2 C O N H CA HA CB -HB1 HB2 HB3 C O N H CA HA CB HB1 HB2 HB3 C O N H CA HA CB -HB CG1 HG11HG12HG13CG2 HG21HG22HG23C O N H CA HA CB HB2 HB3 CG OD1 -ND2 HD21HD22C O N H CA HA CB HB2 HB3 CG HG CD1 HD11HD12HD13CD2 HD21 -HD22HD23C O N H CA HA CB HB1 HB2 HB3 C O N H CA HA CB HB2 -HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 HZ3 C O N H CA HA -CB HB2 HB3 OG HG C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 -NE HE CZ NH1 HH11HH12NH2 HH21HH22C O N H CA HA CB HB2 HB3 CG CD1 -HD1 NE1 HE1 CE2 CZ2 HZ2 CH2 HH2 CZ3 HZ3 CE3 HE3 CD2 C O N H CA HA CB -HB2 HB3 CG CD1 HD1 CE1 HE1 CZ OH HH CE2 HE2 CD2 HD2 C O N H CA HA -CB HB2 HB3 CG OD1 ND2 HD21HD22C O N H CA HA CB HB2 HB3 CG HG2 HG3 -CD OE1 NE2 HE21HE22C O N H CA HA CB HB CG2 HG21HG22HG23OG1 HG1 C -O N CD HD2 HD3 CG HG2 HG3 CB HB2 HB3 CA HA C O N H CA HA CB -HB2 HB3 CG OD1 ND2 HD21HD22C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD -HD2 HD3 NE HE CZ NH1 HH11HH12NH2 HH21HH22C O N H CA HA CB HB1 HB2 -HB3 C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ -HZ1 HZ2 HZ3 C O N H CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 NE HE -CZ NH1 HH11HH12NH2 HH21HH22C O N H CA HA CB HB CG1 HG11HG12HG13CG2 -HG21HG22HG23C O N H CA HA CB HB CG2 HG21HG22HG23CG1 HG12HG13CD1 HD11 -HD12HD13C O N H CA HA CB HB CG2 HG21HG22HG23OG1 HG1 C O N H -CA HA CB HB CG2 HG21HG22HG23OG1 HG1 C O N H CA HA CB HB2 HB3 CG -CD1 HD1 CE1 HE1 CZ HZ CE2 HE2 CD2 HD2 C O N H CA HA CB HB2 HB3 CG -HG2 HG3 CD HD2 HD3 NE HE CZ NH1 HH11HH12NH2 HH21HH22C O N H CA HA -CB HB CG2 HG21HG22HG23OG1 HG1 C O N H CA HA2 HA3 C O N H CA -HA CB HB CG2 HG21HG22HG23OG1 HG1 C O N H CA HA CB HB2 HB3 CG CD1 -HD1 NE1 HE1 CE2 CZ2 HZ2 CH2 HH2 CZ3 HZ3 CE3 HE3 CD2 C O N H CA HA CB -HB2 HB3 CG OD1 OD2 C O N H CA HA CB HB1 HB2 HB3 C O N H CA -HA CB HB2 HB3 CG CD1 HD1 CE1 HE1 CZ OH HH CE2 HE2 CD2 HD2 C O N H -CA HA CB HB2 HB3 CG HG2 HG3 CD HD2 HD3 CE HE2 HE3 NZ HZ1 HZ2 HZ3 C O -N H CA HA CB HB2 HB3 CG OD1 ND2 HD21HD22C O N H CA HA CB HB2 -HB3 CG HG CD1 HD11HD12HD13CD2 HD21HD22HD23C O OXT C1 C2 C3 C4 C5 C6 -C7 H8 H9 H10 H11 H12 H13 H14 H15 Cl- Cl- Cl- Cl- Cl- Cl- Cl- Cl- O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 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O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 -H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O -H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 O H1 H2 -%FLAG CHARGE -%FORMAT(5E16.8) - 2.90099016E+00 3.61530432E+00 3.61530432E+00 3.61530432E+00 4.02712830E-01 - 2.03360868E+00 1.57622895E+00 2.27778750E-01 2.27778750E-01 6.08624820E-01 - 5.32091160E-01 5.32091160E-01 -5.05486602E+00 -6.21380430E-01 1.08787131E+00 - 1.08787131E+00 1.08787131E+00 1.11575143E+01 -1.04104000E+01 -7.57501011E+00 - 4.95464337E+00 2.60578890E-01 1.90969704E+00 -3.71917143E+00 1.45231731E+00 - 1.45231731E+00 1.29924999E+01 -1.08076461E+01 -1.67481159E+01 7.64607708E+00 - 7.64607708E+00 1.08841798E+01 -1.03484442E+01 -7.57501011E+00 4.95464337E+00 - -1.08787131E+00 1.58351787E+00 2.37436569E+00 3.40757010E-01 -5.83842492E+00 - 1.60720686E+00 1.60720686E+00 1.60720686E+00 -7.83558900E-01 4.30046280E-01 - 4.30046280E-01 -1.20267180E+00 3.38934780E-01 3.38934780E-01 3.38934780E-01 - 1.08841798E+01 -1.03484442E+01 -7.57501011E+00 4.95464337E+00 -4.37335200E-02 - 1.78214094E+00 -6.25024890E-01 5.37557850E-01 5.37557850E-01 2.15023140E-01 - -2.28872088E+00 2.42356590E+00 -3.10507992E+00 2.60578890E+00 -1.95343056E+00 - 2.36343231E+00 -3.10507992E+00 2.60578890E+00 -2.28872088E+00 2.42356590E+00 - 1.08841798E+01 -1.03484442E+01 -9.40817349E+00 5.35006728E+00 7.23425310E-01 - 2.01356415E+00 1.02044880E+00 -3.15245790E-01 -3.15245790E-01 2.47823280E-01 - -7.74447750E-01 -7.74447750E-01 1.46762404E+01 -1.49204192E+01 -1.49204192E+01 - 9.77808618E+00 -1.06035564E+01 -7.57501011E+00 4.95464337E+00 -4.31868510E-01 - 1.60356240E+00 6.23202660E-01 4.39157430E-01 4.39157430E-01 3.28001400E-02 - 8.01781200E-01 8.01781200E-01 -4.98744351E+00 -9.76715280E-01 1.24640532E+00 - 1.24640532E+00 1.24640532E+00 1.08841798E+01 -1.03484442E+01 -7.57501011E+00 - 4.95464337E+00 -9.43915140E-01 1.68009606E+00 -2.00809746E+00 8.32759110E-01 - 8.32759110E-01 6.43429413E+00 -6.57825030E-01 -7.50940983E+00 1.82223000E+00 - 1.82223000E+00 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103 117 132 148 79 80 81 82 83 84 - 85 86 87 88 89 90 91 104 118 133 - 149 92 93 94 95 96 97 98 99 100 - 101 102 103 104 105 119 134 150 106 107 - 108 109 110 111 112 113 114 115 116 117 - 118 119 120 135 151 121 122 123 124 125 - 126 127 128 129 130 131 132 133 134 135 - 136 -1 137 138 139 140 141 142 143 144 - 145 146 147 148 149 150 151 -1 153 -%FLAG RESIDUE_LABEL -%FORMAT(20a4) -MET ASN ILE PHE GLU MET LEU ARG ILE ASP GLU GLY LEU ARG LEU LYS ILE TYR LYS ASP -THR GLU GLY TYR TYR THR ILE GLY ILE GLY HIE LEU LEU THR LYS SER PRO SER LEU ASN -ALA ALA LYS SER GLU LEU ASP LYS ALA ILE GLY ARG ASN CYS ASN GLY VAL ILE THR LYS -ASP GLU ALA GLU LYS LEU PHE ASN GLN ASP VAL ASP ALA ALA VAL ARG GLY ILE LEU ARG -ASN ALA LYS LEU LYS PRO VAL TYR ASP SER LEU ASP ALA VAL ARG ARG CYS ALA ALA ILE -ASN MET VAL PHE GLN MET GLY GLU THR GLY VAL ALA GLY PHE THR ASN SER LEU ARG MET -LEU GLN GLN LYS ARG TRP ASP GLU ALA ALA VAL ASN LEU ALA LYS SER ARG TRP TYR ASN -GLN THR PRO ASN ARG ALA LYS ARG VAL ILE THR THR PHE ARG THR GLY THR TRP ASP ALA -TYR LYS ASN LEU LIG Cl- Cl- Cl- Cl- Cl- Cl- Cl- Cl- WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT 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WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT 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WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT WAT -%FLAG RESIDUE_POINTER -%FORMAT(10I8) - 1 20 34 53 73 88 105 124 148 167 - 179 194 201 220 244 263 285 304 325 347 - 359 373 388 395 416 437 451 470 477 496 - 503 520 539 558 572 594 605 619 630 649 - 663 673 683 705 716 731 750 762 784 794 - 813 820 844 858 869 883 890 906 925 939 - 961 973 988 998 1013 1035 1054 1074 1088 1105 - 1117 1133 1145 1155 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HC CT HP HP -N3 H H H C O N H CT H1 CT HC HC C6 O2 O2 C O N H -CT H1 CT H1 CT HC HC HC OH HO C O N H CT H1 CT HC HC CT -HC HC C O2 O2 C O N H CT H1 H1 C O N H CT H1 CT HC -HC CA CA HA CA HA C OH HO CA HA CA HA C O N H CT H1 CT -HC HC CA CA HA CA HA C OH HO CA HA CA HA C O N H CT H1 -CT H1 CT HC HC HC OH HO C O N H CT H1 CT HC C3 HC HC HC -CT HC HC CT HC HC HC C O N H CT H1 H1 C O N H CT H1 -CT HC C3 HC HC HC CT HC HC CT HC HC HC C O N H CT H1 H1 -C O N H CT H1 CT HC HC CC NB CR H5 NA H CW H4 C O N -H CT H1 CT HC HC C4 HC CT HC HC HC CT HC HC HC C O N H -CT H1 CT HC HC C4 HC CT HC HC HC CT HC HC HC C O N H CT -H1 CT H1 CT HC HC HC OH HO C O N H CT H1 CT HC HC CT HC -HC CT HC HC CT HP HP N3 H H H C O N H CT H1 CT H1 H1 -OH HO C O N CT H1 H1 CT HC HC CT HC HC CT H1 C O N H -CT H1 CT H1 H1 OH HO C O N H CT H1 CT HC HC C4 HC CT HC -HC HC CT HC HC HC C O N H CT H1 CT HC HC C5 O N H H -C O N H CT H1 CT HC HC HC C O N H CT H1 CT HC HC HC -C O N H CT H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 H -H H C O N H CT H1 CT H1 H1 OH HO C O N H CT H1 CT -HC HC CT HC HC C O2 O2 C O N H CT H1 CT HC HC C4 HC CT -HC HC HC CT HC HC HC C O N H CT H1 CT HC HC C6 O2 O2 C -O N H CT H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 H H -H C O N H CT H1 CT HC HC HC C O N H CT H1 CT HC C3 -HC HC HC CT HC HC CT HC HC HC C O N H CT H1 H1 C O N -H CT H1 CT HC HC CT HC HC CT H1 H1 N2 H CA N2 H H N2 H -H C O N H CT H1 CT HC HC C5 O N H H C O N H CT -H1 CT H1 H1 SH HS C O N H CT H1 CT HC HC C5 O N H H -C O N H CT H1 H1 C O N H CT H1 CT HC CT HC HC HC CT -HC HC HC C O N H CT H1 CT HC C3 HC HC HC CT HC HC CT HC -HC HC C O N H CT H1 CT H1 CT HC HC HC OH HO C O N H -CT H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 H H H C O -N H CT H1 CT HC HC C6 O2 O2 C O N H CT H1 CT HC HC CT -HC HC C O2 O2 C O N H CT H1 CT HC HC HC C O N H CT -H1 CT HC HC CT HC HC C O2 O2 C O N H CT H1 CT HC HC CT -HC HC CT HC HC CT HP HP N3 H H H C O N H CT H1 CT HC -HC C4 HC CT HC HC HC CT HC HC HC C O N H CT H1 CT HC HC -CA CA HA CA HA CA HA CA HA CA HA C O N H CT H1 CT HC HC -C5 O N H H C O N H CT H1 CT HC HC CT HC HC C O N -H H C O N H CT H1 CT HC HC C6 O2 O2 C O N H CT H1 -CT HC CT HC HC HC CT HC HC HC C O N H CT H1 CT HC HC C6 -O2 O2 C O N H CT H1 CT HC HC HC C O N H CT H1 CT HC -HC HC C O N H CT H1 CT HC CT HC HC HC CT HC HC HC C O -N H CT H1 CT HC HC CT HC HC CT H1 H1 N2 H CA N2 H H N2 -H H C O N H CT H1 H1 C O N H CT H1 CT HC C3 HC HC -HC CT HC HC CT HC HC HC C O N H CT H1 CT HC HC C4 HC CT -HC HC HC CT HC HC HC C O N H CT H1 CT HC HC CT HC HC CT -H1 H1 N2 H CA N2 H H N2 H H C O N H CT H1 CT HC HC -C5 O N H H C O N H CT H1 CT HC HC HC C O N H CT -H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 H H H C O N -H CT H1 CT HC HC C4 HC CT HC HC HC CT HC HC HC C O N H -CT H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 H H H C O -N CT H1 H1 CT HC HC CT HC HC CT H1 C O N H CT H1 CT HC -CT HC HC HC CT HC HC HC C O N H CT H1 CT HC HC CA CA HA -CA HA C OH HO CA HA CA HA C O N H CT H1 CT HC HC C6 O2 -O2 C O N H CT H1 CT H1 H1 OH HO C O N H CT H1 CT HC -HC C4 HC CT HC HC HC CT HC HC HC C O N H CT H1 CT HC HC -C6 O2 O2 C O N H CT H1 CT HC HC HC C O N H CT H1 CT -HC CT HC HC HC CT HC HC HC C O N H CT H1 CT HC HC CT HC -HC CT H1 H1 N2 H CA N2 H H N2 H H C O N H CT H1 CT -HC HC CT HC HC CT H1 H1 N2 H CA N2 H H N2 H H C O N -H CT H1 CT H1 H1 SH HS C O N H CT H1 CT HC HC HC C O -N H CT H1 CT HC HC HC C O N H CT H1 CT HC C3 HC HC HC -CT HC HC CT HC HC HC C O N H CT H1 CT HC HC C5 O N H -H C O N H CT H1 CT HC HC CT H1 H1 S CT H1 H1 H1 C O -N H CT H1 CT HC CT HC HC HC CT HC HC HC C O N H CT H1 -CT HC HC CA CA HA CA HA CA HA CA HA CA HA C O N H CT H1 -CT HC HC CT HC HC C O N H H C O N H CT H1 CT HC HC -CT H1 H1 S CT H1 H1 H1 C O N H CT H1 H1 C O N H CT -H1 CT HC HC CT HC HC C O2 O2 C O N H CT H1 CT H1 CT HC -HC HC OH HO C O N H CT H1 H1 C O N H CT H1 CT HC CT -HC HC HC CT HC HC HC C O N H CT H1 CT HC HC HC C O N -H CT H1 H1 C O N H CT H1 CT HC HC CA CA HA CA HA CA HA -CA HA CA HA C O N H CT H1 CT H1 CT HC HC HC OH HO C O -N H CT H1 CT HC HC C5 O N H H C O N H CT H1 CT H1 -H1 OH HO C O N H CT H1 CT HC HC C4 HC CT HC HC HC CT HC -HC HC C O N H CT H1 CT HC HC CT HC HC CT H1 H1 N2 H CA -N2 H H N2 H H C O N H CT H1 CT HC HC CT H1 H1 S CT -H1 H1 H1 C O N H CT H1 CT HC HC C4 HC CT HC HC HC CT HC -HC HC C O N H CT H1 CT HC HC CT HC HC C O N H H C -O N H CT H1 CT HC HC CT HC HC C O N H H C O N H -CT H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 H H H C O -N H CT H1 CT HC HC CT HC HC CT H1 H1 N2 H CA N2 H H N2 -H H C O N H CT H1 CT HC HC C* CW H4 NA H CN CA HA CA -HA CA HA CA HA CB C O N H CT H1 CT HC HC C6 O2 O2 C O -N H CT H1 CT HC HC CT HC HC C O2 O2 C O N H CT H1 CT -HC HC HC C O N H CT H1 CT HC HC HC C O N H CT H1 CT -HC CT HC HC HC CT HC HC HC C O N H CT H1 CT HC HC C5 O -N H H C O N H CT H1 CT HC HC C4 HC CT HC HC HC CT HC -HC HC C O N H CT H1 CT HC HC HC C O N H CT H1 CT HC -HC CT HC HC CT HC HC CT HP HP N3 H H H C O N H CT H1 -CT H1 H1 OH HO C O N H CT H1 CT HC HC CT HC HC CT H1 H1 -N2 H CA N2 H H N2 H H C O N H CT H1 CT HC HC C* CW -H4 NA H CN CA HA CA HA CA HA CA HA CB C O N H CT H1 CT -HC HC CA CA HA CA HA C OH HO CA HA CA HA C O N H CT H1 -CT HC HC C5 O N H H C O N H CT H1 CT HC HC CT HC HC -C O N H H C O N H CT H1 CT H1 CT HC HC HC OH HO C -O N CT H1 H1 CT HC HC CT HC HC CT H1 C O N H CT H1 CT -HC HC C5 O N H H C O N H CT H1 CT HC HC CT HC HC CT -H1 H1 N2 H CA N2 H H N2 H H C O N H CT H1 CT HC HC -HC C O N H CT H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 -H H H C O N H CT H1 CT HC HC CT HC HC CT H1 H1 N2 H -CA N2 H H N2 H H C O N H CT H1 CT HC CT HC HC HC CT -HC HC HC C O N H CT H1 CT HC C3 HC HC HC CT HC HC CT HC -HC HC C O N H CT H1 CT H1 CT HC HC HC OH HO C O N H -CT H1 CT H1 CT HC HC HC OH HO C O N H CT H1 CT HC HC CA -CA HA CA HA CA HA CA HA CA HA C O N H CT H1 CT HC HC CT -HC HC CT H1 H1 N2 H CA N2 H H N2 H H C O N H CT H1 -CT H1 CT HC HC HC OH HO C O N H CT H1 H1 C O N H CT -H1 CT H1 CT HC HC HC OH HO C O N H CT H1 CT HC HC C* CW -H4 NA H CN CA HA CA HA CA HA CA HA CB C O N H CT H1 CT -HC HC C6 O2 O2 C O N H CT H1 CT HC HC HC C O N H CT -H1 CT HC HC CA CA HA CA HA C OH HO CA HA CA HA C O N H -CT H1 CT HC HC CT HC HC CT HC HC CT HP HP N3 H H H C O -N H CT H1 CT HC HC C5 O N H H C O N H CT H1 CT HC -HC C4 HC CT HC HC HC CT HC HC HC C O2 O2 ca ca ca ca ca ca -c3 ha ha ha ha ha hc hc hc IM IM IM IM IM IM IM IM OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW 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HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW -HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW -HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW OW HW HW -%FLAG TREE_CHAIN_CLASSIFICATION -%FORMAT(20a4) -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA M -E M E 3 E E B E B E E M E M E M E 3 E 3 -E E E 3 E E 3 E E E M E M E M E 3 E E B -B E B E B E S E S E M E M E M E 3 E E 3 -E E B E E M E M E M E 3 E E 3 E E S 3 E -E E M E M E M E 3 E E 3 E 3 E E E 3 E E -E M E M E M E 3 E E 3 E E 3 E E B E B B -E E B E E M E M E M E 3 E 3 E E E 3 E E -3 E E E M E M E M E 3 E E B E E M E M E -M E 3 E E 3 E E B E E M E M E M E E M E -M E M E 3 E E 3 E 3 E E E 3 E E E M E M -E M E 3 E E 3 E E 3 E E B E B B E E B E -E M E M E M E 3 E E 3 E 3 E E E 3 E E E -M E M E M E 3 E E 3 E E 3 E E 3 E E 3 E -E E M E M E M E 3 E 3 E E E 3 E E 3 E E -E M E M E M E 3 E E B B E B E B S E S E -S E M E M E M E 3 E E 3 E E 3 E E 3 E E -3 E E E M E M E M E 3 E E B E E M E M E -M E 3 E 3 E E E S E M E M E M E 3 E E 3 -E E B E E M E M E M E E M E M E M E 3 E -E B B E B E B S E S E S E M E M E M E 3 -E E B B E B E B S E S E S E M E M E M E -3 E 3 E E E S E M E M E M E 3 E 3 E E E -3 E E 3 E E E M E M E M E E M E M E M E -3 E 3 E E E 3 E E 3 E E E M E M E M E E -M E M E M E 3 E E B E S E B E B E M E M -E M E 3 E E 3 E 3 E E E 3 E E E M E M E -M E 3 E E 3 E 3 E E E 3 E E E M E M E M -E 3 E 3 E E E S E M E M E M E 3 E E 3 E -E 3 E E 3 E E 3 E E E M E M E M E 3 E E -S E M E M 3 E E 3 E E B E E M E M E M E -M E 3 E E S E M E M E M E 3 E E 3 E 3 E -E E 3 E E E M E M E M E 3 E E B E B E E -M E M E M E 3 E E E M E M E M E 3 E E E -M E M E M E 3 E E 3 E E 3 E E 3 E E 3 E -E E M E M E M E 3 E E S E M E M E M E 3 -E E 3 E E B E E M E M E M E 3 E E 3 E 3 -E E E 3 E E E M E M E M E 3 E E B E E M -E M E M E 3 E E 3 E E 3 E E 3 E E 3 E E -E M E M E M E 3 E E E M E M E M E 3 E 3 -E E E 3 E E 3 E E E M E M E M E E M E M -E M E 3 E E 3 E E 3 E E B E B B E E B E -E M E M E M E 3 E E B E B E E M E M E M -E 3 E E S E M E M E M E 3 E E B E B E E -M E M E M E E M E M E M E 3 E 3 E E E 3 -E E E M E M E M E 3 E 3 E E E 3 E E 3 E -E E M E M E M E 3 E 3 E E E S E M E M E -M E 3 E E 3 E E 3 E E 3 E E 3 E E E M E -M E M E 3 E E B E E M E M E M E 3 E E 3 -E E B E E M E M E M E 3 E E E M E M E M -E 3 E E 3 E E B E E M E M E M E 3 E E 3 -E E 3 E E 3 E E 3 E E E M E M E M E 3 E -E 3 E 3 E E E 3 E E E M E M E M E 3 E E -B B E B E B E S E S E M E M E M E 3 E E -B E B E E M E M E M E 3 E E 3 E E B E B -E E M E M E M E 3 E E B E E M E M E M E -3 E 3 E E E 3 E E E M E M E M E 3 E E B -E E M E M E M E 3 E E E M E M E M E 3 E -E E M E M E M E 3 E 3 E E E 3 E E E M E -M E M E 3 E E 3 E E 3 E E B E B B E E B -E E M E M E M E E M E M E M E 3 E 3 E E -E 3 E E 3 E E E M E M E M E 3 E E 3 E 3 -E E E 3 E E E M E M E M E 3 E E 3 E E 3 -E E B E B B E E B E E M E M E M E 3 E E -B E B E E M E M E M E 3 E E E M E M E M -E 3 E E 3 E E 3 E E 3 E E 3 E E E M E M -E M E 3 E E 3 E 3 E E E 3 E E E M E M E -M E 3 E E 3 E E 3 E E 3 E E 3 E E E M E -M 3 E E 3 E E B E E M E M E M E M E 3 E -3 E E E 3 E E E M E M E M E 3 E E B B E -B E B S E S E S E M E M E M E 3 E E B E -E M E M E M E 3 E E S E M E M E M E 3 E -E 3 E 3 E E E 3 E E E M E M E M E 3 E E -B E E M E M E M E 3 E E E M E M E M E 3 -E 3 E E E 3 E E E M E M E M E 3 E E 3 E -E 3 E E B E B B E E B E E M E M E M E 3 -E E 3 E E 3 E E B E B B E E B E E M E M -E M E 3 E E S E M E M E M E 3 E E E M E -M E M E 3 E E E M E M E M E 3 E 3 E E E -3 E E 3 E E E M E M E M E 3 E E B E B E -E M E M E M E 3 E E 3 E E S 3 E E E M E -M E M E 3 E 3 E E E 3 E E E M E M E M E -3 E E B B E B E B E S E S E M E M E M E -3 E E 3 E E B E B E E M E M E M E 3 E E -3 E E S 3 E E E M E M E M E E M E M E M -E 3 E E 3 E E B E E M E M E M E 3 E 3 E -E E S E M E M E M E E M E M E M E 3 E 3 -E E E 3 E E E M E M E M E 3 E E E M E M -E M E E M E M E M E 3 E E B B E B E B E -S E S E M E M E M E 3 E 3 E E E S E M E -M E M E 3 E E B E B E E M E M E M E 3 E -E S E M E M E M E 3 E E 3 E 3 E E E 3 E -E E M E M E M E 3 E E 3 E E 3 E E B E B -B E E B E E M E M E M E 3 E E 3 E E S 3 -E E E M E M E M E 3 E E 3 E 3 E E E 3 E -E E M E M E M E 3 E E 3 E E B E B E E M -E M E M E 3 E E 3 E E B E B E E M E M E -M E 3 E E 3 E E 3 E E 3 E E 3 E E E M E -M E M E 3 E E 3 E E 3 E E B E B B E E B -E E M E M E M E 3 E E B B E B E S B E B -E B E S E E M E M E M E 3 E E B E E M E -M E M E 3 E E 3 E E B E E M E M E M E 3 -E E E M E M E M E 3 E E E M E M E M E 3 -E 3 E E E 3 E E E M E M E M E 3 E E B E -B E E M E M E M E 3 E E 3 E 3 E E E 3 E -E E M E M E M E 3 E E E M E M E M E 3 E -E 3 E E 3 E E 3 E E 3 E E E M E M E M E -3 E E S E M E M E M E 3 E E 3 E E 3 E E -B E B B E E B E E M E M E M E 3 E E B B -E B E S B E B E B E S E E M E M E M E 3 -E E B B E B E B S E S E S E M E M E M E -3 E E B E B E E M E M E M E 3 E E 3 E E -B E B E E M E M E M E 3 E 3 E E E S E M -E M 3 E E 3 E E B E E M E M E M E M E 3 -E E B E B E E M E M E M E 3 E E 3 E E 3 -E E B E B B E E B E E M E M E M E 3 E E -E M E M E M E 3 E E 3 E E 3 E E 3 E E 3 -E E E M E M E M E 3 E E 3 E E 3 E E B E -B B E E B E E M E M E M E 3 E 3 E E E 3 -E E E M E M E M E 3 E 3 E E E 3 E E 3 E -E E M E M E M E 3 E 3 E E E S E M E M E -M E 3 E 3 E E E S E M E M E M E 3 E E B -B E B E B E S E S E M E M E M E 3 E E 3 -E E 3 E E B E B B E E B E E M E M E M E -3 E 3 E E E S E M E M E M E E M E M E M -E 3 E 3 E E E S E M E M E M E 3 E E B B -E B E S B E B E B E S E E M E M E M E 3 -E E B E E M E M E M E 3 E E E M E M E M -E 3 E E B B E B E B S E S E S E M E M E -M E 3 E E 3 E E 3 E E 3 E E 3 E E E M E -M E M E 3 E E B E B E E M E BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA M M M M M M M M BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA 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BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA 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BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA 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BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA 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BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA -BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA BLA 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- 8.50000000E-01 8.50000000E-01 8.50000000E-01 8.50000000E-01 8.50000000E-01 - 8.50000000E-01 8.50000000E-01 8.50000000E-01 8.50000000E-01 8.50000000E-01 -%FLAG IPOL -%FORMAT(1I8) - 0 diff --git a/notebooks/example-id_bmodes.ipynb b/notebooks/example-id_bmodes.ipynb new file mode 100644 index 00000000..79bda25e --- /dev/null +++ b/notebooks/example-id_bmodes.ipynb @@ -0,0 +1,5950 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Introduction\n", + "\n", + "In this notebook, we will walk through how to construct a Markov State Model and use it to identify the metastable ligand binding modes in an MD simulation via the tools provided from PyEMMA. We will apply this to the toluene bound to T4 lysozyme case, highlighted in the [BLUES](https://chemrxiv.org/articles/Binding_Modes_of_Ligands_Using_Enhanced_Sampling_BLUES_Rapid_Decorrelation_of_Ligand_Binding_Modes_Using_Nonequilibrium_Candidate_Monte_Carlo/5406907/4) paper. For specific details see section 2.4 in the paper.\n", + "\n", + "*Note: Since we are using only a single (unconverged) trajectory as an example, the parameters may not reflect the true answers.*\n", + "\n", + "# Requirements\n", + "\n", + "Add the conda-forge software channel, and install (or update) PyEMMA:\n", + "```bash\n", + "conda config --add channels conda-forge\n", + "conda install pyemma\n", + "```\n", + "\n", + "# Featurization\n", + "\n", + "Import the [pyEMMA coordinates](http://emma-project.org/latest/api/index_coor.html).\n", + "> This package contains functions and classes for reading and writing trajectory files, extracting order parameters from them (such as distances or angles), as well as various methods for dimensionality reduction and clustering." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "import pyemma.coordinates as coor\n", + "import numpy as np\n", + "from blues import utils #Use this to get the test data" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "#Define our input MD files\n", + "trajfiles = utils.get_data_filename('blues.analysis', 'tests/data/run03-centered.dcd')\n", + "pdbfile = utils.get_data_filename('blues.analysis', 'tests/data/run03-centered.pdb')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "From the coordinates module, use the [featurizer](http://emma-project.org/latest/api/generated/pyemma.coordinates.featurizer.html#pyemma.coordinates.featurizer) to generate the pairwise-distances of the toluene heavy-atoms and the alpha carbons of the binding site." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "feat = coor.featurizer(pdbfile)\n", + "\n", + "atom_index = np.array([2634, 2635, 2636, 2637, 2638, 2639, 2640, \n", + " 1605, 1622, 1638, 1658, 1675, 1692, \n", + " 1700, 1714, 1728, 1735, 1751, 1761, 1768, 1788])\n", + "paired_index = feat.pairs(atom_index)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "feat.add_distances(paired_index)\n", + "inp = coor.source(trajfiles, feat)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Constructing the Markov State Model\n", + "\n", + "#### Theory: \n", + "- [Implied timescales](http://docs.markovmodel.org/lecture_implied_timescales.html)\n", + "- Pande, V. S., K. A. Beauchamp, and G. R. Bowman. [Everything you wanted to know about Markov State Models but were afraid to ask](http://www.sciencedirect.com/science/article/pii/S1046202310001568?via%3Dihub)\n", + " Methods 52.1 (2010): 99-105\n", + "Let's estimate MSMs at different lagtimes. Now we would like the lagtime to converge within the statistical uncertainty." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "In the BLUES repository, there is an analysis module that carries the python class `ConstructMSM()` which provides convenience functions for using PyEMMA. Let's import that below and initialize the class by providing it the `FeatureReader` that we have stored in the `inp` variable above." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "from blues.analysis import msm" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "number of trajectories = 1\n", + "number of dimension = 210\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "682b639b17c2437dbd8dc6d284308744", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "A Jupyter Widget" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#This will load the trajectory data into memory.\n", + "data = msm.ConstructMSM(inp)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[array([[ 0.13885608, 0.13722233, 0.2412592 , ..., 0.39282653,\n", + " 0.54579854, 0.3880012 ],\n", + " [ 0.13394438, 0.14077201, 0.23612934, ..., 0.39263985,\n", + " 0.54982346, 0.38299057],\n", + " [ 0.13788714, 0.13847092, 0.23423693, ..., 0.38993716,\n", + " 0.56850046, 0.37955016],\n", + " ..., \n", + " [ 0.14443384, 0.14125474, 0.24468331, ..., 0.37705451,\n", + " 0.5515669 , 0.3866497 ],\n", + " [ 0.14126575, 0.1391048 , 0.24421905, ..., 0.3788586 ,\n", + " 0.54252064, 0.37997493],\n", + " [ 0.13704751, 0.1417391 , 0.23734583, ..., 0.38931 ,\n", + " 0.57324731, 0.39259216]], dtype=float32)]" + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "#The featurized data can be accessed in the attribute Y.\n", + "data.Y" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "# Dimensionality Reduction with TICA\n", + "As indicated above, there are 210 dimensions from using the pairwise distances as out feature space. To reduce the number of dimensions in our feature space, we turn to a method known as TICA, which will essentially give use the maximimally slow coorindates to help us in finding the metastable ligand binding modes. Additionally, we will need to find a suitable lag time to discretize our data for MSM construction.\n", + "\n", + "#### Theory\n", + "- [time-lagged independent component analysis (TICA)](http://docs.markovmodel.org/lecture_tica.html)\n", + "\n", + "Run TICA for a series of lag times and select a suitable lag time for further analysis. In order to do so, have a look at the implied timescales generated by TICA. The [TICA object](http://emma-project.org/latest/api/generated/pyemma.coordinates.tica.html#pyemma.coordinates.tica) has an attribute timescales.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "#Frames in MD simulation were taken every 30ps \n", + "dt = 30\n", + "lag_list = np.arange(1, 16,5)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We provide a conveience function for plotting the implied timescales from TICA. Simply provide the following inputs to `plotImpliedTimescales()`:\n", + "- inp : Featurized coordinate data\n", + "- dt : int() timestep interval from trajectory frames\n", + "- lag_list : list of lag times to try\n", + "- outfname : str() specifying the output filename. None displays plot." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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UlAX8zrph2ry3nZtXN3P7w5vZ1x4mwGqoTXPpqxfxweWLednsyVUuoXPOHb1y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\n9iOtt8Gf6nTcpJM0tam+lXx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+ "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data.plotImpliedTimescales(data.Y, dt, lag_list)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "From the plot above, it looks like we should expect to see two states at timescales above 4000ps. It appears any of these lagtimes will separate our data into two states. Let's discretize our data using k-means clustering and construct our MSM using a lagtime of 200 (but any of these will work)." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "TICA dimension 67\n", + "[ 0.15973262 0.23413825 0.298809 0.33425635 0.36322927 0.38934267\n", + " 0.41458285 0.43635935 0.45705278 0.47620002 0.4944271 0.51193406\n", + " 0.5283063 0.54413178 0.55909258 0.57363737 0.58775681 0.60168152\n", + " 0.61490193 0.62779294 0.64029442 0.65254561 0.66460038 0.67662084\n", + " 0.688008 0.69913826 0.70955621 0.719815 0.72973328 0.73953405\n", + " 0.74906327 0.75824557 0.76679001 0.77511815 0.78339655 0.79161223\n", + " 0.79971421 0.80771663 0.8153018 0.82273358 0.83003393 0.83706929\n", + " 0.84406057 0.85023387 0.85631408 0.86229162 0.86822732 0.87379017\n", + " 0.87901546 0.88411123 0.88903714 0.89387391 0.89867969 0.90329736\n", + " 0.9076766 0.9119874 0.91629522 0.92057502 0.92450121 0.92841329\n", + " 0.93196762 0.93532981 0.93865907 0.94161366 0.94456535 0.94749444\n", + " 0.95027299 0.95302459 0.95556696 0.95806331 0.96037959 0.96267142\n", + " 0.96479235 0.96687382 0.96890622 0.97091232 0.97287681 0.97462318\n", + " 0.97634766 0.97783878 0.97932357 0.98076273 0.98206806 0.98336661\n", + " 0.98461139 0.98582647 0.98701302 0.9880617 0.98908626 0.99006747\n", + " 0.9909244 0.99177125 0.99257195 0.99337156 0.9941233 0.99480926\n", + " 0.99544916 0.99601463 0.99655158 0.99706063 0.99755113 0.99794444\n", + " 0.99832382 0.99866177 0.99895227 0.99915287 0.99933902 0.99950988\n", + " 0.99966157 0.99974722 0.99982025 0.99987252 0.9999128 0.99994035\n", + " 0.99996753 0.99998854 0.99999884 0.99999993 1. ]\n", + "07-02-18 17:02:00 pyemma.coordinates.clustering.kmeans.KmeansClustering[10] INFO The number of cluster centers was not specified, using min(sqrt(N), 5000)=44 as n_clusters.\n" + ] + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "249986210c454b0189318073e83c0506", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "A Jupyter Widget" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "919a8404049345c3a0a0aa36ce143546", + "version_major": 2, + "version_minor": 0 + }, + "text/plain": [ + "A Jupyter Widget" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "07-02-18 17:02:00 pyemma.coordinates.clustering.kmeans.KmeansClustering[10] INFO Cluster centers converged after 18 steps.\n" + ] + } + ], + "source": [ + "#This convenience function will perform: \n", + "# TICA, k-means clustering, and estmate the MSM\n", + "data.getMSM(data.Y, dt, lagtime=200,fixed_seed=1);" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "#The MSM object for PyEMMA can be accessed like:\n", + "data.M;" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The discretized trajectory information can be accessed from the following properties:\n", + "- dtrajs : list of arrays, each array contains the trajectory frames assigned to the cluster centers indices.\n", + "- centers : numpy array, contains the coordinates of the cluster centers\n", + "- index_clusters : list of arrays, For each state, all trajectory and time indexes where this cluster occurs. Each row consists of a pair [i,t], where `i` is the index of the trajectory and `t` is the frame index.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "#The discretized trajectory information can be accessed like:\n", + "data.dtrajs; data.centers; data.index_clusters;" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Clustering the data\n", + "\n", + "Now, that we've constructed our MSM and discretized the trajectory data by TICA-transforming our feature space. Let's move on to finding the metastable ligand binding modes by assigning our discretized trajectories to metastable states determined by [PCCA++](http://www.emma-project.org/v2.4/api/generated/pyemma.msm.PCCA.html).\n", + "\n", + "#### Theory\n", + "- [PCCA: perron-cluster cluster analysis](http://docs.markovmodel.org/lecture_pcca.html)\n", + "- [Silhouettes: A graphical aid to the interpretation and validation of cluster analysis](https://www.sciencedirect.com/science/article/pii/0377042787901257)\n", + "\n", + "Let's import the `cluster` module and initialize the `FindBindingModes` class by providing the MSM data we computed from the last section.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "from blues.analysis import cluster" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "fbm = cluster.FindBindingModes(data)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "PCCA++ requires that we provide the number of clusters to assign the trajectory data to. From our implied timescales plot, we expect to see two states. But, what if we do not know how many states beforehand?\n", + "\n", + "The function `getNumBindingModes` will try a range of different cluster numbers for PCCA++ and score the assignments by [Silhouette analysis](http://scikit-learn.org/stable/auto_examples/cluster/plot_kmeans_silhouette_analysis.html). The silhouette plot displays a measure of how close each point in one cluster is to points in the neighboring clusters and thus provides a way to assess parameters like number of clusters visually. " + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\tFor n_clusters = 2 The average silhouette_score is : 0.602087\n", + "\tFor n_clusters = 3 The average silhouette_score is : 0.529479\n", + "\tFor n_clusters = 4 The average silhouette_score is : 0.566142\n", + "\tInitial suggestion n_clusters = 2\n", + "\tChecking if n_clusters = 4 is within error.\n", + "Suggested number of cluster = 2\n" + ] + }, + { + "data": { + "image/png": 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YWsh36pw8z5qpqyV53iL1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\nSeqk5t9zD5MmT6a2ro7b5s5lyvTpzYa6MUamTJ/ObXPnUltXx/8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A1wKvAhcDh5GmZaYi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\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iYmARvK32ZXJLzN+W1t0MLCPPTVjZP8g9Q58D7u2Ws1k7rNJnLSJ2IQcmpgFjW5tHsJXP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r86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\nGdCVJEmSJEmSJEmSpC71/wGYoAvLEEl/dwAAAABJRU5ErkJggg==\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "#Get the optimimal number of clusters by silhouette score\n", + "# We can provide how many samples to store for each PCCA cluster here.\n", + "n_clusters = fbm.getNumBindingModes(range_n_clusters=range(2,5), dim=2,\n", + " n_samples=100)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The silhouette analysis confirms that we should expect two meatstable states in our given trajectory. Now, that we have an idea of how many metastable states to expect, we can assign our trajectory frames to each cluster by minimzizing the distance (in TICA space) to the discretized trajectories from PCCA++." + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "traj_cluster_labels = fbm.assignTrajFramesToPCCACenters(n_clusters)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "[array([0, 0, 0, ..., 1, 1, 1])]" + ] + }, + "execution_count": 17, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "traj_cluster_labels" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If we were analyzing multiple trajectories, there would be additional entires in our list above." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "For visualization purposes, we can save samples from each cluster according to the PCCA++ membership probabilities. We can do that using the function `savePCCASamples()` below:" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Storing [100] PCCA samples each to: \n", + "\tt4-tol-pcca0_samples.dcd\n", + "\tt4-tol-pcca1_samples.dcd\n" + ] + } + ], + "source": [ + "#Draw samples from the PCCA metastable distributions\n", + "# Save them to separate files\n", + "pcca_outfiles = fbm.savePCCASamples(n_clusters, outfname='t4-tol')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If we visualize the files in VMD, you should generally see the two binding modes like below:\n", + "![Toluene-BindingModes](t4-tol-leaders.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Calculating binding mode populations\n", + "\n", + "Now that we have defined what our stable ligand binding modes are, we can calculate the occupancy of each of the two binding modes using the `population` module.\n", + "\n", + "Before we initialize `BindingModePopulation` we will need a couple of input parameters:\n", + "\n", + "\n", + "- molid : str, specifying the name of the molecule\n", + "- n_clusters : int, the optimimal number of clusters to use according to the silhouette scores.\n", + "- time_per_frame: float, time in nanoseconds per trajectory frame.\n", + "- frames_per_iter : int, number of frames per BLUES iteration. If analyzing MD simulation, using default setting of 1.\n", + "- jsonfile : str, specifying the path for the associated json file that stores when a BLUES move is accepted." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "from blues.analysis import population" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "bmp = population.BindingModePopulation(molid='t4-tol',\n", + " n_clusters=n_clusters,\n", + " time_per_frame=0.03)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can plot and calculate the occupancy using the `calcPopulation` function.\n", + "```\n", + "Calculates the population of each defined binding mode and tries to detect changes in ligand binding mode using the assigned trajectory data. This function will discard counting frames before the first detected change in binding mode and will not count frames if there are multiple trajectories that are stuck in the same ligand binding mode.\n", + "```" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "traj_populations = bmp.calcPopulation(traj_cluster_labels)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "We can plot the total population count in a simple bar plot like below:" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "image/png": 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SPBtPt6yeCGwK/AF4FZibmpcApgDrN7LuSGAkwODBg/PszszMWiHPvYa+Vm/SDpKIiCub\nWzcilgPbpV84uxnYsqHFGln3YuBigLq6ugaXMTOzjy/PF8p2LBvuDuwNPEXWRJRLRMyVdD+wM7Cu\npC7prGADYFr+cs3MbHXL0zS0Sn+ApHWAq5pbT1I/YGkKgTWBfcg6iu8DDgeuBUYAt7aibjMzW03y\nnBHUtwgYmmO5gcDo1E/QCbg+Im6T9AJwraSzgafJ7m5qZmY1kqeP4O+sbMfvBGwFXN/cehHxL2D7\nBqa/BuzUsjLNzKxS8pwR/KpseBkwOSKmVKgeMzOrsjx9BA9UoxAzM6uNPE1D82n4Es/ST1Z+YrVX\nZWZmVZOnaei3wNtkVwoJGA70jIhfVrIwMzOrjjy3mNgvIv4YEfMj4r2I+BPw5UoXZmZm1ZEnCJZL\nGi6ps6ROkobjH7E3M+sw8gTB0cCRwIz0d0SaZmZmHUCeq4beAA6pfClmZlYLeX6qcjNJ4yQ9l8a3\nkfSjypdmZmbVkKdp6BLgdGApfPiN4WGVLMrMzKonTxCsFRFP1Ju2rMElzcys3ckTBLMlbcLKn6o8\nHJhe0arMzKxq8nyh7DtkPxCzhaSpwOtkXyozM7MOoMkgkNQJqIuIfST1ADpFxPzqlGZmZtXQZNNQ\nRKwAvpuGFzoEzMw6njx9BPdIOlXShpJ6l/4qXpmZmVVFnj6Cb6TH75RNC+CTq78cMzOrtjzfLN64\nGoWYmVltNNo0JOnnZcP7VqccMzOrtqb6CPYvGz630oWYmVlt5OksNjOzDqypPoL+kk4m+1Wy0vCH\nIuI3Fa3MzMyqoqkguATo2cCwmZl1II0GQUScVc1CzMysNtxHYGZWcA4CM7OCcxCYmRVc7iCQtLOk\neyU9LOnQShZlZmbV02hnsaT1IuLtskknA18ku5z0EeCWCtdmZmZV0NTloxdJmgicFxHvA3OBo4EV\nwHvVKM7MzCqv0aahiDgUeAa4TdIxwElkIbAW0GzTULpt9X2SXpT0vKQT0/Teku6RNCk99lo9T8XM\nzFqjuR+m+TuwH7AucBPwckRcEBGzcmx7GXBKRGwJ7Ax8R9JWwGnAuIgYCoxL42ZmViNN3X30i5LG\nA/cCzwHDgMMkjUk/Zt+kiJgeEU+l4fnAi8D6wCHA6LTYaHKcXZiZWeU01UdwNrALsCZwR0TsBJws\naSjwM7JgyEXSEGB74HFgQERMhywsJPVvZJ2RwEiAwYMH592VmZm1UFNNQ/PIDvbDgJmliRExKSJa\nEgJrAzcCJ0VE7k7miLg4Iuoioq5fv355VzMzsxZqKggOI+sYXkZ2tVCLSepKFgJ/jYib0uQZkgam\n+QMpCxkzM6u+pm46Nxv4fWs3LEnApcCL9W5ZPRYYAZyTHm9t7T7MzOzjy/Pj9a21K3AM8G9Jz6Rp\nZ5AFwPWSjgPeBI6oYA1mZtaMigVBRIwn+xZyQ/au1H7NzKxlfNM5M7OCcxCYmRWcg8DMrOAcBGZm\nBecgMDMrOAeBmVnBOQjMzArOQWBmVnAOAjOzgnMQmJkVnIPAzKzgHARmZgXnIDAzKzgHgZlZwTkI\nzMwKzkFgZlZwDgIzs4JzEJiZFZyDwMys4BwEZmYF5yAwMys4B4GZWcE5CMzMCs5BYGZWcA4CM7OC\ncxCYmRWcg8DMrOAcBGZmBecgMDMrOAeBmVnBVSwIJF0maaak58qm9ZZ0j6RJ6bFXpfZvZmb5VPKM\n4Apg/3rTTgPGRcRQYFwaNzOzGqpYEETEg8C79SYfAoxOw6OBQyu1fzMzy6fafQQDImI6QHrs39iC\nkkZKmiBpwqxZs6pWoJlZ0bTZzuKIuDgi6iKirl+/frUux8ysw6p2EMyQNBAgPc6s8v7NzKyeagfB\nWGBEGh4B3Frl/ZuZWT2VvHx0DPAosLmkKZKOA84B9pU0Cdg3jZuZWQ11qdSGI+KoRmbtXal9mplZ\ny7XZzmIzM6sOB4GZWcE5CMzMCs5BYGZWcA4CM7OCcxCYmRWcg8DMrOAcBGZmBecgMDMrOAeBmVnB\nOQjMzArOQWBmVnAOAjOzgnMQmJkVnIPAzKzgHARmZgXnIDAzKzgHgZlZwVXspyqtOsYwj6OZBsCJ\n9OJ81gPg37zPaczkIRazjOCTdOMi1mM31mpwO3NYzv8wk7+zgFksZxvW4Dz6szs9qvZcrAPa44/w\nwGurTvs/A+C578MFD8EF42HqPOjaGTbrBz/YA47crvHtjXkafvMAPDsdli6HEXVwxbCKPoUicBC0\nY1NYyrd5my7AsrLpr/ABuzKZ+axgH3qwCV15mSVMYWmj2xrOVO5kIduzBp+nB2N4j/14i5fZhI3o\nWvHnYh3ciZ9bOTywZ/b4+ruw9Xrw+c3g+Rnw4Gtw1F9hhw1g074Nb+df06FLZ9i0D7w4s/J1F4SD\noJ0KghFMYxBd+BTduY73Ppz3U2YznxX8mL6Mol+z25rPcu5iIQA3syEb0ZWedOJ3zOFXvMPv01mG\nWaudf8hHp/22bFoE9DoT5r0Pb85pPAh+cUD2eNKtDoLVyEHQTp3Pu4xnMY8zhPN5d5V541gEwJMs\npg+v0BU4gk9wLv1Zq4FuoW6IzmRnFRNZTB868zxLAHiW9yv8TKwQep2ZPe6wPpxzAOw4OBu/6yW4\n/cXsk/6892G3jbM/qyp3FrdDz/E+pzOLn9CX7ej+kfmzU0PRIyzmS/SkC+JC5nAGDX+CWoNOnEwf\nAL7MVHryMv9MZwhvs7xCz8IKoecacNCW8JVtYfC6cO9/YL9L4O10BvvYZLjw4axZqHsXOGCLrL/A\nqspnBO3QjcxnCcEDLOIh3vrwU/tYFrAmM+lHF6axjDPoy/fpw994jyOZylgWcH4j2zyX/uxLD8az\niDURAKcxi374P6V9DGO/AcreTyxZBpudC5PnwH2vwlHbw6j94Ef7wAsz4ODL4Iw7YXAvGL5Dbesu\nGAdBOxTp7870qb3kdZbyKIvZhjWYVtZ9HOlx7XQCuJTg1dT0sxnd6IRYQrAPPdiHHiwn+DxvArCP\nrxqy1lq0BOYuhkHrfHReZ8H896Fn96zzd5tBsEV/eHMuvDJr5fpvzs2WHdp8X5e1noOgHRpFv1U6\ngY9lGqOZ9+Hlo/exkLtYyC+YzSss4S4WADCC7D/kVJayJdklfXPYjHXpzJnMYiKL2YRuPM5inuUD\nNqQLJ9K7+k/QOoaZC2Dzc2GvTWGjXvDo5OxsYEBP2GsorHcW7D0U1l8HJs2GcZOgk2DfzbL1n3gT\n9rwI1ukOc8/Opt3yXPb3RPZBhfGvw7HXZv0K3/xMbZ5nB+A+gg5oT3pwFYPoTxeuYh5r0onz6M/3\nmjiob0U3XmUpVzCPt1jGUXyChxlCbzcNWWv1WQu+VgevzIbRE2DGAjh0axj3LejbIzvgT5wClz4B\nz06D3T8Jt3696c7iZ6Zm2ypdMfTqO9n4+Ner85w6KEVE80vVWF1dXUyYMKF1K2ur1VuMdRzxQq0r\nAED8utYlWBsVnPKx1pc0MSLqmlvOZwRmZgXnIDAzK7iaBIGk/SW9LOk/kk6rRQ1mZpapehBI6gz8\nAfgCsBVwlOSGfDOzWqnFGcFOwH8i4rWIWAJcCzRwIxIzM6uGWnyPYH3grbLxKcBHLgCWNBIYmUYX\nSHq5CrUVQV9gdq2LaBNK33i1tsbv0USc+nE3sVGehWoRBA397/vINawRcTFwceXLKRZJE/JcTmZW\nK36PVl8tmoamABuWjW8A6ZdVzMys6moRBE8CQyVtLKkbMAwYW4M6zMyMGjQNRcQySd8F/gF0Bi6L\niOerXUeBubnN2jq/R6usXdxiwszMKsffLDYzKzgHgZlZwTkICsK39bC2TtJlkmZKeq7WtRSNg6AA\nfFsPayeuAPavdRFF5CAoBt/Ww9q8iHgQeLfWdRSRg6AYGrqtx/o1qsXM2hgHQTHkuq2HmRWTg6AY\nfFsPM2uUg6AYfFsPM2uUg6AAImIZULqtx4vA9b6th7U1ksYAjwKbS5oi6bha11QUvsWEmVnB+YzA\nzKzgHARmZgXnIDAzKzgHgZlZwTkIzMwKzkFgVSdpQQPTTpD0tQrvdw9JtzUyfZ6kZyT9S9I/JfVP\n877Y0ru1SrpC0uFp+C+r6wZ/kkLSVWXjXSTNaug5NbOdNyT1XR01WcfgILA2ISIuiogra1jCQxGx\nXURsQ/YFvO+kusZGxDmt3WhEfDMiXlhNNS4Etpa0ZhrfF5i6mrZtBeYgsDZB0ihJp6bhHdMn80cl\nnVe6P72kIZIekvRU+vtsmr6HpPsl3SDpJUl/laQ0b/80bTzwpRx1COgJzEnjx0q6MA1fIekCSY9I\neq3sU78kXSjpBUm3A/3Ltne/pLo0vEDSzyQ9K+kxSQPS9E3S+JOSftLQGVOZO4ED0/BRwJiyffWW\ndEt67R6TtE2a3kfS3ZKelvRnyu49Jemrkp5IZ0N/Trcst4JxEFhbdDlwQkTsAiwvmz4T2DcidgC+\nAlxQNm974CSy31v4JLCrpO7AJcDBwOeA9ZrY5+ckPQO8CewDXNbIcgOB3YCDgNKZwmHA5sCngOOB\nzzaybg/gsYjYFngwLQvwO+B3EbEjzd8D6lpgWHpu2wCPl807C3g6ndWcAZTOsH4MjI+I7cluLTIY\nQNKWZK/jrhGxHdlrPbyZ/VsH5CCwNkXSukDPiHgkTbqmbHZX4BJJ/wb+RnbQL3kiIqZExArgGWAI\nsAXwekRMiuwr9Fc3setS09CGZEH0y0aWuyUiVqTmngFp2n8BYyJieURMA+5tZN0lQKk9f2KqEWCX\n9HzqP9+PiIh/pfWOAu6oN3s34Kq03L1AH0nrpPquTtNvJ53tAHsDnwaeTCG4N1mIWsF0qXUBZvU0\ndMvsku8BM4BtyT7EvF8274Oy4eWsfG+35h4qY4EbG5lXvp/yWvPsZ2msvKdLeY0tNRb4FbAH0KeR\neurX1VB9AkZHxOmtrMM6CJ8RWJsSEXOA+ZJ2TpOGlc1eB5iePvUfAzTXnv0SsLGkTdL4UTnL2A14\nNeeykDXzDJPUWdJAYM8WrAvwGPDlNDysqQWTy4CfRMS/G6hjOGT9JsDsiHiv3vQvAL3S8uOAw8uu\nkOotaaMW1m4dgM8IrBbWkjSlbPw39eYfR9YEtBC4H5iXpv8RuFHSEcB9ZFfRNCoi3pc0Erhd0mxg\nPLB1I4uX+giU9vfNFjyfm4G9gH8DrwAPtGBdyPo2rpZ0CnA7K59vgyJiClm/Qn2jgMsl/QtYBIxI\n088Cxkh6KtX2ZtrOC5J+BNwtqROwlOxqqcktrN/aOd991NocSWtHxII0fBowMCJOrHFZFSNpLWBx\nRISkYcBREeHflLaq8RmBtUUHSjqd7P05GTi2tuVU3KeBC9Olq3OBb9S4HisYnxGYmRWcO4vNzArO\nQWBmVnAOAjOzgnMQmJkVnIPAzKzg/hexDohYvuSopAAAAABJRU5ErkJggg==\n", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "bmp.barplotPopulation(n_clusters, traj_populations)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Alternatively, if we wanted to see how the ligand changes over time, we can plot the cluster labels ontop of ligand RMSD. " + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\tTotal BM changes: 6\n" + ] + } + ], + "source": [ + "bmp.plotTrajPopulation(trajfiles, traj_cluster_labels[0])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "collapsed": true + }, + "source": [ + "**Note:** If you provide the `outfname` parameter to the function `plotTrajPopulation()` (above), this will save the `cluster_labels` to a text file which can be used for VMD (See VMD section below)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "If we wanted to get fancier, we can also see how the trajectory evolves over time in TICA space. **The function below can be rather slow but can potentially be more interesting for visualization purposes.** The function `animateTICA()` takes the following parameters:\n", + "\n", + "- n_clusters : int, number of clusters\n", + "- X_traj_tica_coords : TICA coordinates for the entire trajectory pool to be plotted on the X-axis for the contour background.\n", + "- Y_traj_tica_coords : TICA coordiantes for the entitre trajectory pool to be plotted on the Y-axis for the contour background.\n", + "- x_tica_coord : TICA coordinates belonging to the *single* trajectory to be animated on the X-axis.\n", + "- y_tica_coord : TICA coordinates belonging to the *single* trajectory to be animated on the Y-axis.\n", + "- cluster_labels : list, cluster assignment for the *single* trajectory to be animated on the TICA plot.\n", + "- cmap : str, specifing the colormap to be used for the animated data points interval : int, delay time (milliseconds) inbetween animated data points.\n", + "- interval : int, delay time (milliseconds) inbetween animated data points." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The first parameters are used in order to generate the background contour plots. They should correspond to the TICA coordinates of the entire trajectory pool. We can do that by stacking the arrays into a new single array. For this example, we will use the first two TICA coordinates:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "X_traj_tica_coords = np.vstack(data.tica_coordinates)[:,0]\n", + "Y_traj_tica_coords = np.vstack(data.tica_coordinates)[:,1]" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The next set of parameters should correspond to the TICA coordinates of the **single** trajectory that we want animated. It is essentially one of the entires from the original array containing the TICA coordinates. Since we only have one trajectory here, we provide the index 0 and get the associated cluster labels for the trajectory." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "x_tica_coord = data.tica_coordinates[0][:,0]\n", + "y_tica_coord = data.tica_coordinates[0][:,1]\n", + "cluster_labels = traj_cluster_labels[0]" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "anim = bmp.animateTICA(n_clusters, \n", + " X_traj_tica_coords, Y_traj_tica_coords,\n", + " x_tica_coord, y_tica_coord, \n", + " cluster_labels, interval=60, repeat=)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The function returns the [`animation.FuncAnimation`](https://matplotlib.org/api/_as_gen/matplotlib.animation.FuncAnimation.html#matplotlib.animation.FuncAnimation) object from matplotlib. We can visualize the resulting animation directly in the notebook (like below) or save it to a file." + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": { + "collapsed": true + }, + "outputs": [], + "source": [ + "from IPython.display import HTML" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [], + "source": [ + "anim.save('t4-tol.mp4', writer='ffmpeg', dpi=120, fps=30)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "HTML(anim.to_html5_video())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Making a movie of the binding mode changes in VMD" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Mentioned previously, if we store the cluster labels to a text file, we can use this information in VMD to color the ligand as we play the trajectory.\n", + "\n", + "Note: for your own trajectories, you may need to change the file pathing and change the viewpoint. But the script should provide a good skeleton to work from.\n", + "\n", + "The resulting TICA plot and visualization in VMD might look something like below:\n", + "![t4-tol-run03](t4-tol-run03.gif)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Setting the viewpoint\n", + "\n", + "The first thing we will want to do is set the viewpoint to center/focus around the ligand. Load up the `run03-centered.pdb` file in VMD or directly from the command line:\n", + "```\n", + ">>> vmd run03-centered.pdb\n", + "```\n", + "\n", + "Use your mouse to center find a good angle that centers the ligand into view. Once you've done that, type the following into the the TCL console to save the viewpoint:\n", + "\n", + "```\n", + "vmd > set viewpoints [molinfo top get {center_matrix rotate_matrix scale_matrix global_matrix}]\n", + "\n", + "vmd > puts $viewpoints\n", + "```\n", + "\n", + "The resulting matrix carries the viewpoint information you'll want to save. It will look something like:\n", + "```\n", + "{{1 0 0 -28.8648} {0 1 0 -30.1644} {0 0 1 -34.5486} {0 0 0 1}} {{-0.775052 -0.394295 -0.493786 0} {-0.611435 0.66521 0.428535 0} {0.159504 0.634055 -0.756658 0} {0 0 0 1}} {{0.0292056 0 0 0} {0 0.0292056 0 0} {0 0 0.0292056 0} {0 0 0 1}} {{1 0 0 0} {0 1 0 0} {0 0 1 0} {0 0 0 1}}\n", + "```\n", + "\n", + "Inside the provided example script `t4-tol-run03.tcl`, find the function `set_viewpoint` and replace the matrix with your desired viewpoint. Save your edits to the script and close VMD." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Executing TCL scripts for VMD\n", + "Now try running VMD using the example script from the command line:\n", + "```\n", + ">>> vmd -e t4-tol-run03.tcl\n", + "```\n", + "This will automatically load in the pdb + dcd trajectory file along with setting some representations for the protein and ligand.\n", + "\n", + "Once the trajectory has been loaded, run the command in the TCL interpreter to play the animation and save snapshots of each frame.\n", + "> vmd > play_animation\n", + "\n", + "\n", + "You can then use something like imagemagik to stitch together the frames into a GIF from the command line:\n", + "```\n", + ">>> convert animate.*.rgb run03-clrd.gif\n", + "```" + ] + } + ], + "metadata": { + "anaconda-cloud": {}, + "kernelspec": { + "display_name": "Python [conda env:bluesdev]", + "language": "python", + "name": "conda-env-bluesdev-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.5.4" + } + }, + "nbformat": 4, + "nbformat_minor": 1 +} diff --git a/notebooks/t4-tol-leaders.png b/notebooks/t4-tol-leaders.png new file mode 100644 index 00000000..e6bfb17c Binary files /dev/null and b/notebooks/t4-tol-leaders.png differ diff --git a/notebooks/t4-tol-run03.gif b/notebooks/t4-tol-run03.gif new file mode 100644 index 00000000..679bb382 Binary files /dev/null and b/notebooks/t4-tol-run03.gif differ diff --git a/notebooks/t4-tol-run03.tcl b/notebooks/t4-tol-run03.tcl new file mode 100755 index 00000000..8c468e64 --- /dev/null +++ b/notebooks/t4-tol-run03.tcl @@ -0,0 +1,214 @@ + +proc range {num args} { + switch [llength $args] { + 0 { + set from 0 + set to $num + set step 1 + } + 1 { + set from $num + set to $args + set step 1 + } + 2 { + set from $num + lassign $args to step + } + } + set result [list ] + for {set i $from} {$i < $to} {set i [expr {$i + $step}]} { + lappend result $i + } + return $result +} + +proc save_viewpoint {} { + global viewpoints + if [info exists viewpoints] {unset viewpoints} + # get the current matricies + foreach mol [molinfo list] { + set viewpoints($mol) [molinfo $mol get { + center_matrix rotate_matrix scale_matrix global_matrix}] + } +} + +proc restore_viewpoint {} { + global viewpoints + foreach mol [molinfo list] { + puts "Trying $mol" + if [info exists viewpoints($mol)] { + molinfo $mol set {center_matrix rotate_matrix scale_matrix + global_matrix} $viewpoints($mol) + } + } +} + +proc take_picture {args} { + global take_picture + + # when called with no parameter, render the image + if {$args == {}} { + set f [format $take_picture(format) $take_picture(frame)] + # take 1 out of every modulo images + if { [expr $take_picture(frame) % $take_picture(modulo)] == 0 } { + render $take_picture(method) $f + # call any unix command, if specified + if { $take_picture(exec) != {} } { + set f [format $take_picture(exec) $f $f $f $f $f $f $f $f $f $f] + eval "exec $f" + } + } + # increase the count by one + incr take_picture(frame) + return + } + lassign $args arg1 arg2 + # reset the options to their initial stat + # (remember to delete the files yourself + if {$arg1 == "reset"} { + set take_picture(frame) 0 + set take_picture(format) "./animate.%04d.rgb" + set take_picture(method) snapshot + set take_picture(modulo) 1 + set take_picture(exec) {} + return + } + # set one of the parameters + if [info exists take_picture($arg1)] { + if { [llength $args] == 1} { + return "$arg1 is $take_picture($arg1)" + } + set take_picture($arg1) $arg2 + return + } + # otherwise, there was an error + error {take_picture: [ | reset | frame | format | \ + method | modulo ]} +} +# to complete the initialization, this must be the first function +# called. Do so automatically. +take_picture reset + +proc get_colormap {n_clusters data} { + #Desired color mapping: + #0 red 1 orange 2 yellow 3 green 4 lime 5 cyan 6 blue 7 purple + # VMD colormap + #0 1 1 3 2 4 3 7 4 12 5 10 6 0 7 11 + #set colormap [string map {0 1 1 3 2 4 3 7 4 12 5 10 6 0 7 11} $data] + #set colors [string map {0 blue 1 red 2 gray 3 orange 4 yellow 5 tan 6 silver 7 green 8 white 9 pink 10 cyan 11 purple '12' lime 13 mauve 14 ochre 15 iceblue 16 black 17 'yellow2' 18 'yellow3' 19 'green2' 20 'green3' 21 'cyan2' 22 'cyan3' 23 'blue2' 24 'blue3' 25 violet 26 'violet2' 27 magenta 28 'magenta2' 29 'red2' 30 'red3' 21 'orange2' 33 'orange3'} $colormap] + switch $n_clusters { + 2 { + #Red / Green + set colormap [string map {0 1 1 7} $data] + } + 3 { + #Red / Green / Blue + set colormap [string map {0 1 1 7 2 23} $data] + } + 4 { + #Red / Yellow / Green / Blue + set colormap [string map {0 1 1 4 2 7 3 23} $data] + } + 5 { + #Red / Yellow / Green / Blue / Purple + set colormap [string map {0 1 1 4 2 7 3 23 4 11} $data] + } + 6 { + #Red / Yellow / Green / Cyan / Blue / Purple + set colormap [string map {0 1 1 4 2 7 3 10 4 23 5 11} $data] + } + 7 { + #Red / Orange / Yellow / Green / Cyan / Blue / Purple + set colormap [string map {0 1 1 3 2 4 3 7 4 10 5 23 6 11} $data] + } + 8 { + #Red / Orange / Yellow / Green / Lime / Cyan / Blue / Purple + set colormap [string map {0 1 1 3 2 4 3 7 4 12 5 10 6 23 7 11} $data] + } + 9 { + #Red / Orange / Yellow / Green / Lime / Cyan / Blue / Purple / Violet + set colormap [string map {0 1 1 3 2 4 3 7 4 12 5 10 6 23 7 11 8 25} $data] + } + } + return $colormap +} + +proc get_n_clusters {testlist} { + foreach el $testlist { + set array_tmp($el) {} + } + set unique [array names array_tmp] + return [llength $unique] +} + +proc set_viewpoint {} { + set viewpoints([molinfo top]) {{{1 0 0 -28.8648} {0 1 0 -30.1644} {0 0 1 -34.5486} {0 0 0 1}} {{-0.565023 0.755831 -0.33085 0} {0.502784 -0.00251855 -0.864407 0} {-0.65418 -0.654758 -0.378597 0} {0 0 0 1}} {{0.0872075 0 0 0} {0 0.0872075 0 0} {0 0 0.0872075 0} {0 0 0 1}} {{1 0 0 0.8} {0 1 0 -0.62} {0 0 1 0} {0 0 0 1}}} + lappend viewplist [molinfo top] + foreach v $viewplist { + molinfo $v set {center_matrix rotate_matrix scale_matrix global_matrix} $viewpoints($v) + } +} + +proc loadtraj {pdb dcd jobname sta fin} { + #Load cms file/trajectories + mol new ${pdb} type {pdb} first $sta last $fin step 1 waitfor 1 + mol addfile ${dcd} type {dcd} first $sta last $fin step 1 waitfor all + animate delete beg 0 end 0 skip 0 0 + set repmolid [molinfo top get id] + mol rename $repmolid ${jobname} + # delete all representations + set numrep [molinfo $repmolid get numreps] + for {set i 0} {$i < $numrep} {incr i} { + mol delrep $i $repmolid + } + # Add rep of protein + mol color {ColorID 15} + mol representation NewCartoon + mol selection protein + mol material AOEdgy + mol addrep $repmolid + # Add rep of ligand + mol representation Licorice + mol selection {resname LIG and (not name "H.*")} + #{segname "HET.*"} + mol material AOEdgy + mol color Name + mol addrep $repmolid + + mol smoothrep top 0 2 + mol smoothrep top 1 2 +} + + +proc play_animation {} { + global labels + #Initialize output for writing RMSD + set f [open ${labels} r] + set data [split [string trim [read $f]]] + close $f + + #Select trajectory we are comparing and loop over frames + set num_frames [molinfo top get numframes] + set n_clusters [get_n_clusters $data] + set cmap [get_colormap ${n_clusters} $data] + set colors [string map {0 blue 1 red 2 gray 3 orange 4 yellow 5 tan 6 silver 7 green 8 white 9 pink 10 cyan 11 purple '12' lime 13 mauve 14 ochre 15 iceblue 16 black 17 'yellow2' 18 'yellow3' 19 'green2' 20 'green3' 21 'cyan2' 22 'cyan3' 23 'blue2' 24 'blue3' 25 violet 26 'violet2' 27 magenta 28 'magenta2' 29 'red2' 30 'red3' 21 'orange2' 33 'orange3'} $cmap] + + foreach i [range ${num_frames}] idx $data cm $cmap co $colors { + puts "Frame=${i} Cluster=${idx} ColorID=${cm} : ${co}" + animate goto ${i} + color Name C $cm; + display update + take_picture + } +} + +set relpath ../blues/analysis/tests/data +set pdb "${relpath}/run03-centered.pdb" +set dcd "${relpath}/run03-centered.dcd" +set labels "${relpath}/run03-labels.txt" + +loadtraj ${pdb} ${dcd} run03 0 2001 +set_viewpoint + +#play_animation diff --git a/setup.py b/setup.py index 97d8678a..f09770ab 100644 --- a/setup.py +++ b/setup.py @@ -130,9 +130,9 @@ def find_package_data(data_root, package_root): platforms = ['Linux-64', 'Mac OSX-64', 'Unix-64'], classifiers=CLASSIFIERS.splitlines(), package_dir={'blues': 'blues'}, - packages=['blues', "blues.tests", "blues.tests.data"] + ['blues.{}'.format(package) for package in find_packages('blues')], - package_data={'blues': find_package_data('blues/tests/data', 'blues') + ['notebooks/*.ipynb'] + ['images/*'] - }, + packages= ['blues', "blues.tests", "blues.tests.data"] + ['blues.{}'.format(package) for package in find_packages('blues')] + ['blues.analysis', 'blues.analysis.tests', 'blues.analysis.tests.data'], + package_data={'blues': find_package_data('blues/tests/data', 'blues') + ['notebooks/*.ipynb'] + ['images/*'], + 'blues' : find_package_data('blues/analysis/tests/data', 'blues') }, zip_safe=False, include_package_data=True )