Ticket #15187: not-responding.py

def rgba_to_color(rgba):
        from chimerax.core.colors import Color
        return Color(rgba)


def restore_model_data(m, data):
        name, display, matrix, use_clip_plane, use_clip_thickness, clip_plane, clip_thickness = data
        m.name = name
        m.display = display
        from chimerax.geometry import Place
        from numpy import array, float64, transpose
        reformatted = []
        for r in range(3):
                vector = []
                reformatted.append(vector)
                for c in range(4):
                        vector.append(matrix[r + 4*c])
        m.scene_position = Place(array(reformatted, float64))
        if use_clip_plane:
                from chimerax.std_commands.clip import clip
                origin, normal = clip_plane
                from chimerax.core.commands import Axis, Center
                kw = {
                        'position': Center(coords=origin),
                        'axis': Axis(coords=normal),
                        'coordinate_system': m.scene_position
                }
                if use_clip_thickness:
                        kw['front'] = 0 - clip_thickness/2
                        kw['back'] = clip_thickness/2
                else:
                        kw['front'] = 0
                def perform_clipping(*args, ses=session, kw=kw, frame_counter=[0]):
                        from chimerax.std_commands.clip import clip
                        clip(ses, **kw)
                        frame_counter[0] += 1
                        if frame_counter[0] > 3:
                                from chimerax.core.triggerset import DEREGISTER
                                return DEREGISTER
                session.triggers.add_handler('new frame', perform_clipping)


def make_structure(structure_data):
        model_data, auto_chain, ball_scale, color, line_type, line_width, lower_case_chains, mol2_comments, \
                mol2_data, pdb_headers, pdb_version, point_size, ribbon_hides_backbone, ribbon_inside_color, \
                silhouette, stick_scale, surface_color, surface_opacity, tube, vdw_density, wire_stipple, \
                coordset_data, res_data, bond_data = structure_data
        from chimerax.atomic import AtomicStructure
        s = AtomicStructure(session, auto_style=False)
        for key, value in pdb_headers.items():
                s.set_metadata_entry(key, value)
        restore_model_data(s, model_data)
        cs_id_lookup = restore_coordset_data(s, coordset_data)
        if tube:
                # s.ribbon_mode_strand is actively buggy
                s.ribbon_mode_helix = s.RIBBON_MODE_ARC
        atom_map = restore_res_data(s, res_data, ribbon_hides_backbone, tube)
        restore_bond_data(s, bond_data, atom_map, stick_scale)
        global_atom_map.update(atom_map)
        s.pdb_version = pdb_version
        s._set_chain_descriptions(session)
        from chimerax.pdb.pdb import set_logging_info
        set_logging_info(s)
        return s


def make_molecular_surface(surface_data):
        model_data, probe_radius, density, color, color_mode, atoms = surface_data

        from chimerax.atomic import Atoms
        enclose_atoms = Atoms([global_atom_map[a_id] for a_id in atoms])
        show_atoms = Atoms([a for a in enclose_atoms if a._c2cx_surface_display])
        from math import sqrt
        grid = density / sqrt(3.0)
        from chimerax.atomic.molsurf import MolecularSurface
        s = MolecularSurface(session, enclose_atoms, show_atoms, probe_radius, grid, None, None,
                "name restored later", rgba_to_color(color).uint8x4(), None, True)
        restore_model_data(s, model_data)
        if s.name.startswith("MSMS "):
                s.name = s.name[5:]
        s.calculate_surface_geometry()
        s.auto_update = True
        if color_mode == 1:
                # per atom
                from numpy import array
                s.color_atom_patches(enclose_atoms, None, array([a._c2cx_surface_color for a in enclose_atoms]))
        elif color_mode == 2:
                session.logger.warning("Cannot restore custom surface colors")
        return s


def restore_coordset_data(s, coordset_data):
        xyzs = []
        id_lookup = {}
        for i, data in enumerate(coordset_data):
                cs_id, cs_xyzs = data
                id_lookup[cs_id] = i
                xyzs.append(cs_xyzs)
        from numpy import array
        s.add_coordsets(array(xyzs))
        return id_lookup


def restore_res_data(s, res_data, ribbon_hides_backbone, tube):
        global residue_map
        atom_map = {}
        for restore_id, current_label_offset, fill_color, fill_display, fill_mode, chain_id, \
                        insertion_code, position, is_helix, is_het, is_strand, label, label_color, \
                        label_coord, label_offset, ribbon_color, ribbon_display, ribbon_draw_mode, \
                        ss_id, type, atom_data in res_data:
                r = s.new_residue(type, chain_id, position, insertion_code)
                residue_map[restore_id] = r
                r.ss_type = r.SS_HELIX if is_helix else (r.SS_STRAND if is_strand else r.SS_COIL)
                r.ss_id = ss_id
                r.ribbon_display = ribbon_display or tube
                r.ribbon_color = rgba_to_color(ribbon_color).uint8x4()
                r.ribbon_hide_backbone = ribbon_hides_backbone
                if label:
                        global label_data
                        label_data.append((r, "residues", label, rgba_to_color(label_color), label_offset))
                atom_map.update(restore_atom_data(r, atom_data))
        xsection = s.ribbon_xs_mgr.STYLE_ROUND if ribbon_draw_mode == 2 else s.ribbon_xs_mgr.STYLE_SQUARE
        s.ribbon_xs_mgr.set_coil_style(xsection)
        s.ribbon_xs_mgr.set_helix_style(xsection)
        s.ribbon_xs_mgr.set_sheet_style(xsection)
        return atom_map


def restore_atom_data(r, atom_data):
        atom_map = {}
        draw_mode_map = { 0: 2, 1: 0, 2: 2, 3: 1 }
        for restore_id, alt_loc, aniso_u, bfactor, coord, coord_index, current_label_offset, \
                        default_radius, display, draw_mode, element_number, hide, idatm_is_explicit, idatm_type, label, \
                        label_color, label_coord, label_offset, name, occupancy, radius, serial_number, \
                        shown_color, surface_category, surface_color, surface_display, surface_opacity, vdw, vdw_color \
                        in atom_data:
                a = r.find_atom(name)
                if alt_loc != '' and a:
                        a.set_alt_loc(alt_loc, True)
                        a.coord = coord
                else:
                        a = r.structure.new_atom(name, element_number)
                        r.add_atom(a)
                        if alt_loc != '':
                                a.set_alt_loc(alt_loc, True)
                        a.coord_index = coord_index
                        a.display = display
                        a.draw_mode = draw_mode_map[draw_mode]
                        a.hide = a.HIDE_RIBBON if hide else 0
                        if idatm_is_explicit:
                                a.idatm_type = idatm_type
                        if label:
                                global label_data
                                label_data.append((a, "atoms", label, rgba_to_color(label_color), label_offset))
                        if default_radius != radius:
                                a.radius = radius
                        a.color = rgba_to_color(shown_color).uint8x4()
                if occupancy is not None:
                        a.occupancy = occupancy
                if bfactor is not None:
                        a.bfactor = bfactor
                a.serial_number = serial_number
                a.aniso_u6 = tuple((aniso_u[x][y]
                        for x,y in [(0,0), (1,1), (2,2), (0,1), (0,2), (1,2)])) if aniso_u is not None else None
                a._c2cx_surface_display = surface_display
                scolor = rgba_to_color(surface_color)
                if surface_opacity >= 0.0:
                        scolor.rgba[-1] = surface_opacity
                a._c2cx_surface_color = scolor.uint8x4()
                atom_map[restore_id] = a
        return atom_map


def restore_bond_data(s, bond_data, atom_map, stick_scale):
        for atom_ids, bond_attrs in bond_data:
                # bonds between alt locs in Chimera1 can be duplicative in ChimeraX...
                a1, a2 = [atom_map[ident] for ident in atom_ids]
                if a1 not in a2.neighbors:
                        b = s.new_bond(a1, a2)
                        if stick_scale != 1.0:
                                b.radius *= stick_scale


def make_pseudobonds(pseudobond_data):
        parent, pbg_data, monitored, pb_data = pseudobond_data
        category, color, solid = pbg_data
        if category == "missing segments":
                for atom_ids, pb_attrs in pb_data:
                        a1, a2 = [global_atom_map[ident] for ident in atom_ids]
                        pbg = a1.structure.pseudobond_group("missing structure")
                        pb = pbg.new_pseudobond(a1, a2)
                        if a1.connects_to(a2):
                                a1.structure.delete_bond(a1.bonds[a1.neighbors.index(a2)])
                        restore_pb_attrs(pb, pb_attrs)
        else:
                if parent is None:
                        pbg = session.pb_manager.get_group(category)
                else:
                        pbg = structure_map[parent].pseudobond_group(category)
                if monitored:
                        precision, show_units = monitored
                        monitor = pbg.session.pb_dist_monitor
                        monitor.add_group(pbg, session_restore=True)
                        monitor.decimal_places = precision
                        monitor.show_units = show_units
                for atom_ids, pb_attrs in pb_data:
                        a1, a2 = [global_atom_map[ident] for ident in atom_ids]
                        pb = pbg.new_pseudobond(a1, a2)
                        restore_pb_attrs(pb, pb_attrs)
        if solid:
                pbg.dashes = 0
        return pbg

def restore_pb_attrs(pb, pb_attrs):
        color = pb_attrs[0]
        if color is not None:
                pb.color = rgba_to_color(color).uint8x4()


def restore_selection(atom_data, bond_data, pb_data):
        session.selection.clear()
        for atom_id in atom_data:
                global_atom_map[atom_id].selected = True
        for id1, id2 in bond_data:
                a1 = global_atom_map[id1]
                a2 = global_atom_map[id2]
                for b in a1.bonds:
                        if b.other_atom(a1) == a2:
                                b.selected = True
                                break
        for pbg_id, atom_id1, atom_id2 in pb_data:
                pbg = eval(pbg_id)
                pb_atoms = set([global_atom_map[aid] for aid in (atom_id1, atom_id2)])
                for pb in pbg.pseudobonds:
                        if set(pb.atoms) == pb_atoms:
                                pb.selected = True


def restore_camera(eye_pos, field_of_view, near_clip, far_clip):
        from chimerax.geometry import translation
        session.view.camera.position = translation(eye_pos)
        session.view.camera.field_of_view = field_of_view
        # as a nicety, multiply all matrices by the inverse of the
        # lowest-ID model's matrix, so that newly opened models
        # are in correct relative position to that model at least
        models = session.models[:]
        if models:
                models.sort()
                inverse = models[0].position.inverse(is_orthonormal=True)
                for m in models:
                        if len(m.id) == 1:
                                m.position = m.position * inverse
                session.view.camera.position = inverse * session.view.camera.position
        from chimerax.std_commands.clip import clip, clip_off
        if near_clip is None and far_clip is None:
                clip_off(session)
        else:
                clip(session, near=near_clip, far=far_clip)


def restore_window_size(w,h):
        from chimerax.graphics.windowsize import window_size
        scaling = session.view.render.pixel_scale()
        window_size(session, round(w/scaling), round(h/scaling))


def make_alignment(alignment_data):
        title, seq_data, hdr_data, assoc_info, region_data, intrinsic = alignment_data
        seqs = [restore_seq(sd) for sd in seq_data]
        aln = session.alignments.new_alignment(seqs, title.replace(':', ';'), auto_associate=False,
                intrinsic=intrinsic)
        base_hdr_data, conservation_style = hdr_data
        known_headers = set()
        for hdr in aln.headers:
                hdr.shown = hdr.name in base_hdr_data
                if hdr.name == "Conservation" and conservation_style != "Clustal histogram":
                        hdr.style = conservation_style
                known_headers.add(hdr.name)
        for name, contents in base_hdr_data.items():
                if name in known_headers:
                        continue
                aln.add_fixed_header(name, contents)
        global residue_map
        from chimerax.atomic import SeqMatchMap
        for seq_index, map_info in assoc_info.items():
                if not map_info:
                        continue
                align_seq = aln.seqs[seq_index]
                match_map = SeqMatchMap(align_seq, residue_map[list(map_info.values())[0]].chain)
                for index, res_id in map_info.items():
                        match_map.match(residue_map[res_id], index)
                aln.prematched_assoc_structure(match_map, False, False)
        if aln.viewers:
                viewer = aln.viewers[0]
                if not viewer.seq_canvas.wrap_okay():
                        # Docking non-wrapped alignments causes very wide ChimeraX window; float instead
                        viewer.tool_window.floating = True
                for name, blocks, shown, fill, outline, highlighted, cover_gaps, seq_index in region_data:
                        viewer.new_region(name=name, blocks=blocks, fill=fill, outline=outline, select=highlighted,
                                cover_gaps=cover_gaps, session_restore=True, shown=shown,
                                sequence=(None if seq_index is None else aln.seqs[seq_index]))


def restore_seq(seq_data):
        name, sequence = seq_data
        from chimerax.atomic import Sequence
        return Sequence(name=name, characters=sequence)


def restore_2d_labels(labels_data):
        from chimerax.label.label2d import Label
        from chimerax.core.colors import Color
        used = set()
        for pos, background, margin, outline, opacity, rgba, size, bold, italic, font, text in labels_data:
                if background is not None:
                        background = Color(background)
                font = font_mapping.get(font, font)
                label_name = text
                label_num = 1
                while label_name in used:
                        label_name = "%s (%d)" % (label_name, label_num)
                        label_num += 1
                Label(session, label_name, text=text, xpos=pos[0], ypos=pos[1],
                        color=Color(rgba).uint8x4(), size=size, font=font, bold=bold, italic=italic,
                        background=background, outline_width=outline, margin=margin)


def restore_color_key(key_info):
        from chimerax.color_key.model import get_model
        key = get_model(session)
        for k, v in key_info.items():
                if k == "font":
                        v = font_mapping.get(v, v)
                setattr(key, k, v)


def restore_arrows(arrows_data):
        from chimerax.label.arrows import Arrow
        from chimerax.core.colors import Color
        used = set()
        arrow_num = 0
        for ident, start, end, head_style, shown, weight, rgba, opacity in arrows_data:
                while ident is None or ident in used:
                        arrow_num += 1
                        ident = "arrow %d" % arrow_num
                used.add(ident)
                Arrow(session, ident, start=start, end=end, color=Color(rgba).uint8x4(), weight=weight,
                        head_style=head_style, visibility=shown)


def restore_axes(axes_data):
        from chimerax.axes_planes.cmd import cmd_define_axis
        grouping_models = {}
        for axis_data in axes_data:
                model_data, assoc_structure, number, rgba, radius, extents, center, direction = axis_data
                axis = cmd_define_axis(session, color=rgba_to_color(rgba), radius=radius,
                        from_point=[c+extents[0]*d for c, d in zip(center, direction)],
                        to_point=[c+extents[1]*d for c, d in zip(center, direction)], show_tool=False)[0]
                restore_model_data(axis, model_data)
                if assoc_structure:
                        session.models.remove([axis])
                        s = structure_map[assoc_structure]
                        group = grouping_models.get(s, None)
                        if group is None:
                                from chimerax.core.models import Model
                                group = grouping_models[s] = Model("helix axes", s.session)
                                s.add([group])
                        fields = axis.name.split(" H")
                        if len(fields) == 2 and fields[-1].isdigit():
                                axis.name = "helix %d" % int(fields[-1])
                        from chimerax.geometry import identity
                        axis.position = identity()
                        group.add([axis])


def restore_centroids(centroids_data):
        from chimerax.centroids import CentroidModel
        from chimerax.centroids.cmd import simplified_string
        for centroid_data in centroids_data:
                model_data, assoc_structure, number, rgba, radius, center = centroid_data
                s = CentroidModel(session)
                restore_model_data(s, model_data)
                r = s.new_residue('centroid', 'centroid', 1)
                from chimerax.atomic.struct_edit import add_atom
                import numpy
                a = add_atom("centroid", 'C', r, numpy.array(center))
                a.color = rgba_to_color(rgba).uint8x4()
                a.radius = radius
                a.string = lambda a=a, **kw: simplified_string(a, **kw)
                if assoc_structure:
                        from chimerax.geometry import identity
                        s.position = identity()
                        structure_map[assoc_structure].add([s])
                else:
                        session.models.add([s])


def restore_planes(planes_data):
        from chimerax.axes_planes import PlaneModel
        from chimerax.geometry import Plane, identity
        from numpy import array
        for plane_data in planes_data:
                model_data, assoc_structure, number, rgba, radius, thickness, origin, normal = plane_data
                plane = Plane(array(origin), normal=array(normal))
                pm = PlaneModel(session, "plane", plane, thickness, radius, rgba_to_color(rgba).uint8x4())
                restore_model_data(pm, model_data)
                if assoc_structure:
                        pm.position = identity()
                        structure_map[assoc_structure].add([pm])
                else:
                        session.models.add([pm])

from chimerax.core.commands import run
run(session, 'close session')
import pickle, base64
global_atom_map = {}
structure_map = {}
residue_map = {}
label_data = []
font_mapping = {'Serif': 'Times', 'Sans Serif': 'Helvetica', 'Fixed': 'Courier'}
m140611867196072 = structure_map['m140611867196072'] = make_structure(pickle.loads(base64.b64decode('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encoding='latin1'))
m140611867193552 = structure_map['m140611867193552'] = make_structure(pickle.loads(base64.b64decode('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encoding='latin1'))
m140611867194712 = structure_map['m140611867194712'] = make_structure(pickle.loads(base64.b64decode('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encoding='latin1'))
pbg140611874786880 = make_pseudobonds(pickle.loads(base64.b64decode('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'), encoding='latin1'))
restore_selection(*pickle.loads(base64.b64decode('gAJdXV2HcQEu'), encoding='latin1'))
session.models.add([m140611867196072], minimum_id=1, _from_session=True)

if m140611867196072.num_coordsets > 1:
        from chimerax.core.commands import run
        run(session, "coordset slider %s" % m140611867196072.atomspec, log=False)

session.models.add([m140611867193552, m140611867194712], minimum_id=2, _from_session=True)

if m140611867193552.num_coordsets > 1:
        from chimerax.core.commands import run
        run(session, "coordset slider %s" % m140611867193552.atomspec, log=False)


if m140611867194712.num_coordsets > 1:
        from chimerax.core.commands import run
        run(session, "coordset slider %s" % m140611867194712.atomspec, log=False)

session.models.add([], _from_session=True)
restore_camera((33.4985, 8.4055000047684, 1587.978802151449), 3.72066190025, None, None)
restore_window_size(1920, 914)

from chimerax.label.label3d import label as label3d
from chimerax.core.objects import Objects
from chimerax.atomic import Atoms
for obj, obj_type, label, color, offset in label_data:
        if obj_type == "atoms":
                objs = Objects(atoms=Atoms([obj]))
        else:
                objs = Objects(atoms=obj.atoms)
        label3d(session, objects=objs, object_type=obj_type, text=label, color=color, offset=offset)

session.main_view.background_color = (1, 1, 1, 1)
make_alignment(pickle.loads(base64.b64decode('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'), encoding='latin1'))
make_alignment(pickle.loads(base64.b64decode('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'), encoding='latin1'))