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    "# External libraries \n",
    "\n",
    "> ### In this tutorial we will cover:\n",
    "> - which file formats are supported\n",
    "> - how to convert between them\n",
    "> - what external integrations are available"
   ]
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    "## Supported formats\n",
    "\n",
    "BuildAMol Molecules can be loaded from a number of different input types and exported to them as well.\n",
    "Here is an overview of supported formats alongside with the methods of the `Molecule` class used for conversion:\n",
    "\n",
    "| Format    | As input      | As output      |\n",
    "| --------- | ------------- | -------------- |\n",
    "| PDB       | `from_pdb`    | `to_pdb`       |\n",
    "| mmCIF     | `from_cif`    | `to_cif`       |\n",
    "| Molfile / SDF   | `from_molfile` | `to_molfile`  |\n",
    "| SMILES    | `from_smiles`  | `to_smiles`   |\n",
    "| JSON      | `from_json`   | `to_json`      |\n",
    "| XML       | `from_xml`    | `to_xml`       |\n",
    "| XYZ       |  `from_xyz`     |  `to_xyz`        |\n",
    "| PDBQT     | `from_pdbqt`  | `to_pdbqt`     |\n",
    "| pickle    | `load`        | `save`         |\n",
    "| rdkit     | `from_rdkit`  | `to_rdkit`     |\n",
    "| openbabel | `from_pybel`  | `to_pybel`     |\n",
    "| openmm    | `from_openmm` | `to_openmm`    | \n",
    "| stk       | `from_stk`    | `to_stk`       |\n",
    "| biopython | `<normal init>` | `to_biopython` |\n"
   ]
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   "source": [
    "In fact, using the toplevel `molecule` function will automatically try to discern which input type is given and perform the necessary file-reading, parsing, and/or format conversions. For some of the methods there are also functional equivalents available such as the `read_pdb` and `write_pdb` functions as equivalents to the `from_pdb` and `to_pdb` methods."
   ]
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    "### Example - Converting File Formats\n",
    "\n",
    "Assuming we want to read a structure from a PDB file, relabel the atoms and save the structure to a CIF file, we could do:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import buildamol as bam"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "man = bam.Molecule.from_pdb(\"files/man.pdb\")\n",
    "\n",
    "# relabel the atoms to match the CHARMM force field nomenclature\n",
    "man.autolabel()\n",
    "\n",
    "# save as a CIF file\n",
    "man.to_cif(\"files/man.cif\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Example - Analysing a Molecule in RDKit\n",
    "\n",
    "BuildAMol is built on top of `biopython` so naturally all BuildAMol molecules can function with `biopython` out of the box. In case any functionality is not working, the extra BuildAMol-overhead can be removed using the `to_biopython` method. However, BuildAMol is not limited to biopython. It also supports direct conversions with `RDKit` and `openbabel`."
   ]
  },
  {
   "attachments": {},
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   "metadata": {},
   "source": [
    "So maybe we want to perform some more intricate chemical analyses using `rdkit` but first we want to make use of BuildAMol's easy methods for creating larger molecules. Maybe we want to generate a tri-peptide HIS-GLU-HIS which we can then analyse further."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
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-6.509   3.243  1.00  0.00          N   \\nATOM     37 CA   HIS A  3        2.567  -7.218   4.166  1.00  0.00          C   \\nATOM     38 C    HIS A  3        3.939  -7.431   3.541  1.00  0.00          C   \\nATOM     39 O    HIS A  3        4.139  -7.578   2.355  1.00  0.00          O   \\nATOM     40 CB   HIS A  3        1.950  -8.606   4.499  1.00  0.00          C   \\nATOM     41 CG   HIS A  3        2.495  -9.189   5.781  1.00  0.00          C   \\nATOM     42 ND1  HIS A  3        3.589  -9.982   5.758  1.00  0.00          N   \\nATOM     43 CD2  HIS A  3        2.061  -9.053   7.038  1.00  0.00          C   \\nATOM     44 CE1  HIS A  3        3.851 -10.353   7.016  1.00  0.00          C   \\nATOM     45 NE2  HIS A  3        2.928  -9.793   7.804  1.00  0.00          N   \\nATOM     46 OXT  HIS A  3        4.961  -7.403   4.454  1.00  0.00          O   \\nATOM     47 H2   HIS A  3        1.035  -6.998   2.700  1.00  0.00          H   \\nATOM     48 HA   HIS A  3        2.676  -6.629   5.078  1.00  0.00          H   \\nATOM     49 HB2  HIS A  3        0.859  -8.524   4.599  1.00  0.00          H   \\nATOM     50 HB3  HIS A  3        2.112  -9.311   3.673  1.00  0.00          H   \\nATOM     51 HD1  HIS A  3        4.129 -10.258   4.943  1.00  0.00          H   \\nATOM     52 HD2  HIS A  3        1.265  -8.543   7.544  1.00  0.00          H   \\nATOM     53 HE1  HIS A  3        4.661 -10.989   7.335  1.00  0.00          H   \\nATOM     54 HE2  HIS A  3        2.880  -9.901   8.813  1.00  0.00          H   \\nATOM     55 HXT  HIS A  3        5.855  -7.516   4.067  1.00  0.00          H   \\nCONECT    1    2   11   12\\nCONECT    2    1    3    5   13\\nCONECT   11    1\\nCONECT   12    1\\nCONECT    3    2    4    4   20\\nCONECT    5    2    6   14   15\\nCONECT   13    2\\nCONECT    4    3    3\\nCONECT    6    5    7    8    8\\nCONECT   14    5\\nCONECT   15    5\\nCONECT    7    6    9    9   16\\nCONECT    8    6    6   10   17\\nCONECT    9    7    7   10   18\\nCONECT   16    7\\nCONECT   10    8    9   19\\nCONECT   17    8\\nCONECT   18    9\\nCONECT   19   10\\nCONECT   20   21   29    3\\nCONECT   21   20   22   24   30\\nCONECT   29   20\\nCONECT   22   21   23   23   36\\nCONECT   24   21   25   31   32\\nCONECT   30   21\\nCONECT   23   22   22\\nCONECT   25   24   26   33   34\\nCONECT   31   24\\nCONECT   32   24\\nCONECT   26   25   27   27   28\\nCONECT   33   25\\nCONECT   34   25\\nCONECT   27   26   26\\nCONECT   28   26   35\\nCONECT   35   28\\nCONECT   36   37   47   22\\nCONECT   37   36   38   40   48\\nCONECT   47   36\\nCONECT   38   37   39   39   46\\nCONECT   40   37   41   49   50\\nCONECT   48   37\\nCONECT   39   38   38\\nCONECT   46   38   55\\nCONECT   41   40   42   43   43\\nCONECT   49   40\\nCONECT   50   40\\nCONECT   42   41   44   44   51\\nCONECT   43   41   41   45   52\\nCONECT   44   42   42   45   53\\nCONECT   51   42\\nCONECT   45   43   44   54\\nCONECT   52   43\\nCONECT   53   44\\nCONECT   54   45\\nCONECT   55   46\\nEND\",\"pdb\");\n",
       "\tviewer_17171478952636218.setStyle({\"stick\": {}});\n",
       "\tviewer_17171478952636218.zoomTo();\n",
       "\tviewer_17171478952636218.setStyle({\"stick\": {}});\n",
       "viewer_17171478952636218.render();\n",
       "});\n",
       "</script>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# first we need to load the amino acids data\n",
    "bam.load_amino_acids()\n",
    "\n",
    "# now we get the amino acids we want to connect\n",
    "his = bam.Molecule.from_compound(\"HIS\")\n",
    "glu = bam.Molecule.from_compound(\"GLU\")\n",
    "\n",
    "# connect the amino acids using the peptide linkage (called \"LINK\")\n",
    "peptide = his % \"LINK\" + glu + his\n",
    "peptide.py3dmol().show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 250x250 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "from rdkit.Chem.Draw import SimilarityMaps\n",
    "from rdkit import Chem\n",
    "from rdkit.Chem import AllChem\n",
    "\n",
    "# convert to an RDKit molecule\n",
    "peptide = peptide.to_rdkit()\n",
    "\n",
    "# remove the 3D coordinates\n",
    "peptide.RemoveAllConformers()\n",
    "\n",
    "# now we can use RDKit to perform further analysis\n",
    "AllChem.ComputeGasteigerCharges(peptide)\n",
    "fig = SimilarityMaps.GetSimilarityMapFromWeights(peptide, [x.GetDoubleProp(\"_GasteigerCharge\") for x in peptide.GetAtoms()], colorMap='jet', contourLines=10)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Example - Importing from Stk\n",
    "\n",
    "The `Stk` library offers some neat features for making technical molecules such as polymers or molecular cages. Let's say we want to make use of Stk's features and combine it with BuildAMol's flexibility:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<ConstructedMolecule at 5252354256>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import stk\n",
    "\n",
    "# make the building blocks\n",
    "bb1 = stk.BuildingBlock('BrCCBr', [stk.BromoFactory()])\n",
    "bb2 = stk.BuildingBlock('BrCC(CBr)CBr', [stk.BromoFactory()])\n",
    "\n",
    "# make the COF\n",
    "cof = stk.ConstructedMolecule(\n",
    "    topology_graph=stk.cof.Honeycomb(\n",
    "        building_blocks=(bb1, bb2),\n",
    "        lattice_size=(3, 3, 1),\n",
    "        optimizer=stk.Collapser(scale_steps=False),\n",
    "    ),\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we can import the COF into BuildAMol in order to modify some parts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/3dmoljs_load.v0": "<div id=\"3dmolviewer_1717148062737477\"  style=\"position: relative; width: 600px; height: 500px;\">\n        <p id=\"3dmolwarning_1717148062737477\" style=\"background-color:#ffcccc;color:black\">You appear to be running in JupyterLab (or JavaScript failed to load for some other reason).  You need to install the 3dmol extension: <br>\n        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n        </div>\n<script>\n\nvar loadScriptAsync = function(uri){\n  return new Promise((resolve, reject) => {\n    //this is to ignore the existence of requirejs amd\n    var savedexports, savedmodule;\n    if (typeof exports !== 'undefined') savedexports = exports;\n    else exports = {}\n    if (typeof module !== 'undefined') savedmodule = module;\n    else module = {}\n\n    var tag = document.createElement('script');\n    tag.src = uri;\n    tag.async = true;\n    tag.onload = () => {\n        exports = savedexports;\n        module = savedmodule;\n        resolve();\n    };\n  var firstScriptTag = document.getElementsByTagName('script')[0];\n  firstScriptTag.parentNode.insertBefore(tag, firstScriptTag);\n});\n};\n\nif(typeof $3Dmolpromise === 'undefined') {\n$3Dmolpromise = null;\n  $3Dmolpromise = 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63.412  38.239  51.391  1.00  0.00          H   \\nHETATM   20 H14  UNL   1       64.315  38.594  52.875  1.00  0.00          H   \\nHETATM   21 C9   UNL   1       64.763  44.698  52.484  1.00  0.00          C   \\nHETATM   22 C10  UNL   1       63.516  43.980  52.908  1.00  0.00          C   \\nHETATM   23 C11  UNL   1       62.263  44.698  52.484  1.00  0.00          C   \\nHETATM   24 C12  UNL   1       63.508  42.531  52.484  1.00  0.00          C   \\nHETATM   25 H15  UNL   1       65.651  44.153  52.862  1.00  0.00          H   \\nHETATM   26 H16  UNL   1       64.745  45.703  52.951  1.00  0.00          H   \\nHETATM   27 H18  UNL   1       62.189  45.655  53.033  1.00  0.00          H   \\nHETATM   28 H19  UNL   1       61.399  44.075  52.821  1.00  0.00          H   \\nHETATM   29 H20  UNL   1       63.494  42.400  51.391  1.00  0.00          H   \\nHETATM   30 H21  UNL   1       62.591  42.045  52.875  1.00  0.00          H   \\nHETATM   31 C13  UNL   1       68.494  46.942  52.484  1.00  0.00          C   \\nHETATM   32 C14  UNL   1       69.741  47.660  52.908  1.00  0.00          C   \\nHETATM   33 C15  UNL   1       70.994  46.942  52.484  1.00  0.00          C   \\nHETATM   34 C16  UNL   1       69.749  49.109  52.484  1.00  0.00          C   \\nHETATM   35 H22  UNL   1       67.606  47.487  52.862  1.00  0.00          H   \\nHETATM   36 H23  UNL   1       68.512  45.937  52.951  1.00  0.00          H   \\nHETATM   37 H25  UNL   1       71.068  45.985  53.033  1.00  0.00          H   \\nHETATM   38 H26  UNL   1       71.858  47.565  52.821  1.00  0.00          H   \\nHETATM   39 H27  UNL   1       69.763  49.240  51.391  1.00  0.00          H   \\nHETATM   40 H28  UNL   1       70.667  49.595  52.875  1.00  0.00          H   \\nHETATM   41 C17  UNL   1       71.115  55.699  52.484  1.00  0.00          C   \\nHETATM   42 C18  UNL   1       69.867  54.981  52.908  1.00  0.00          C   \\nHETATM   43 C19  UNL   1       68.614  55.699  52.484  1.00  0.00          C   \\nHETATM   44 C20  UNL   1       69.860  53.531  52.484  1.00  0.00          C   \\nHETATM   45 H29  UNL   1       72.003  55.153  52.862  1.00  0.00          H   \\nHETATM   46 H30  UNL   1       71.096  56.704  52.951  1.00  0.00          H   \\nHETATM   47 H32  UNL   1       68.540  56.656  53.033  1.00  0.00          H   \\nHETATM   48 H33  UNL   1       67.751  55.076  52.821  1.00  0.00          H   \\nHETATM   49 H34  UNL   1       69.845  53.401  51.391  1.00  0.00          H   \\nHETATM   50 H35  UNL   1       68.942  53.046  52.875  1.00  0.00          H   \\nHETATM   51 C21  UNL   1       74.932  57.812  52.457  1.00  0.00          C   \\nHETATM   52 C22  UNL   1       76.179  58.530  52.880  1.00  0.00          C   \\nHETATM   53 C23  UNL   1       77.432  57.812  52.457  1.00  0.00          C   \\nHETATM   54 C24  UNL   1       76.186  59.980  52.457  1.00  0.00          C   \\nHETATM   55 BR1  UNL   1       74.688  60.922  53.236  1.00  0.00          BR  \\nHETATM   56 H36  UNL   1       74.043  58.358  52.834  1.00  0.00          H   \\nHETATM   57 H37  UNL   1       74.950  56.807  52.924  1.00  0.00          H   \\nHETATM   58 H39  UNL   1       77.506  56.855  53.005  1.00  0.00          H   \\nHETATM   59 H40  UNL   1       78.295  58.435  52.794  1.00  0.00          H   \\nHETATM   60 H41  UNL   1       76.201  60.110  51.364  1.00  0.00          H   \\nHETATM   61 H42  UNL   1       77.104  60.465  52.847  1.00  0.00          H   \\nHETATM   62 C25  UNL   1       71.115  33.697  52.484  1.00  0.00          C   \\nHETATM   63 C26  UNL   1       69.867  32.980  52.908  1.00  0.00          C   \\nHETATM   64 C27  UNL   1       68.614  33.697  52.484  1.00  0.00          C   \\nHETATM   65 C28  UNL   1       69.860  31.530  52.484  1.00  0.00          C   \\nHETATM   66 H43  UNL   1       72.003  33.152  52.862  1.00  0.00          H   \\nHETATM   67 H44  UNL   1       71.096  34.703  52.951  1.00  0.00          H   \\nHETATM   68 H46  UNL   1       68.540  34.655  53.033  1.00  0.00          H   \\nHETATM   69 H47  UNL   1       67.751  33.074  52.821  1.00  0.00          H   \\nHETATM   70 H48  UNL   1       69.845  31.400  51.391  1.00  0.00          H   \\nHETATM   71 H49  UNL   1       68.942  31.044  52.875  1.00  0.00          H   \\nHETATM   72 C29  UNL   1       74.845  35.941  52.484  1.00  0.00          C   \\nHETATM   73 C30  UNL   1       76.092  36.659  52.908  1.00  0.00          C   \\nHETATM   74 C31  UNL   1       77.346  35.941  52.484  1.00  0.00          C   \\nHETATM   75 C32  UNL   1       76.100  38.109  52.484  1.00  0.00          C   \\nHETATM   76 H50  UNL   1       73.957  36.487  52.862  1.00  0.00          H   \\nHETATM   77 H51  UNL   1       74.864  34.936  52.951  1.00  0.00          H   \\nHETATM   78 H53  UNL   1       77.420  34.984  53.033  1.00  0.00          H   \\nHETATM   79 H54  UNL   1       78.209  36.564  52.821  1.00  0.00          H   \\nHETATM   80 H55  UNL   1       76.115  38.239  51.391  1.00  0.00          H   \\nHETATM   81 H56  UNL   1       77.018  38.594  52.875  1.00  0.00          H   \\nHETATM   82 C33  UNL   1       77.466  44.698  52.484  1.00  0.00          C   \\nHETATM   83 C34  UNL   1       76.219  43.980  52.908  1.00  0.00          C   \\nHETATM   84 C35  UNL   1       74.966  44.698  52.484  1.00  0.00          C   \\nHETATM   85 C36  UNL   1       76.211  42.531  52.484  1.00  0.00          C   \\nHETATM   86 H57  UNL   1       78.354  44.153  52.862  1.00  0.00          H   \\nHETATM   87 H58  UNL   1       77.448  45.703  52.951  1.00  0.00          H   \\nHETATM   88 H60  UNL   1       74.892  45.655  53.033  1.00  0.00          H   \\nHETATM   89 H61  UNL   1       74.102  44.075  52.821  1.00  0.00          H   \\nHETATM   90 H62  UNL   1       76.196  42.400  51.391  1.00  0.00          H   \\nHETATM   91 H63  UNL   1       75.293  42.045  52.875  1.00  0.00          H   \\nHETATM   92 C37  UNL   1       81.197  46.942  52.484  1.00  0.00          C   \\nHETATM   93 C38  UNL   1       82.444  47.660  52.908  1.00  0.00          C   \\nHETATM   94 C39  UNL   1       83.697  46.942  52.484  1.00  0.00          C   \\nHETATM   95 C40  UNL   1       82.452  49.109  52.484  1.00  0.00          C   \\nHETATM   96 H64  UNL   1       80.309  47.487  52.862  1.00  0.00          H   \\nHETATM   97 H65  UNL   1       81.215  45.937  52.951  1.00  0.00          H   \\nHETATM   98 H67  UNL   1       83.771  45.985  53.033  1.00  0.00          H   \\nHETATM   99 H68  UNL   1       84.561  47.565  52.821  1.00  0.00          H   \\nHETATM  100 H69  UNL   1       82.466  49.240  51.391  1.00  0.00          H   \\nHETATM  101 H70  UNL   1       83.369  49.595  52.875  1.00  0.00          H   \\nHETATM  102 C41  UNL   1       83.817  55.699  52.484  1.00  0.00          C   \\nHETATM  103 C42  UNL   1       82.570  54.981  52.908  1.00  0.00          C   \\nHETATM  104 C43  UNL   1       81.317  55.699  52.484  1.00  0.00          C   \\nHETATM  105 C44  UNL   1       82.563  53.531  52.484  1.00  0.00          C   \\nHETATM  106 H71  UNL   1       84.706  55.153  52.862  1.00  0.00          H   \\nHETATM  107 H72  UNL   1       83.799  56.704  52.951  1.00  0.00          H   \\nHETATM  108 H74  UNL   1       81.243  56.656  53.033  1.00  0.00          H   \\nHETATM  109 H75  UNL   1       80.454  55.076  52.821  1.00  0.00          H   \\nHETATM  110 H76  UNL   1       82.548  53.401  51.391  1.00  0.00          H   \\nHETATM  111 H77  UNL   1       81.645  53.046  52.875  1.00  0.00          H   \\nHETATM  112 C45  UNL   1       87.634  57.812  52.457  1.00  0.00          C   \\nHETATM  113 C46  UNL   1       88.881  58.530  52.880  1.00  0.00          C   \\nHETATM  114 C47  UNL   1       90.135  57.812  52.457  1.00  0.00          C   \\nHETATM  115 C48  UNL   1       88.889  59.980  52.457  1.00  0.00          C   \\nHETATM  116 BR2  UNL   1       87.391  60.922  53.236  1.00  0.00          BR 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H88  UNL   1       81.243  34.655  53.033  1.00  0.00          H   \\nHETATM  130 H89  UNL   1       80.454  33.074  52.821  1.00  0.00          H   \\nHETATM  131 H90  UNL   1       82.548  31.400  51.391  1.00  0.00          H   \\nHETATM  132 H91  UNL   1       81.645  31.044  52.875  1.00  0.00          H   \\nHETATM  133 C53  UNL   1       87.479  35.991  52.602  1.00  0.00          C   \\nHETATM  134 C54  UNL   1       88.726  36.709  53.026  1.00  0.00          C   \\nHETATM  135 C55  UNL   1       89.979  35.991  52.602  1.00  0.00          C   \\nHETATM  136 BR3  UNL   1       90.106  35.782  50.700  1.00  0.00          BR  \\nHETATM  137 C56  UNL   1       88.733  38.158  52.602  1.00  0.00          C   \\nHETATM  138 H92  UNL   1       86.590  36.536  52.980  1.00  0.00          H   \\nHETATM  139 H93  UNL   1       87.497  34.986  53.069  1.00  0.00          H   \\nHETATM  140 H95  UNL   1       90.053  35.033  53.151  1.00  0.00          H   \\nHETATM  141 H96  UNL   1     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0.00          C   \\nHETATM  166 C66  UNL   1       95.273  54.981  52.908  1.00  0.00          C   \\nHETATM  167 C67  UNL   1       94.020  55.699  52.484  1.00  0.00          C   \\nHETATM  168 C68  UNL   1       95.265  53.531  52.484  1.00  0.00          C   \\nHETATM  169 H113 UNL   1       97.409  55.153  52.862  1.00  0.00          H   \\nHETATM  170 H114 UNL   1       96.502  56.704  52.951  1.00  0.00          H   \\nHETATM  171 H116 UNL   1       93.946  56.656  53.033  1.00  0.00          H   \\nHETATM  172 H117 UNL   1       93.157  55.076  52.821  1.00  0.00          H   \\nHETATM  173 H118 UNL   1       95.251  53.401  51.391  1.00  0.00          H   \\nHETATM  174 H119 UNL   1       94.348  53.046  52.875  1.00  0.00          H   \\nHETATM  175 C69  UNL   1      100.266  57.868  52.568  1.00  0.00          C   \\nHETATM  176 C70  UNL   1      101.513  58.586  52.991  1.00  0.00          C   \\nHETATM  177 C71  UNL   1      102.766  57.868  52.568  1.00  0.00          C   \\nHETATM  178 BR5  UNL   1      102.894  57.659  50.665  1.00  0.00          BR  \\nHETATM  179 C72  UNL   1      101.521  60.035  52.568  1.00  0.00          C   \\nHETATM  180 BR6  UNL   1      100.022  60.978  53.348  1.00  0.00          BR  \\nHETATM  181 H120 UNL   1       99.378  58.413  52.945  1.00  0.00          H   \\nHETATM  182 H121 UNL   1      100.284  56.863  53.035  1.00  0.00          H   \\nHETATM  183 H123 UNL   1      102.841  56.911  53.116  1.00  0.00          H   \\nHETATM  184 H124 UNL   1      103.630  58.491  52.905  1.00  0.00          H   \\nHETATM  185 H125 UNL   1      101.536  60.166  51.475  1.00  0.00          H   \\nHETATM  186 H126 UNL   1      102.439  60.521  52.958  1.00  0.00          H   \\nHETATM  187 C73  UNL   1       59.697  34.291  52.662  1.00  0.00          C   \\nHETATM  188 C74  UNL   1       61.026  35.059  52.662  1.00  0.00          C   \\nHETATM  189 H127 UNL   1       58.901  34.849  53.164  1.00  0.00          H   \\nHETATM  190 H128 UNL   1       59.427  33.992  51.631  1.00  0.00          H   \\nHETATM  191 H129 UNL   1       61.415  35.155  53.695  1.00  0.00          H   \\nHETATM  192 H130 UNL   1       60.925  36.032  52.154  1.00  0.00          H   \\nHETATM  193 C75  UNL   1       57.081  30.206  52.746  1.00  0.00          C   \\nHETATM  194 C76  UNL   1       57.081  28.671  52.746  1.00  0.00          C   \\nHETATM  195 BR7  UNL   1       55.851  28.141  51.322  1.00  0.00          BR  \\nHETATM  196 H131 UNL   1       57.741  30.617  53.516  1.00  0.00          H   \\nHETATM  197 H132 UNL   1       57.312  30.590  51.733  1.00  0.00          H   \\nHETATM  198 H133 UNL   1       56.627  28.286  53.681  1.00  0.00          H   \\nHETATM  199 H134 UNL   1       58.093  28.272  52.570  1.00  0.00          H   \\nHETATM  200 C77  UNL   1       54.673  34.340  52.738  1.00  0.00          C   \\nHETATM  201 C78  UNL   1       53.344  35.107  52.738  1.00  0.00          C   \\nHETATM  202 BR8  UNL   1       53.818  36.989  52.499  1.00  0.00          BR  \\nHETATM  203 H135 UNL   1       54.527  33.264  52.871  1.00  0.00          H   \\nHETATM  204 H136 UNL   1       55.258  34.585  51.830  1.00  0.00          H   \\nHETATM  205 H137 UNL   1       52.867  35.051  53.737  1.00  0.00          H   \\nHETATM  206 H138 UNL   1       52.681  34.756  51.931  1.00  0.00          H   \\nHETATM  207 C79  UNL   1       66.049  45.292  52.662  1.00  0.00          C   \\nHETATM  208 C80  UNL   1       67.378  46.060  52.662  1.00  0.00          C   \\nHETATM  209 H139 UNL   1       65.252  45.850  53.164  1.00  0.00          H   \\nHETATM  210 H140 UNL   1       65.778  44.993  51.631  1.00  0.00          H   \\nHETATM  211 H141 UNL   1       67.767  46.155  53.695  1.00  0.00          H   \\nHETATM  212 H142 UNL   1       67.276  47.033  52.154  1.00  0.00          H   \\nHETATM  213 C81  UNL   1       63.295  41.086  52.606  1.00  0.00          C   \\nHETATM  214 C82  UNL   1       63.295  39.551  52.606  1.00  0.00          C   \\nHETATM  215 H143 UNL   1       63.955  41.497  53.376  1.00  0.00          H   \\nHETATM  216 H144 UNL   1       63.527  41.469  51.593  1.00  0.00          H   \\nHETATM  217 H145 UNL   1       62.842  39.166  53.541  1.00  0.00          H   \\nHETATM  218 H146 UNL   1       64.308  39.152  52.429  1.00  0.00          H   \\nHETATM  219 C83  UNL   1       61.025  45.341  52.738  1.00  0.00          C   \\nHETATM  220 C84  UNL   1       59.696  46.108  52.738  1.00  0.00          C   \\nHETATM  221 BR9  UNL   1       60.170  47.990  52.499  1.00  0.00          BR  \\nHETATM  222 H147 UNL   1       60.878  44.265  52.871  1.00  0.00          H   \\nHETATM  223 H148 UNL   1       61.609  45.586  51.830  1.00  0.00          H   \\nHETATM  224 H149 UNL   1       59.219  46.052  53.737  1.00  0.00          H   \\nHETATM  225 H150 UNL   1       59.032  45.757  51.931  1.00  0.00          H   \\nHETATM  226 C85  UNL   1       72.400  56.293  52.662  1.00  0.00          C   \\nHETATM  227 C86  UNL   1       73.729  57.060  52.662  1.00  0.00          C   \\nHETATM  228 H151 UNL   1       71.604  56.850  53.164  1.00  0.00          H   \\nHETATM  229 H152 UNL   1       72.130  55.994  51.631  1.00  0.00          H   \\nHETATM  230 H153 UNL   1       74.118  57.156  53.695  1.00  0.00          H   \\nHETATM  231 H154 UNL   1       73.628  58.034  52.154  1.00  0.00          H   \\nHETATM  232 C87  UNL   1       69.647  52.086  52.606  1.00  0.00          C   \\nHETATM  233 C88  UNL   1       69.647  50.552  52.606  1.00  0.00          C   \\nHETATM  234 H155 UNL   1       70.307  52.498  53.376  1.00  0.00          H   \\nHETATM  235 H156 UNL   1       69.878  52.470  51.593  1.00  0.00          H   \\nHETATM  236 H157 UNL   1       69.193  50.167  53.541  1.00  0.00          H   \\nHETATM  237 H158 UNL   1       70.659  50.153  52.429  1.00  0.00          H   \\nHETATM  238 C89  UNL   1       67.376  56.341  52.738  1.00  0.00          C   \\nHETATM  239 C90  UNL   1       66.047  57.109  52.738  1.00  0.00          C   \\nHETATM  240 BR10 UNL   1       66.521  58.990  52.499  1.00  0.00          BR  \\nHETATM  241 H159 UNL   1       67.229  55.265  52.871  1.00  0.00          H   \\nHETATM  242 H160 UNL   1       67.961  56.586  51.830  1.00  0.00          H   \\nHETATM  243 H161 UNL   1       65.570  57.053  53.737  1.00  0.00          H   \\nHETATM  244 H162 UNL   1       65.384  56.758  51.931  1.00  0.00          H   \\nHETATM  245 C91  UNL   1       72.400  34.291  52.662  1.00  0.00          C   \\nHETATM  246 C92  UNL   1       73.729  35.059  52.662  1.00  0.00          C   \\nHETATM  247 H163 UNL   1       71.604  34.849  53.164  1.00  0.00          H   \\nHETATM  248 H164 UNL   1       72.130  33.992  51.631  1.00  0.00          H   \\nHETATM  249 H165 UNL   1       74.118  35.155  53.695  1.00  0.00          H   \\nHETATM  250 H166 UNL   1       73.628  36.032  52.154  1.00  0.00          H   \\nHETATM  251 C93  UNL   1       69.784  30.206  52.746  1.00  0.00          C   \\nHETATM  252 C94  UNL   1       69.784  28.671  52.746  1.00  0.00          C   \\nHETATM  253 BR11 UNL   1       68.554  28.141  51.322  1.00  0.00          BR  \\nHETATM  254 H167 UNL   1       70.443  30.617  53.516  1.00  0.00          H   \\nHETATM  255 H168 UNL   1       70.015  30.590  51.733  1.00  0.00          H   \\nHETATM  256 H169 UNL   1       69.330  28.286  53.681  1.00  0.00          H   \\nHETATM  257 H170 UNL   1       70.796  28.272  52.570  1.00  0.00          H   \\nHETATM  258 C95  UNL   1       67.369  34.570  52.725  1.00  0.00          C   \\nHETATM  259 C96  UNL   1       66.040  35.337  52.725  1.00  0.00          C   \\nHETATM  260 H171 UNL   1       67.223  33.494  52.857  1.00  0.00          H   \\nHETATM  261 H172 UNL   1       67.954  34.815  51.817  1.00  0.00          H   \\nHETATM  262 H173 UNL   1       65.564  35.281  53.724  1.00  0.00          H   \\nHETATM  263 H174 UNL   1       65.377  34.986  51.918  1.00  0.00          H   \\nHETATM  264 C97  UNL   1       78.751  45.292  52.662  1.00  0.00          C   \\nHETATM  265 C98  UNL   1       80.081  46.060  52.662  1.00  0.00          C   \\nHETATM  266 H175 UNL   1       77.955  45.850  53.164  1.00  0.00          H   \\nHETATM  267 H176 UNL   1       78.481  44.993  51.631  1.00  0.00          H   \\nHETATM  268 H177 UNL   1       80.470  46.155  53.695  1.00  0.00          H   \\nHETATM  269 H178 UNL   1       79.979  47.033  52.154  1.00  0.00          H   \\nHETATM  270 C99  UNL   1       75.998  41.086  52.606  1.00  0.00          C   \\nHETATM  271 C100 UNL   1       75.998  39.551  52.606  1.00  0.00          C   \\nHETATM  272 H179 UNL   1       76.658  41.497  53.376  1.00  0.00          H   \\nHETATM  273 H180 UNL   1       76.230  41.469  51.593  1.00  0.00          H   \\nHETATM  274 H181 UNL   1       75.545  39.166  53.541  1.00  0.00          H   \\nHETATM  275 H182 UNL   1       77.011  39.152  52.429  1.00  0.00          H   \\nHETATM  276 C101 UNL   1       73.721  45.571  52.725  1.00  0.00          C   \\nHETATM  277 C102 UNL   1       72.392  46.338  52.725  1.00  0.00          C   \\nHETATM  278 H183 UNL   1       73.574  44.494  52.857  1.00  0.00          H   \\nHETATM  279 H184 UNL   1       74.305  45.816  51.817  1.00  0.00          H   \\nHETATM  280 H185 UNL   1       71.915  46.282  53.724  1.00  0.00          H   \\nHETATM  281 H186 UNL   1       71.728  45.987  51.918  1.00  0.00          H   \\nHETATM  282 C103 UNL   1       85.103  56.293  52.662  1.00  0.00          C   \\nHETATM  283 C104 UNL   1       86.432  57.060  52.662  1.00  0.00          C   \\nHETATM  284 H187 UNL   1       84.306  56.850  53.164  1.00  0.00          H   \\nHETATM  285 H188 UNL   1       84.833  55.994  51.631  1.00  0.00          H   \\nHETATM  286 H189 UNL   1       86.821  57.156  53.695  1.00  0.00          H   \\nHETATM  287 H190 UNL   1       86.331  58.034  52.154  1.00  0.00          H   \\nHETATM  288 C105 UNL   1       82.350  52.086  52.606  1.00  0.00          C   \\nHETATM  289 C106 UNL   1       82.350  50.552  52.606  1.00  0.00          C   \\nHETATM  290 H191 UNL   1       83.010  52.498  53.376  1.00  0.00          H   \\nHETATM  291 H192 UNL   1       82.581  52.470  51.593  1.00  0.00          H   \\nHETATM  292 H193 UNL   1       81.896  50.167  53.541  1.00  0.00          H   \\nHETATM  293 H194 UNL   1       83.362  50.153  52.429  1.00  0.00          H   \\nHETATM  294 C107 UNL   1       80.072  56.571  52.725  1.00  0.00          C   \\nHETATM  295 C108 UNL   1       78.743  57.339  52.725  1.00  0.00          C   \\nHETATM  296 H195 UNL   1       79.926  55.495  52.857  1.00  0.00          H   \\nHETATM  297 H196 UNL   1       80.657  56.816  51.817  1.00  0.00          H   \\nHETATM  298 H197 UNL   1       78.266  57.283  53.724  1.00  0.00          H   \\nHETATM  299 H198 UNL   1       78.080  56.988  51.918  1.00  0.00          H   \\nHETATM  300 C109 UNL   1       85.103  34.291  52.662  1.00  0.00          C   \\nHETATM  301 C110 UNL   1       86.432  35.059  52.662  1.00  0.00          C   \\nHETATM  302 H199 UNL   1       84.306  34.849  53.164  1.00  0.00          H   \\nHETATM  303 H200 UNL   1       84.833  33.992  51.631  1.00  0.00          H   \\nHETATM  304 H201 UNL   1       86.821  35.155  53.695  1.00  0.00          H   \\nHETATM  305 H202 UNL   1       86.331  36.032  52.154  1.00  0.00          H   \\nHETATM  306 C111 UNL   1       82.487  30.206  52.746  1.00  0.00          C   \\nHETATM  307 C112 UNL   1       82.487  28.671  52.746  1.00  0.00          C   \\nHETATM  308 BR12 UNL   1       81.257  28.141  51.322  1.00  0.00          BR  \\nHETATM  309 H203 UNL   1       83.146  30.617  53.516  1.00  0.00          H   \\nHETATM  310 H204 UNL   1       82.718  30.590  51.733  1.00  0.00          H   \\nHETATM  311 H205 UNL   1       82.033  28.286  53.681  1.00  0.00          H   \\nHETATM  312 H206 UNL   1       83.499  28.272  52.570  1.00  0.00          H   \\nHETATM  313 C113 UNL   1       80.072  34.570  52.725  1.00  0.00          C   \\nHETATM  314 C114 UNL   1       78.743  35.337  52.725  1.00  0.00          C   \\nHETATM  315 H207 UNL   1       79.926  33.494  52.857  1.00  0.00          H   \\nHETATM  316 H208 UNL   1       80.657  34.815  51.817  1.00  0.00          H   \\nHETATM  317 H209 UNL   1       78.266  35.281  53.724  1.00  0.00          H   \\nHETATM  318 H210 UNL   1       78.080  34.986  51.918  1.00  0.00          H   \\nHETATM  319 C115 UNL   1       91.454  45.292  52.662  1.00  0.00          C   \\nHETATM  320 C116 UNL   1       92.784  46.060  52.662  1.00  0.00          C   \\nHETATM  321 H211 UNL   1       90.658  45.850  53.164  1.00  0.00          H   \\nHETATM  322 H212 UNL   1       91.184  44.993  51.631  1.00  0.00          H   \\nHETATM  323 H213 UNL   1       93.173  46.155  53.695  1.00  0.00          H   \\nHETATM  324 H214 UNL   1       92.682  47.033  52.154  1.00  0.00          H   \\nHETATM  325 C117 UNL   1       88.701  41.086  52.606  1.00  0.00          C   \\nHETATM  326 C118 UNL   1       88.701  39.551  52.606  1.00  0.00          C   \\nHETATM  327 H215 UNL   1       89.361  41.497  53.376  1.00  0.00          H   \\nHETATM  328 H216 UNL   1       88.933  41.469  51.593  1.00  0.00          H   \\nHETATM  329 H217 UNL   1       88.247  39.166  53.541  1.00  0.00          H   \\nHETATM  330 H218 UNL   1       89.714  39.152  52.429  1.00  0.00          H   \\nHETATM  331 C119 UNL   1       86.424  45.571  52.725  1.00  0.00          C   \\nHETATM  332 C120 UNL   1       85.095  46.338  52.725  1.00  0.00          C   \\nHETATM  333 H219 UNL   1       86.277  44.494  52.857  1.00  0.00          H   \\nHETATM  334 H220 UNL   1       87.008  45.816  51.817  1.00  0.00          H   \\nHETATM  335 H221 UNL   1       84.618  46.282  53.724  1.00  0.00          H   \\nHETATM  336 H222 UNL   1       84.431  45.987  51.918  1.00  0.00          H   \\nHETATM  337 C121 UNL   1       97.806  56.293  52.662  1.00  0.00          C   \\nHETATM  338 C122 UNL   1       99.135  57.060  52.662  1.00  0.00          C   \\nHETATM  339 H223 UNL   1       97.009  56.850  53.164  1.00  0.00          H   \\nHETATM  340 H224 UNL   1       97.536  55.994  51.631  1.00  0.00          H   \\nHETATM  341 H225 UNL   1       99.524  57.156  53.695  1.00  0.00          H   \\nHETATM  342 H226 UNL   1       99.034  58.034  52.154  1.00  0.00          H   \\nHETATM  343 C123 UNL   1       95.053  52.086  52.606  1.00  0.00          C   \\nHETATM  344 C124 UNL   1       95.053  50.552  52.606  1.00  0.00          C   \\nHETATM  345 H227 UNL   1       95.712  52.498  53.376  1.00  0.00          H   \\nHETATM  346 H228 UNL   1       95.284  52.470  51.593  1.00  0.00          H   \\nHETATM  347 H229 UNL   1       94.599  50.167  53.541  1.00  0.00          H   \\nHETATM  348 H230 UNL   1       96.065  50.153  52.429  1.00  0.00          H   \\nHETATM  349 C125 UNL   1       92.775  56.571  52.725  1.00  0.00          C   \\nHETATM  350 C126 UNL   1       91.446  57.339  52.725  1.00  0.00          C   \\nHETATM  351 H231 UNL   1       92.628  55.495  52.857  1.00  0.00          H   \\nHETATM  352 H232 UNL   1       93.360  56.816  51.817  1.00  0.00          H   \\nHETATM  353 H233 UNL   1       90.969  57.283  53.724  1.00  0.00          H   \\nHETATM  354 H234 UNL   1       90.783  56.988  51.918  1.00  0.00          H   \\nHETATM  355 C1   BNZ   2       57.165  32.976  54.448  1.00  0.00          C   \\nHETATM  356 C2   BNZ   2       56.116  32.397  55.136  1.00  0.00          C   \\nHETATM  357 C3   BNZ   2       56.118  32.388  56.519  1.00  0.00          C   \\nHETATM  358 C4   BNZ   2       57.168  32.959  57.212  1.00  0.00          C   \\nHETATM  359 C5   BNZ   2       58.218  33.537  56.524  1.00  0.00          C   \\nHETATM  360 C6   BNZ   2       58.215  33.547  55.141  1.00  0.00          C   \\nHETATM  361 H2   BNZ   2       55.295  31.951  54.596  1.00  0.00          H   \\nHETATM  362 H3   BNZ   2       55.298  31.937  57.058  1.00  0.00          H   \\nHETATM  363 H4   BNZ   2       57.170  32.953  58.292  1.00  0.00          H   \\nHETATM  364 H5   BNZ   2       59.039  33.984  57.064  1.00  0.00          H   \\nHETATM  365 H6   BNZ   2       59.035  34.000  54.602  1.00  0.00          H   \\nHETATM  366 C1   BNZ   3       63.389  36.662  54.448  1.00  0.00          C   \\nHETATM  367 C2   BNZ   3       62.432  37.385  55.136  1.00  0.00          C   \\nHETATM  368 C3   BNZ   3       62.428  37.384  56.519  1.00  0.00          C   \\nHETATM  369 C4   BNZ   3       63.379  36.660  57.212  1.00  0.00          C   \\nHETATM  370 C5   BNZ   3       64.334  35.936  56.524  1.00  0.00          C   \\nHETATM  371 C6   BNZ   3       64.340  35.939  55.141  1.00  0.00          C   \\nHETATM  372 H2   BNZ   3       61.689  37.951  54.595  1.00  0.00          H   \\nHETATM  373 H3   BNZ   3       61.682  37.949  57.057  1.00  0.00          H   \\nHETATM  374 H4   BNZ   3       63.376  36.659  58.292  1.00  0.00          H   \\nHETATM  375 H5   BNZ   3       65.078  35.371  57.065  1.00  0.00          H   \\nHETATM  376 H6   BNZ   3       65.087  35.374  54.603  1.00  0.00          H   \\nHETATM  377 C1   BNZ   4       63.516  43.977  54.448  1.00  0.00          C   \\nHETATM  378 C2   BNZ   4       64.713  44.015  55.138  1.00  0.00          C   \\nHETATM  379 C3   BNZ   4       64.713  44.017  56.521  1.00  0.00          C   \\nHETATM  380 C4   BNZ   4       63.517  43.983  57.212  1.00  0.00          C   \\nHETATM  381 C5   BNZ   4       62.320  43.946  56.522  1.00  0.00          C   \\nHETATM  382 C6   BNZ   4       62.320  43.942  55.139  1.00  0.00          C   \\nHETATM  383 H2   BNZ   4       65.648  44.042  54.599  1.00  0.00          H   \\nHETATM  384 H3   BNZ   4       65.648  44.045  57.061  1.00  0.00          H   \\nHETATM  385 H4   BNZ   4       63.517  43.984  58.292  1.00  0.00          H   \\nHETATM  386 H5   BNZ   4       61.386  43.918  57.061  1.00  0.00          H   \\nHETATM  387 H6   BNZ   4       61.385  43.912  54.599  1.00  0.00          H   \\nHETATM  388 C1   BNZ   5       69.741  47.663  54.448  1.00  0.00          C   \\nHETATM  389 C2   BNZ   5       68.672  48.204  55.137  1.00  0.00          C   \\nHETATM  390 C3   BNZ   5       68.674  48.211  56.520  1.00  0.00          C   \\nHETATM  391 C4   BNZ   5       69.744  47.678  57.212  1.00  0.00          C   \\nHETATM  392 C5   BNZ   5       70.814  47.138  56.523  1.00  0.00          C   \\nHETATM  393 C6   BNZ   5       70.811  47.129  55.140  1.00  0.00          C   \\nHETATM  394 H2   BNZ   5       67.835  48.620  54.597  1.00  0.00          H   \\nHETATM  395 H3   BNZ   5       67.838  48.632  57.059  1.00  0.00          H   \\nHETATM  396 H4   BNZ   5       69.745  47.682  58.292  1.00  0.00          H   \\nHETATM  397 H5   BNZ   5       71.650  46.720  57.063  1.00  0.00          H   \\nHETATM  398 H6   BNZ   5       71.646  46.706  54.601  1.00  0.00          H   \\nHETATM  399 C1   BNZ   6       69.868  54.977  54.448  1.00  0.00          C   \\nHETATM  400 C2   BNZ   6       70.823  54.251  55.135  1.00  0.00          C   \\nHETATM  401 C3   BNZ   6       70.827  54.251  56.518  1.00  0.00          C   \\nHETATM  402 C4   BNZ   6       69.878  54.977  57.212  1.00  0.00          C   \\nHETATM  403 C5   BNZ   6       68.925  55.704  56.525  1.00  0.00          C   \\nHETATM  404 C6   BNZ   6       68.919  55.702  55.142  1.00  0.00          C   \\nHETATM  405 H2   BNZ   6       71.564  53.683  54.593  1.00  0.00          H   \\nHETATM  406 H3   BNZ   6       71.572  53.683  57.056  1.00  0.00          H   \\nHETATM  407 H4   BNZ   6       69.881  54.976  58.292  1.00  0.00          H   \\nHETATM  408 H5   BNZ   6       68.183  56.270  57.067  1.00  0.00          H   \\nHETATM  409 H6   BNZ   6       68.174  56.269  54.604  1.00  0.00          H   \\nHETATM  410 C1   BNZ   7       76.178  58.533  54.420  1.00  0.00          C   \\nHETATM  411 C2   BNZ   7       75.814  59.675  55.108  1.00  0.00          C   \\nHETATM  412 C3   BNZ   7       75.817  59.680  56.490  1.00  0.00          C   \\nHETATM  413 C4   BNZ   7       76.184  58.543  57.184  1.00  0.00          C   \\nHETATM  414 C5   BNZ   7       76.549  57.400  56.497  1.00  0.00          C   \\nHETATM  415 C6   BNZ   7       76.544  57.395  55.114  1.00  0.00          C   \\nHETATM  416 H2   BNZ   7       75.527  60.564  54.566  1.00  0.00          H   \\nHETATM  417 H3   BNZ   7       75.532  60.572  57.029  1.00  0.00          H   \\nHETATM  418 H4   BNZ   7       76.186  58.545  58.264  1.00  0.00          H   \\nHETATM  419 H5   BNZ   7       76.835  56.511  57.038  1.00  0.00          H   \\nHETATM  420 H6   BNZ   7       76.828  56.503  54.576  1.00  0.00          H   \\nHETATM  421 C1   BNZ   8       69.868  32.976  54.448  1.00  0.00          C   \\nHETATM  422 C2   BNZ   8       68.961  32.193  55.137  1.00  0.00          C   \\nHETATM  423 C3   BNZ   8       68.965  32.185  56.520  1.00  0.00          C   \\nHETATM  424 C4   BNZ   8       69.876  32.960  57.212  1.00  0.00          C   \\nHETATM  425 C5   BNZ   8       70.784  33.742  56.523  1.00  0.00          C   \\nHETATM  426 C6   BNZ   8       70.779  33.751  55.141  1.00  0.00          C   \\nHETATM  427 H2   BNZ   8       68.249  31.588  54.596  1.00  0.00          H   \\nHETATM  428 H3   BNZ   8       68.256  31.575  57.058  1.00  0.00          H   \\nHETATM  429 H4   BNZ   8       69.879  32.954  58.292  1.00  0.00          H   \\nHETATM  430 H5   BNZ   8       71.495  34.348  57.064  1.00  0.00          H   \\nHETATM  431 H6   BNZ   8       71.487  34.362  54.602  1.00  0.00          H   \\nHETATM  432 C1   BNZ   9       76.092  36.662  54.448  1.00  0.00          C   \\nHETATM  433 C2   BNZ   9       75.699  35.532  55.140  1.00  0.00          C   \\nHETATM  434 C3   BNZ   9       75.694  35.535  56.523  1.00  0.00          C   \\nHETATM  435 C4   BNZ   9       76.082  36.668  57.212  1.00  0.00          C   \\nHETATM  436 C5   BNZ   9       76.474  37.799  56.520  1.00  0.00          C   \\nHETATM  437 C6   BNZ   9       76.480  37.794  55.137  1.00  0.00          C   \\nHETATM  438 H2   BNZ   9       75.396  34.646  54.602  1.00  0.00          H   \\nHETATM  439 H3   BNZ   9       75.388  34.652  57.064  1.00  0.00          H   \\nHETATM  440 H4   BNZ   9       76.079  36.671  58.292  1.00  0.00          H   \\nHETATM  441 H5   BNZ   9       76.777  38.684  57.058  1.00  0.00          H   \\nHETATM  442 H6   BNZ   9       76.787  38.677  54.596  1.00  0.00          H   \\nHETATM  443 C1   BNZ  10       76.219  43.977  54.448  1.00  0.00          C   \\nHETATM  444 C2   BNZ  10       75.215  43.323  55.137  1.00  0.00          C   \\nHETATM  445 C3   BNZ  10       75.217  43.316  56.520  1.00  0.00          C   \\nHETATM  446 C4   BNZ  10       76.223  43.963  57.212  1.00  0.00          C   \\nHETATM  447 C5   BNZ  10       77.228  44.616  56.523  1.00  0.00          C   \\nHETATM  448 C6   BNZ  10       77.224  44.624  55.140  1.00  0.00          C   \\nHETATM  449 H2   BNZ  10       74.429  42.818  54.596  1.00  0.00          H   \\nHETATM  450 H3   BNZ  10       74.432  42.807  57.059  1.00  0.00          H   \\nHETATM  451 H4   BNZ  10       76.225  43.958  58.292  1.00  0.00          H   \\nHETATM  452 H5   BNZ  10       78.013  45.122  57.064  1.00  0.00          H   \\nHETATM  453 H6   BNZ  10       78.009  45.135  54.601  1.00  0.00          H   \\nHETATM  454 C1   BNZ  11       82.444  47.663  54.448  1.00  0.00          C   \\nHETATM  455 C2   BNZ  11       81.264  47.867  55.138  1.00  0.00          C   \\nHETATM  456 C3   BNZ  11       81.264  47.875  56.520  1.00  0.00          C   \\nHETATM  457 C4   BNZ  11       82.444  47.678  57.212  1.00  0.00          C   \\nHETATM  458 C5   BNZ  11       83.624  47.475  56.523  1.00  0.00          C   \\nHETATM  459 C6   BNZ  11       83.624  47.465  55.140  1.00  0.00          C   \\nHETATM  460 H2   BNZ  11       80.342  48.021  54.598  1.00  0.00          H   \\nHETATM  461 H3   BNZ  11       80.342  48.034  57.060  1.00  0.00          H   \\nHETATM  462 H4   BNZ  11       82.444  47.683  58.292  1.00  0.00          H   \\nHETATM  463 H5   BNZ  11       84.546  47.320  57.062  1.00  0.00          H   \\nHETATM  464 H6   BNZ  11       84.545  47.305  54.600  1.00  0.00          H   \\nHETATM  465 C1   BNZ  12       82.571  54.977  54.448  1.00  0.00          C   \\nHETATM  466 C2   BNZ  12       82.653  56.170  55.141  1.00  0.00          C   \\nHETATM  467 C3   BNZ  12       82.660  56.166  56.524  1.00  0.00          C   \\nHETATM  468 C4   BNZ  12       82.584  54.971  57.212  1.00  0.00          C   \\nHETATM  469 C5   BNZ  12       82.503  53.777  56.519  1.00  0.00          C   \\nHETATM  470 C6   BNZ  12       82.495  53.781  55.136  1.00  0.00          C   \\nHETATM  471 H2   BNZ  12       82.712  57.104  54.604  1.00  0.00          H   \\nHETATM  472 H3   BNZ  12       82.722  57.098  57.066  1.00  0.00          H   \\nHETATM  473 H4   BNZ  12       82.588  54.967  58.292  1.00  0.00          H   \\nHETATM  474 H5   BNZ  12       82.443  52.843  57.056  1.00  0.00          H   \\nHETATM  475 H6   BNZ  12       82.431  52.849  54.594  1.00  0.00          H   \\nHETATM  476 C1   BNZ  13       88.881  58.533  54.420  1.00  0.00          C   \\nHETATM  477 C2   BNZ  13       89.576  59.509  55.108  1.00  0.00          C   \\nHETATM  478 C3   BNZ  13       89.573  59.515  56.491  1.00  0.00          C   \\nHETATM  479 C4   BNZ  13       88.874  58.545  57.184  1.00  0.00          C   \\nHETATM  480 C5   BNZ  13       88.177  57.569  56.496  1.00  0.00          C   \\nHETATM  481 C6   BNZ  13       88.183  57.563  55.113  1.00  0.00          C   \\nHETATM  482 H2   BNZ  13       90.123  60.267  54.567  1.00  0.00          H   \\nHETATM  483 H3   BNZ  13       90.117  60.277  57.030  1.00  0.00          H   \\nHETATM  484 H4   BNZ  13       88.871  58.549  58.264  1.00  0.00          H   \\nHETATM  485 H5   BNZ  13       87.632  56.811  57.037  1.00  0.00          H   \\nHETATM  486 H6   BNZ  13       87.640  56.800  54.574  1.00  0.00          H   \\nHETATM  487 C1   BNZ  14       82.571  32.976  54.448  1.00  0.00          C   \\nHETATM  488 C2   BNZ  14       83.336  32.052  55.135  1.00  0.00          C   \\nHETATM  489 C3   BNZ  14       83.334  32.045  56.518  1.00  0.00          C   \\nHETATM  490 C4   BNZ  14       82.567  32.961  57.212  1.00  0.00          C   \\nHETATM  491 C5   BNZ  14       81.802  33.884  56.525  1.00  0.00          C   \\nHETATM  492 C6   BNZ  14       81.806  33.892  55.142  1.00  0.00          C   \\nHETATM  493 H2   BNZ  14       83.935  31.336  54.593  1.00  0.00          H   \\nHETATM  494 H3   BNZ  14       83.932  31.323  57.055  1.00  0.00          H   \\nHETATM  495 H4   BNZ  14       82.566  32.956  58.292  1.00  0.00          H   \\nHETATM  496 H5   BNZ  14       81.203  34.600  57.067  1.00  0.00          H   \\nHETATM  497 H6   BNZ  14       81.208  34.614  54.605  1.00  0.00          H   \\nHETATM  498 C1   BNZ  15       88.725  36.712  54.566  1.00  0.00          C   \\nHETATM  499 C2   BNZ  15       89.780  36.148  55.258  1.00  0.00          C   \\nHETATM  500 C3   BNZ  15       89.777  36.146  56.641  1.00  0.00          C   \\nHETATM  501 C4   BNZ  15       88.719  36.707  57.330  1.00  0.00          C   \\nHETATM  502 C5   BNZ  15       87.663  37.270  56.638  1.00  0.00          C   \\nHETATM  503 C6   BNZ  15       87.667  37.274  55.255  1.00  0.00          C   \\nHETATM  504 H2   BNZ  15       90.607  35.710  54.720  1.00  0.00          H   \\nHETATM  505 H3   BNZ  15       90.602  35.707  57.182  1.00  0.00          H   \\nHETATM  506 H4   BNZ  15       88.717  36.706  58.410  1.00  0.00          H   \\nHETATM  507 H5   BNZ  15       86.837  37.709  57.176  1.00  0.00          H   \\nHETATM  508 H6   BNZ  15       86.843  37.714  54.714  1.00  0.00          H   \\nHETATM  509 C1   BNZ  16       88.922  43.977  54.448  1.00  0.00          C   \\nHETATM  510 C2   BNZ  16       90.100  44.191  55.138  1.00  0.00          C   \\nHETATM  511 C3   BNZ  16       90.100  44.194  56.521  1.00  0.00          C   \\nHETATM  512 C4   BNZ  16       88.922  43.983  57.212  1.00  0.00          C   \\nHETATM  513 C5   BNZ  16       87.744  43.770  56.522  1.00  0.00          C   \\nHETATM  514 C6   BNZ  16       87.744  43.765  55.139  1.00  0.00          C   \\nHETATM  515 H2   BNZ  16       91.021  44.356  54.599  1.00  0.00          H   \\nHETATM  516 H3   BNZ  16       91.020  44.360  57.061  1.00  0.00          H   \\nHETATM  517 H4   BNZ  16       88.921  43.984  58.292  1.00  0.00          H   \\nHETATM  518 H5   BNZ  16       86.823  43.604  57.061  1.00  0.00          H   \\nHETATM  519 H6   BNZ  16       86.824  43.598  54.599  1.00  0.00          H   \\nHETATM  520 C1   BNZ  17       95.077  47.713  54.566  1.00  0.00          C   \\nHETATM  521 C2   BNZ  17       96.271  47.803  55.256  1.00  0.00          C   \\nHETATM  522 C3   BNZ  17       96.272  47.801  56.639  1.00  0.00          C   \\nHETATM  523 C4   BNZ  17       95.080  47.710  57.330  1.00  0.00          C   \\nHETATM  524 C5   BNZ  17       93.885  47.620  56.640  1.00  0.00          C   \\nHETATM  525 C6   BNZ  17       93.884  47.623  55.258  1.00  0.00          C   \\nHETATM  526 H2   BNZ  17       97.204  47.874  54.716  1.00  0.00          H   \\nHETATM  527 H3   BNZ  17       97.205  47.872  57.178  1.00  0.00          H   \\nHETATM  528 H4   BNZ  17       95.080  47.710  58.410  1.00  0.00          H   \\nHETATM  529 H5   BNZ  17       92.953  47.550  57.180  1.00  0.00          H   \\nHETATM  530 H6   BNZ  17       92.951  47.553  54.718  1.00  0.00          H   \\nHETATM  531 C1   BNZ  18       95.274  54.977  54.448  1.00  0.00          C   \\nHETATM  532 C2   BNZ  18       96.338  55.526  55.138  1.00  0.00          C   \\nHETATM  533 C3   BNZ  18       96.342  55.518  56.521  1.00  0.00          C   \\nHETATM  534 C4   BNZ  18       95.283  54.961  57.212  1.00  0.00          C   \\nHETATM  535 C5   BNZ  18       94.220  54.411  56.522  1.00  0.00          C   \\nHETATM  536 C6   BNZ  18       94.215  54.421  55.139  1.00  0.00          C   \\nHETATM  537 H2   BNZ  18       97.166  55.961  54.599  1.00  0.00          H   \\nHETATM  538 H3   BNZ  18       97.173  55.948  57.062  1.00  0.00          H   \\nHETATM  539 H4   BNZ  18       95.286  54.956  58.292  1.00  0.00          H   \\nHETATM  540 H5   BNZ  18       93.391  53.977  57.061  1.00  0.00          H   \\nHETATM  541 H6   BNZ  18       93.384  53.992  54.598  1.00  0.00          H   \\nHETATM  542 C1   BNZ  19      101.513  58.589  54.531  1.00  0.00          C   \\nHETATM  543 C2   BNZ  19      102.379  57.763  55.222  1.00  0.00          C   \\nHETATM  544 C3   BNZ  19      102.376  57.761  56.605  1.00  0.00          C   \\nHETATM  545 C4   BNZ  19      101.507  58.585  57.295  1.00  0.00          C   \\nHETATM  546 C5   BNZ  19      100.641  59.410  56.604  1.00  0.00          C   \\nHETATM  547 C6   BNZ  19      100.645  59.413  55.221  1.00  0.00          C   \\nHETATM  548 H2   BNZ  19      103.058  57.119  54.684  1.00  0.00          H   \\nHETATM  549 H3   BNZ  19      103.053  57.117  57.146  1.00  0.00          H   \\nHETATM  550 H4   BNZ  19      101.505  58.585  58.375  1.00  0.00          H   \\nHETATM  551 H5   BNZ  19       99.962  60.055  57.142  1.00  0.00          H   \\nHETATM  552 H6   BNZ  19       99.969  60.059  54.680  1.00  0.00          H   \\nCONECT    1    2    5    6  187\\nCONECT    2    1    3    4  355\\nCONECT    3    2    7    8  200\\nCONECT    4    2    9   10  193\\nCONECT    5    1\\nCONECT    6    1\\nCONECT    7    3\\nCONECT    8    3\\nCONECT    9    4\\nCONECT   10    4\\nCONECT   11   12   15   16  188\\nCONECT   12   11   13   14  366\\nCONECT   13   12   17   18  259\\nCONECT   14   12   19   20  214\\nCONECT   15   11\\nCONECT   16   11\\nCONECT   17   13\\nCONECT   18   13\\nCONECT   19   14\\nCONECT   20   14\\nCONECT   21   22   25   26  207\\nCONECT   22   21   23   24  377\\nCONECT   23   22   27   28  219\\nCONECT   24   22   29   30  213\\nCONECT   25   21\\nCONECT   26   21\\nCONECT   27   23\\nCONECT   28   23\\nCONECT   29   24\\nCONECT   30   24\\nCONECT   31   32   35   36  208\\nCONECT   32   31   33   34  388\\nCONECT   33   32   37   38  277\\nCONECT   34   32   39   40  233\\nCONECT   35   31\\nCONECT   36   31\\nCONECT   37   33\\nCONECT   38   33\\nCONECT   39   34\\nCONECT   40   34\\nCONECT   41   42   45   46  226\\nCONECT   42   41   43   44  399\\nCONECT   43   42   47   48  238\\nCONECT   44   42   49   50  232\\nCONECT   45   41\\nCONECT   46   41\\nCONECT   47   43\\nCONECT   48   43\\nCONECT   49   44\\nCONECT   50   44\\nCONECT   51   52   56   57  227\\nCONECT   52   51   53   54  410\\nCONECT   53   52   58   59  295\\nCONECT   54   52   55   60   61\\nCONECT   55   54\\nCONECT   56   51\\nCONECT   57   51\\nCONECT   58   53\\nCONECT   59   53\\nCONECT   60   54\\nCONECT   61   54\\nCONECT   62   63   66   67  245\\nCONECT   63   62   64   65  421\\nCONECT   64   63   68   69  258\\nCONECT   65   63   70   71  251\\nCONECT   66   62\\nCONECT   67   62\\nCONECT   68   64\\nCONECT   69   64\\nCONECT   70   65\\nCONECT   71   65\\nCONECT   72   73   76   77  246\\nCONECT   73   72   74   75  432\\nCONECT   74   73   78   79  314\\nCONECT   75   73   80   81  271\\nCONECT   76   72\\nCONECT   77   72\\nCONECT   78   74\\nCONECT   79   74\\nCONECT   80   75\\nCONECT   81   75\\nCONECT   82   83   86   87  264\\nCONECT   83   82   84   85  443\\nCONECT   84   83   88   89  276\\nCONECT   85   83   90   91  270\\nCONECT   86   82\\nCONECT   87   82\\nCONECT   88   84\\nCONECT   89   84\\nCONECT   90   85\\nCONECT   91   85\\nCONECT   92   93   96   97  265\\nCONECT   93   92   94   95  454\\nCONECT   94   93   98   99  332\\nCONECT   95   93  100  101  289\\nCONECT   96   92\\nCONECT   97   92\\nCONECT   98   94\\nCONECT   99   94\\nCONECT  100   95\\nCONECT  101   95\\nCONECT  102  103  106  107  282\\nCONECT  103  102  104  105  465\\nCONECT  104  103  108  109  294\\nCONECT  105  103  110  111  288\\nCONECT  106  102\\nCONECT  107  102\\nCONECT  108  104\\nCONECT  109  104\\nCONECT  110  105\\nCONECT  111  105\\nCONECT  112  113  117  118  283\\nCONECT  113  112  114  115  476\\nCONECT  114  113  119  120  350\\nCONECT  115  113  116  121  122\\nCONECT  116  115\\nCONECT  117  112\\nCONECT  118  112\\nCONECT  119  114\\nCONECT  120  114\\nCONECT  121  115\\nCONECT  122  115\\nCONECT  123  124  127  128  300\\nCONECT  124  123  125  126  487\\nCONECT  125  124  129  130  313\\nCONECT  126  124  131  132  306\\nCONECT  127  123\\nCONECT  128  123\\nCONECT  129  125\\nCONECT  130  125\\nCONECT  131  126\\nCONECT  132  126\\nCONECT  133  134  138  139  301\\nCONECT  134  133  135  137  498\\nCONECT  135  134  136  140  141\\nCONECT  136  135\\nCONECT  137  134  142  143  326\\nCONECT  138  133\\nCONECT  139  133\\nCONECT  140  135\\nCONECT  141  135\\nCONECT  142  137\\nCONECT  143  137\\nCONECT  144  145  148  149  319\\nCONECT  145  144  146  147  509\\nCONECT  146  145  150  151  331\\nCONECT  147  145  152  153  325\\nCONECT  148  144\\nCONECT  149  144\\nCONECT  150  146\\nCONECT  151  146\\nCONECT  152  147\\nCONECT  153  147\\nCONECT  154  155  159  160  320\\nCONECT  155  154  156  158  520\\nCONECT  156  155  157  161  162\\nCONECT  157  156\\nCONECT  158  155  163  164  344\\nCONECT  159  154\\nCONECT  160  154\\nCONECT  161  156\\nCONECT  162  156\\nCONECT  163  158\\nCONECT  164  158\\nCONECT  165  166  169  170  337\\nCONECT  166  165  167  168  531\\nCONECT  167  166  171  172  349\\nCONECT  168  166  173  174  343\\nCONECT  169  165\\nCONECT  170  165\\nCONECT  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251\\nCONECT  256  252\\nCONECT  257  252\\nCONECT  258  259  260  261   64\\nCONECT  259  258  262  263   13\\nCONECT  260  258\\nCONECT  261  258\\nCONECT  262  259\\nCONECT  263  259\\nCONECT  264  265  266  267   82\\nCONECT  265  264  268  269   92\\nCONECT  266  264\\nCONECT  267  264\\nCONECT  268  265\\nCONECT  269  265\\nCONECT  270  271  272  273   85\\nCONECT  271  270  274  275   75\\nCONECT  272  270\\nCONECT  273  270\\nCONECT  274  271\\nCONECT  275  271\\nCONECT  276  277  278  279   84\\nCONECT  277  276  280  281   33\\nCONECT  278  276\\nCONECT  279  276\\nCONECT  280  277\\nCONECT  281  277\\nCONECT  282  283  284  285  102\\nCONECT  283  282  286  287  112\\nCONECT  284  282\\nCONECT  285  282\\nCONECT  286  283\\nCONECT  287  283\\nCONECT  288  289  290  291  105\\nCONECT  289  288  292  293   95\\nCONECT  290  288\\nCONECT  291  288\\nCONECT  292  289\\nCONECT  293  289\\nCONECT  294  295  296  297  104\\nCONECT  295  294  298  299   53\\nCONECT  296  294\\nCONECT  297  294\\nCONECT  298  295\\nCONECT  299  295\\nCONECT  300  301  302  303  123\\nCONECT  301  300  304  305  133\\nCONECT  302  300\\nCONECT  303  300\\nCONECT  304  301\\nCONECT  305  301\\nCONECT  306  307  309  310  126\\nCONECT  307  306  308  311  312\\nCONECT  308  307\\nCONECT  309  306\\nCONECT  310  306\\nCONECT  311  307\\nCONECT  312  307\\nCONECT  313  314  315  316  125\\nCONECT  314  313  317  318   74\\nCONECT  315  313\\nCONECT  316  313\\nCONECT  317  314\\nCONECT  318  314\\nCONECT  319  320  321  322  144\\nCONECT  320  319  323  324  154\\nCONECT  321  319\\nCONECT  322  319\\nCONECT  323  320\\nCONECT  324  320\\nCONECT  325  326  327  328  147\\nCONECT  326  325  329  330  137\\nCONECT  327  325\\nCONECT  328  325\\nCONECT  329  326\\nCONECT  330  326\\nCONECT  331  332  333  334  146\\nCONECT  332  331  335  336   94\\nCONECT  333  331\\nCONECT  334  331\\nCONECT  335  332\\nCONECT  336  332\\nCONECT  337  338  339  340  165\\nCONECT  338  337  341  342  175\\nCONECT  339  337\\nCONECT  340  337\\nCONECT  341  338\\nCONECT  342  338\\nCONECT  343  344  345  346  168\\nCONECT  344  343  347  348  158\\nCONECT  345  343\\nCONECT  346  343\\nCONECT  347  344\\nCONECT  348  344\\nCONECT  349  350  351  352  167\\nCONECT  350  349  353  354  114\\nCONECT  351  349\\nCONECT  352  349\\nCONECT  353  350\\nCONECT  354  350\\nCONECT  355  356  356  360    2\\nCONECT  356  355  355  357  361\\nCONECT  360  355  359  359  365\\nCONECT  357  356  358  358  362\\nCONECT  361  356\\nCONECT  358  357  357  359  363\\nCONECT  362  357\\nCONECT  359  358  360  360  364\\nCONECT  363  358\\nCONECT  364  359\\nCONECT  365  360\\nCONECT  366  367  367  371   12\\nCONECT  367  366  366  368  372\\nCONECT  371  366  370  370  376\\nCONECT  368  367  369  369  373\\nCONECT  372  367\\nCONECT  369  368  368  370  374\\nCONECT  373  368\\nCONECT  370  369  371  371  375\\nCONECT  374  369\\nCONECT  375  370\\nCONECT  376  371\\nCONECT  377  378  378  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413  417\\nCONECT  416  411\\nCONECT  413  412  412  414  418\\nCONECT  417  412\\nCONECT  414  413  415  415  419\\nCONECT  418  413\\nCONECT  419  414\\nCONECT  420  415\\nCONECT  421  422  422  426   63\\nCONECT  422  421  421  423  427\\nCONECT  426  421  425  425  431\\nCONECT  423  422  424  424  428\\nCONECT  427  422\\nCONECT  424  423  423  425  429\\nCONECT  428  423\\nCONECT  425  424  426  426  430\\nCONECT  429  424\\nCONECT  430  425\\nCONECT  431  426\\nCONECT  432  433  433  437   73\\nCONECT  433  432  432  434  438\\nCONECT  437  432  436  436  442\\nCONECT  434  433  435  435  439\\nCONECT  438  433\\nCONECT  435  434  434  436  440\\nCONECT  439  434\\nCONECT  436  435  437  437  441\\nCONECT  440  435\\nCONECT  441  436\\nCONECT  442  437\\nCONECT  443  444  444  448   83\\nCONECT  444  443  443  445  449\\nCONECT  448  443  447  447  453\\nCONECT  445  444  446  446  450\\nCONECT  449  444\\nCONECT  446  445  445  447  451\\nCONECT  450  445\\nCONECT  447  446  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      "text/html": [
       "<div id=\"3dmolviewer_1717148062737477\"  style=\"position: relative; width: 600px; height: 500px;\">\n",
       "        <p id=\"3dmolwarning_1717148062737477\" style=\"background-color:#ffcccc;color:black\">You appear to be running in JupyterLab (or JavaScript failed to load for some other reason).  You need to install the 3dmol extension: <br>\n",
       "        <tt>jupyter labextension install jupyterlab_3dmol</tt></p>\n",
       "        </div>\n",
       "<script>\n",
       "\n",
       "var loadScriptAsync = function(uri){\n",
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       "\n",
       "if(typeof $3Dmolpromise === 'undefined') {\n",
       "$3Dmolpromise = null;\n",
       "  $3Dmolpromise = loadScriptAsync('https://cdnjs.cloudflare.com/ajax/libs/3Dmol/2.0.3/3Dmol-min.js');\n",
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       "$3Dmolpromise.then(function() {\n",
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       "viewer_1717148062737477.zoomTo();\n",
       "\tviewer_1717148062737477.addModel(\"HETATM    1 C1   UNL   1       58.412  33.697  52.484  1.00  0.00          C   \\nHETATM    2 C2   UNL   1       57.165  32.980  52.908  1.00  0.00          C   \\nHETATM    3 C3   UNL   1       55.912  33.697  52.484  1.00  0.00          C   \\nHETATM    4 C4   UNL   1       57.157  31.530  52.484  1.00  0.00          C   \\nHETATM    5 H1   UNL   1       59.300  33.152  52.862  1.00  0.00          H   \\nHETATM    6 H2   UNL   1       58.394  34.703  52.951  1.00  0.00          H   \\nHETATM    7 H4   UNL   1       55.837  34.655  53.033  1.00  0.00          H   \\nHETATM    8 H5   UNL   1       55.048  33.074  52.821  1.00  0.00          H   \\nHETATM    9 H6   UNL   1       57.142  31.400  51.391  1.00  0.00          H   \\nHETATM   10 H7   UNL   1       56.239  31.044  52.875  1.00  0.00          H   \\nHETATM   11 C5   UNL   1       62.143  35.941  52.484  1.00  0.00          C   \\nHETATM   12 C6   UNL   1       63.390  36.659  52.908  1.00  0.00          C   \\nHETATM   13 C7   UNL   1       64.643  35.941  52.484  1.00  0.00          C   \\nHETATM   14 C8   UNL   1       63.397  38.109  52.484  1.00  0.00          C   \\nHETATM   15 H8   UNL   1       61.254  36.487  52.862  1.00  0.00          H   \\nHETATM   16 H9   UNL   1       62.161  34.936  52.951  1.00  0.00          H   \\nHETATM   17 H11  UNL   1       64.717  34.984  53.033  1.00  0.00          H   \\nHETATM   18 H12  UNL   1       65.506  36.564  52.821  1.00  0.00          H   \\nHETATM   19 H13  UNL   1       63.412  38.239  51.391  1.00  0.00          H   \\nHETATM   20 H14  UNL   1       64.315  38.594  52.875  1.00  0.00          H   \\nHETATM   21 C9   UNL   1       64.763  44.698  52.484  1.00  0.00          C   \\nHETATM   22 C10  UNL   1       63.516  43.980  52.908  1.00  0.00          C   \\nHETATM   23 C11  UNL   1       62.263  44.698  52.484  1.00  0.00          C   \\nHETATM   24 C12  UNL   1       63.508  42.531  52.484  1.00  0.00          C   \\nHETATM   25 H15  UNL   1       65.651  44.153  52.862  1.00  0.00          H   \\nHETATM   26 H16  UNL   1       64.745  45.703  52.951  1.00  0.00          H   \\nHETATM   27 H18  UNL   1       62.189  45.655  53.033  1.00  0.00          H   \\nHETATM   28 H19  UNL   1       61.399  44.075  52.821  1.00  0.00          H   \\nHETATM   29 H20  UNL   1       63.494  42.400  51.391  1.00  0.00          H   \\nHETATM   30 H21  UNL   1       62.591  42.045  52.875  1.00  0.00          H   \\nHETATM   31 C13  UNL   1       68.494  46.942  52.484  1.00  0.00          C   \\nHETATM   32 C14  UNL   1       69.741  47.660  52.908  1.00  0.00          C   \\nHETATM   33 C15  UNL   1       70.994  46.942  52.484  1.00  0.00          C   \\nHETATM   34 C16  UNL   1       69.749  49.109  52.484  1.00  0.00          C   \\nHETATM   35 H22  UNL   1       67.606  47.487  52.862  1.00  0.00          H   \\nHETATM   36 H23  UNL   1       68.512  45.937  52.951  1.00  0.00          H   \\nHETATM   37 H25  UNL   1       71.068  45.985  53.033  1.00  0.00          H   \\nHETATM   38 H26  UNL   1       71.858  47.565  52.821  1.00  0.00          H   \\nHETATM   39 H27  UNL   1       69.763  49.240  51.391  1.00  0.00          H   \\nHETATM   40 H28  UNL   1       70.667  49.595  52.875  1.00  0.00          H   \\nHETATM   41 C17  UNL   1       71.115  55.699  52.484  1.00  0.00          C   \\nHETATM   42 C18  UNL   1       69.867  54.981  52.908  1.00  0.00          C   \\nHETATM   43 C19  UNL   1       68.614  55.699  52.484  1.00  0.00          C   \\nHETATM   44 C20  UNL   1       69.860  53.531  52.484  1.00  0.00          C   \\nHETATM   45 H29  UNL   1       72.003  55.153  52.862  1.00  0.00          H   \\nHETATM   46 H30  UNL   1       71.096  56.704  52.951  1.00  0.00          H   \\nHETATM   47 H32  UNL   1       68.540  56.656  53.033  1.00  0.00          H   \\nHETATM   48 H33  UNL   1       67.751  55.076  52.821  1.00  0.00          H   \\nHETATM   49 H34  UNL   1       69.845  53.401  51.391  1.00  0.00          H   \\nHETATM   50 H35  UNL   1       68.942  53.046  52.875  1.00  0.00          H   \\nHETATM   51 C21  UNL   1       74.932  57.812  52.457  1.00  0.00          C   \\nHETATM   52 C22  UNL   1       76.179  58.530  52.880  1.00  0.00          C   \\nHETATM   53 C23  UNL   1       77.432  57.812  52.457  1.00  0.00          C   \\nHETATM   54 C24  UNL   1       76.186  59.980  52.457  1.00  0.00          C   \\nHETATM   55 BR1  UNL   1       74.688  60.922  53.236  1.00  0.00          BR  \\nHETATM   56 H36  UNL   1       74.043  58.358  52.834  1.00  0.00          H   \\nHETATM   57 H37  UNL   1       74.950  56.807  52.924  1.00  0.00          H   \\nHETATM   58 H39  UNL   1       77.506  56.855  53.005  1.00  0.00          H   \\nHETATM   59 H40  UNL   1       78.295  58.435  52.794  1.00  0.00          H   \\nHETATM   60 H41  UNL   1       76.201  60.110  51.364  1.00  0.00          H   \\nHETATM   61 H42  UNL   1       77.104  60.465  52.847  1.00  0.00          H   \\nHETATM   62 C25  UNL   1       71.115  33.697  52.484  1.00  0.00          C   \\nHETATM   63 C26  UNL   1       69.867  32.980  52.908  1.00  0.00          C   \\nHETATM   64 C27  UNL   1       68.614  33.697  52.484  1.00  0.00          C   \\nHETATM   65 C28  UNL   1       69.860  31.530  52.484  1.00  0.00          C   \\nHETATM   66 H43  UNL   1       72.003  33.152  52.862  1.00  0.00          H   \\nHETATM   67 H44  UNL   1       71.096  34.703  52.951  1.00  0.00          H   \\nHETATM   68 H46  UNL   1       68.540  34.655  53.033  1.00  0.00          H   \\nHETATM   69 H47  UNL   1       67.751  33.074  52.821  1.00  0.00          H   \\nHETATM   70 H48  UNL   1       69.845  31.400  51.391  1.00  0.00          H   \\nHETATM   71 H49  UNL   1       68.942  31.044  52.875  1.00  0.00          H   \\nHETATM   72 C29  UNL   1       74.845  35.941  52.484  1.00  0.00          C   \\nHETATM   73 C30  UNL   1       76.092  36.659  52.908  1.00  0.00          C   \\nHETATM   74 C31  UNL   1       77.346  35.941  52.484  1.00  0.00          C   \\nHETATM   75 C32  UNL   1       76.100  38.109  52.484  1.00  0.00          C   \\nHETATM   76 H50  UNL   1       73.957  36.487  52.862  1.00  0.00          H   \\nHETATM   77 H51  UNL   1       74.864  34.936  52.951  1.00  0.00          H   \\nHETATM   78 H53  UNL   1       77.420  34.984  53.033  1.00  0.00          H   \\nHETATM   79 H54  UNL   1       78.209  36.564  52.821  1.00  0.00          H   \\nHETATM   80 H55  UNL   1       76.115  38.239  51.391  1.00  0.00          H   \\nHETATM   81 H56  UNL   1       77.018  38.594  52.875  1.00  0.00          H   \\nHETATM   82 C33  UNL   1       77.466  44.698  52.484  1.00  0.00          C   \\nHETATM   83 C34  UNL   1       76.219  43.980  52.908  1.00  0.00          C   \\nHETATM   84 C35  UNL   1       74.966  44.698  52.484  1.00  0.00          C   \\nHETATM   85 C36  UNL   1       76.211  42.531  52.484  1.00  0.00          C   \\nHETATM   86 H57  UNL   1       78.354  44.153  52.862  1.00  0.00          H   \\nHETATM   87 H58  UNL   1       77.448  45.703  52.951  1.00  0.00          H   \\nHETATM   88 H60  UNL   1       74.892  45.655  53.033  1.00  0.00          H   \\nHETATM   89 H61  UNL   1       74.102  44.075  52.821  1.00  0.00          H   \\nHETATM   90 H62  UNL   1       76.196  42.400  51.391  1.00  0.00          H   \\nHETATM   91 H63  UNL   1       75.293  42.045  52.875  1.00  0.00          H   \\nHETATM   92 C37  UNL   1       81.197  46.942  52.484  1.00  0.00          C   \\nHETATM   93 C38  UNL   1       82.444  47.660  52.908  1.00  0.00          C   \\nHETATM   94 C39  UNL   1       83.697  46.942  52.484  1.00  0.00          C   \\nHETATM   95 C40  UNL   1       82.452  49.109  52.484  1.00  0.00          C   \\nHETATM   96 H64  UNL   1       80.309  47.487  52.862  1.00  0.00          H   \\nHETATM   97 H65  UNL   1       81.215  45.937  52.951  1.00  0.00          H   \\nHETATM   98 H67  UNL   1       83.771  45.985  53.033  1.00  0.00          H   \\nHETATM   99 H68  UNL   1       84.561  47.565  52.821  1.00  0.00          H   \\nHETATM  100 H69  UNL   1       82.466  49.240  51.391  1.00  0.00          H   \\nHETATM  101 H70  UNL   1       83.369  49.595  52.875  1.00  0.00          H   \\nHETATM  102 C41  UNL   1       83.817  55.699  52.484  1.00  0.00          C   \\nHETATM  103 C42  UNL   1       82.570  54.981  52.908  1.00  0.00          C   \\nHETATM  104 C43  UNL   1       81.317  55.699  52.484  1.00  0.00          C   \\nHETATM  105 C44  UNL   1       82.563  53.531  52.484  1.00  0.00          C   \\nHETATM  106 H71  UNL   1       84.706  55.153  52.862  1.00  0.00          H   \\nHETATM  107 H72  UNL   1       83.799  56.704  52.951  1.00  0.00          H   \\nHETATM  108 H74  UNL   1       81.243  56.656  53.033  1.00  0.00          H   \\nHETATM  109 H75  UNL   1       80.454  55.076  52.821  1.00  0.00          H   \\nHETATM  110 H76  UNL   1       82.548  53.401  51.391  1.00  0.00          H   \\nHETATM  111 H77  UNL   1       81.645  53.046  52.875  1.00  0.00          H   \\nHETATM  112 C45  UNL   1       87.634  57.812  52.457  1.00  0.00          C   \\nHETATM  113 C46  UNL   1       88.881  58.530  52.880  1.00  0.00          C   \\nHETATM  114 C47  UNL   1       90.135  57.812  52.457  1.00  0.00          C   \\nHETATM  115 C48  UNL   1       88.889  59.980  52.457  1.00  0.00          C   \\nHETATM  116 BR2  UNL   1       87.391  60.922  53.236  1.00  0.00          BR  \\nHETATM  117 H78  UNL   1       86.746  58.358  52.834  1.00  0.00          H   \\nHETATM  118 H79  UNL   1       87.653  56.807  52.924  1.00  0.00          H   \\nHETATM  119 H81  UNL   1       90.209  56.855  53.005  1.00  0.00          H   \\nHETATM  120 H82  UNL   1       90.998  58.435  52.794  1.00  0.00          H   \\nHETATM  121 H83  UNL   1       88.904  60.110  51.364  1.00  0.00          H   \\nHETATM  122 H84  UNL   1       89.807  60.465  52.847  1.00  0.00          H   \\nHETATM  123 C49  UNL   1       83.817  33.697  52.484  1.00  0.00          C   \\nHETATM  124 C50  UNL   1       82.570  32.980  52.908  1.00  0.00          C   \\nHETATM  125 C51  UNL   1       81.317  33.697  52.484  1.00  0.00          C   \\nHETATM  126 C52  UNL   1       82.563  31.530  52.484  1.00  0.00          C   \\nHETATM  127 H85  UNL   1       84.706  33.152  52.862  1.00  0.00          H   \\nHETATM  128 H86  UNL   1       83.799  34.703  52.951  1.00  0.00          H   \\nHETATM  129 H88  UNL   1       81.243  34.655  53.033  1.00  0.00          H   \\nHETATM  130 H89  UNL   1       80.454  33.074  52.821  1.00  0.00          H   \\nHETATM  131 H90  UNL   1       82.548  31.400  51.391  1.00  0.00          H   \\nHETATM  132 H91  UNL   1       81.645  31.044  52.875  1.00  0.00          H   \\nHETATM  133 C53  UNL   1       87.479  35.991  52.602  1.00  0.00          C   \\nHETATM  134 C54  UNL   1       88.726  36.709  53.026  1.00  0.00          C   \\nHETATM  135 C55  UNL   1       89.979  35.991  52.602  1.00  0.00          C   \\nHETATM  136 BR3  UNL   1       90.106  35.782  50.700  1.00  0.00          BR  \\nHETATM  137 C56  UNL   1       88.733  38.158  52.602  1.00  0.00          C   \\nHETATM  138 H92  UNL   1       86.590  36.536  52.980  1.00  0.00          H   \\nHETATM  139 H93  UNL   1       87.497  34.986  53.069  1.00  0.00          H   \\nHETATM  140 H95  UNL   1       90.053  35.033  53.151  1.00  0.00          H   \\nHETATM  141 H96  UNL   1       90.842  36.614  52.939  1.00  0.00          H   \\nHETATM  142 H97  UNL   1       88.748  38.288  51.509  1.00  0.00          H   \\nHETATM  143 H98  UNL   1       89.651  38.644  52.993  1.00  0.00          H   \\nHETATM  144 C57  UNL   1       90.169  44.698  52.484  1.00  0.00          C   \\nHETATM  145 C58  UNL   1       88.922  43.980  52.908  1.00  0.00          C   \\nHETATM  146 C59  UNL   1       87.669  44.698  52.484  1.00  0.00          C   \\nHETATM  147 C60  UNL   1       88.914  42.531  52.484  1.00  0.00          C   \\nHETATM  148 H99  UNL   1       91.057  44.153  52.862  1.00  0.00          H   \\nHETATM  149 H100 UNL   1       90.151  45.703  52.951  1.00  0.00          H   \\nHETATM  150 H102 UNL   1       87.595  45.655  53.033  1.00  0.00          H   \\nHETATM  151 H103 UNL   1       86.805  44.075  52.821  1.00  0.00          H   \\nHETATM  152 H104 UNL   1       88.899  42.400  51.391  1.00  0.00          H   \\nHETATM  153 H105 UNL   1       87.996  42.045  52.875  1.00  0.00          H   \\nHETATM  154 C61  UNL   1       93.830  46.991  52.602  1.00  0.00          C   \\nHETATM  155 C62  UNL   1       95.077  47.709  53.026  1.00  0.00          C   \\nHETATM  156 C63  UNL   1       96.330  46.992  52.602  1.00  0.00          C   \\nHETATM  157 BR4  UNL   1       96.458  46.782  50.700  1.00  0.00          BR  \\nHETATM  158 C64  UNL   1       95.085  49.159  52.602  1.00  0.00          C   \\nHETATM  159 H106 UNL   1       92.942  47.537  52.980  1.00  0.00          H   \\nHETATM  160 H107 UNL   1       93.848  45.986  53.069  1.00  0.00          H   \\nHETATM  161 H109 UNL   1       96.404  46.034  53.151  1.00  0.00          H   \\nHETATM  162 H110 UNL   1       97.194  47.614  52.939  1.00  0.00          H   \\nHETATM  163 H111 UNL   1       95.100  49.289  51.509  1.00  0.00          H   \\nHETATM  164 H112 UNL   1       96.003  49.645  52.993  1.00  0.00          H   \\nHETATM  165 C65  UNL   1       96.520  55.699  52.484  1.00  0.00          C   \\nHETATM  166 C66  UNL   1       95.273  54.981  52.908  1.00  0.00          C   \\nHETATM  167 C67  UNL   1       94.020  55.699  52.484  1.00  0.00          C   \\nHETATM  168 C68  UNL   1       95.265  53.531  52.484  1.00  0.00          C   \\nHETATM  169 H113 UNL   1       97.409  55.153  52.862  1.00  0.00          H   \\nHETATM  170 H114 UNL   1       96.502  56.704  52.951  1.00  0.00          H   \\nHETATM  171 H116 UNL   1       93.946  56.656  53.033  1.00  0.00          H   \\nHETATM  172 H117 UNL   1       93.157  55.076  52.821  1.00  0.00          H   \\nHETATM  173 H118 UNL   1       95.251  53.401  51.391  1.00  0.00          H   \\nHETATM  174 H119 UNL   1       94.348  53.046  52.875  1.00  0.00          H   \\nHETATM  175 C69  UNL   1      100.266  57.868  52.568  1.00  0.00          C   \\nHETATM  176 C70  UNL   1      101.513  58.586  52.991  1.00  0.00          C   \\nHETATM  177 C71  UNL   1      102.766  57.868  52.568  1.00  0.00          C   \\nHETATM  178 BR5  UNL   1      102.894  57.659  50.665  1.00  0.00          BR  \\nHETATM  179 C72  UNL   1      101.521  60.035  52.568  1.00  0.00          C   \\nHETATM  180 BR6  UNL   1      100.022  60.978  53.348  1.00  0.00          BR  \\nHETATM  181 H120 UNL   1       99.378  58.413  52.945  1.00  0.00          H   \\nHETATM  182 H121 UNL   1      100.284  56.863  53.035  1.00  0.00          H   \\nHETATM  183 H123 UNL   1      102.841  56.911  53.116  1.00  0.00          H   \\nHETATM  184 H124 UNL   1      103.630  58.491  52.905  1.00  0.00          H   \\nHETATM  185 H125 UNL   1      101.536  60.166  51.475  1.00  0.00          H   \\nHETATM  186 H126 UNL   1      102.439  60.521  52.958  1.00  0.00          H   \\nHETATM  187 C73  UNL   1       59.697  34.291  52.662  1.00  0.00          C   \\nHETATM  188 C74  UNL   1       61.026  35.059  52.662  1.00  0.00          C   \\nHETATM  189 H127 UNL   1       58.901  34.849  53.164  1.00  0.00          H   \\nHETATM  190 H128 UNL   1       59.427  33.992  51.631  1.00  0.00          H   \\nHETATM  191 H129 UNL   1       61.415  35.155  53.695  1.00  0.00          H   \\nHETATM  192 H130 UNL   1       60.925  36.032  52.154  1.00  0.00          H   \\nHETATM  193 C75  UNL   1       57.081  30.206  52.746  1.00  0.00          C   \\nHETATM  194 C76  UNL   1       57.081  28.671  52.746  1.00  0.00          C   \\nHETATM  195 BR7  UNL   1       55.851  28.141  51.322  1.00  0.00          BR  \\nHETATM  196 H131 UNL   1       57.741  30.617  53.516  1.00  0.00          H   \\nHETATM  197 H132 UNL   1       57.312  30.590  51.733  1.00  0.00          H   \\nHETATM  198 H133 UNL   1       56.627  28.286  53.681  1.00  0.00          H   \\nHETATM  199 H134 UNL   1       58.093  28.272  52.570  1.00  0.00          H   \\nHETATM  200 C77  UNL   1       54.673  34.340  52.738  1.00  0.00          C   \\nHETATM  201 C78  UNL   1       53.344  35.107  52.738  1.00  0.00          C   \\nHETATM  202 BR8  UNL   1       53.818  36.989  52.499  1.00  0.00          BR  \\nHETATM  203 H135 UNL   1       54.527  33.264  52.871  1.00  0.00          H   \\nHETATM  204 H136 UNL   1       55.258  34.585  51.830  1.00  0.00          H   \\nHETATM  205 H137 UNL   1       52.867  35.051  53.737  1.00  0.00          H   \\nHETATM  206 H138 UNL   1       52.681  34.756  51.931  1.00  0.00          H   \\nHETATM  207 C79  UNL   1       66.049  45.292  52.662  1.00  0.00          C   \\nHETATM  208 C80  UNL   1       67.378  46.060  52.662  1.00  0.00          C   \\nHETATM  209 H139 UNL   1       65.252  45.850  53.164  1.00  0.00          H   \\nHETATM  210 H140 UNL   1       65.778  44.993  51.631  1.00  0.00          H   \\nHETATM  211 H141 UNL   1       67.767  46.155  53.695  1.00  0.00          H   \\nHETATM  212 H142 UNL   1       67.276  47.033  52.154  1.00  0.00          H   \\nHETATM  213 C81  UNL   1       63.295  41.086  52.606  1.00  0.00          C   \\nHETATM  214 C82  UNL   1       63.295  39.551  52.606  1.00  0.00          C   \\nHETATM  215 H143 UNL   1       63.955  41.497  53.376  1.00  0.00          H   \\nHETATM  216 H144 UNL   1       63.527  41.469  51.593  1.00  0.00          H   \\nHETATM  217 H145 UNL   1       62.842  39.166  53.541  1.00  0.00          H   \\nHETATM  218 H146 UNL   1       64.308  39.152  52.429  1.00  0.00          H   \\nHETATM  219 C83  UNL   1       61.025  45.341  52.738  1.00  0.00          C   \\nHETATM  220 C84  UNL   1       59.696  46.108  52.738  1.00  0.00          C   \\nHETATM  221 BR9  UNL   1       60.170  47.990  52.499  1.00  0.00          BR  \\nHETATM  222 H147 UNL   1       60.878  44.265  52.871  1.00  0.00          H   \\nHETATM  223 H148 UNL   1       61.609  45.586  51.830  1.00  0.00          H   \\nHETATM  224 H149 UNL   1       59.219  46.052  53.737  1.00  0.00          H   \\nHETATM  225 H150 UNL   1       59.032  45.757  51.931  1.00  0.00          H   \\nHETATM  226 C85  UNL   1       72.400  56.293  52.662  1.00  0.00          C   \\nHETATM  227 C86  UNL   1       73.729  57.060  52.662  1.00  0.00          C   \\nHETATM  228 H151 UNL   1       71.604  56.850  53.164  1.00  0.00          H   \\nHETATM  229 H152 UNL   1       72.130  55.994  51.631  1.00  0.00          H   \\nHETATM  230 H153 UNL   1       74.118  57.156  53.695  1.00  0.00          H   \\nHETATM  231 H154 UNL   1       73.628  58.034  52.154  1.00  0.00          H   \\nHETATM  232 C87  UNL   1       69.647  52.086  52.606  1.00  0.00          C   \\nHETATM  233 C88  UNL   1       69.647  50.552  52.606  1.00  0.00          C   \\nHETATM  234 H155 UNL   1       70.307  52.498  53.376  1.00  0.00          H   \\nHETATM  235 H156 UNL   1       69.878  52.470  51.593  1.00  0.00          H   \\nHETATM  236 H157 UNL   1       69.193  50.167  53.541  1.00  0.00          H   \\nHETATM  237 H158 UNL   1       70.659  50.153  52.429  1.00  0.00          H   \\nHETATM  238 C89  UNL   1       67.376  56.341  52.738  1.00  0.00          C   \\nHETATM  239 C90  UNL   1       66.047  57.109  52.738  1.00  0.00          C   \\nHETATM  240 BR10 UNL   1       66.521  58.990  52.499  1.00  0.00          BR  \\nHETATM  241 H159 UNL   1       67.229  55.265  52.871  1.00  0.00          H   \\nHETATM  242 H160 UNL   1       67.961  56.586  51.830  1.00  0.00          H   \\nHETATM  243 H161 UNL   1       65.570  57.053  53.737  1.00  0.00          H   \\nHETATM  244 H162 UNL   1       65.384  56.758  51.931  1.00  0.00          H   \\nHETATM  245 C91  UNL   1       72.400  34.291  52.662  1.00  0.00          C   \\nHETATM  246 C92  UNL   1       73.729  35.059  52.662  1.00  0.00          C   \\nHETATM  247 H163 UNL   1       71.604  34.849  53.164  1.00  0.00          H   \\nHETATM  248 H164 UNL   1       72.130  33.992  51.631  1.00  0.00          H   \\nHETATM  249 H165 UNL   1       74.118  35.155  53.695  1.00  0.00          H   \\nHETATM  250 H166 UNL   1       73.628  36.032  52.154  1.00  0.00          H   \\nHETATM  251 C93  UNL   1       69.784  30.206  52.746  1.00  0.00          C   \\nHETATM  252 C94  UNL   1       69.784  28.671  52.746  1.00  0.00          C   \\nHETATM  253 BR11 UNL   1       68.554  28.141  51.322  1.00  0.00          BR  \\nHETATM  254 H167 UNL   1       70.443  30.617  53.516  1.00  0.00          H   \\nHETATM  255 H168 UNL   1       70.015  30.590  51.733  1.00  0.00          H   \\nHETATM  256 H169 UNL   1       69.330  28.286  53.681  1.00  0.00          H   \\nHETATM  257 H170 UNL   1       70.796  28.272  52.570  1.00  0.00          H   \\nHETATM  258 C95  UNL   1       67.369  34.570  52.725  1.00  0.00          C   \\nHETATM  259 C96  UNL   1       66.040  35.337  52.725  1.00  0.00          C   \\nHETATM  260 H171 UNL   1       67.223  33.494  52.857  1.00  0.00          H   \\nHETATM  261 H172 UNL   1       67.954  34.815  51.817  1.00  0.00          H   \\nHETATM  262 H173 UNL   1       65.564  35.281  53.724  1.00  0.00          H   \\nHETATM  263 H174 UNL   1       65.377  34.986  51.918  1.00  0.00          H   \\nHETATM  264 C97  UNL   1       78.751  45.292  52.662  1.00  0.00          C   \\nHETATM  265 C98  UNL   1       80.081  46.060  52.662  1.00  0.00          C   \\nHETATM  266 H175 UNL   1       77.955  45.850  53.164  1.00  0.00          H   \\nHETATM  267 H176 UNL   1       78.481  44.993  51.631  1.00  0.00          H   \\nHETATM  268 H177 UNL   1       80.470  46.155  53.695  1.00  0.00          H   \\nHETATM  269 H178 UNL   1       79.979  47.033  52.154  1.00  0.00          H   \\nHETATM  270 C99  UNL   1       75.998  41.086  52.606  1.00  0.00          C   \\nHETATM  271 C100 UNL   1       75.998  39.551  52.606  1.00  0.00          C   \\nHETATM  272 H179 UNL   1       76.658  41.497  53.376  1.00  0.00          H   \\nHETATM  273 H180 UNL   1       76.230  41.469  51.593  1.00  0.00          H   \\nHETATM  274 H181 UNL   1       75.545  39.166  53.541  1.00  0.00          H   \\nHETATM  275 H182 UNL   1       77.011  39.152  52.429  1.00  0.00          H   \\nHETATM  276 C101 UNL   1       73.721  45.571  52.725  1.00  0.00          C   \\nHETATM  277 C102 UNL   1       72.392  46.338  52.725  1.00  0.00          C   \\nHETATM  278 H183 UNL   1       73.574  44.494  52.857  1.00  0.00          H   \\nHETATM  279 H184 UNL   1       74.305  45.816  51.817  1.00  0.00          H   \\nHETATM  280 H185 UNL   1       71.915  46.282  53.724  1.00  0.00          H   \\nHETATM  281 H186 UNL   1       71.728  45.987  51.918  1.00  0.00          H   \\nHETATM  282 C103 UNL   1       85.103  56.293  52.662  1.00  0.00          C   \\nHETATM  283 C104 UNL   1       86.432  57.060  52.662  1.00  0.00          C   \\nHETATM  284 H187 UNL   1       84.306  56.850  53.164  1.00  0.00          H   \\nHETATM  285 H188 UNL   1       84.833  55.994  51.631  1.00  0.00          H   \\nHETATM  286 H189 UNL   1       86.821  57.156  53.695  1.00  0.00          H   \\nHETATM  287 H190 UNL   1       86.331  58.034  52.154  1.00  0.00          H   \\nHETATM  288 C105 UNL   1       82.350  52.086  52.606  1.00  0.00          C   \\nHETATM  289 C106 UNL   1       82.350  50.552  52.606  1.00  0.00          C   \\nHETATM  290 H191 UNL   1       83.010  52.498  53.376  1.00  0.00          H   \\nHETATM  291 H192 UNL   1       82.581  52.470  51.593  1.00  0.00          H   \\nHETATM  292 H193 UNL   1       81.896  50.167  53.541  1.00  0.00          H   \\nHETATM  293 H194 UNL   1       83.362  50.153  52.429  1.00  0.00          H   \\nHETATM  294 C107 UNL   1       80.072  56.571  52.725  1.00  0.00          C   \\nHETATM  295 C108 UNL   1       78.743  57.339  52.725  1.00  0.00          C   \\nHETATM  296 H195 UNL   1       79.926  55.495  52.857  1.00  0.00          H   \\nHETATM  297 H196 UNL   1       80.657  56.816  51.817  1.00  0.00          H   \\nHETATM  298 H197 UNL   1       78.266  57.283  53.724  1.00  0.00          H   \\nHETATM  299 H198 UNL   1       78.080  56.988  51.918  1.00  0.00          H   \\nHETATM  300 C109 UNL   1       85.103  34.291  52.662  1.00  0.00          C   \\nHETATM  301 C110 UNL   1       86.432  35.059  52.662  1.00  0.00          C   \\nHETATM  302 H199 UNL   1       84.306  34.849  53.164  1.00  0.00          H   \\nHETATM  303 H200 UNL   1       84.833  33.992  51.631  1.00  0.00          H   \\nHETATM  304 H201 UNL   1       86.821  35.155  53.695  1.00  0.00          H   \\nHETATM  305 H202 UNL   1       86.331  36.032  52.154  1.00  0.00          H   \\nHETATM  306 C111 UNL   1       82.487  30.206  52.746  1.00  0.00          C   \\nHETATM  307 C112 UNL   1       82.487  28.671  52.746  1.00  0.00          C   \\nHETATM  308 BR12 UNL   1       81.257  28.141  51.322  1.00  0.00          BR  \\nHETATM  309 H203 UNL   1       83.146  30.617  53.516  1.00  0.00          H   \\nHETATM  310 H204 UNL   1       82.718  30.590  51.733  1.00  0.00          H   \\nHETATM  311 H205 UNL   1       82.033  28.286  53.681  1.00  0.00          H   \\nHETATM  312 H206 UNL   1       83.499  28.272  52.570  1.00  0.00          H   \\nHETATM  313 C113 UNL   1       80.072  34.570  52.725  1.00  0.00          C   \\nHETATM  314 C114 UNL   1       78.743  35.337  52.725  1.00  0.00          C   \\nHETATM  315 H207 UNL   1       79.926  33.494  52.857  1.00  0.00          H   \\nHETATM  316 H208 UNL   1       80.657  34.815  51.817  1.00  0.00          H   \\nHETATM  317 H209 UNL   1       78.266  35.281  53.724  1.00  0.00          H   \\nHETATM  318 H210 UNL   1       78.080  34.986  51.918  1.00  0.00          H   \\nHETATM  319 C115 UNL   1       91.454  45.292  52.662  1.00  0.00          C   \\nHETATM  320 C116 UNL   1       92.784  46.060  52.662  1.00  0.00          C   \\nHETATM  321 H211 UNL   1       90.658  45.850  53.164  1.00  0.00          H   \\nHETATM  322 H212 UNL   1       91.184  44.993  51.631  1.00  0.00          H   \\nHETATM  323 H213 UNL   1       93.173  46.155  53.695  1.00  0.00          H   \\nHETATM  324 H214 UNL   1       92.682  47.033  52.154  1.00  0.00          H   \\nHETATM  325 C117 UNL   1       88.701  41.086  52.606  1.00  0.00          C   \\nHETATM  326 C118 UNL   1       88.701  39.551  52.606  1.00  0.00          C   \\nHETATM  327 H215 UNL   1       89.361  41.497  53.376  1.00  0.00          H   \\nHETATM  328 H216 UNL   1       88.933  41.469  51.593  1.00  0.00          H   \\nHETATM  329 H217 UNL   1       88.247  39.166  53.541  1.00  0.00          H   \\nHETATM  330 H218 UNL   1       89.714  39.152  52.429  1.00  0.00          H   \\nHETATM  331 C119 UNL   1       86.424  45.571  52.725  1.00  0.00          C   \\nHETATM  332 C120 UNL   1       85.095  46.338  52.725  1.00  0.00          C   \\nHETATM  333 H219 UNL   1       86.277  44.494  52.857  1.00  0.00          H   \\nHETATM  334 H220 UNL   1       87.008  45.816  51.817  1.00  0.00          H   \\nHETATM  335 H221 UNL   1       84.618  46.282  53.724  1.00  0.00          H   \\nHETATM  336 H222 UNL   1       84.431  45.987  51.918  1.00  0.00          H   \\nHETATM  337 C121 UNL   1       97.806  56.293  52.662  1.00  0.00          C   \\nHETATM  338 C122 UNL   1       99.135  57.060  52.662  1.00  0.00          C   \\nHETATM  339 H223 UNL   1       97.009  56.850  53.164  1.00  0.00          H   \\nHETATM  340 H224 UNL   1       97.536  55.994  51.631  1.00  0.00          H   \\nHETATM  341 H225 UNL   1       99.524  57.156  53.695  1.00  0.00          H   \\nHETATM  342 H226 UNL   1       99.034  58.034  52.154  1.00  0.00          H   \\nHETATM  343 C123 UNL   1       95.053  52.086  52.606  1.00  0.00          C   \\nHETATM  344 C124 UNL   1       95.053  50.552  52.606  1.00  0.00          C   \\nHETATM  345 H227 UNL   1       95.712  52.498  53.376  1.00  0.00          H   \\nHETATM  346 H228 UNL   1       95.284  52.470  51.593  1.00  0.00          H   \\nHETATM  347 H229 UNL   1       94.599  50.167  53.541  1.00  0.00          H   \\nHETATM  348 H230 UNL   1       96.065  50.153  52.429  1.00  0.00          H   \\nHETATM  349 C125 UNL   1       92.775  56.571  52.725  1.00  0.00          C   \\nHETATM  350 C126 UNL   1       91.446  57.339  52.725  1.00  0.00          C   \\nHETATM  351 H231 UNL   1       92.628  55.495  52.857  1.00  0.00          H   \\nHETATM  352 H232 UNL   1       93.360  56.816  51.817  1.00  0.00          H   \\nHETATM  353 H233 UNL   1       90.969  57.283  53.724  1.00  0.00          H   \\nHETATM  354 H234 UNL   1       90.783  56.988  51.918  1.00  0.00          H   \\nHETATM  355 C1   BNZ   2       57.165  32.976  54.448  1.00  0.00          C   \\nHETATM  356 C2   BNZ   2       56.116  32.397  55.136  1.00  0.00          C   \\nHETATM  357 C3   BNZ   2       56.118  32.388  56.519  1.00  0.00          C   \\nHETATM  358 C4   BNZ   2       57.168  32.959  57.212  1.00  0.00          C   \\nHETATM  359 C5   BNZ   2       58.218  33.537  56.524  1.00  0.00          C   \\nHETATM  360 C6   BNZ   2       58.215  33.547  55.141  1.00  0.00          C   \\nHETATM  361 H2   BNZ   2       55.295  31.951  54.596  1.00  0.00          H   \\nHETATM  362 H3   BNZ   2       55.298  31.937  57.058  1.00  0.00          H   \\nHETATM  363 H4   BNZ   2       57.170  32.953  58.292  1.00  0.00          H   \\nHETATM  364 H5   BNZ   2       59.039  33.984  57.064  1.00  0.00          H   \\nHETATM  365 H6   BNZ   2       59.035  34.000  54.602  1.00  0.00          H   \\nHETATM  366 C1   BNZ   3       63.389  36.662  54.448  1.00  0.00          C   \\nHETATM  367 C2   BNZ   3       62.432  37.385  55.136  1.00  0.00          C   \\nHETATM  368 C3   BNZ   3       62.428  37.384  56.519  1.00  0.00          C   \\nHETATM  369 C4   BNZ   3       63.379  36.660  57.212  1.00  0.00          C   \\nHETATM  370 C5   BNZ   3       64.334  35.936  56.524  1.00  0.00          C   \\nHETATM  371 C6   BNZ   3       64.340  35.939  55.141  1.00  0.00          C   \\nHETATM  372 H2   BNZ   3       61.689  37.951  54.595  1.00  0.00          H   \\nHETATM  373 H3   BNZ   3       61.682  37.949  57.057  1.00  0.00          H   \\nHETATM  374 H4   BNZ   3       63.376  36.659  58.292  1.00  0.00          H   \\nHETATM  375 H5   BNZ   3       65.078  35.371  57.065  1.00  0.00          H   \\nHETATM  376 H6   BNZ   3       65.087  35.374  54.603  1.00  0.00          H   \\nHETATM  377 C1   BNZ   4       63.516  43.977  54.448  1.00  0.00          C   \\nHETATM  378 C2   BNZ   4       64.713  44.015  55.138  1.00  0.00          C   \\nHETATM  379 C3   BNZ   4       64.713  44.017  56.521  1.00  0.00          C   \\nHETATM  380 C4   BNZ   4       63.517  43.983  57.212  1.00  0.00          C   \\nHETATM  381 C5   BNZ   4       62.320  43.946  56.522  1.00  0.00          C   \\nHETATM  382 C6   BNZ   4       62.320  43.942  55.139  1.00  0.00          C   \\nHETATM  383 H2   BNZ   4       65.648  44.042  54.599  1.00  0.00          H   \\nHETATM  384 H3   BNZ   4       65.648  44.045  57.061  1.00  0.00          H   \\nHETATM  385 H4   BNZ   4       63.517  43.984  58.292  1.00  0.00          H   \\nHETATM  386 H5   BNZ   4       61.386  43.918  57.061  1.00  0.00          H   \\nHETATM  387 H6   BNZ   4       61.385  43.912  54.599  1.00  0.00          H   \\nHETATM  388 C1   BNZ   5       69.741  47.663  54.448  1.00  0.00          C   \\nHETATM  389 C2   BNZ   5       68.672  48.204  55.137  1.00  0.00          C   \\nHETATM  390 C3   BNZ   5       68.674  48.211  56.520  1.00  0.00          C   \\nHETATM  391 C4   BNZ   5       69.744  47.678  57.212  1.00  0.00          C   \\nHETATM  392 C5   BNZ   5       70.814  47.138  56.523  1.00  0.00          C   \\nHETATM  393 C6   BNZ   5       70.811  47.129  55.140  1.00  0.00          C   \\nHETATM  394 H2   BNZ   5       67.835  48.620  54.597  1.00  0.00          H   \\nHETATM  395 H3   BNZ   5       67.838  48.632  57.059  1.00  0.00          H   \\nHETATM  396 H4   BNZ   5       69.745  47.682  58.292  1.00  0.00          H   \\nHETATM  397 H5   BNZ   5       71.650  46.720  57.063  1.00  0.00          H   \\nHETATM  398 H6   BNZ   5       71.646  46.706  54.601  1.00  0.00          H   \\nHETATM  399 C1   BNZ   6       69.868  54.977  54.448  1.00  0.00          C   \\nHETATM  400 C2   BNZ   6       70.823  54.251  55.135  1.00  0.00          C   \\nHETATM  401 C3   BNZ   6       70.827  54.251  56.518  1.00  0.00          C   \\nHETATM  402 C4   BNZ   6       69.878  54.977  57.212  1.00  0.00          C   \\nHETATM  403 C5   BNZ   6       68.925  55.704  56.525  1.00  0.00          C   \\nHETATM  404 C6   BNZ   6       68.919  55.702  55.142  1.00  0.00          C   \\nHETATM  405 H2   BNZ   6       71.564  53.683  54.593  1.00  0.00          H   \\nHETATM  406 H3   BNZ   6       71.572  53.683  57.056  1.00  0.00          H   \\nHETATM  407 H4   BNZ   6       69.881  54.976  58.292  1.00  0.00          H   \\nHETATM  408 H5   BNZ   6       68.183  56.270  57.067  1.00  0.00          H   \\nHETATM  409 H6   BNZ   6       68.174  56.269  54.604  1.00  0.00          H   \\nHETATM  410 C1   BNZ   7       76.178  58.533  54.420  1.00  0.00          C   \\nHETATM  411 C2   BNZ   7       75.814  59.675  55.108  1.00  0.00          C   \\nHETATM  412 C3   BNZ   7       75.817  59.680  56.490  1.00  0.00          C   \\nHETATM  413 C4   BNZ   7       76.184  58.543  57.184  1.00  0.00          C   \\nHETATM  414 C5   BNZ   7       76.549  57.400  56.497  1.00  0.00          C   \\nHETATM  415 C6   BNZ   7       76.544  57.395  55.114  1.00  0.00          C   \\nHETATM  416 H2   BNZ   7       75.527  60.564  54.566  1.00  0.00          H   \\nHETATM  417 H3   BNZ   7       75.532  60.572  57.029  1.00  0.00          H   \\nHETATM  418 H4   BNZ   7       76.186  58.545  58.264  1.00  0.00          H   \\nHETATM  419 H5   BNZ   7       76.835  56.511  57.038  1.00  0.00          H   \\nHETATM  420 H6   BNZ   7       76.828  56.503  54.576  1.00  0.00          H   \\nHETATM  421 C1   BNZ   8       69.868  32.976  54.448  1.00  0.00          C   \\nHETATM  422 C2   BNZ   8       68.961  32.193  55.137  1.00  0.00          C   \\nHETATM  423 C3   BNZ   8       68.965  32.185  56.520  1.00  0.00          C   \\nHETATM  424 C4   BNZ   8       69.876  32.960  57.212  1.00  0.00          C   \\nHETATM  425 C5   BNZ   8       70.784  33.742  56.523  1.00  0.00          C   \\nHETATM  426 C6   BNZ   8       70.779  33.751  55.141  1.00  0.00          C   \\nHETATM  427 H2   BNZ   8       68.249  31.588  54.596  1.00  0.00          H   \\nHETATM  428 H3   BNZ   8       68.256  31.575  57.058  1.00  0.00          H   \\nHETATM  429 H4   BNZ   8       69.879  32.954  58.292  1.00  0.00          H   \\nHETATM  430 H5   BNZ   8       71.495  34.348  57.064  1.00  0.00          H   \\nHETATM  431 H6   BNZ   8       71.487  34.362  54.602  1.00  0.00          H   \\nHETATM  432 C1   BNZ   9       76.092  36.662  54.448  1.00  0.00          C   \\nHETATM  433 C2   BNZ   9       75.699  35.532  55.140  1.00  0.00          C   \\nHETATM  434 C3   BNZ   9       75.694  35.535  56.523  1.00  0.00          C   \\nHETATM  435 C4   BNZ   9       76.082  36.668  57.212  1.00  0.00          C   \\nHETATM  436 C5   BNZ   9       76.474  37.799  56.520  1.00  0.00          C   \\nHETATM  437 C6   BNZ   9       76.480  37.794  55.137  1.00  0.00          C   \\nHETATM  438 H2   BNZ   9       75.396  34.646  54.602  1.00  0.00          H   \\nHETATM  439 H3   BNZ   9       75.388  34.652  57.064  1.00  0.00          H   \\nHETATM  440 H4   BNZ   9       76.079  36.671  58.292  1.00  0.00          H   \\nHETATM  441 H5   BNZ   9       76.777  38.684  57.058  1.00  0.00          H   \\nHETATM  442 H6   BNZ   9       76.787  38.677  54.596  1.00  0.00          H   \\nHETATM  443 C1   BNZ  10       76.219  43.977  54.448  1.00  0.00          C   \\nHETATM  444 C2   BNZ  10       75.215  43.323  55.137  1.00  0.00          C   \\nHETATM  445 C3   BNZ  10       75.217  43.316  56.520  1.00  0.00          C   \\nHETATM  446 C4   BNZ  10       76.223  43.963  57.212  1.00  0.00          C   \\nHETATM  447 C5   BNZ  10       77.228  44.616  56.523  1.00  0.00          C   \\nHETATM  448 C6   BNZ  10       77.224  44.624  55.140  1.00  0.00          C   \\nHETATM  449 H2   BNZ  10       74.429  42.818  54.596  1.00  0.00          H   \\nHETATM  450 H3   BNZ  10       74.432  42.807  57.059  1.00  0.00          H   \\nHETATM  451 H4   BNZ  10       76.225  43.958  58.292  1.00  0.00          H   \\nHETATM  452 H5   BNZ  10       78.013  45.122  57.064  1.00  0.00          H   \\nHETATM  453 H6   BNZ  10       78.009  45.135  54.601  1.00  0.00          H   \\nHETATM  454 C1   BNZ  11       82.444  47.663  54.448  1.00  0.00          C   \\nHETATM  455 C2   BNZ  11       81.264  47.867  55.138  1.00  0.00          C   \\nHETATM  456 C3   BNZ  11       81.264  47.875  56.520  1.00  0.00          C   \\nHETATM  457 C4   BNZ  11       82.444  47.678  57.212  1.00  0.00          C   \\nHETATM  458 C5   BNZ  11       83.624  47.475  56.523  1.00  0.00          C   \\nHETATM  459 C6   BNZ  11       83.624  47.465  55.140  1.00  0.00          C   \\nHETATM  460 H2   BNZ  11       80.342  48.021  54.598  1.00  0.00          H   \\nHETATM  461 H3   BNZ  11       80.342  48.034  57.060  1.00  0.00          H   \\nHETATM  462 H4   BNZ  11       82.444  47.683  58.292  1.00  0.00          H   \\nHETATM  463 H5   BNZ  11       84.546  47.320  57.062  1.00  0.00          H   \\nHETATM  464 H6   BNZ  11       84.545  47.305  54.600  1.00  0.00          H   \\nHETATM  465 C1   BNZ  12       82.571  54.977  54.448  1.00  0.00          C   \\nHETATM  466 C2   BNZ  12       82.653  56.170  55.141  1.00  0.00          C   \\nHETATM  467 C3   BNZ  12       82.660  56.166  56.524  1.00  0.00          C   \\nHETATM  468 C4   BNZ  12       82.584  54.971  57.212  1.00  0.00          C   \\nHETATM  469 C5   BNZ  12       82.503  53.777  56.519  1.00  0.00          C   \\nHETATM  470 C6   BNZ  12       82.495  53.781  55.136  1.00  0.00          C   \\nHETATM  471 H2   BNZ  12       82.712  57.104  54.604  1.00  0.00          H   \\nHETATM  472 H3   BNZ  12       82.722  57.098  57.066  1.00  0.00          H   \\nHETATM  473 H4   BNZ  12       82.588  54.967  58.292  1.00  0.00          H   \\nHETATM  474 H5   BNZ  12       82.443  52.843  57.056  1.00  0.00          H   \\nHETATM  475 H6   BNZ  12       82.431  52.849  54.594  1.00  0.00          H   \\nHETATM  476 C1   BNZ  13       88.881  58.533  54.420  1.00  0.00          C   \\nHETATM  477 C2   BNZ  13       89.576  59.509  55.108  1.00  0.00          C   \\nHETATM  478 C3   BNZ  13       89.573  59.515  56.491  1.00  0.00          C   \\nHETATM  479 C4   BNZ  13       88.874  58.545  57.184  1.00  0.00          C   \\nHETATM  480 C5   BNZ  13       88.177  57.569  56.496  1.00  0.00          C   \\nHETATM  481 C6   BNZ  13       88.183  57.563  55.113  1.00  0.00          C   \\nHETATM  482 H2   BNZ  13       90.123  60.267  54.567  1.00  0.00          H   \\nHETATM  483 H3   BNZ  13       90.117  60.277  57.030  1.00  0.00          H   \\nHETATM  484 H4   BNZ  13       88.871  58.549  58.264  1.00  0.00          H   \\nHETATM  485 H5   BNZ  13       87.632  56.811  57.037  1.00  0.00          H   \\nHETATM  486 H6   BNZ  13       87.640  56.800  54.574  1.00  0.00          H   \\nHETATM  487 C1   BNZ  14       82.571  32.976  54.448  1.00  0.00          C   \\nHETATM  488 C2   BNZ  14       83.336  32.052  55.135  1.00  0.00          C   \\nHETATM  489 C3   BNZ  14       83.334  32.045  56.518  1.00  0.00          C   \\nHETATM  490 C4   BNZ  14       82.567  32.961  57.212  1.00  0.00          C   \\nHETATM  491 C5   BNZ  14       81.802  33.884  56.525  1.00  0.00          C   \\nHETATM  492 C6   BNZ  14       81.806  33.892  55.142  1.00  0.00          C   \\nHETATM  493 H2   BNZ  14       83.935  31.336  54.593  1.00  0.00          H   \\nHETATM  494 H3   BNZ  14       83.932  31.323  57.055  1.00  0.00          H   \\nHETATM  495 H4   BNZ  14       82.566  32.956  58.292  1.00  0.00          H   \\nHETATM  496 H5   BNZ  14       81.203  34.600  57.067  1.00  0.00          H   \\nHETATM  497 H6   BNZ  14       81.208  34.614  54.605  1.00  0.00          H   \\nHETATM  498 C1   BNZ  15       88.725  36.712  54.566  1.00  0.00          C   \\nHETATM  499 C2   BNZ  15       89.780  36.148  55.258  1.00  0.00          C   \\nHETATM  500 C3   BNZ  15       89.777  36.146  56.641  1.00  0.00          C   \\nHETATM  501 C4   BNZ  15       88.719  36.707  57.330  1.00  0.00          C   \\nHETATM  502 C5   BNZ  15       87.663  37.270  56.638  1.00  0.00          C   \\nHETATM  503 C6   BNZ  15       87.667  37.274  55.255  1.00  0.00          C   \\nHETATM  504 H2   BNZ  15       90.607  35.710  54.720  1.00  0.00          H   \\nHETATM  505 H3   BNZ  15       90.602  35.707  57.182  1.00  0.00          H   \\nHETATM  506 H4   BNZ  15       88.717  36.706  58.410  1.00  0.00          H   \\nHETATM  507 H5   BNZ  15       86.837  37.709  57.176  1.00  0.00          H   \\nHETATM  508 H6   BNZ  15       86.843  37.714  54.714  1.00  0.00          H   \\nHETATM  509 C1   BNZ  16       88.922  43.977  54.448  1.00  0.00          C   \\nHETATM  510 C2   BNZ  16       90.100  44.191  55.138  1.00  0.00          C   \\nHETATM  511 C3   BNZ  16       90.100  44.194  56.521  1.00  0.00          C   \\nHETATM  512 C4   BNZ  16       88.922  43.983  57.212  1.00  0.00          C   \\nHETATM  513 C5   BNZ  16       87.744  43.770  56.522  1.00  0.00          C   \\nHETATM  514 C6   BNZ  16       87.744  43.765  55.139  1.00  0.00          C   \\nHETATM  515 H2   BNZ  16       91.021  44.356  54.599  1.00  0.00          H   \\nHETATM  516 H3   BNZ  16       91.020  44.360  57.061  1.00  0.00          H   \\nHETATM  517 H4   BNZ  16       88.921  43.984  58.292  1.00  0.00          H   \\nHETATM  518 H5   BNZ  16       86.823  43.604  57.061  1.00  0.00          H   \\nHETATM  519 H6   BNZ  16       86.824  43.598  54.599  1.00  0.00          H   \\nHETATM  520 C1   BNZ  17       95.077  47.713  54.566  1.00  0.00          C   \\nHETATM  521 C2   BNZ  17       96.271  47.803  55.256  1.00  0.00          C   \\nHETATM  522 C3   BNZ  17       96.272  47.801  56.639  1.00  0.00          C   \\nHETATM  523 C4   BNZ  17       95.080  47.710  57.330  1.00  0.00          C   \\nHETATM  524 C5   BNZ  17       93.885  47.620  56.640  1.00  0.00          C   \\nHETATM  525 C6   BNZ  17       93.884  47.623  55.258  1.00  0.00          C   \\nHETATM  526 H2   BNZ  17       97.204  47.874  54.716  1.00  0.00          H   \\nHETATM  527 H3   BNZ  17       97.205  47.872  57.178  1.00  0.00          H   \\nHETATM  528 H4   BNZ  17       95.080  47.710  58.410  1.00  0.00          H   \\nHETATM  529 H5   BNZ  17       92.953  47.550  57.180  1.00  0.00          H   \\nHETATM  530 H6   BNZ  17       92.951  47.553  54.718  1.00  0.00          H   \\nHETATM  531 C1   BNZ  18       95.274  54.977  54.448  1.00  0.00          C   \\nHETATM  532 C2   BNZ  18       96.338  55.526  55.138  1.00  0.00          C   \\nHETATM  533 C3   BNZ  18       96.342  55.518  56.521  1.00  0.00          C   \\nHETATM  534 C4   BNZ  18       95.283  54.961  57.212  1.00  0.00          C   \\nHETATM  535 C5   BNZ  18       94.220  54.411  56.522  1.00  0.00          C   \\nHETATM  536 C6   BNZ  18       94.215  54.421  55.139  1.00  0.00          C   \\nHETATM  537 H2   BNZ  18       97.166  55.961  54.599  1.00  0.00          H   \\nHETATM  538 H3   BNZ  18       97.173  55.948  57.062  1.00  0.00          H   \\nHETATM  539 H4   BNZ  18       95.286  54.956  58.292  1.00  0.00          H   \\nHETATM  540 H5   BNZ  18       93.391  53.977  57.061  1.00  0.00          H   \\nHETATM  541 H6   BNZ  18       93.384  53.992  54.598  1.00  0.00          H   \\nHETATM  542 C1   BNZ  19      101.513  58.589  54.531  1.00  0.00          C   \\nHETATM  543 C2   BNZ  19      102.379  57.763  55.222  1.00  0.00          C   \\nHETATM  544 C3   BNZ  19      102.376  57.761  56.605  1.00  0.00          C   \\nHETATM  545 C4   BNZ  19      101.507  58.585  57.295  1.00  0.00          C   \\nHETATM  546 C5   BNZ  19      100.641  59.410  56.604  1.00  0.00          C   \\nHETATM  547 C6   BNZ  19      100.645  59.413  55.221  1.00  0.00          C   \\nHETATM  548 H2   BNZ  19      103.058  57.119  54.684  1.00  0.00          H   \\nHETATM  549 H3   BNZ  19      103.053  57.117  57.146  1.00  0.00          H   \\nHETATM  550 H4   BNZ  19      101.505  58.585  58.375  1.00  0.00          H   \\nHETATM  551 H5   BNZ  19       99.962  60.055  57.142  1.00  0.00          H   \\nHETATM  552 H6   BNZ  19       99.969  60.059  54.680  1.00  0.00          H   \\nCONECT    1    2    5    6  187\\nCONECT    2    1    3    4  355\\nCONECT    3    2    7    8  200\\nCONECT    4    2    9   10  193\\nCONECT    5    1\\nCONECT    6    1\\nCONECT    7    3\\nCONECT    8    3\\nCONECT    9    4\\nCONECT   10    4\\nCONECT   11   12   15   16  188\\nCONECT   12   11   13   14  366\\nCONECT   13   12   17   18  259\\nCONECT   14   12   19   20  214\\nCONECT   15   11\\nCONECT   16   11\\nCONECT   17   13\\nCONECT   18   13\\nCONECT   19   14\\nCONECT   20   14\\nCONECT   21   22   25   26  207\\nCONECT   22   21   23   24  377\\nCONECT   23   22   27   28  219\\nCONECT   24   22   29   30  213\\nCONECT   25   21\\nCONECT   26   21\\nCONECT   27   23\\nCONECT   28   23\\nCONECT   29   24\\nCONECT   30   24\\nCONECT   31   32   35   36  208\\nCONECT   32   31   33   34  388\\nCONECT   33   32   37   38  277\\nCONECT   34   32   39   40  233\\nCONECT   35   31\\nCONECT   36   31\\nCONECT   37   33\\nCONECT   38   33\\nCONECT   39   34\\nCONECT   40   34\\nCONECT   41   42   45   46  226\\nCONECT   42   41   43   44  399\\nCONECT   43   42   47   48  238\\nCONECT   44   42   49   50  232\\nCONECT   45   41\\nCONECT   46   41\\nCONECT   47   43\\nCONECT   48   43\\nCONECT   49   44\\nCONECT   50   44\\nCONECT   51   52   56   57  227\\nCONECT   52   51   53   54  410\\nCONECT   53   52   58   59  295\\nCONECT   54   52   55   60   61\\nCONECT   55   54\\nCONECT   56   51\\nCONECT   57   51\\nCONECT   58   53\\nCONECT   59   53\\nCONECT   60   54\\nCONECT   61   54\\nCONECT   62   63   66   67  245\\nCONECT   63   62   64   65  421\\nCONECT   64   63   68   69  258\\nCONECT   65   63   70   71  251\\nCONECT   66   62\\nCONECT   67   62\\nCONECT   68   64\\nCONECT   69   64\\nCONECT   70   65\\nCONECT   71   65\\nCONECT   72   73   76   77  246\\nCONECT   73   72   74   75  432\\nCONECT   74   73   78   79  314\\nCONECT   75   73   80   81  271\\nCONECT   76   72\\nCONECT   77   72\\nCONECT   78   74\\nCONECT   79   74\\nCONECT   80   75\\nCONECT   81   75\\nCONECT   82   83   86   87  264\\nCONECT   83   82   84   85  443\\nCONECT   84   83   88   89  276\\nCONECT   85   83   90   91  270\\nCONECT   86   82\\nCONECT   87   82\\nCONECT   88   84\\nCONECT   89   84\\nCONECT   90   85\\nCONECT   91   85\\nCONECT   92   93   96   97  265\\nCONECT   93   92   94   95  454\\nCONECT   94   93   98   99  332\\nCONECT   95   93  100  101  289\\nCONECT   96   92\\nCONECT   97   92\\nCONECT   98   94\\nCONECT   99   94\\nCONECT  100   95\\nCONECT  101   95\\nCONECT  102  103  106  107  282\\nCONECT  103  102  104  105  465\\nCONECT  104  103  108  109  294\\nCONECT  105  103  110  111  288\\nCONECT  106  102\\nCONECT  107  102\\nCONECT  108  104\\nCONECT  109  104\\nCONECT  110  105\\nCONECT  111  105\\nCONECT  112  113  117  118  283\\nCONECT  113  112  114  115  476\\nCONECT  114  113  119  120  350\\nCONECT  115  113  116  121  122\\nCONECT  116  115\\nCONECT  117  112\\nCONECT  118  112\\nCONECT  119  114\\nCONECT  120  114\\nCONECT  121  115\\nCONECT  122  115\\nCONECT  123  124  127  128  300\\nCONECT  124  123  125  126  487\\nCONECT  125  124  129  130  313\\nCONECT  126  124  131  132  306\\nCONECT  127  123\\nCONECT  128  123\\nCONECT  129  125\\nCONECT  130  125\\nCONECT  131  126\\nCONECT  132  126\\nCONECT  133  134  138  139  301\\nCONECT  134  133  135  137  498\\nCONECT  135  134  136  140  141\\nCONECT  136  135\\nCONECT  137  134  142  143  326\\nCONECT  138  133\\nCONECT  139  133\\nCONECT  140  135\\nCONECT  141  135\\nCONECT  142  137\\nCONECT  143  137\\nCONECT  144  145  148  149  319\\nCONECT  145  144  146  147  509\\nCONECT  146  145  150  151  331\\nCONECT  147  145  152  153  325\\nCONECT  148  144\\nCONECT  149  144\\nCONECT  150  146\\nCONECT  151  146\\nCONECT  152  147\\nCONECT  153  147\\nCONECT  154  155  159  160  320\\nCONECT  155  154  156  158  520\\nCONECT  156  155  157  161  162\\nCONECT  157  156\\nCONECT  158  155  163  164  344\\nCONECT  159  154\\nCONECT  160  154\\nCONECT  161  156\\nCONECT  162  156\\nCONECT  163  158\\nCONECT  164  158\\nCONECT  165  166  169  170  337\\nCONECT  166  165  167  168  531\\nCONECT  167  166  171  172  349\\nCONECT  168  166  173  174  343\\nCONECT  169  165\\nCONECT  170  165\\nCONECT  171  167\\nCONECT  172  167\\nCONECT  173  168\\nCONECT  174  168\\nCONECT  175  176  181  182  338\\nCONECT  176  175  177  179  542\\nCONECT  177  176  178  183  184\\nCONECT  178  177\\nCONECT  179  176  180  185  186\\nCONECT  180  179\\nCONECT  181  175\\nCONECT  182  175\\nCONECT  183  177\\nCONECT  184  177\\nCONECT  185  179\\nCONECT  186  179\\nCONECT  187  188  189  190    1\\nCONECT  188  187  191  192   11\\nCONECT  189  187\\nCONECT  190  187\\nCONECT  191  188\\nCONECT  192  188\\nCONECT  193  194  196  197    4\\nCONECT  194  193  195  198  199\\nCONECT  195  194\\nCONECT  196  193\\nCONECT  197  193\\nCONECT  198  194\\nCONECT  199  194\\nCONECT  200  201  203  204    3\\nCONECT  201  200  202  205  206\\nCONECT  202  201\\nCONECT  203  200\\nCONECT  204  200\\nCONECT  205  201\\nCONECT  206  201\\nCONECT  207  208  209  210   21\\nCONECT  208  207  211  212   31\\nCONECT  209  207\\nCONECT  210  207\\nCONECT  211  208\\nCONECT  212  208\\nCONECT  213  214  215  216   24\\nCONECT  214  213  217  218   14\\nCONECT  215  213\\nCONECT  216  213\\nCONECT  217  214\\nCONECT  218  214\\nCONECT  219  220  222  223   23\\nCONECT  220  219  221  224  225\\nCONECT  221  220\\nCONECT  222  219\\nCONECT  223  219\\nCONECT  224  220\\nCONECT  225  220\\nCONECT  226  227  228  229   41\\nCONECT  227  226  230  231   51\\nCONECT  228  226\\nCONECT  229  226\\nCONECT  230  227\\nCONECT  231  227\\nCONECT  232  233  234  235   44\\nCONECT  233  232  236  237   34\\nCONECT  234  232\\nCONECT  235  232\\nCONECT  236  233\\nCONECT  237  233\\nCONECT  238  239  241  242   43\\nCONECT  239  238  240  243  244\\nCONECT  240  239\\nCONECT  241  238\\nCONECT  242  238\\nCONECT  243  239\\nCONECT  244  239\\nCONECT  245  246  247  248   62\\nCONECT  246  245  249  250   72\\nCONECT  247  245\\nCONECT  248  245\\nCONECT  249  246\\nCONECT  250  246\\nCONECT  251  252  254  255   65\\nCONECT  252  251  253  256  257\\nCONECT  253  252\\nCONECT  254  251\\nCONECT  255  251\\nCONECT  256  252\\nCONECT  257  252\\nCONECT  258  259  260  261   64\\nCONECT  259  258  262  263   13\\nCONECT  260  258\\nCONECT  261  258\\nCONECT  262  259\\nCONECT  263  259\\nCONECT  264  265  266  267   82\\nCONECT  265  264  268  269   92\\nCONECT  266  264\\nCONECT  267  264\\nCONECT  268  265\\nCONECT  269  265\\nCONECT  270  271  272  273   85\\nCONECT  271  270  274  275   75\\nCONECT  272  270\\nCONECT  273  270\\nCONECT  274  271\\nCONECT  275  271\\nCONECT  276  277  278  279   84\\nCONECT  277  276  280  281   33\\nCONECT  278  276\\nCONECT  279  276\\nCONECT  280  277\\nCONECT  281  277\\nCONECT  282  283  284  285  102\\nCONECT  283  282  286  287  112\\nCONECT  284  282\\nCONECT  285  282\\nCONECT  286  283\\nCONECT  287  283\\nCONECT  288  289  290  291  105\\nCONECT  289  288  292  293   95\\nCONECT  290  288\\nCONECT  291  288\\nCONECT  292  289\\nCONECT  293  289\\nCONECT  294  295  296  297  104\\nCONECT  295  294  298  299   53\\nCONECT  296  294\\nCONECT  297  294\\nCONECT  298  295\\nCONECT  299  295\\nCONECT  300  301  302  303  123\\nCONECT  301  300  304  305  133\\nCONECT  302  300\\nCONECT  303  300\\nCONECT  304  301\\nCONECT  305  301\\nCONECT  306  307  309  310  126\\nCONECT  307  306  308  311  312\\nCONECT  308  307\\nCONECT  309  306\\nCONECT  310  306\\nCONECT  311  307\\nCONECT  312  307\\nCONECT  313  314  315  316  125\\nCONECT  314  313  317  318   74\\nCONECT  315  313\\nCONECT  316  313\\nCONECT  317  314\\nCONECT  318  314\\nCONECT  319  320  321  322  144\\nCONECT  320  319  323  324  154\\nCONECT  321  319\\nCONECT  322  319\\nCONECT  323  320\\nCONECT  324  320\\nCONECT  325  326  327  328  147\\nCONECT  326  325  329  330  137\\nCONECT  327  325\\nCONECT  328  325\\nCONECT  329  326\\nCONECT  330  326\\nCONECT  331  332  333  334  146\\nCONECT  332  331  335  336   94\\nCONECT  333  331\\nCONECT  334  331\\nCONECT  335  332\\nCONECT  336  332\\nCONECT  337  338  339  340  165\\nCONECT  338  337  341  342  175\\nCONECT  339  337\\nCONECT  340  337\\nCONECT  341  338\\nCONECT  342  338\\nCONECT  343  344  345  346  168\\nCONECT  344  343  347  348  158\\nCONECT  345  343\\nCONECT  346  343\\nCONECT  347  344\\nCONECT  348  344\\nCONECT  349  350  351  352  167\\nCONECT  350  349  353  354  114\\nCONECT  351  349\\nCONECT  352  349\\nCONECT  353  350\\nCONECT  354  350\\nCONECT  355  356  356  360    2\\nCONECT  356  355  355  357  361\\nCONECT  360  355  359  359  365\\nCONECT  357  356  358  358  362\\nCONECT  361  356\\nCONECT  358  357  357  359  363\\nCONECT  362  357\\nCONECT  359  358  360  360  364\\nCONECT  363  358\\nCONECT  364  359\\nCONECT  365  360\\nCONECT  366  367  367  371   12\\nCONECT  367  366  366  368  372\\nCONECT  371  366  370  370  376\\nCONECT  368  367  369  369  373\\nCONECT  372  367\\nCONECT  369  368  368  370  374\\nCONECT  373  368\\nCONECT  370  369  371  371  375\\nCONECT  374  369\\nCONECT  375  370\\nCONECT  376  371\\nCONECT  377  378  378  382   22\\nCONECT  378  377  377  379  383\\nCONECT  382  377  381  381  387\\nCONECT  379  378  380  380  384\\nCONECT  383  378\\nCONECT  380  379  379  381  385\\nCONECT  384  379\\nCONECT  381  380  382  382  386\\nCONECT  385  380\\nCONECT  386  381\\nCONECT  387  382\\nCONECT  388  389  389  393   32\\nCONECT  389  388  388  390  394\\nCONECT  393  388  392  392  398\\nCONECT  390  389  391  391  395\\nCONECT  394  389\\nCONECT  391  390  390  392  396\\nCONECT  395  390\\nCONECT  392  391  393  393  397\\nCONECT  396  391\\nCONECT  397  392\\nCONECT  398  393\\nCONECT  399  400  400  404   42\\nCONECT  400  399  399  401  405\\nCONECT  404  399  403  403  409\\nCONECT  401  400  402  402  406\\nCONECT  405  400\\nCONECT  402  401  401  403  407\\nCONECT  406  401\\nCONECT  403  402  404  404  408\\nCONECT  407  402\\nCONECT  408  403\\nCONECT  409  404\\nCONECT  410  411  411  415   52\\nCONECT  411  410  410  412  416\\nCONECT  415  410  414  414  420\\nCONECT  412  411  413  413  417\\nCONECT  416  411\\nCONECT  413  412  412  414  418\\nCONECT  417  412\\nCONECT  414  413  415  415  419\\nCONECT  418  413\\nCONECT  419  414\\nCONECT  420  415\\nCONECT  421  422  422  426   63\\nCONECT  422  421  421  423  427\\nCONECT  426  421  425  425  431\\nCONECT  423  422  424  424  428\\nCONECT  427  422\\nCONECT  424  423  423  425  429\\nCONECT  428  423\\nCONECT  425  424  426  426  430\\nCONECT  429  424\\nCONECT  430  425\\nCONECT  431  426\\nCONECT  432  433  433  437   73\\nCONECT  433  432  432  434  438\\nCONECT  437  432  436  436  442\\nCONECT  434  433  435  435  439\\nCONECT  438  433\\nCONECT  435  434  434  436  440\\nCONECT  439  434\\nCONECT  436  435  437  437  441\\nCONECT  440  435\\nCONECT  441  436\\nCONECT  442  437\\nCONECT  443  444  444  448   83\\nCONECT  444  443  443  445  449\\nCONECT  448  443  447  447  453\\nCONECT  445  444  446  446  450\\nCONECT  449  444\\nCONECT  446  445  445  447  451\\nCONECT  450  445\\nCONECT  447  446  448  448  452\\nCONECT  451  446\\nCONECT  452  447\\nCONECT  453  448\\nCONECT  454  455  455  459   93\\nCONECT  455  454  454  456  460\\nCONECT  459  454  458  458  464\\nCONECT  456  455  457  457  461\\nCONECT  460  455\\nCONECT  457  456  456  458  462\\nCONECT  461  456\\nCONECT  458  457  459  459  463\\nCONECT  462  457\\nCONECT  463  458\\nCONECT  464  459\\nCONECT  465  466  466  470  103\\nCONECT  466  465  465  467  471\\nCONECT  470  465  469  469  475\\nCONECT  467  466  468  468  472\\nCONECT  471  466\\nCONECT  468  467  467  469  473\\nCONECT  472  467\\nCONECT  469  468  470  470  474\\nCONECT  473  468\\nCONECT  474  469\\nCONECT  475  470\\nCONECT  476  477  477  481  113\\nCONECT  477  476  476  478  482\\nCONECT  481  476  480  480  486\\nCONECT  478  477  479  479  483\\nCONECT  482  477\\nCONECT  479  478  478  480  484\\nCONECT  483  478\\nCONECT  480  479  481  481  485\\nCONECT  484  479\\nCONECT  485  480\\nCONECT  486  481\\nCONECT  487  488  488  492  124\\nCONECT  488  487  487  489  493\\nCONECT  492  487  491  491  497\\nCONECT  489  488  490  490  494\\nCONECT  493  488\\nCONECT  490  489  489  491  495\\nCONECT  494  489\\nCONECT  491  490  492  492  496\\nCONECT  495  490\\nCONECT  496  491\\nCONECT  497  492\\nCONECT  498  499  499  503  134\\nCONECT  499  498  498  500  504\\nCONECT  503  498  502  502  508\\nCONECT  500  499  501  501  505\\nCONECT  504  499\\nCONECT  501  500  500  502  506\\nCONECT  505  500\\nCONECT  502  501  503  503  507\\nCONECT  506  501\\nCONECT  507  502\\nCONECT  508  503\\nCONECT  509  510  510  514  145\\nCONECT  510  509  509  511  515\\nCONECT  514  509  513  513  519\\nCONECT  511  510  512  512  516\\nCONECT  515  510\\nCONECT  512  511  511  513  517\\nCONECT  516  511\\nCONECT  513  512  514  514  518\\nCONECT  517  512\\nCONECT  518  513\\nCONECT  519  514\\nCONECT  520  521  521  525  155\\nCONECT  521  520  520  522  526\\nCONECT  525  520  524  524  530\\nCONECT  522  521  523  523  527\\nCONECT  526  521\\nCONECT  523  522  522  524  528\\nCONECT  527  522\\nCONECT  524  523  525  525  529\\nCONECT  528  523\\nCONECT  529  524\\nCONECT  530  525\\nCONECT  531  532  532  536  166\\nCONECT  532  531  531  533  537\\nCONECT  536  531  535  535  541\\nCONECT  533  532  534  534  538\\nCONECT  537  532\\nCONECT  534  533  533  535  539\\nCONECT  538  533\\nCONECT  535  534  536  536  540\\nCONECT  539  534\\nCONECT  540  535\\nCONECT  541  536\\nCONECT  542  543  543  547  176\\nCONECT  543  542  542  544  548\\nCONECT  547  542  546  546  552\\nCONECT  544  543  545  545  549\\nCONECT  548  543\\nCONECT  545  544  544  546  550\\nCONECT  549  544\\nCONECT  546  545  547  547  551\\nCONECT  550  545\\nCONECT  551  546\\nCONECT  552  547\\nEND\",\"pdb\");\n",
       "\tviewer_1717148062737477.setStyle({\"stick\": {}});\n",
       "\tviewer_1717148062737477.zoomTo();\n",
       "\tviewer_1717148062737477.setStyle({\"stick\": {}});\n",
       "viewer_1717148062737477.render();\n",
       "});\n",
       "</script>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "mol = bam.Molecule.from_stk(cof)\n",
    "\n",
    "# now add a benzene ring to all branch-points (i.e. carbons with three carbon neighbors)\n",
    "targets = mol.search_by_constraints(\n",
    "    [\n",
    "        bam.structural.neighbors.constraints.has_neighbor_hist({\"C\": 3})\n",
    "    ]\n",
    ")\n",
    "targets = [i[0] for i in targets]\n",
    "\n",
    "# add the benzene rings\n",
    "bam.benzylate(mol, at_atom=targets)\n",
    "\n",
    "# now look at the molecule\n",
    "mol.py3dmol().show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And there we have a modified version of the Stk-generated COF! "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "And that's it for this tutorial. Thanks for checking it out and good luck with your project using BuildAMol!"
   ]
  }
 ],
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