MPS1.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "RDKit WARNING: [22:46:50] Enabling RDKit 2019.09.2 jupyter extensions\n"
     ]
    }
   ],
   "source": [
    "from rdkit import Chem\n",
    "from rdkit.Chem.Draw import IPythonConsole\n",
    "from rdkit.Chem import PandasTools\n",
    "from rdkit.Chem import Draw\n",
    "from radialscope import RadialScope as rs\n",
    "from radialscope import draw_with_indeces\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.cm import ScalarMappable\n",
    "import svgutils.compose as sc\n",
    "from IPython.display import SVG, HTML\n",
    "import numpy as np\n",
    "import pandas as pd\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "df = pd.read_csv('./data/mps.csv', sep=';')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Molecule ChEMBL ID</th>\n",
       "      <th>Molecule Name</th>\n",
       "      <th>Molecule Max Phase</th>\n",
       "      <th>Molecular Weight</th>\n",
       "      <th>#RO5 Violations</th>\n",
       "      <th>AlogP</th>\n",
       "      <th>Compound Key</th>\n",
       "      <th>Smiles</th>\n",
       "      <th>Standard Type</th>\n",
       "      <th>Standard Relation</th>\n",
       "      <th>...</th>\n",
       "      <th>Target ChEMBL ID</th>\n",
       "      <th>Target Name</th>\n",
       "      <th>Target Organism</th>\n",
       "      <th>Target Type</th>\n",
       "      <th>Document ChEMBL ID</th>\n",
       "      <th>Source ID</th>\n",
       "      <th>Source Description</th>\n",
       "      <th>Document Journal</th>\n",
       "      <th>Document Year</th>\n",
       "      <th>Cell ChEMBL ID</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>CHEMBL3092035</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>412.49</td>\n",
       "      <td>0</td>\n",
       "      <td>4.89</td>\n",
       "      <td>28</td>\n",
       "      <td>COc1cc(ccc1Nc2ncc3cccc(c4ccccc4)c3n2)N5CCOCC5</td>\n",
       "      <td>IC50</td>\n",
       "      <td>'='</td>\n",
       "      <td>...</td>\n",
       "      <td>CHEMBL394</td>\n",
       "      <td>HCT-116</td>\n",
       "      <td>Homo sapiens</td>\n",
       "      <td>CELL-LINE</td>\n",
       "      <td>CHEMBL3091390</td>\n",
       "      <td>1</td>\n",
       "      <td>Scientific Literature</td>\n",
       "      <td>Bioorg. Med. Chem. Lett.</td>\n",
       "      <td>2013</td>\n",
       "      <td>CHEMBL3308372</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>CHEMBL3092030</td>\n",
       "      <td>NaN</td>\n",
       "      <td>0</td>\n",
       "      <td>484.63</td>\n",
       "      <td>0</td>\n",
       "      <td>3.77</td>\n",
       "      <td>17</td>\n",
       "      <td>COc1cc(ccc1Nc2ncc3ccn(C4CCCCC4)c3n2)N5CCN(CC5)...</td>\n",
       "      <td>IC50</td>\n",
       "      <td>'='</td>\n",
       "      <td>...</td>\n",
       "      <td>CHEMBL394</td>\n",
       "      <td>HCT-116</td>\n",
       "      <td>Homo sapiens</td>\n",
       "      <td>CELL-LINE</td>\n",
       "      <td>CHEMBL3091390</td>\n",
       "      <td>1</td>\n",
       "      <td>Scientific Literature</td>\n",
       "      <td>Bioorg. Med. Chem. Lett.</td>\n",
       "      <td>2013</td>\n",
       "      <td>CHEMBL3308372</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>2 rows × 41 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "  Molecule ChEMBL ID  Molecule Name  Molecule Max Phase  Molecular Weight  \\\n",
       "0      CHEMBL3092035            NaN                   0            412.49   \n",
       "1      CHEMBL3092030            NaN                   0            484.63   \n",
       "\n",
       "   #RO5 Violations  AlogP Compound Key  \\\n",
       "0                0   4.89           28   \n",
       "1                0   3.77           17   \n",
       "\n",
       "                                              Smiles Standard Type  \\\n",
       "0      COc1cc(ccc1Nc2ncc3cccc(c4ccccc4)c3n2)N5CCOCC5          IC50   \n",
       "1  COc1cc(ccc1Nc2ncc3ccn(C4CCCCC4)c3n2)N5CCN(CC5)...          IC50   \n",
       "\n",
       "  Standard Relation  ...  Target ChEMBL ID Target Name  Target Organism  \\\n",
       "0               '='  ...         CHEMBL394     HCT-116     Homo sapiens   \n",
       "1               '='  ...         CHEMBL394     HCT-116     Homo sapiens   \n",
       "\n",
       "   Target Type  Document ChEMBL ID Source ID     Source Description  \\\n",
       "0    CELL-LINE       CHEMBL3091390         1  Scientific Literature   \n",
       "1    CELL-LINE       CHEMBL3091390         1  Scientific Literature   \n",
       "\n",
       "           Document Journal  Document Year  Cell ChEMBL ID  \n",
       "0  Bioorg. Med. Chem. Lett.           2013   CHEMBL3308372  \n",
       "1  Bioorg. Med. Chem. Lett.           2013   CHEMBL3308372  \n",
       "\n",
       "[2 rows x 41 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head(2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['Molecule ChEMBL ID', 'Molecule Name', 'Molecule Max Phase',\n",
       "       'Molecular Weight', '#RO5 Violations', 'AlogP', 'Compound Key',\n",
       "       'Smiles', 'Standard Type', 'Standard Relation', 'Standard Value',\n",
       "       'Standard Units', 'pChEMBL Value', 'Data Validity Comment', 'Comment',\n",
       "       'Uo Units', 'Ligand Efficiency BEI', 'Ligand Efficiency LE',\n",
       "       'Ligand Efficiency LLE', 'Ligand Efficiency SEI', 'Potential Duplicate',\n",
       "       'Assay ChEMBL ID', 'Assay Description', 'Assay Type', 'BAO Format ID',\n",
       "       'BAO Label', 'Assay Organism', 'Assay Tissue ChEMBL ID',\n",
       "       'Assay Tissue Name', 'Assay Cell Type', 'Assay Subcellular Fraction',\n",
       "       'Target ChEMBL ID', 'Target Name', 'Target Organism', 'Target Type',\n",
       "       'Document ChEMBL ID', 'Source ID', 'Source Description',\n",
       "       'Document Journal', 'Document Year', 'Cell ChEMBL ID'],\n",
       "      dtype='object')"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.columns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "mols = [Chem.MolFromSmiles(smi) for smi in df.Smiles]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.PngImagePlugin.PngImageFile image mode=RGB size=1000x1400 at 0x7F7D12974518>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Draw.MolsToGridImage(mols, molsPerRow=5, legends=[str(i) for i in range(len(mols))])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "core = Chem.MolFromSmiles('c2cn(C1CCCCC1)c3ncncc23')\n",
    "templ =  Chem.MolFromSmiles('c2cn(C1CCCCC1)c3nc(C)ncc23')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<rdkit.Chem.rdchem.Mol at 0x7f7d121c0e90>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "templ"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "matchmols = []\n",
    "AlogP = []\n",
    "std_val = []\n",
    "for idx, mol in enumerate(mols):\n",
    "    if mol.HasSubstructMatch(core):\n",
    "        matchmols.append(mol)\n",
    "        AlogP.append(df.AlogP[idx])\n",
    "        pIC50 = np.round(9-np.log10(df['Standard Value'][idx]),2)\n",
    "        std_val.append(pIC50)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<PIL.Image.Image image mode=RGBA size=1200x200 at 0x7F7D131E7518>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Draw.MolsToImage(matchmols)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "rg = []\n",
    "for mol in matchmols:\n",
    "    sc = Chem.ReplaceCore(mol,core)\n",
    "    sc = Chem.MolToSmiles(sc).replace('[1*]', '~')\n",
    "    rg.append(sc)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
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    "settings={ 'SMILESSTRING':Chem.MolToSmiles(templ),  # use methyl groups for your rests, smiles strings can't use labels\n",
    "  'use_bw_atom_theme':False,  # draw all atoms black\n",
    " 'use_bold_font': True, # replace all fonts wherever possible with bold text\n",
    " 'white_cutoff': 0,  #make text of labels white if greater than this number\n",
    "  'scalefactor':0.7  #scale the total plot in the end, for large molecule you will need to decrease this or make the viewbox bigger in a vector software such as Inkscape\n",
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    "SVG(draw_with_indeces(settings))"
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   "source": [
    "radial_scope_setup_R1= {\n",
    "    'rest_label':\"R$_1$\", # Label of the atom in the radial scope plot\n",
    "    'no_wedges':len(rg), # Number of wedges in the Radial scope Plot\n",
    "    'coverangle_wedges':180, # Degrees of a full circle the Rscope should cover\n",
    "    'startangle':-30, #Start angle of the Rscope \n",
    "    'CMAPINNER':\"Blues\",  # Colormap of the inner circle. Max value has full color, options see below\n",
    "    'CMAPOUTER':\"RdPu\", # Colormap of the outer circle. Max value has full color\n",
    "    'OUTERLABEL':\"pIC50\", # Label of the outer circle\n",
    "    'INNERLABEL':\"AlogP\", # Label of the inner circle\n",
    "    'value_inner_circle':AlogP,\n",
    "    'value_outer_circle':std_val,\n",
    "    'rounding':True, # ENABLE rounding if you want something like >99 \n",
    "    'rounding_boundary':10,  # cutoff for displaying > \n",
    "    'value_groups':rg, # Labels for the outer circle, you can use math using $, any ~ will be interpreted as smiles string\n",
    "    'attach_atom_id': 0,\n",
    "    \n",
    "}"
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       "<path class=\"bond-11\" d=\"M 55.7231,47.2387 L 70.3009,50\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 57.3575,50.5685 L 67.562,52.5014\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 70.3009,50 L 77.8522,41.2288\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 79.1164,36.2831 L 75.0836,24.7506\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"84.6643\" y=\"69.4868\"><tspan>NH</tspan><tspan style=\"baseline-shift:sub;font-size:3px;\">2</tspan><tspan/></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"29.3218\" y=\"58.1943\"><tspan>N</tspan></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"0\" y=\"52.6718\"><tspan>O</tspan></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"77.6716\" y=\"41.2288\"><tspan>O</tspan></text></g></g>\n",
       "   </g>\n",
       "   <g id=\"text_3\">\n",
       "    <!-- ~2 -->\n",
       "    <defs>\n",
       "     <path d=\"M 28.8125 13.8125  L 60.890625 13.8125  L 60.890625 0  L 7.90625 0  L 7.90625 13.8125  L 34.515625 37.3125  Q 38.09375 40.53125 39.796875 43.609375  Q 41.5 46.6875 41.5 50  Q 41.5 55.125 38.0625 58.25  Q 34.625 61.375 28.90625 61.375  Q 24.515625 61.375 19.28125 59.5  Q 14.0625 57.625 8.109375 53.90625  L 8.109375 69.921875  Q 14.453125 72.015625 20.65625 73.109375  Q 26.859375 74.21875 32.8125 74.21875  Q 45.90625 74.21875 53.15625 68.453125  Q 60.40625 62.703125 60.40625 52.390625  Q 60.40625 46.4375 57.328125 41.28125  Q 54.25 36.140625 44.390625 27.484375  z \" id=\"DejaVuSans-Bold-50\"/>\n",
       "    </defs>\n",
       "    <g transform=\"translate(241.407465 479.901294)scale(0.12 -0.12)\">\n",
       "     <g transform=\"translate(-300,-300)scale(6)\"><path class=\"bond-0\" d=\"M 84.8472,57.4939 L 75.2955,56.6469\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 75.2955,56.6469 L 66.8727,68.6457\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 71.6323,56.7622 L 65.7364,65.1614\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 75.2955,56.6469 L 69.1155,43.3531\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 66.8727,68.6457 L 52.27,67.3509\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 52.27,67.3509 L 46.0901,54.0571\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 54.0018,64.1208 L 49.6758,54.8152\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 46.0901,54.0571 L 33.6051,52.95\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 46.0901,54.0571 L 54.5128,42.0583\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 30.3515,50.3189 L 25.3074,39.4685\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 29.7723,55.2056 L 23.0647,64.7611\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 25.3074,39.4685 L 10.7047,38.1736\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 10.7047,38.1736 L 3.99713,47.7292\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 3.41786,52.6158 L 8.46196,63.4662\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 8.46196,63.4662 L 23.0647,64.7611\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 54.5128,42.0583 L 69.1155,43.3531\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 56.4443,45.173 L 66.6661,46.0794\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 69.1155,43.3531 L 77.5383,31.3543\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"84.8472\" y=\"60.6294\"><tspan>NH</tspan><tspan style=\"baseline-shift:sub;font-size:3px;\">2</tspan><tspan/></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"29.3696\" y=\"55.2056\"><tspan>N</tspan></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"-7.10543e-15\" y=\"52.6158\"><tspan>O</tspan></text></g></g>\n",
       "   </g>\n",
       "   <g id=\"text_4\">\n",
       "    <!-- ~3 -->\n",
       "    <defs>\n",
       "     <path d=\"M 46.578125 39.3125  Q 53.953125 37.40625 57.78125 32.6875  Q 61.625 27.984375 61.625 20.703125  Q 61.625 9.859375 53.3125 4.21875  Q 45.015625 -1.421875 29.109375 -1.421875  Q 23.484375 -1.421875 17.84375 -0.515625  Q 12.203125 0.390625 6.6875 2.203125  L 6.6875 16.703125  Q 11.96875 14.0625 17.15625 12.71875  Q 22.359375 11.375 27.390625 11.375  Q 34.859375 11.375 38.84375 13.953125  Q 42.828125 16.546875 42.828125 21.390625  Q 42.828125 26.375 38.75 28.9375  Q 34.671875 31.5 26.703125 31.5  L 19.1875 31.5  L 19.1875 43.609375  L 27.09375 43.609375  Q 34.1875 43.609375 37.640625 45.828125  Q 41.109375 48.046875 41.109375 52.59375  Q 41.109375 56.78125 37.734375 59.078125  Q 34.375 61.375 28.21875 61.375  Q 23.6875 61.375 19.046875 60.34375  Q 14.40625 59.328125 9.8125 57.328125  L 9.8125 71.09375  Q 15.375 72.65625 20.84375 73.4375  Q 26.3125 74.21875 31.59375 74.21875  Q 45.796875 74.21875 52.84375 69.546875  Q 59.90625 64.890625 59.90625 55.515625  Q 59.90625 49.125 56.53125 45.046875  Q 53.171875 40.96875 46.578125 39.3125  z \" id=\"DejaVuSans-Bold-51\"/>\n",
       "    </defs>\n",
       "    <g transform=\"translate(316.463747 523.235054)scale(0.12 -0.12)\">\n",
       "     <g transform=\"translate(-300,-300)scale(6)\"><path class=\"bond-0\" d=\"M 84.8472,57.4939 L 75.2955,56.6469\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 75.2955,56.6469 L 66.8727,68.6457\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 71.6323,56.7622 L 65.7364,65.1614\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 75.2955,56.6469 L 69.1155,43.3531\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 66.8727,68.6457 L 52.27,67.3509\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 52.27,67.3509 L 46.0901,54.0571\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 54.0018,64.1208 L 49.6758,54.8152\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 46.0901,54.0571 L 33.6051,52.95\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 46.0901,54.0571 L 54.5128,42.0583\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 30.3515,50.3189 L 25.3074,39.4685\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 29.7723,55.2056 L 23.0647,64.7611\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 25.3074,39.4685 L 10.7047,38.1736\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 10.7047,38.1736 L 3.99713,47.7292\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 3.41786,52.6158 L 8.46196,63.4662\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 8.46196,63.4662 L 23.0647,64.7611\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 54.5128,42.0583 L 69.1155,43.3531\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 56.4443,45.173 L 66.6661,46.0794\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 69.1155,43.3531 L 77.5383,31.3543\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"84.8472\" y=\"60.6294\"><tspan>NH</tspan><tspan style=\"baseline-shift:sub;font-size:3px;\">2</tspan><tspan/></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"29.3696\" y=\"55.2056\"><tspan>N</tspan></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"-7.10543e-15\" y=\"52.6158\"><tspan>O</tspan></text></g></g>\n",
       "   </g>\n",
       "   <g id=\"text_5\">\n",
       "    <!-- ~4 -->\n",
       "    <defs>\n",
       "     <path d=\"M 36.8125 57.421875  L 16.21875 26.90625  L 36.8125 26.90625  z M 33.6875 72.90625  L 54.59375 72.90625  L 54.59375 26.90625  L 64.984375 26.90625  L 64.984375 13.28125  L 54.59375 13.28125  L 54.59375 0  L 36.8125 0  L 36.8125 13.28125  L 4.5 13.28125  L 4.5 29.390625  z \" id=\"DejaVuSans-Bold-52\"/>\n",
       "    </defs>\n",
       "    <g transform=\"translate(403.131273 523.235049)scale(0.12 -0.12)\">\n",
       "     <g transform=\"translate(-300,-300)scale(6)\"><path class=\"bond-0\" d=\"M 84.6643,65.7984 L 75.1984,64.0054\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 75.1984,64.0054 L 65.5182,75.2494\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 71.4976,63.7559 L 64.7214,71.6268\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 75.1984,64.0054 L 70.3009,50\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 65.5182,75.2494 L 50.9404,72.4882\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 50.9404,72.4882 L 46.0429,58.4828\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 53.0069,69.4078 L 49.5786,59.6041\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 46.0429,58.4828 L 33.6084,56.1275\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 46.0429,58.4828 L 55.7231,47.2387\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 30.6004,53.2487 L 26.5676,41.7161\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 29.3362,58.1943 L 21.7849,66.9656\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 26.5676,41.7161 L 11.9898,38.9548\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 11.9898,38.9548 L 4.43846,47.7261\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 3.17428,52.6718 L 7.2071,64.2043\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 7.2071,64.2043 L 21.7849,66.9656\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 55.7231,47.2387 L 70.3009,50\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 57.3575,50.5685 L 67.562,52.5014\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 70.3009,50 L 77.8522,41.2288\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 79.1164,36.2831 L 75.0836,24.7506\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"84.6643\" y=\"69.4868\"><tspan>NH</tspan><tspan style=\"baseline-shift:sub;font-size:3px;\">2</tspan><tspan/></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"29.3218\" y=\"58.1943\"><tspan>N</tspan></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"0\" y=\"52.6718\"><tspan>O</tspan></text>\n",
       "<text style=\"font-size:4px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"77.6716\" y=\"41.2288\"><tspan>O</tspan></text></g></g>\n",
       "   </g>\n",
       "   <g id=\"text_6\">\n",
       "    <!-- ~5 -->\n",
       "    <defs>\n",
       "     <path d=\"M 10.59375 72.90625  L 57.328125 72.90625  L 57.328125 59.078125  L 25.59375 59.078125  L 25.59375 47.796875  Q 27.734375 48.390625 29.90625 48.703125  Q 32.078125 49.03125 34.421875 49.03125  Q 47.75 49.03125 55.171875 42.359375  Q 62.59375 35.6875 62.59375 23.78125  Q 62.59375 11.96875 54.515625 5.265625  Q 46.4375 -1.421875 32.078125 -1.421875  Q 25.875 -1.421875 19.796875 -0.21875  Q 13.71875 0.984375 7.71875 3.421875  L 7.71875 18.21875  Q 13.671875 14.796875 19.015625 13.078125  Q 24.359375 11.375 29.109375 11.375  Q 35.9375 11.375 39.859375 14.71875  Q 43.796875 18.0625 43.796875 23.78125  Q 43.796875 29.546875 39.859375 32.859375  Q 35.9375 36.1875 29.109375 36.1875  Q 25.046875 36.1875 20.453125 35.125  Q 15.875 34.078125 10.59375 31.890625  z \" id=\"DejaVuSans-Bold-53\"/>\n",
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       "<path class=\"bond-15\" d=\"M 64.436,48.6458 L 75.9384,50\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 65.8905,51.1494 L 73.9422,52.0974\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-16\" d=\"M 75.9384,50 L 81.4228,42.646\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-17\" d=\"M 82.0316,38.7854 L 78.2839,30.0773\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<text style=\"font-size:3px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"88.0289\" y=\"64.116\"><tspan>NH</tspan><tspan style=\"baseline-shift:sub;font-size:2.25px;\">2</tspan><tspan/></text>\n",
       "<text style=\"font-size:3px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#000000\" x=\"44.3365\" y=\"58.5062\"><tspan>N</tspan></text>\n",
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     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "scope_plot=rs(settings, radial_scope_setup_R1) # add all radial_scope dictionaries to this call\n",
    "SVG('substrate_scope_replaced.svg')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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