{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "This example shows how RGroupDecomposition works with stereochemistry matching.\n",
    "If stereochemistry is specified in the core, the RGroup decomposition correctly assigns R1 and R2."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from rdkit import Chem\n",
    "from rdkit.Chem.Draw import IPythonConsole\n",
    "IPythonConsole.ipython_useSVG=True\n",
    "from rdkit.Chem import rdRGroupDecomposition\n",
    "from IPython.display import HTML\n",
    "from rdkit import rdBase\n",
    "rdBase.DisableLog(\"rdApp.debug\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "from rdkit.Chem import PandasTools"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "m = Chem.MolFromSmarts(\"C1CCO[C@@](*)(*)1\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Perhaps we should file a bug that smarts doesn't show stereochem here."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "image/svg+xml": [
       "<?xml version='1.0' encoding='iso-8859-1'?>\n",
       "<svg version='1.1' baseProfile='full'\n",
       "              xmlns='http://www.w3.org/2000/svg'\n",
       "                      xmlns:rdkit='http://www.rdkit.org/xml'\n",
       "                      xmlns:xlink='http://www.w3.org/1999/xlink'\n",
       "                  xml:space='preserve'\n",
       "width='450px' height='150px' viewBox='0 0 450 150'>\n",
       "<!-- END OF HEADER -->\n",
       "<rect style='opacity:1.0;fill:#FFFFFF;stroke:none' width='450' height='150' x='0' y='0'> </rect>\n",
       "<path class='bond-0' d='M 242.3,143.182 L 315.935,119.256' style='fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-6' d='M 242.3,143.182 L 196.79,80.5436' style='fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-1' d='M 315.935,119.256 L 315.935,41.8311' style='fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-2' d='M 315.935,41.8311 L 285.118,31.8179' style='fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-2' d='M 285.118,31.8179 L 254.3,21.8048' style='fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-3' d='M 232.59,31.269 L 214.69,55.9063' style='fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-3' d='M 214.69,55.9063 L 196.79,80.5436' style='fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-4' d='M 196.79,80.5436 L 171.583,103.241' style='fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-4' d='M 171.583,103.241 L 146.375,125.937' style='fill:none;fill-rule:evenodd;stroke:#191919;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-5' d='M 196.79,80.5436 L 168.477,55.0503' style='fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path class='bond-5' d='M 168.477,55.0503 L 140.164,29.5569' style='fill:none;fill-rule:evenodd;stroke:#191919;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:2,6' />\n",
       "<path  class='atom-3' d='M 232.234 17.9674\n",
       "Q 232.234 12.7025, 234.836 9.76033\n",
       "Q 237.437 6.81818, 242.3 6.81818\n",
       "Q 247.162 6.81818, 249.763 9.76033\n",
       "Q 252.365 12.7025, 252.365 17.9674\n",
       "Q 252.365 23.2942, 249.732 26.3293\n",
       "Q 247.1 29.3334, 242.3 29.3334\n",
       "Q 237.468 29.3334, 234.836 26.3293\n",
       "Q 232.234 23.3252, 232.234 17.9674\n",
       "M 242.3 26.8558\n",
       "Q 245.644 26.8558, 247.441 24.6259\n",
       "Q 249.268 22.3651, 249.268 17.9674\n",
       "Q 249.268 13.6626, 247.441 11.4947\n",
       "Q 245.644 9.29578, 242.3 9.29578\n",
       "Q 238.955 9.29578, 237.128 11.4637\n",
       "Q 235.331 13.6316, 235.331 17.9674\n",
       "Q 235.331 22.3961, 237.128 24.6259\n",
       "Q 238.955 26.8558, 242.3 26.8558\n",
       "' fill='#FF0000'/>\n",
       "<path  class='atom-5' d='M 135.118 129.904\n",
       "L 138.339 126.622\n",
       "L 134.065 125.754\n",
       "L 134.715 123.556\n",
       "L 138.648 125.538\n",
       "L 138.091 121.233\n",
       "L 140.414 121.202\n",
       "L 139.763 125.507\n",
       "L 143.758 123.649\n",
       "L 144.44 125.754\n",
       "L 140.104 126.56\n",
       "L 143.201 129.874\n",
       "L 141.312 131.236\n",
       "L 139.175 127.148\n",
       "L 137.007 131.236\n",
       "L 135.118 129.904\n",
       "' fill='#191919'/>\n",
       "<path  class='atom-6' d='M 135.118 26.2895\n",
       "L 138.339 23.0067\n",
       "L 134.065 22.1395\n",
       "L 134.715 19.9407\n",
       "L 138.648 21.9228\n",
       "L 138.091 17.6179\n",
       "L 140.414 17.587\n",
       "L 139.763 21.8918\n",
       "L 143.758 20.0336\n",
       "L 144.44 22.1395\n",
       "L 140.104 22.9448\n",
       "L 143.201 26.2586\n",
       "L 141.312 27.6212\n",
       "L 139.175 23.5332\n",
       "L 137.007 27.6212\n",
       "L 135.118 26.2895\n",
       "' fill='#191919'/>\n",
       "</svg>\n"
      ],
      "text/plain": [
       "<rdkit.Chem.rdchem.Mol at 0x7f9ed3be43a0>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "m"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Make some example stereochemistries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "C1CCO[C@@H](N)1\n",
      "C1CCO[C@H](N)1\n",
      "C1CCO[C@@](N)(O)1\n",
      "C1CCO[C@@](N)(P)1\n",
      "C1CCO[C@@](N)(S)1\n",
      "C1CCO[C@@H](O)1\n",
      "C1CCO[C@H](O)1\n",
      "C1CCO[C@@](O)(N)1\n",
      "C1CCO[C@@](O)(P)1\n",
      "C1CCO[C@@](O)(S)1\n",
      "C1CCO[C@@H](P)1\n",
      "C1CCO[C@H](P)1\n",
      "C1CCO[C@@](P)(N)1\n",
      "C1CCO[C@@](P)(O)1\n",
      "C1CCO[C@@](P)(S)1\n",
      "C1CCO[C@@H](S)1\n",
      "C1CCO[C@H](S)1\n",
      "C1CCO[C@@](S)(N)1\n",
      "C1CCO[C@@](S)(O)1\n",
      "C1CCO[C@@](S)(P)1\n"
     ]
    }
   ],
   "source": [
    "el = \"NOPS\"\n",
    "mols = []\n",
    "for e in el:\n",
    "    smi = \"C1CCO[C@@H](%s)1\"%e\n",
    "    print(smi)\n",
    "    m = Chem.MolFromSmiles(smi)\n",
    "    mols.append(m)\n",
    "    smi = \"C1CCO[C@H](%s)1\"%e\n",
    "    print(smi)\n",
    "    m = Chem.MolFromSmiles(smi)\n",
    "    mols.append(m)\n",
    "    for e2 in el:\n",
    "        if e != e2:\n",
    "            smi = \"C1CCO[C@@](%s)(%s)1\"%(e,e2)\n",
    "            m = Chem.MolFromSmiles(smi)\n",
    "            if m:\n",
    "                print(smi)\n",
    "                mols.append(m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:rdkit=\"http://www.rdkit.org/xml\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" version=\"1.1\" baseProfile=\"full\" xml:space=\"preserve\" width=\"600px\" height=\"1400px\" viewBox=\"0 0 600 1400\">\n",
       "<!-- END OF HEADER -->\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<path class=\"bond-0\" d=\"M 128.864,146.515 L 183.55,128.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 128.864,146.515 L 95.0665,99.9967\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 183.55,128.747 L 183.55,71.2468\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 183.55,71.2468 L 160.663,63.8105\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 160.663,63.8105 L 137.777,56.3742\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 121.654,63.4029 L 108.36,81.6998\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 108.36,81.6998 L 95.0665,99.9967\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 86.7521,99.0384 L 86.7521,100.955\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 78.4376,98.0801 L 78.4376,101.913\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 70.1231,97.1217 L 70.1231,102.872\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 61.8086,96.1634 L 61.8086,103.83\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 53.4942,95.2051 L 53.4942,104.788\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 45.1797,94.2468 L 45.1797,105.747\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 121.389 53.5244 Q 121.389 49.6144, 123.321 47.4294 Q 125.253 45.2444, 128.864 45.2444 Q 132.475 45.2444, 134.407 47.4294 Q 136.339 49.6144, 136.339 53.5244 Q 136.339 57.4804, 134.384 59.7344 Q 132.429 61.9654, 128.864 61.9654 Q 125.276 61.9654, 123.321 59.7344 Q 121.389 57.5034, 121.389 53.5244 M 128.864 60.1254 Q 131.348 60.1254, 132.682 58.4694 Q 134.039 56.7904, 134.039 53.5244 Q 134.039 50.3274, 132.682 48.7174 Q 131.348 47.0844, 128.864 47.0844 Q 126.38 47.0844, 125.023 48.6944 Q 123.689 50.3044, 123.689 53.5244 Q 123.689 56.8134, 125.023 58.4694 Q 126.38 60.1254, 128.864 60.1254 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 8.74046 91.8548 L 10.9485 91.8548 L 10.9485 98.7777 L 19.2744 98.7777 L 19.2744 91.8548 L 21.4824 91.8548 L 21.4824 108.139 L 19.2744 108.139 L 19.2744 100.618 L 10.9485 100.618 L 10.9485 108.139 L 8.74046 108.139 L 8.74046 91.8548 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 22.2718 107.567 Q 22.6665 106.55, 23.6076 105.989 Q 24.5488 105.412, 25.8542 105.412 Q 27.4785 105.412, 28.3893 106.292 Q 29.3001 107.173, 29.3001 108.736 Q 29.3001 110.33, 28.1161 111.818 Q 26.9472 113.305, 24.5184 115.066 L 29.4823 115.066 L 29.4823 116.281 L 22.2414 116.281 L 22.2414 115.264 Q 24.2452 113.837, 25.4292 112.774 Q 26.6284 111.712, 27.2053 110.755 Q 27.7821 109.799, 27.7821 108.812 Q 27.7821 107.78, 27.266 107.203 Q 26.7499 106.626, 25.8542 106.626 Q 24.989 106.626, 24.4121 106.975 Q 23.8353 107.325, 23.4255 108.099 L 22.2718 107.567 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 33.9672 91.8548 L 39.3032 100.48 Q 39.8322 101.331, 40.6832 102.872 Q 41.5342 104.413, 41.5802 104.505 L 41.5802 91.8548 L 43.7422 91.8548 L 43.7422 108.139 L 41.5112 108.139 L 35.7842 98.7087 Q 35.1172 97.6047, 34.4042 96.3397 Q 33.7142 95.0747, 33.5072 94.6838 L 33.5072 108.139 L 31.3912 108.139 L 31.3912 91.8548 L 33.9672 91.8548 \" fill=\"#0000FF\"/>\n",
       "<path class=\"bond-0\" d=\"M 328.864,146.515 L 383.55,128.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 328.864,146.515 L 295.067,99.9967\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 383.55,128.747 L 383.55,71.2468\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 383.55,71.2468 L 360.663,63.8105\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 360.663,63.8105 L 337.777,56.3742\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 321.654,63.4029 L 308.36,81.6998\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 308.36,81.6998 L 295.067,99.9967\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 295.067,99.9967 L 270.123,97.1217 L 270.123,102.872 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 270.123,97.1217 L 245.18,105.747 L 245.18,94.2468 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 270.123,97.1217 L 270.123,102.872 L 245.18,105.747 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"atom-3\" d=\"M 321.389 53.5244 Q 321.389 49.6144, 323.321 47.4294 Q 325.253 45.2444, 328.864 45.2444 Q 332.475 45.2444, 334.407 47.4294 Q 336.339 49.6144, 336.339 53.5244 Q 336.339 57.4804, 334.384 59.7344 Q 332.429 61.9654, 328.864 61.9654 Q 325.276 61.9654, 323.321 59.7344 Q 321.389 57.5034, 321.389 53.5244 M 328.864 60.1254 Q 331.348 60.1254, 332.682 58.4694 Q 334.039 56.7904, 334.039 53.5244 Q 334.039 50.3274, 332.682 48.7174 Q 331.348 47.0844, 328.864 47.0844 Q 326.38 47.0844, 325.023 48.6944 Q 323.689 50.3044, 323.689 53.5244 Q 323.689 56.8134, 325.023 58.4694 Q 326.38 60.1254, 328.864 60.1254 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 208.74 91.8548 L 210.948 91.8548 L 210.948 98.7777 L 219.274 98.7777 L 219.274 91.8548 L 221.482 91.8548 L 221.482 108.139 L 219.274 108.139 L 219.274 100.618 L 210.948 100.618 L 210.948 108.139 L 208.74 108.139 L 208.74 91.8548 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 222.272 107.567 Q 222.666 106.55, 223.608 105.989 Q 224.549 105.412, 225.854 105.412 Q 227.478 105.412, 228.389 106.292 Q 229.3 107.173, 229.3 108.736 Q 229.3 110.33, 228.116 111.818 Q 226.947 113.305, 224.518 115.066 L 229.482 115.066 L 229.482 116.281 L 222.241 116.281 L 222.241 115.264 Q 224.245 113.837, 225.429 112.774 Q 226.628 111.712, 227.205 110.755 Q 227.782 109.799, 227.782 108.812 Q 227.782 107.78, 227.266 107.203 Q 226.75 106.626, 225.854 106.626 Q 224.989 106.626, 224.412 106.975 Q 223.835 107.325, 223.425 108.099 L 222.272 107.567 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 233.967 91.8548 L 239.303 100.48 Q 239.832 101.331, 240.683 102.872 Q 241.534 104.413, 241.58 104.505 L 241.58 91.8548 L 243.742 91.8548 L 243.742 108.139 L 241.511 108.139 L 235.784 98.7087 Q 235.117 97.6047, 234.404 96.3397 Q 233.714 95.0747, 233.507 94.6838 L 233.507 108.139 L 231.391 108.139 L 231.391 91.8548 L 233.967 91.8548 \" fill=\"#0000FF\"/>\n",
       "<path class=\"bond-0\" d=\"M 537.312,146.515 L 591.998,128.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 537.312,146.515 L 503.515,99.9967\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 591.998,128.747 L 591.998,71.2468\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 591.998,71.2468 L 569.111,63.8105\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 569.111,63.8105 L 546.225,56.3742\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 530.102,63.4029 L 516.808,81.6998\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 516.808,81.6998 L 503.515,99.9967\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 503.515,99.9967 L 484.032,113.67 L 487.88,117.943 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 484.032,113.67 L 472.245,135.89 L 464.55,127.344 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 484.032,113.67 L 487.88,117.943 L 472.245,135.89 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 503.515,99.9967 L 486.606,84.7717\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 486.606,84.7717 L 469.697,69.5467\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 529.837 53.5244 Q 529.837 49.6144, 531.769 47.4294 Q 533.701 45.2444, 537.312 45.2444 Q 540.923 45.2444, 542.855 47.4294 Q 544.787 49.6144, 544.787 53.5244 Q 544.787 57.4804, 542.832 59.7344 Q 540.877 61.9654, 537.312 61.9654 Q 533.724 61.9654, 531.769 59.7344 Q 529.837 57.5034, 529.837 53.5244 M 537.312 60.1254 Q 539.796 60.1254, 541.13 58.4694 Q 542.487 56.7904, 542.487 53.5244 Q 542.487 50.3274, 541.13 48.7174 Q 539.796 47.0844, 537.312 47.0844 Q 534.828 47.0844, 533.471 48.6944 Q 532.137 50.3044, 532.137 53.5244 Q 532.137 56.8134, 533.471 58.4694 Q 534.828 60.1254, 537.312 60.1254 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 431.958 130.33 L 434.166 130.33 L 434.166 137.253 L 442.492 137.253 L 442.492 130.33 L 444.7 130.33 L 444.7 146.614 L 442.492 146.614 L 442.492 139.093 L 434.166 139.093 L 434.166 146.614 L 431.958 146.614 L 431.958 130.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 445.489 146.042 Q 445.884 145.025, 446.825 144.464 Q 447.766 143.887, 449.072 143.887 Q 450.696 143.887, 451.607 144.767 Q 452.518 145.648, 452.518 147.211 Q 452.518 148.805, 451.334 150.293 Q 450.165 151.78, 447.736 153.541 L 452.7 153.541 L 452.7 154.756 L 445.459 154.756 L 445.459 153.739 Q 447.463 152.312, 448.647 151.249 Q 449.846 150.186, 450.423 149.23 Q 451 148.274, 451 147.287 Q 451 146.255, 450.483 145.678 Q 449.967 145.101, 449.072 145.101 Q 448.206 145.101, 447.63 145.45 Q 447.053 145.799, 446.643 146.574 L 445.489 146.042 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 457.185 130.33 L 462.521 138.955 Q 463.05 139.806, 463.901 141.347 Q 464.752 142.888, 464.798 142.98 L 464.798 130.33 L 466.96 130.33 L 466.96 146.614 L 464.729 146.614 L 459.002 137.184 Q 458.335 136.08, 457.622 134.815 Q 456.932 133.55, 456.725 133.159 L 456.725 146.614 L 454.609 146.614 L 454.609 130.33 L 457.185 130.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 439.417 53.4719 L 441.625 53.4719 L 441.625 60.3949 L 449.951 60.3949 L 449.951 53.4719 L 452.159 53.4719 L 452.159 69.7558 L 449.951 69.7558 L 449.951 62.2348 L 441.625 62.2348 L 441.625 69.7558 L 439.417 69.7558 L 439.417 53.4719 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 453.309 61.5679 Q 453.309 57.6579, 455.241 55.4729 Q 457.173 53.2879, 460.784 53.2879 Q 464.395 53.2879, 466.327 55.4729 Q 468.259 57.6579, 468.259 61.5679 Q 468.259 65.5238, 466.304 67.7778 Q 464.349 70.0088, 460.784 70.0088 Q 457.196 70.0088, 455.241 67.7778 Q 453.309 65.5468, 453.309 61.5679 M 460.784 68.1688 Q 463.268 68.1688, 464.602 66.5128 Q 465.959 64.8338, 465.959 61.5679 Q 465.959 58.3709, 464.602 56.7609 Q 463.268 55.1279, 460.784 55.1279 Q 458.3 55.1279, 456.943 56.7379 Q 455.609 58.3479, 455.609 61.5679 Q 455.609 64.8568, 456.943 66.5128 Q 458.3 68.1688, 460.784 68.1688 \" fill=\"#FF0000\"/>\n",
       "<path class=\"bond-0\" d=\"M 137.312,346.515 L 191.998,328.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 137.312,346.515 L 103.515,299.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 191.998,328.747 L 191.998,271.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 191.998,271.247 L 169.111,263.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 169.111,263.811 L 146.225,256.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 130.102,263.403 L 116.808,281.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 116.808,281.7 L 103.515,299.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 103.515,299.997 L 84.0323,313.67 L 87.8798,317.943 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 84.0323,313.67 L 72.2447,335.89 L 64.5497,327.344 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 84.0323,313.67 L 87.8798,317.943 L 72.2447,335.89 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 103.515,299.997 L 85.4673,283.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 85.4673,283.747 L 67.4197,267.496\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 129.837 253.524 Q 129.837 249.614, 131.769 247.429 Q 133.701 245.244, 137.312 245.244 Q 140.923 245.244, 142.855 247.429 Q 144.787 249.614, 144.787 253.524 Q 144.787 257.48, 142.832 259.734 Q 140.877 261.965, 137.312 261.965 Q 133.724 261.965, 131.769 259.734 Q 129.837 257.503, 129.837 253.524 M 137.312 260.125 Q 139.796 260.125, 141.13 258.469 Q 142.487 256.79, 142.487 253.524 Q 142.487 250.327, 141.13 248.717 Q 139.796 247.084, 137.312 247.084 Q 134.828 247.084, 133.471 248.694 Q 132.137 250.304, 132.137 253.524 Q 132.137 256.813, 133.471 258.469 Q 134.828 260.125, 137.312 260.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 31.9579 330.33 L 34.1659 330.33 L 34.1659 337.253 L 42.4919 337.253 L 42.4919 330.33 L 44.6999 330.33 L 44.6999 346.614 L 42.4919 346.614 L 42.4919 339.093 L 34.1659 339.093 L 34.1659 346.614 L 31.9579 346.614 L 31.9579 330.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 45.4893 346.042 Q 45.8839 345.025, 46.8251 344.464 Q 47.7662 343.887, 49.0717 343.887 Q 50.696 343.887, 51.6068 344.767 Q 52.5176 345.648, 52.5176 347.211 Q 52.5176 348.805, 51.3335 350.293 Q 50.1647 351.78, 47.7359 353.541 L 52.6997 353.541 L 52.6997 354.756 L 45.4589 354.756 L 45.4589 353.739 Q 47.4626 352.312, 48.6467 351.249 Q 49.8459 350.186, 50.4227 349.23 Q 50.9996 348.274, 50.9996 347.287 Q 50.9996 346.255, 50.4835 345.678 Q 49.9673 345.101, 49.0717 345.101 Q 48.2065 345.101, 47.6296 345.45 Q 47.0528 345.799, 46.6429 346.574 L 45.4893 346.042 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 57.1847 330.33 L 62.5207 338.955 Q 63.0497 339.806, 63.9007 341.347 Q 64.7517 342.888, 64.7977 342.98 L 64.7977 330.33 L 66.9597 330.33 L 66.9597 346.614 L 64.7287 346.614 L 59.0017 337.184 Q 58.3347 336.08, 57.6217 334.815 Q 56.9317 333.55, 56.7247 333.159 L 56.7247 346.614 L 54.6087 346.614 L 54.6087 330.33 L 57.1847 330.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 32.8894 253.38 L 35.0974 253.38 L 35.0974 260.303 L 43.4234 260.303 L 43.4234 253.38 L 45.6314 253.38 L 45.6314 269.664 L 43.4234 269.664 L 43.4234 262.143 L 35.0974 262.143 L 35.0974 269.664 L 32.8894 269.664 L 32.8894 253.38 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 46.4207 269.093 Q 46.8154 268.075, 47.7566 267.514 Q 48.6977 266.937, 50.0032 266.937 Q 51.6275 266.937, 52.5383 267.817 Q 53.4491 268.698, 53.4491 270.261 Q 53.4491 271.855, 52.265 273.343 Q 51.0962 274.831, 48.6674 276.591 L 53.6312 276.591 L 53.6312 277.806 L 46.3904 277.806 L 46.3904 276.789 Q 48.3941 275.362, 49.5782 274.299 Q 50.7774 273.237, 51.3542 272.28 Q 51.9311 271.324, 51.9311 270.337 Q 51.9311 269.305, 51.415 268.728 Q 50.8988 268.151, 50.0032 268.151 Q 49.138 268.151, 48.5611 268.5 Q 47.9843 268.85, 47.5744 269.624 L 46.4207 269.093 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 60.3932 253.38 Q 63.1762 253.38, 64.5792 254.645 Q 65.9822 255.887, 65.9822 258.164 Q 65.9822 260.418, 64.5332 261.706 Q 63.1072 262.971, 60.3932 262.971 L 57.7942 262.971 L 57.7942 269.664 L 55.5862 269.664 L 55.5862 253.38 L 60.3932 253.38 M 60.3932 261.131 Q 61.9802 261.131, 62.8312 260.372 Q 63.6822 259.613, 63.6822 258.164 Q 63.6822 256.715, 62.8312 255.979 Q 62.0032 255.22, 60.3932 255.22 L 57.7942 255.22 L 57.7942 261.131 L 60.3932 261.131 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"bond-0\" d=\"M 337.312,346.515 L 391.998,328.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 337.312,346.515 L 303.515,299.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 391.998,328.747 L 391.998,271.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 391.998,271.247 L 369.111,263.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 369.111,263.811 L 346.225,256.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 330.102,263.403 L 316.808,281.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 316.808,281.7 L 303.515,299.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 303.515,299.997 L 284.032,313.67 L 287.88,317.943 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 284.032,313.67 L 272.245,335.89 L 264.55,327.344 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 284.032,313.67 L 287.88,317.943 L 272.245,335.89 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 303.515,299.997 L 285.479,283.757\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 285.479,283.757 L 267.443,267.517\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 329.837 253.524 Q 329.837 249.614, 331.769 247.429 Q 333.701 245.244, 337.312 245.244 Q 340.923 245.244, 342.855 247.429 Q 344.787 249.614, 344.787 253.524 Q 344.787 257.48, 342.832 259.734 Q 340.877 261.965, 337.312 261.965 Q 333.724 261.965, 331.769 259.734 Q 329.837 257.503, 329.837 253.524 M 337.312 260.125 Q 339.796 260.125, 341.13 258.469 Q 342.487 256.79, 342.487 253.524 Q 342.487 250.327, 341.13 248.717 Q 339.796 247.084, 337.312 247.084 Q 334.828 247.084, 333.471 248.694 Q 332.137 250.304, 332.137 253.524 Q 332.137 256.813, 333.471 258.469 Q 334.828 260.125, 337.312 260.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 231.958 330.33 L 234.166 330.33 L 234.166 337.253 L 242.492 337.253 L 242.492 330.33 L 244.7 330.33 L 244.7 346.614 L 242.492 346.614 L 242.492 339.093 L 234.166 339.093 L 234.166 346.614 L 231.958 346.614 L 231.958 330.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 245.489 346.042 Q 245.884 345.025, 246.825 344.464 Q 247.766 343.887, 249.072 343.887 Q 250.696 343.887, 251.607 344.767 Q 252.518 345.648, 252.518 347.211 Q 252.518 348.805, 251.334 350.293 Q 250.165 351.78, 247.736 353.541 L 252.7 353.541 L 252.7 354.756 L 245.459 354.756 L 245.459 353.739 Q 247.463 352.312, 248.647 351.249 Q 249.846 350.186, 250.423 349.23 Q 251 348.274, 251 347.287 Q 251 346.255, 250.483 345.678 Q 249.967 345.101, 249.072 345.101 Q 248.206 345.101, 247.63 345.45 Q 247.053 345.799, 246.643 346.574 L 245.489 346.042 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-5\" d=\"M 257.185 330.33 L 262.521 338.955 Q 263.05 339.806, 263.901 341.347 Q 264.752 342.888, 264.798 342.98 L 264.798 330.33 L 266.96 330.33 L 266.96 346.614 L 264.729 346.614 L 259.002 337.184 Q 258.335 336.08, 257.622 334.815 Q 256.932 333.55, 256.725 333.159 L 256.725 346.614 L 254.609 346.614 L 254.609 330.33 L 257.185 330.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 241.74 253.38 L 243.948 253.38 L 243.948 260.303 L 252.274 260.303 L 252.274 253.38 L 254.482 253.38 L 254.482 269.664 L 252.274 269.664 L 252.274 262.143 L 243.948 262.143 L 243.948 269.664 L 241.74 269.664 L 241.74 253.38 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 256.184 267.134 Q 256.368 267.203, 257.127 267.525 Q 257.886 267.847, 258.714 268.054 Q 259.565 268.238, 260.393 268.238 Q 261.934 268.238, 262.831 267.502 Q 263.728 266.743, 263.728 265.432 Q 263.728 264.535, 263.268 263.983 Q 262.831 263.431, 262.141 263.132 Q 261.451 262.833, 260.301 262.488 Q 258.852 262.051, 257.978 261.637 Q 257.127 261.223, 256.506 260.349 Q 255.908 259.475, 255.908 258.003 Q 255.908 255.956, 257.288 254.691 Q 258.691 253.426, 261.451 253.426 Q 263.337 253.426, 265.476 254.323 L 264.947 256.094 Q 262.992 255.289, 261.52 255.289 Q 259.933 255.289, 259.059 255.956 Q 258.185 256.6, 258.208 257.727 Q 258.208 258.601, 258.645 259.13 Q 259.105 259.659, 259.749 259.958 Q 260.416 260.257, 261.52 260.602 Q 262.992 261.062, 263.866 261.522 Q 264.74 261.982, 265.361 262.925 Q 266.005 263.845, 266.005 265.432 Q 266.005 267.686, 264.487 268.905 Q 262.992 270.101, 260.485 270.101 Q 259.036 270.101, 257.932 269.779 Q 256.851 269.48, 255.563 268.951 L 256.184 267.134 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"bond-0\" d=\"M 528.864,346.515 L 583.55,328.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 528.864,346.515 L 495.067,299.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 583.55,328.747 L 583.55,271.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 583.55,271.247 L 560.663,263.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 560.663,263.811 L 537.777,256.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 521.654,263.403 L 508.36,281.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 508.36,281.7 L 495.067,299.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 486.969,299.038 L 486.969,300.955\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 478.871,298.08 L 478.871,301.913\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 470.773,297.122 L 470.773,302.872\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 462.675,296.163 L 462.675,303.83\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 454.577,295.205 L 454.577,304.788\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 446.479,294.247 L 446.479,305.747\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 521.389 253.524 Q 521.389 249.614, 523.321 247.429 Q 525.253 245.244, 528.864 245.244 Q 532.475 245.244, 534.407 247.429 Q 536.339 249.614, 536.339 253.524 Q 536.339 257.48, 534.384 259.734 Q 532.429 261.965, 528.864 261.965 Q 525.276 261.965, 523.321 259.734 Q 521.389 257.503, 521.389 253.524 M 528.864 260.125 Q 531.348 260.125, 532.682 258.469 Q 534.039 256.79, 534.039 253.524 Q 534.039 250.327, 532.682 248.717 Q 531.348 247.084, 528.864 247.084 Q 526.38 247.084, 525.023 248.694 Q 523.689 250.304, 523.689 253.524 Q 523.689 256.813, 525.023 258.469 Q 526.38 260.125, 528.864 260.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 416.2 291.947 L 418.408 291.947 L 418.408 298.87 L 426.734 298.87 L 426.734 291.947 L 428.942 291.947 L 428.942 308.231 L 426.734 308.231 L 426.734 300.71 L 418.408 300.71 L 418.408 308.231 L 416.2 308.231 L 416.2 291.947 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 430.092 300.043 Q 430.092 296.133, 432.024 293.948 Q 433.956 291.763, 437.567 291.763 Q 441.178 291.763, 443.11 293.948 Q 445.042 296.133, 445.042 300.043 Q 445.042 303.999, 443.087 306.253 Q 441.132 308.484, 437.567 308.484 Q 433.979 308.484, 432.024 306.253 Q 430.092 304.022, 430.092 300.043 M 437.567 306.644 Q 440.051 306.644, 441.385 304.988 Q 442.742 303.309, 442.742 300.043 Q 442.742 296.846, 441.385 295.236 Q 440.051 293.603, 437.567 293.603 Q 435.083 293.603, 433.726 295.213 Q 432.392 296.823, 432.392 300.043 Q 432.392 303.332, 433.726 304.988 Q 435.083 306.644, 437.567 306.644 \" fill=\"#FF0000\"/>\n",
       "<path class=\"bond-0\" d=\"M 128.864,546.515 L 183.55,528.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 128.864,546.515 L 95.0665,499.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 183.55,528.747 L 183.55,471.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 183.55,471.247 L 160.663,463.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 160.663,463.811 L 137.777,456.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 121.654,463.403 L 108.36,481.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 108.36,481.7 L 95.0665,499.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 95.0665,499.997 L 70.7729,497.122 L 70.7729,502.872 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 70.7729,497.122 L 46.4792,505.747 L 46.4792,494.247 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 70.7729,497.122 L 70.7729,502.872 L 46.4792,505.747 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"atom-3\" d=\"M 121.389 453.524 Q 121.389 449.614, 123.321 447.429 Q 125.253 445.244, 128.864 445.244 Q 132.475 445.244, 134.407 447.429 Q 136.339 449.614, 136.339 453.524 Q 136.339 457.48, 134.384 459.734 Q 132.429 461.965, 128.864 461.965 Q 125.276 461.965, 123.321 459.734 Q 121.389 457.503, 121.389 453.524 M 128.864 460.125 Q 131.348 460.125, 132.682 458.469 Q 134.039 456.79, 134.039 453.524 Q 134.039 450.327, 132.682 448.717 Q 131.348 447.084, 128.864 447.084 Q 126.38 447.084, 125.023 448.694 Q 123.689 450.304, 123.689 453.524 Q 123.689 456.813, 125.023 458.469 Q 126.38 460.125, 128.864 460.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 16.1998 491.947 L 18.4078 491.947 L 18.4078 498.87 L 26.7338 498.87 L 26.7338 491.947 L 28.9418 491.947 L 28.9418 508.231 L 26.7338 508.231 L 26.7338 500.71 L 18.4078 500.71 L 18.4078 508.231 L 16.1998 508.231 L 16.1998 491.947 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 30.0917 500.043 Q 30.0917 496.133, 32.0237 493.948 Q 33.9557 491.763, 37.5667 491.763 Q 41.1777 491.763, 43.1097 493.948 Q 45.0417 496.133, 45.0417 500.043 Q 45.0417 503.999, 43.0867 506.253 Q 41.1317 508.484, 37.5667 508.484 Q 33.9787 508.484, 32.0237 506.253 Q 30.0917 504.022, 30.0917 500.043 M 37.5667 506.644 Q 40.0507 506.644, 41.3847 504.988 Q 42.7417 503.309, 42.7417 500.043 Q 42.7417 496.846, 41.3847 495.236 Q 40.0507 493.603, 37.5667 493.603 Q 35.0827 493.603, 33.7257 495.213 Q 32.3917 496.823, 32.3917 500.043 Q 32.3917 503.332, 33.7257 504.988 Q 35.0827 506.644, 37.5667 506.644 \" fill=\"#FF0000\"/>\n",
       "<path class=\"bond-0\" d=\"M 337.312,546.515 L 391.998,528.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 337.312,546.515 L 303.515,499.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 391.998,528.747 L 391.998,471.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 391.998,471.247 L 369.111,463.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 369.111,463.811 L 346.225,456.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 330.102,463.403 L 316.808,481.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 316.808,481.7 L 303.515,499.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 303.515,499.997 L 286.606,484.772\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 286.606,484.772 L 269.697,469.547\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 297.021,504.555 L 298.303,505.979\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 290.526,509.112 L 293.091,511.961\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 284.032,513.67 L 287.88,517.943\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 277.538,518.228 L 282.668,523.926\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 271.044,522.786 L 277.456,529.908\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 264.55,527.344 L 272.245,535.89\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 329.837 453.524 Q 329.837 449.614, 331.769 447.429 Q 333.701 445.244, 337.312 445.244 Q 340.923 445.244, 342.855 447.429 Q 344.787 449.614, 344.787 453.524 Q 344.787 457.48, 342.832 459.734 Q 340.877 461.965, 337.312 461.965 Q 333.724 461.965, 331.769 459.734 Q 329.837 457.503, 329.837 453.524 M 337.312 460.125 Q 339.796 460.125, 341.13 458.469 Q 342.487 456.79, 342.487 453.524 Q 342.487 450.327, 341.13 448.717 Q 339.796 447.084, 337.312 447.084 Q 334.828 447.084, 333.471 448.694 Q 332.137 450.304, 332.137 453.524 Q 332.137 456.813, 333.471 458.469 Q 334.828 460.125, 337.312 460.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 239.417 453.472 L 241.625 453.472 L 241.625 460.395 L 249.951 460.395 L 249.951 453.472 L 252.159 453.472 L 252.159 469.756 L 249.951 469.756 L 249.951 462.235 L 241.625 462.235 L 241.625 469.756 L 239.417 469.756 L 239.417 453.472 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 253.309 461.568 Q 253.309 457.658, 255.241 455.473 Q 257.173 453.288, 260.784 453.288 Q 264.395 453.288, 266.327 455.473 Q 268.259 457.658, 268.259 461.568 Q 268.259 465.524, 266.304 467.778 Q 264.349 470.009, 260.784 470.009 Q 257.196 470.009, 255.241 467.778 Q 253.309 465.547, 253.309 461.568 M 260.784 468.169 Q 263.268 468.169, 264.602 466.513 Q 265.959 464.834, 265.959 461.568 Q 265.959 458.371, 264.602 456.761 Q 263.268 455.128, 260.784 455.128 Q 258.3 455.128, 256.943 456.738 Q 255.609 458.348, 255.609 461.568 Q 255.609 464.857, 256.943 466.513 Q 258.3 468.169, 260.784 468.169 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 231.958 530.33 L 234.166 530.33 L 234.166 537.253 L 242.492 537.253 L 242.492 530.33 L 244.7 530.33 L 244.7 546.614 L 242.492 546.614 L 242.492 539.093 L 234.166 539.093 L 234.166 546.614 L 231.958 546.614 L 231.958 530.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 245.489 546.042 Q 245.884 545.025, 246.825 544.464 Q 247.766 543.887, 249.072 543.887 Q 250.696 543.887, 251.607 544.767 Q 252.518 545.648, 252.518 547.211 Q 252.518 548.805, 251.334 550.293 Q 250.165 551.78, 247.736 553.541 L 252.7 553.541 L 252.7 554.756 L 245.459 554.756 L 245.459 553.739 Q 247.463 552.312, 248.647 551.249 Q 249.846 550.186, 250.423 549.23 Q 251 548.274, 251 547.287 Q 251 546.255, 250.483 545.678 Q 249.967 545.101, 249.072 545.101 Q 248.206 545.101, 247.63 545.45 Q 247.053 545.799, 246.643 546.574 L 245.489 546.042 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 257.185 530.33 L 262.521 538.955 Q 263.05 539.806, 263.901 541.347 Q 264.752 542.888, 264.798 542.98 L 264.798 530.33 L 266.96 530.33 L 266.96 546.614 L 264.729 546.614 L 259.002 537.184 Q 258.335 536.08, 257.622 534.815 Q 256.932 533.55, 256.725 533.159 L 256.725 546.614 L 254.609 546.614 L 254.609 530.33 L 257.185 530.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"bond-0\" d=\"M 537.312,546.515 L 591.998,528.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 537.312,546.515 L 503.515,499.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 591.998,528.747 L 591.998,471.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 591.998,471.247 L 569.111,463.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 569.111,463.811 L 546.225,456.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 530.102,463.403 L 516.808,481.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 516.808,481.7 L 503.515,499.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 503.515,499.997 L 484.682,513.085 L 488.53,517.358 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 484.682,513.085 L 473.544,534.72 L 465.849,526.174 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 484.682,513.085 L 488.53,517.358 L 473.544,534.72 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 503.515,499.997 L 485.467,483.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 485.467,483.747 L 467.42,467.496\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 529.837 453.524 Q 529.837 449.614, 531.769 447.429 Q 533.701 445.244, 537.312 445.244 Q 540.923 445.244, 542.855 447.429 Q 544.787 449.614, 544.787 453.524 Q 544.787 457.48, 542.832 459.734 Q 540.877 461.965, 537.312 461.965 Q 533.724 461.965, 531.769 459.734 Q 529.837 457.503, 529.837 453.524 M 537.312 460.125 Q 539.796 460.125, 541.13 458.469 Q 542.487 456.79, 542.487 453.524 Q 542.487 450.327, 541.13 448.717 Q 539.796 447.084, 537.312 447.084 Q 534.828 447.084, 533.471 448.694 Q 532.137 450.304, 532.137 453.524 Q 532.137 456.813, 533.471 458.469 Q 534.828 460.125, 537.312 460.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 439.417 530.422 L 441.625 530.422 L 441.625 537.345 L 449.951 537.345 L 449.951 530.422 L 452.159 530.422 L 452.159 546.706 L 449.951 546.706 L 449.951 539.185 L 441.625 539.185 L 441.625 546.706 L 439.417 546.706 L 439.417 530.422 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 453.309 538.518 Q 453.309 534.608, 455.241 532.423 Q 457.173 530.238, 460.784 530.238 Q 464.395 530.238, 466.327 532.423 Q 468.259 534.608, 468.259 538.518 Q 468.259 542.474, 466.304 544.728 Q 464.349 546.959, 460.784 546.959 Q 457.196 546.959, 455.241 544.728 Q 453.309 542.497, 453.309 538.518 M 460.784 545.119 Q 463.268 545.119, 464.602 543.463 Q 465.959 541.784, 465.959 538.518 Q 465.959 535.321, 464.602 533.711 Q 463.268 532.078, 460.784 532.078 Q 458.3 532.078, 456.943 533.688 Q 455.609 535.298, 455.609 538.518 Q 455.609 541.807, 456.943 543.463 Q 458.3 545.119, 460.784 545.119 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 432.889 453.38 L 435.097 453.38 L 435.097 460.303 L 443.423 460.303 L 443.423 453.38 L 445.631 453.38 L 445.631 469.664 L 443.423 469.664 L 443.423 462.143 L 435.097 462.143 L 435.097 469.664 L 432.889 469.664 L 432.889 453.38 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 446.421 469.093 Q 446.815 468.075, 447.757 467.514 Q 448.698 466.937, 450.003 466.937 Q 451.627 466.937, 452.538 467.817 Q 453.449 468.698, 453.449 470.261 Q 453.449 471.855, 452.265 473.343 Q 451.096 474.831, 448.667 476.591 L 453.631 476.591 L 453.631 477.806 L 446.39 477.806 L 446.39 476.789 Q 448.394 475.362, 449.578 474.299 Q 450.777 473.237, 451.354 472.28 Q 451.931 471.324, 451.931 470.337 Q 451.931 469.305, 451.415 468.728 Q 450.899 468.151, 450.003 468.151 Q 449.138 468.151, 448.561 468.5 Q 447.984 468.85, 447.574 469.624 L 446.421 469.093 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 460.393 453.38 Q 463.176 453.38, 464.579 454.645 Q 465.982 455.887, 465.982 458.164 Q 465.982 460.418, 464.533 461.706 Q 463.107 462.971, 460.393 462.971 L 457.794 462.971 L 457.794 469.664 L 455.586 469.664 L 455.586 453.38 L 460.393 453.38 M 460.393 461.131 Q 461.98 461.131, 462.831 460.372 Q 463.682 459.613, 463.682 458.164 Q 463.682 456.715, 462.831 455.979 Q 462.003 455.22, 460.393 455.22 L 457.794 455.22 L 457.794 461.131 L 460.393 461.131 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"bond-0\" d=\"M 137.312,746.515 L 191.998,728.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 137.312,746.515 L 103.515,699.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 191.998,728.747 L 191.998,671.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 191.998,671.247 L 169.111,663.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 169.111,663.811 L 146.225,656.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 130.102,663.403 L 116.808,681.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 116.808,681.7 L 103.515,699.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 103.515,699.997 L 84.682,713.085 L 88.5295,717.358 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 84.682,713.085 L 73.5442,734.72 L 65.8492,726.174 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 84.682,713.085 L 88.5295,717.358 L 73.5442,734.72 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 103.515,699.997 L 85.4788,683.757\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 85.4788,683.757 L 67.4427,667.517\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 129.837 653.524 Q 129.837 649.614, 131.769 647.429 Q 133.701 645.244, 137.312 645.244 Q 140.923 645.244, 142.855 647.429 Q 144.787 649.614, 144.787 653.524 Q 144.787 657.48, 142.832 659.734 Q 140.877 661.965, 137.312 661.965 Q 133.724 661.965, 131.769 659.734 Q 129.837 657.503, 129.837 653.524 M 137.312 660.125 Q 139.796 660.125, 141.13 658.469 Q 142.487 656.79, 142.487 653.524 Q 142.487 650.327, 141.13 648.717 Q 139.796 647.084, 137.312 647.084 Q 134.828 647.084, 133.471 648.694 Q 132.137 650.304, 132.137 653.524 Q 132.137 656.813, 133.471 658.469 Q 134.828 660.125, 137.312 660.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 39.4173 730.422 L 41.6253 730.422 L 41.6253 737.345 L 49.9512 737.345 L 49.9512 730.422 L 52.1592 730.422 L 52.1592 746.706 L 49.9512 746.706 L 49.9512 739.185 L 41.6253 739.185 L 41.6253 746.706 L 39.4173 746.706 L 39.4173 730.422 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 53.3092 738.518 Q 53.3092 734.608, 55.2412 732.423 Q 57.1732 730.238, 60.7842 730.238 Q 64.3952 730.238, 66.3272 732.423 Q 68.2592 734.608, 68.2592 738.518 Q 68.2592 742.474, 66.3042 744.728 Q 64.3492 746.959, 60.7842 746.959 Q 57.1962 746.959, 55.2412 744.728 Q 53.3092 742.497, 53.3092 738.518 M 60.7842 745.119 Q 63.2682 745.119, 64.6022 743.463 Q 65.9592 741.784, 65.9592 738.518 Q 65.9592 735.321, 64.6022 733.711 Q 63.2682 732.078, 60.7842 732.078 Q 58.3002 732.078, 56.9432 733.688 Q 55.6092 735.298, 55.6092 738.518 Q 55.6092 741.807, 56.9432 743.463 Q 58.3002 745.119, 60.7842 745.119 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 41.7403 653.38 L 43.9483 653.38 L 43.9483 660.303 L 52.2742 660.303 L 52.2742 653.38 L 54.4822 653.38 L 54.4822 669.664 L 52.2742 669.664 L 52.2742 662.143 L 43.9483 662.143 L 43.9483 669.664 L 41.7403 669.664 L 41.7403 653.38 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 56.1842 667.134 Q 56.3682 667.203, 57.1272 667.525 Q 57.8862 667.847, 58.7142 668.054 Q 59.5652 668.238, 60.3932 668.238 Q 61.9342 668.238, 62.8312 667.502 Q 63.7282 666.743, 63.7282 665.432 Q 63.7282 664.535, 63.2682 663.983 Q 62.8312 663.431, 62.1412 663.132 Q 61.4512 662.833, 60.3012 662.488 Q 58.8522 662.051, 57.9782 661.637 Q 57.1272 661.223, 56.5062 660.349 Q 55.9082 659.475, 55.9082 658.003 Q 55.9082 655.956, 57.2882 654.691 Q 58.6912 653.426, 61.4512 653.426 Q 63.3372 653.426, 65.4762 654.323 L 64.9472 656.094 Q 62.9922 655.289, 61.5202 655.289 Q 59.9332 655.289, 59.0592 655.956 Q 58.1852 656.6, 58.2082 657.727 Q 58.2082 658.601, 58.6452 659.13 Q 59.1052 659.659, 59.7492 659.958 Q 60.4162 660.257, 61.5202 660.602 Q 62.9922 661.062, 63.8662 661.522 Q 64.7402 661.982, 65.3612 662.925 Q 66.0052 663.845, 66.0052 665.432 Q 66.0052 667.686, 64.4872 668.905 Q 62.9922 670.101, 60.4852 670.101 Q 59.0362 670.101, 57.9322 669.779 Q 56.8512 669.48, 55.5632 668.951 L 56.1842 667.134 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"bond-0\" d=\"M 328.864,746.515 L 383.55,728.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 328.864,746.515 L 295.067,699.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 383.55,728.747 L 383.55,671.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 383.55,671.247 L 360.663,663.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 360.663,663.811 L 337.777,656.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 321.654,663.403 L 308.36,681.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 308.36,681.7 L 295.067,699.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 286.589,699.038 L 286.589,700.955\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 278.112,698.08 L 278.112,701.913\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 269.634,697.122 L 269.634,702.872\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 261.157,696.163 L 261.157,703.83\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 252.68,695.205 L 252.68,704.788\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 244.202,694.247 L 244.202,705.747\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 321.389 653.524 Q 321.389 649.614, 323.321 647.429 Q 325.253 645.244, 328.864 645.244 Q 332.475 645.244, 334.407 647.429 Q 336.339 649.614, 336.339 653.524 Q 336.339 657.48, 334.384 659.734 Q 332.429 661.965, 328.864 661.965 Q 325.276 661.965, 323.321 659.734 Q 321.389 657.503, 321.389 653.524 M 328.864 660.125 Q 331.348 660.125, 332.682 658.469 Q 334.039 656.79, 334.039 653.524 Q 334.039 650.327, 332.682 648.717 Q 331.348 647.084, 328.864 647.084 Q 326.38 647.084, 325.023 648.694 Q 323.689 650.304, 323.689 653.524 Q 323.689 656.813, 325.023 658.469 Q 326.38 660.125, 328.864 660.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 209.672 691.855 L 211.88 691.855 L 211.88 698.778 L 220.206 698.778 L 220.206 691.855 L 222.414 691.855 L 222.414 708.139 L 220.206 708.139 L 220.206 700.618 L 211.88 700.618 L 211.88 708.139 L 209.672 708.139 L 209.672 691.855 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 223.203 707.567 Q 223.598 706.55, 224.539 705.989 Q 225.48 705.412, 226.786 705.412 Q 228.41 705.412, 229.321 706.292 Q 230.232 707.173, 230.232 708.736 Q 230.232 710.33, 229.048 711.818 Q 227.879 713.305, 225.45 715.066 L 230.414 715.066 L 230.414 716.281 L 223.173 716.281 L 223.173 715.264 Q 225.177 713.837, 226.361 712.774 Q 227.56 711.712, 228.137 710.755 Q 228.714 709.799, 228.714 708.812 Q 228.714 707.78, 228.197 707.203 Q 227.681 706.626, 226.786 706.626 Q 225.92 706.626, 225.344 706.975 Q 224.767 707.325, 224.357 708.099 L 223.203 707.567 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 237.176 691.855 Q 239.959 691.855, 241.362 693.12 Q 242.765 694.362, 242.765 696.639 Q 242.765 698.893, 241.316 700.181 Q 239.89 701.446, 237.176 701.446 L 234.577 701.446 L 234.577 708.139 L 232.369 708.139 L 232.369 691.855 L 237.176 691.855 M 237.176 699.606 Q 238.763 699.606, 239.614 698.847 Q 240.465 698.088, 240.465 696.639 Q 240.465 695.19, 239.614 694.454 Q 238.786 693.695, 237.176 693.695 L 234.577 693.695 L 234.577 699.606 L 237.176 699.606 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"bond-0\" d=\"M 528.864,746.515 L 583.55,728.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 528.864,746.515 L 495.067,699.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 583.55,728.747 L 583.55,671.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 583.55,671.247 L 560.663,663.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 560.663,663.811 L 537.777,656.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 521.654,663.403 L 508.36,681.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 508.36,681.7 L 495.067,699.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 495.067,699.997 L 469.634,697.122 L 469.634,702.872 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 469.634,697.122 L 444.202,705.747 L 444.202,694.247 Z\" style=\"fill:#FF7F00;fill-rule:evenodd;fill-opacity:1;stroke:#FF7F00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 469.634,697.122 L 469.634,702.872 L 444.202,705.747 Z\" style=\"fill:#FF7F00;fill-rule:evenodd;fill-opacity:1;stroke:#FF7F00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"atom-3\" d=\"M 521.389 653.524 Q 521.389 649.614, 523.321 647.429 Q 525.253 645.244, 528.864 645.244 Q 532.475 645.244, 534.407 647.429 Q 536.339 649.614, 536.339 653.524 Q 536.339 657.48, 534.384 659.734 Q 532.429 661.965, 528.864 661.965 Q 525.276 661.965, 523.321 659.734 Q 521.389 657.503, 521.389 653.524 M 528.864 660.125 Q 531.348 660.125, 532.682 658.469 Q 534.039 656.79, 534.039 653.524 Q 534.039 650.327, 532.682 648.717 Q 531.348 647.084, 528.864 647.084 Q 526.38 647.084, 525.023 648.694 Q 523.689 650.304, 523.689 653.524 Q 523.689 656.813, 525.023 658.469 Q 526.38 660.125, 528.864 660.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 409.672 691.855 L 411.88 691.855 L 411.88 698.778 L 420.206 698.778 L 420.206 691.855 L 422.414 691.855 L 422.414 708.139 L 420.206 708.139 L 420.206 700.618 L 411.88 700.618 L 411.88 708.139 L 409.672 708.139 L 409.672 691.855 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 423.203 707.567 Q 423.598 706.55, 424.539 705.989 Q 425.48 705.412, 426.786 705.412 Q 428.41 705.412, 429.321 706.292 Q 430.232 707.173, 430.232 708.736 Q 430.232 710.33, 429.048 711.818 Q 427.879 713.305, 425.45 715.066 L 430.414 715.066 L 430.414 716.281 L 423.173 716.281 L 423.173 715.264 Q 425.177 713.837, 426.361 712.774 Q 427.56 711.712, 428.137 710.755 Q 428.714 709.799, 428.714 708.812 Q 428.714 707.78, 428.197 707.203 Q 427.681 706.626, 426.786 706.626 Q 425.92 706.626, 425.344 706.975 Q 424.767 707.325, 424.357 708.099 L 423.203 707.567 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 437.176 691.855 Q 439.959 691.855, 441.362 693.12 Q 442.765 694.362, 442.765 696.639 Q 442.765 698.893, 441.316 700.181 Q 439.89 701.446, 437.176 701.446 L 434.577 701.446 L 434.577 708.139 L 432.369 708.139 L 432.369 691.855 L 437.176 691.855 M 437.176 699.606 Q 438.763 699.606, 439.614 698.847 Q 440.465 698.088, 440.465 696.639 Q 440.465 695.19, 439.614 694.454 Q 438.786 693.695, 437.176 693.695 L 434.577 693.695 L 434.577 699.606 L 437.176 699.606 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"bond-0\" d=\"M 137.312,946.515 L 191.998,928.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 137.312,946.515 L 103.515,899.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 191.998,928.747 L 191.998,871.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 191.998,871.247 L 169.111,863.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 169.111,863.811 L 146.225,856.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 130.102,863.403 L 116.808,881.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 116.808,881.7 L 103.515,899.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 103.515,899.997 L 85.4673,883.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 85.4673,883.747 L 67.4197,867.496\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 97.0207,904.555 L 98.3032,905.979\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 90.5265,909.112 L 93.0915,911.961\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 84.0323,913.67 L 87.8798,917.943\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 77.5381,918.228 L 82.6681,923.926\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 71.0439,922.786 L 77.4564,929.908\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 64.5497,927.344 L 72.2447,935.89\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 129.837 853.524 Q 129.837 849.614, 131.769 847.429 Q 133.701 845.244, 137.312 845.244 Q 140.923 845.244, 142.855 847.429 Q 144.787 849.614, 144.787 853.524 Q 144.787 857.48, 142.832 859.734 Q 140.877 861.965, 137.312 861.965 Q 133.724 861.965, 131.769 859.734 Q 129.837 857.503, 129.837 853.524 M 137.312 860.125 Q 139.796 860.125, 141.13 858.469 Q 142.487 856.79, 142.487 853.524 Q 142.487 850.327, 141.13 848.717 Q 139.796 847.084, 137.312 847.084 Q 134.828 847.084, 133.471 848.694 Q 132.137 850.304, 132.137 853.524 Q 132.137 856.813, 133.471 858.469 Q 134.828 860.125, 137.312 860.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 32.8894 853.38 L 35.0974 853.38 L 35.0974 860.303 L 43.4234 860.303 L 43.4234 853.38 L 45.6314 853.38 L 45.6314 869.664 L 43.4234 869.664 L 43.4234 862.143 L 35.0974 862.143 L 35.0974 869.664 L 32.8894 869.664 L 32.8894 853.38 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 46.4207 869.093 Q 46.8154 868.075, 47.7566 867.514 Q 48.6977 866.937, 50.0032 866.937 Q 51.6275 866.937, 52.5383 867.817 Q 53.4491 868.698, 53.4491 870.261 Q 53.4491 871.855, 52.265 873.343 Q 51.0962 874.831, 48.6674 876.591 L 53.6312 876.591 L 53.6312 877.806 L 46.3904 877.806 L 46.3904 876.789 Q 48.3941 875.362, 49.5782 874.299 Q 50.7774 873.237, 51.3542 872.28 Q 51.9311 871.324, 51.9311 870.337 Q 51.9311 869.305, 51.415 868.728 Q 50.8988 868.151, 50.0032 868.151 Q 49.138 868.151, 48.5611 868.5 Q 47.9843 868.85, 47.5744 869.624 L 46.4207 869.093 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 60.3932 853.38 Q 63.1762 853.38, 64.5792 854.645 Q 65.9822 855.887, 65.9822 858.164 Q 65.9822 860.418, 64.5332 861.706 Q 63.1072 862.971, 60.3932 862.971 L 57.7942 862.971 L 57.7942 869.664 L 55.5862 869.664 L 55.5862 853.38 L 60.3932 853.38 M 60.3932 861.131 Q 61.9802 861.131, 62.8312 860.372 Q 63.6822 859.613, 63.6822 858.164 Q 63.6822 856.715, 62.8312 855.979 Q 62.0032 855.22, 60.3932 855.22 L 57.7942 855.22 L 57.7942 861.131 L 60.3932 861.131 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 31.9579 930.33 L 34.1659 930.33 L 34.1659 937.253 L 42.4919 937.253 L 42.4919 930.33 L 44.6999 930.33 L 44.6999 946.614 L 42.4919 946.614 L 42.4919 939.093 L 34.1659 939.093 L 34.1659 946.614 L 31.9579 946.614 L 31.9579 930.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 45.4893 946.042 Q 45.8839 945.025, 46.8251 944.464 Q 47.7662 943.887, 49.0717 943.887 Q 50.696 943.887, 51.6068 944.767 Q 52.5176 945.648, 52.5176 947.211 Q 52.5176 948.805, 51.3335 950.293 Q 50.1647 951.78, 47.7359 953.541 L 52.6997 953.541 L 52.6997 954.756 L 45.4589 954.756 L 45.4589 953.739 Q 47.4626 952.312, 48.6467 951.249 Q 49.8459 950.186, 50.4227 949.23 Q 50.9996 948.274, 50.9996 947.287 Q 50.9996 946.255, 50.4835 945.678 Q 49.9673 945.101, 49.0717 945.101 Q 48.2065 945.101, 47.6296 945.45 Q 47.0528 945.799, 46.6429 946.574 L 45.4893 946.042 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 57.1847 930.33 L 62.5207 938.955 Q 63.0497 939.806, 63.9007 941.347 Q 64.7517 942.888, 64.7977 942.98 L 64.7977 930.33 L 66.9597 930.33 L 66.9597 946.614 L 64.7287 946.614 L 59.0017 937.184 Q 58.3347 936.08, 57.6217 934.815 Q 56.9317 933.55, 56.7247 933.159 L 56.7247 946.614 L 54.6087 946.614 L 54.6087 930.33 L 57.1847 930.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"bond-0\" d=\"M 337.312,946.515 L 391.998,928.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 337.312,946.515 L 303.515,899.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 391.998,928.747 L 391.998,871.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 391.998,871.247 L 369.111,863.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 369.111,863.811 L 346.225,856.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 330.102,863.403 L 316.808,881.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 316.808,881.7 L 303.515,899.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 303.515,899.997 L 285.467,883.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 285.467,883.747 L 267.42,867.496\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 297.237,904.36 L 298.52,905.784\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 290.96,908.722 L 293.525,911.571\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 284.682,913.085 L 288.53,917.358\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 278.404,917.448 L 283.534,923.145\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 272.127,921.811 L 278.539,928.933\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 265.849,926.174 L 273.544,934.72\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 329.837 853.524 Q 329.837 849.614, 331.769 847.429 Q 333.701 845.244, 337.312 845.244 Q 340.923 845.244, 342.855 847.429 Q 344.787 849.614, 344.787 853.524 Q 344.787 857.48, 342.832 859.734 Q 340.877 861.965, 337.312 861.965 Q 333.724 861.965, 331.769 859.734 Q 329.837 857.503, 329.837 853.524 M 337.312 860.125 Q 339.796 860.125, 341.13 858.469 Q 342.487 856.79, 342.487 853.524 Q 342.487 850.327, 341.13 848.717 Q 339.796 847.084, 337.312 847.084 Q 334.828 847.084, 333.471 848.694 Q 332.137 850.304, 332.137 853.524 Q 332.137 856.813, 333.471 858.469 Q 334.828 860.125, 337.312 860.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 232.889 853.38 L 235.097 853.38 L 235.097 860.303 L 243.423 860.303 L 243.423 853.38 L 245.631 853.38 L 245.631 869.664 L 243.423 869.664 L 243.423 862.143 L 235.097 862.143 L 235.097 869.664 L 232.889 869.664 L 232.889 853.38 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 246.421 869.093 Q 246.815 868.075, 247.757 867.514 Q 248.698 866.937, 250.003 866.937 Q 251.627 866.937, 252.538 867.817 Q 253.449 868.698, 253.449 870.261 Q 253.449 871.855, 252.265 873.343 Q 251.096 874.831, 248.667 876.591 L 253.631 876.591 L 253.631 877.806 L 246.39 877.806 L 246.39 876.789 Q 248.394 875.362, 249.578 874.299 Q 250.777 873.237, 251.354 872.28 Q 251.931 871.324, 251.931 870.337 Q 251.931 869.305, 251.415 868.728 Q 250.899 868.151, 250.003 868.151 Q 249.138 868.151, 248.561 868.5 Q 247.984 868.85, 247.574 869.624 L 246.421 869.093 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 260.393 853.38 Q 263.176 853.38, 264.579 854.645 Q 265.982 855.887, 265.982 858.164 Q 265.982 860.418, 264.533 861.706 Q 263.107 862.971, 260.393 862.971 L 257.794 862.971 L 257.794 869.664 L 255.586 869.664 L 255.586 853.38 L 260.393 853.38 M 260.393 861.131 Q 261.98 861.131, 262.831 860.372 Q 263.682 859.613, 263.682 858.164 Q 263.682 856.715, 262.831 855.979 Q 262.003 855.22, 260.393 855.22 L 257.794 855.22 L 257.794 861.131 L 260.393 861.131 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 239.417 930.422 L 241.625 930.422 L 241.625 937.345 L 249.951 937.345 L 249.951 930.422 L 252.159 930.422 L 252.159 946.706 L 249.951 946.706 L 249.951 939.185 L 241.625 939.185 L 241.625 946.706 L 239.417 946.706 L 239.417 930.422 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 253.309 938.518 Q 253.309 934.608, 255.241 932.423 Q 257.173 930.238, 260.784 930.238 Q 264.395 930.238, 266.327 932.423 Q 268.259 934.608, 268.259 938.518 Q 268.259 942.474, 266.304 944.728 Q 264.349 946.959, 260.784 946.959 Q 257.196 946.959, 255.241 944.728 Q 253.309 942.497, 253.309 938.518 M 260.784 945.119 Q 263.268 945.119, 264.602 943.463 Q 265.959 941.784, 265.959 938.518 Q 265.959 935.321, 264.602 933.711 Q 263.268 932.078, 260.784 932.078 Q 258.3 932.078, 256.943 933.688 Q 255.609 935.298, 255.609 938.518 Q 255.609 941.807, 256.943 943.463 Q 258.3 945.119, 260.784 945.119 \" fill=\"#FF0000\"/>\n",
       "<path class=\"bond-0\" d=\"M 537.312,946.515 L 591.998,928.747\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 537.312,946.515 L 503.515,899.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 591.998,928.747 L 591.998,871.247\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 591.998,871.247 L 569.111,863.811\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 569.111,863.811 L 546.225,856.374\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 530.102,863.403 L 516.808,881.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 516.808,881.7 L 503.515,899.997\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 503.515,899.997 L 483.544,914.11 L 487.391,918.383 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 483.544,914.11 L 471.267,936.77 L 463.572,928.224 Z\" style=\"fill:#FF7F00;fill-rule:evenodd;fill-opacity:1;stroke:#FF7F00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 483.544,914.11 L 487.391,918.383 L 471.267,936.77 Z\" style=\"fill:#FF7F00;fill-rule:evenodd;fill-opacity:1;stroke:#FF7F00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 503.515,899.997 L 485.479,883.757\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 485.479,883.757 L 467.443,867.517\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 529.837 853.524 Q 529.837 849.614, 531.769 847.429 Q 533.701 845.244, 537.312 845.244 Q 540.923 845.244, 542.855 847.429 Q 544.787 849.614, 544.787 853.524 Q 544.787 857.48, 542.832 859.734 Q 540.877 861.965, 537.312 861.965 Q 533.724 861.965, 531.769 859.734 Q 529.837 857.503, 529.837 853.524 M 537.312 860.125 Q 539.796 860.125, 541.13 858.469 Q 542.487 856.79, 542.487 853.524 Q 542.487 850.327, 541.13 848.717 Q 539.796 847.084, 537.312 847.084 Q 534.828 847.084, 533.471 848.694 Q 532.137 850.304, 532.137 853.524 Q 532.137 856.813, 533.471 858.469 Q 534.828 860.125, 537.312 860.125 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 432.889 930.33 L 435.097 930.33 L 435.097 937.253 L 443.423 937.253 L 443.423 930.33 L 445.631 930.33 L 445.631 946.614 L 443.423 946.614 L 443.423 939.093 L 435.097 939.093 L 435.097 946.614 L 432.889 946.614 L 432.889 930.33 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 446.421 946.042 Q 446.815 945.025, 447.757 944.464 Q 448.698 943.887, 450.003 943.887 Q 451.627 943.887, 452.538 944.767 Q 453.449 945.648, 453.449 947.211 Q 453.449 948.805, 452.265 950.293 Q 451.096 951.78, 448.667 953.541 L 453.631 953.541 L 453.631 954.756 L 446.39 954.756 L 446.39 953.739 Q 448.394 952.312, 449.578 951.249 Q 450.777 950.186, 451.354 949.23 Q 451.931 948.274, 451.931 947.287 Q 451.931 946.255, 451.415 945.678 Q 450.899 945.101, 450.003 945.101 Q 449.138 945.101, 448.561 945.45 Q 447.984 945.799, 447.574 946.574 L 446.421 946.042 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-5\" d=\"M 460.393 930.33 Q 463.176 930.33, 464.579 931.595 Q 465.982 932.837, 465.982 935.114 Q 465.982 937.368, 464.533 938.656 Q 463.107 939.921, 460.393 939.921 L 457.794 939.921 L 457.794 946.614 L 455.586 946.614 L 455.586 930.33 L 460.393 930.33 M 460.393 938.081 Q 461.98 938.081, 462.831 937.322 Q 463.682 936.563, 463.682 935.114 Q 463.682 933.665, 462.831 932.929 Q 462.003 932.17, 460.393 932.17 L 457.794 932.17 L 457.794 938.081 L 460.393 938.081 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 441.74 853.38 L 443.948 853.38 L 443.948 860.303 L 452.274 860.303 L 452.274 853.38 L 454.482 853.38 L 454.482 869.664 L 452.274 869.664 L 452.274 862.143 L 443.948 862.143 L 443.948 869.664 L 441.74 869.664 L 441.74 853.38 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 456.184 867.134 Q 456.368 867.203, 457.127 867.525 Q 457.886 867.847, 458.714 868.054 Q 459.565 868.238, 460.393 868.238 Q 461.934 868.238, 462.831 867.502 Q 463.728 866.743, 463.728 865.432 Q 463.728 864.535, 463.268 863.983 Q 462.831 863.431, 462.141 863.132 Q 461.451 862.833, 460.301 862.488 Q 458.852 862.051, 457.978 861.637 Q 457.127 861.223, 456.506 860.349 Q 455.908 859.475, 455.908 858.003 Q 455.908 855.956, 457.288 854.691 Q 458.691 853.426, 461.451 853.426 Q 463.337 853.426, 465.476 854.323 L 464.947 856.094 Q 462.992 855.289, 461.52 855.289 Q 459.933 855.289, 459.059 855.956 Q 458.185 856.6, 458.208 857.727 Q 458.208 858.601, 458.645 859.13 Q 459.105 859.659, 459.749 859.958 Q 460.416 860.257, 461.52 860.602 Q 462.992 861.062, 463.866 861.522 Q 464.74 861.982, 465.361 862.925 Q 466.005 863.845, 466.005 865.432 Q 466.005 867.686, 464.487 868.905 Q 462.992 870.101, 460.485 870.101 Q 459.036 870.101, 457.932 869.779 Q 456.851 869.48, 455.563 868.951 L 456.184 867.134 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"bond-0\" d=\"M 128.864,1146.52 L 183.55,1128.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 128.864,1146.52 L 95.0665,1100\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 183.55,1128.75 L 183.55,1071.25\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 183.55,1071.25 L 160.663,1063.81\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 160.663,1063.81 L 137.777,1056.37\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 121.654,1063.4 L 108.36,1081.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 108.36,1081.7 L 95.0665,1100\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 86.593,1099.04 L 86.593,1100.96\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 78.1194,1098.08 L 78.1194,1101.91\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 69.6459,1097.12 L 69.6459,1102.87\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 61.1723,1096.16 L 61.1723,1103.83\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 52.6988,1095.21 L 52.6988,1104.79\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 44.2252,1094.25 L 44.2252,1105.75\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 121.389 1053.52 Q 121.389 1049.61, 123.321 1047.43 Q 125.253 1045.24, 128.864 1045.24 Q 132.475 1045.24, 134.407 1047.43 Q 136.339 1049.61, 136.339 1053.52 Q 136.339 1057.48, 134.384 1059.73 Q 132.429 1061.97, 128.864 1061.97 Q 125.276 1061.97, 123.321 1059.73 Q 121.389 1057.5, 121.389 1053.52 M 128.864 1060.13 Q 131.348 1060.13, 132.682 1058.47 Q 134.039 1056.79, 134.039 1053.52 Q 134.039 1050.33, 132.682 1048.72 Q 131.348 1047.08, 128.864 1047.08 Q 126.38 1047.08, 125.023 1048.69 Q 123.689 1050.3, 123.689 1053.52 Q 123.689 1056.81, 125.023 1058.47 Q 126.38 1060.13, 128.864 1060.13 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 18.5228 1091.85 L 20.7308 1091.85 L 20.7308 1098.78 L 29.0568 1098.78 L 29.0568 1091.85 L 31.2647 1091.85 L 31.2647 1108.14 L 29.0568 1108.14 L 29.0568 1100.62 L 20.7308 1100.62 L 20.7308 1108.14 L 18.5228 1108.14 L 18.5228 1091.85 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-5\" d=\"M 32.9667 1105.61 Q 33.1507 1105.68, 33.9097 1106 Q 34.6687 1106.32, 35.4967 1106.53 Q 36.3477 1106.71, 37.1757 1106.71 Q 38.7167 1106.71, 39.6137 1105.98 Q 40.5107 1105.22, 40.5107 1103.91 Q 40.5107 1103.01, 40.0507 1102.46 Q 39.6137 1101.91, 38.9237 1101.61 Q 38.2337 1101.31, 37.0837 1100.96 Q 35.6347 1100.53, 34.7607 1100.11 Q 33.9097 1099.7, 33.2887 1098.82 Q 32.6907 1097.95, 32.6907 1096.48 Q 32.6907 1094.43, 34.0707 1093.17 Q 35.4737 1091.9, 38.2337 1091.9 Q 40.1197 1091.9, 42.2587 1092.8 L 41.7297 1094.57 Q 39.7747 1093.76, 38.3027 1093.76 Q 36.7157 1093.76, 35.8417 1094.43 Q 34.9677 1095.07, 34.9907 1096.2 Q 34.9907 1097.08, 35.4277 1097.6 Q 35.8877 1098.13, 36.5317 1098.43 Q 37.1987 1098.73, 38.3027 1099.08 Q 39.7747 1099.54, 40.6487 1100 Q 41.5227 1100.46, 42.1437 1101.4 Q 42.7877 1102.32, 42.7877 1103.91 Q 42.7877 1106.16, 41.2697 1107.38 Q 39.7747 1108.58, 37.2677 1108.58 Q 35.8187 1108.58, 34.7147 1108.25 Q 33.6337 1107.95, 32.3457 1107.43 L 32.9667 1105.61 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"bond-0\" d=\"M 328.864,1146.52 L 383.55,1128.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 328.864,1146.52 L 295.067,1100\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 383.55,1128.75 L 383.55,1071.25\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 383.55,1071.25 L 360.663,1063.81\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 360.663,1063.81 L 337.777,1056.37\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 321.654,1063.4 L 308.36,1081.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 308.36,1081.7 L 295.067,1100\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 295.067,1100 L 269.646,1097.12 L 269.646,1102.87 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 269.646,1097.12 L 244.225,1105.75 L 244.225,1094.25 Z\" style=\"fill:#CCCC00;fill-rule:evenodd;fill-opacity:1;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 269.646,1097.12 L 269.646,1102.87 L 244.225,1105.75 Z\" style=\"fill:#CCCC00;fill-rule:evenodd;fill-opacity:1;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"atom-3\" d=\"M 321.389 1053.52 Q 321.389 1049.61, 323.321 1047.43 Q 325.253 1045.24, 328.864 1045.24 Q 332.475 1045.24, 334.407 1047.43 Q 336.339 1049.61, 336.339 1053.52 Q 336.339 1057.48, 334.384 1059.73 Q 332.429 1061.97, 328.864 1061.97 Q 325.276 1061.97, 323.321 1059.73 Q 321.389 1057.5, 321.389 1053.52 M 328.864 1060.13 Q 331.348 1060.13, 332.682 1058.47 Q 334.039 1056.79, 334.039 1053.52 Q 334.039 1050.33, 332.682 1048.72 Q 331.348 1047.08, 328.864 1047.08 Q 326.38 1047.08, 325.023 1048.69 Q 323.689 1050.3, 323.689 1053.52 Q 323.689 1056.81, 325.023 1058.47 Q 326.38 1060.13, 328.864 1060.13 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 218.523 1091.85 L 220.731 1091.85 L 220.731 1098.78 L 229.057 1098.78 L 229.057 1091.85 L 231.265 1091.85 L 231.265 1108.14 L 229.057 1108.14 L 229.057 1100.62 L 220.731 1100.62 L 220.731 1108.14 L 218.523 1108.14 L 218.523 1091.85 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-5\" d=\"M 232.967 1105.61 Q 233.151 1105.68, 233.91 1106 Q 234.669 1106.32, 235.497 1106.53 Q 236.348 1106.71, 237.176 1106.71 Q 238.717 1106.71, 239.614 1105.98 Q 240.511 1105.22, 240.511 1103.91 Q 240.511 1103.01, 240.051 1102.46 Q 239.614 1101.91, 238.924 1101.61 Q 238.234 1101.31, 237.084 1100.96 Q 235.635 1100.53, 234.761 1100.11 Q 233.91 1099.7, 233.289 1098.82 Q 232.691 1097.95, 232.691 1096.48 Q 232.691 1094.43, 234.071 1093.17 Q 235.474 1091.9, 238.234 1091.9 Q 240.12 1091.9, 242.259 1092.8 L 241.73 1094.57 Q 239.775 1093.76, 238.303 1093.76 Q 236.716 1093.76, 235.842 1094.43 Q 234.968 1095.07, 234.991 1096.2 Q 234.991 1097.08, 235.428 1097.6 Q 235.888 1098.13, 236.532 1098.43 Q 237.199 1098.73, 238.303 1099.08 Q 239.775 1099.54, 240.649 1100 Q 241.523 1100.46, 242.144 1101.4 Q 242.788 1102.32, 242.788 1103.91 Q 242.788 1106.16, 241.27 1107.38 Q 239.775 1108.58, 237.268 1108.58 Q 235.819 1108.58, 234.715 1108.25 Q 233.634 1107.95, 232.346 1107.43 L 232.967 1105.61 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"bond-0\" d=\"M 537.312,1146.52 L 591.998,1128.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 537.312,1146.52 L 503.515,1100\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 591.998,1128.75 L 591.998,1071.25\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 591.998,1071.25 L 569.111,1063.81\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 569.111,1063.81 L 546.225,1056.37\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 530.102,1063.4 L 516.808,1081.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 516.808,1081.7 L 503.515,1100\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 503.515,1100 L 485.479,1083.76\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 485.479,1083.76 L 467.443,1067.52\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 497.021,1104.55 L 498.303,1105.98\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 490.526,1109.11 L 493.091,1111.96\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 484.032,1113.67 L 487.88,1117.94\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 477.538,1118.23 L 482.668,1123.93\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 471.044,1122.79 L 477.456,1129.91\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 464.55,1127.34 L 472.245,1135.89\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 529.837 1053.52 Q 529.837 1049.61, 531.769 1047.43 Q 533.701 1045.24, 537.312 1045.24 Q 540.923 1045.24, 542.855 1047.43 Q 544.787 1049.61, 544.787 1053.52 Q 544.787 1057.48, 542.832 1059.73 Q 540.877 1061.97, 537.312 1061.97 Q 533.724 1061.97, 531.769 1059.73 Q 529.837 1057.5, 529.837 1053.52 M 537.312 1060.13 Q 539.796 1060.13, 541.13 1058.47 Q 542.487 1056.79, 542.487 1053.52 Q 542.487 1050.33, 541.13 1048.72 Q 539.796 1047.08, 537.312 1047.08 Q 534.828 1047.08, 533.471 1048.69 Q 532.137 1050.3, 532.137 1053.52 Q 532.137 1056.81, 533.471 1058.47 Q 534.828 1060.13, 537.312 1060.13 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 441.74 1053.38 L 443.948 1053.38 L 443.948 1060.3 L 452.274 1060.3 L 452.274 1053.38 L 454.482 1053.38 L 454.482 1069.66 L 452.274 1069.66 L 452.274 1062.14 L 443.948 1062.14 L 443.948 1069.66 L 441.74 1069.66 L 441.74 1053.38 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-5\" d=\"M 456.184 1067.13 Q 456.368 1067.2, 457.127 1067.52 Q 457.886 1067.85, 458.714 1068.05 Q 459.565 1068.24, 460.393 1068.24 Q 461.934 1068.24, 462.831 1067.5 Q 463.728 1066.74, 463.728 1065.43 Q 463.728 1064.53, 463.268 1063.98 Q 462.831 1063.43, 462.141 1063.13 Q 461.451 1062.83, 460.301 1062.49 Q 458.852 1062.05, 457.978 1061.64 Q 457.127 1061.22, 456.506 1060.35 Q 455.908 1059.47, 455.908 1058 Q 455.908 1055.96, 457.288 1054.69 Q 458.691 1053.43, 461.451 1053.43 Q 463.337 1053.43, 465.476 1054.32 L 464.947 1056.09 Q 462.992 1055.29, 461.52 1055.29 Q 459.933 1055.29, 459.059 1055.96 Q 458.185 1056.6, 458.208 1057.73 Q 458.208 1058.6, 458.645 1059.13 Q 459.105 1059.66, 459.749 1059.96 Q 460.416 1060.26, 461.52 1060.6 Q 462.992 1061.06, 463.866 1061.52 Q 464.74 1061.98, 465.361 1062.92 Q 466.005 1063.84, 466.005 1065.43 Q 466.005 1067.69, 464.487 1068.9 Q 462.992 1070.1, 460.485 1070.1 Q 459.036 1070.1, 457.932 1069.78 Q 456.851 1069.48, 455.563 1068.95 L 456.184 1067.13 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 431.958 1130.33 L 434.166 1130.33 L 434.166 1137.25 L 442.492 1137.25 L 442.492 1130.33 L 444.7 1130.33 L 444.7 1146.61 L 442.492 1146.61 L 442.492 1139.09 L 434.166 1139.09 L 434.166 1146.61 L 431.958 1146.61 L 431.958 1130.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 445.489 1146.04 Q 445.884 1145.03, 446.825 1144.46 Q 447.766 1143.89, 449.072 1143.89 Q 450.696 1143.89, 451.607 1144.77 Q 452.518 1145.65, 452.518 1147.21 Q 452.518 1148.81, 451.334 1150.29 Q 450.165 1151.78, 447.736 1153.54 L 452.7 1153.54 L 452.7 1154.76 L 445.459 1154.76 L 445.459 1153.74 Q 447.463 1152.31, 448.647 1151.25 Q 449.846 1150.19, 450.423 1149.23 Q 451 1148.27, 451 1147.29 Q 451 1146.25, 450.483 1145.68 Q 449.967 1145.1, 449.072 1145.1 Q 448.206 1145.1, 447.63 1145.45 Q 447.053 1145.8, 446.643 1146.57 L 445.489 1146.04 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 457.185 1130.33 L 462.521 1138.95 Q 463.05 1139.81, 463.901 1141.35 Q 464.752 1142.89, 464.798 1142.98 L 464.798 1130.33 L 466.96 1130.33 L 466.96 1146.61 L 464.729 1146.61 L 459.002 1137.18 Q 458.335 1136.08, 457.622 1134.81 Q 456.932 1133.55, 456.725 1133.16 L 456.725 1146.61 L 454.609 1146.61 L 454.609 1130.33 L 457.185 1130.33 \" fill=\"#0000FF\"/>\n",
       "<path class=\"bond-0\" d=\"M 137.312,1346.52 L 191.998,1328.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 137.312,1346.52 L 103.515,1300\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 191.998,1328.75 L 191.998,1271.25\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 191.998,1271.25 L 169.111,1263.81\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 169.111,1263.81 L 146.225,1256.37\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 130.102,1263.4 L 116.808,1281.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 116.808,1281.7 L 103.515,1300\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 103.515,1300 L 85.4788,1283.76\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 85.4788,1283.76 L 67.4427,1267.52\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 97.2373,1304.36 L 98.5198,1305.78\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 90.9597,1308.72 L 93.5246,1311.57\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 84.682,1313.09 L 88.5295,1317.36\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 78.4044,1317.45 L 83.5344,1323.15\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 72.1268,1321.81 L 78.5393,1328.93\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 65.8492,1326.17 L 73.5442,1334.72\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 129.837 1253.52 Q 129.837 1249.61, 131.769 1247.43 Q 133.701 1245.24, 137.312 1245.24 Q 140.923 1245.24, 142.855 1247.43 Q 144.787 1249.61, 144.787 1253.52 Q 144.787 1257.48, 142.832 1259.73 Q 140.877 1261.97, 137.312 1261.97 Q 133.724 1261.97, 131.769 1259.73 Q 129.837 1257.5, 129.837 1253.52 M 137.312 1260.13 Q 139.796 1260.13, 141.13 1258.47 Q 142.487 1256.79, 142.487 1253.52 Q 142.487 1250.33, 141.13 1248.72 Q 139.796 1247.08, 137.312 1247.08 Q 134.828 1247.08, 133.471 1248.69 Q 132.137 1250.3, 132.137 1253.52 Q 132.137 1256.81, 133.471 1258.47 Q 134.828 1260.13, 137.312 1260.13 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 41.7403 1253.38 L 43.9483 1253.38 L 43.9483 1260.3 L 52.2742 1260.3 L 52.2742 1253.38 L 54.4822 1253.38 L 54.4822 1269.66 L 52.2742 1269.66 L 52.2742 1262.14 L 43.9483 1262.14 L 43.9483 1269.66 L 41.7403 1269.66 L 41.7403 1253.38 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-5\" d=\"M 56.1842 1267.13 Q 56.3682 1267.2, 57.1272 1267.52 Q 57.8862 1267.85, 58.7142 1268.05 Q 59.5652 1268.24, 60.3932 1268.24 Q 61.9342 1268.24, 62.8312 1267.5 Q 63.7282 1266.74, 63.7282 1265.43 Q 63.7282 1264.53, 63.2682 1263.98 Q 62.8312 1263.43, 62.1412 1263.13 Q 61.4512 1262.83, 60.3012 1262.49 Q 58.8522 1262.05, 57.9782 1261.64 Q 57.1272 1261.22, 56.5062 1260.35 Q 55.9082 1259.47, 55.9082 1258 Q 55.9082 1255.96, 57.2882 1254.69 Q 58.6912 1253.43, 61.4512 1253.43 Q 63.3372 1253.43, 65.4762 1254.32 L 64.9472 1256.09 Q 62.9922 1255.29, 61.5202 1255.29 Q 59.9332 1255.29, 59.0592 1255.96 Q 58.1852 1256.6, 58.2082 1257.73 Q 58.2082 1258.6, 58.6452 1259.13 Q 59.1052 1259.66, 59.7492 1259.96 Q 60.4162 1260.26, 61.5202 1260.6 Q 62.9922 1261.06, 63.8662 1261.52 Q 64.7402 1261.98, 65.3612 1262.92 Q 66.0052 1263.84, 66.0052 1265.43 Q 66.0052 1267.69, 64.4872 1268.9 Q 62.9922 1270.1, 60.4852 1270.1 Q 59.0362 1270.1, 57.9322 1269.78 Q 56.8512 1269.48, 55.5632 1268.95 L 56.1842 1267.13 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 39.4173 1330.42 L 41.6253 1330.42 L 41.6253 1337.34 L 49.9512 1337.34 L 49.9512 1330.42 L 52.1592 1330.42 L 52.1592 1346.71 L 49.9512 1346.71 L 49.9512 1339.18 L 41.6253 1339.18 L 41.6253 1346.71 L 39.4173 1346.71 L 39.4173 1330.42 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 53.3092 1338.52 Q 53.3092 1334.61, 55.2412 1332.42 Q 57.1732 1330.24, 60.7842 1330.24 Q 64.3952 1330.24, 66.3272 1332.42 Q 68.2592 1334.61, 68.2592 1338.52 Q 68.2592 1342.47, 66.3042 1344.73 Q 64.3492 1346.96, 60.7842 1346.96 Q 57.1962 1346.96, 55.2412 1344.73 Q 53.3092 1342.5, 53.3092 1338.52 M 60.7842 1345.12 Q 63.2682 1345.12, 64.6022 1343.46 Q 65.9592 1341.78, 65.9592 1338.52 Q 65.9592 1335.32, 64.6022 1333.71 Q 63.2682 1332.08, 60.7842 1332.08 Q 58.3002 1332.08, 56.9432 1333.69 Q 55.6092 1335.3, 55.6092 1338.52 Q 55.6092 1341.81, 56.9432 1343.46 Q 58.3002 1345.12, 60.7842 1345.12 \" fill=\"#FF0000\"/>\n",
       "<path class=\"bond-0\" d=\"M 337.312,1346.52 L 391.998,1328.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 337.312,1346.52 L 303.515,1300\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 391.998,1328.75 L 391.998,1271.25\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 391.998,1271.25 L 369.111,1263.81\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 369.111,1263.81 L 346.225,1256.37\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 330.102,1263.4 L 316.808,1281.7\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 316.808,1281.7 L 303.515,1300\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 303.515,1300 L 285.479,1283.76\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 285.479,1283.76 L 267.443,1267.52\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 296.858,1304.7 L 298.14,1306.13\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 290.201,1309.41 L 292.766,1312.25\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 283.544,1314.11 L 287.391,1318.38\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 276.886,1318.81 L 282.016,1324.51\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 270.229,1323.52 L 276.642,1330.64\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 263.572,1328.22 L 271.267,1336.77\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 329.837 1253.52 Q 329.837 1249.61, 331.769 1247.43 Q 333.701 1245.24, 337.312 1245.24 Q 340.923 1245.24, 342.855 1247.43 Q 344.787 1249.61, 344.787 1253.52 Q 344.787 1257.48, 342.832 1259.73 Q 340.877 1261.97, 337.312 1261.97 Q 333.724 1261.97, 331.769 1259.73 Q 329.837 1257.5, 329.837 1253.52 M 337.312 1260.13 Q 339.796 1260.13, 341.13 1258.47 Q 342.487 1256.79, 342.487 1253.52 Q 342.487 1250.33, 341.13 1248.72 Q 339.796 1247.08, 337.312 1247.08 Q 334.828 1247.08, 333.471 1248.69 Q 332.137 1250.3, 332.137 1253.52 Q 332.137 1256.81, 333.471 1258.47 Q 334.828 1260.13, 337.312 1260.13 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 241.74 1253.38 L 243.948 1253.38 L 243.948 1260.3 L 252.274 1260.3 L 252.274 1253.38 L 254.482 1253.38 L 254.482 1269.66 L 252.274 1269.66 L 252.274 1262.14 L 243.948 1262.14 L 243.948 1269.66 L 241.74 1269.66 L 241.74 1253.38 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-5\" d=\"M 256.184 1267.13 Q 256.368 1267.2, 257.127 1267.52 Q 257.886 1267.85, 258.714 1268.05 Q 259.565 1268.24, 260.393 1268.24 Q 261.934 1268.24, 262.831 1267.5 Q 263.728 1266.74, 263.728 1265.43 Q 263.728 1264.53, 263.268 1263.98 Q 262.831 1263.43, 262.141 1263.13 Q 261.451 1262.83, 260.301 1262.49 Q 258.852 1262.05, 257.978 1261.64 Q 257.127 1261.22, 256.506 1260.35 Q 255.908 1259.47, 255.908 1258 Q 255.908 1255.96, 257.288 1254.69 Q 258.691 1253.43, 261.451 1253.43 Q 263.337 1253.43, 265.476 1254.32 L 264.947 1256.09 Q 262.992 1255.29, 261.52 1255.29 Q 259.933 1255.29, 259.059 1255.96 Q 258.185 1256.6, 258.208 1257.73 Q 258.208 1258.6, 258.645 1259.13 Q 259.105 1259.66, 259.749 1259.96 Q 260.416 1260.26, 261.52 1260.6 Q 262.992 1261.06, 263.866 1261.52 Q 264.74 1261.98, 265.361 1262.92 Q 266.005 1263.84, 266.005 1265.43 Q 266.005 1267.69, 264.487 1268.9 Q 262.992 1270.1, 260.485 1270.1 Q 259.036 1270.1, 257.932 1269.78 Q 256.851 1269.48, 255.563 1268.95 L 256.184 1267.13 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 232.889 1330.33 L 235.097 1330.33 L 235.097 1337.25 L 243.423 1337.25 L 243.423 1330.33 L 245.631 1330.33 L 245.631 1346.61 L 243.423 1346.61 L 243.423 1339.09 L 235.097 1339.09 L 235.097 1346.61 L 232.889 1346.61 L 232.889 1330.33 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 246.421 1346.04 Q 246.815 1345.03, 247.757 1344.46 Q 248.698 1343.89, 250.003 1343.89 Q 251.627 1343.89, 252.538 1344.77 Q 253.449 1345.65, 253.449 1347.21 Q 253.449 1348.81, 252.265 1350.29 Q 251.096 1351.78, 248.667 1353.54 L 253.631 1353.54 L 253.631 1354.76 L 246.39 1354.76 L 246.39 1353.74 Q 248.394 1352.31, 249.578 1351.25 Q 250.777 1350.19, 251.354 1349.23 Q 251.931 1348.27, 251.931 1347.29 Q 251.931 1346.25, 251.415 1345.68 Q 250.899 1345.1, 250.003 1345.1 Q 249.138 1345.1, 248.561 1345.45 Q 247.984 1345.8, 247.574 1346.57 L 246.421 1346.04 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 260.393 1330.33 Q 263.176 1330.33, 264.579 1331.59 Q 265.982 1332.84, 265.982 1335.11 Q 265.982 1337.37, 264.533 1338.66 Q 263.107 1339.92, 260.393 1339.92 L 257.794 1339.92 L 257.794 1346.61 L 255.586 1346.61 L 255.586 1330.33 L 260.393 1330.33 M 260.393 1338.08 Q 261.98 1338.08, 262.831 1337.32 Q 263.682 1336.56, 263.682 1335.11 Q 263.682 1333.66, 262.831 1332.93 Q 262.003 1332.17, 260.393 1332.17 L 257.794 1332.17 L 257.794 1338.08 L 260.393 1338.08 \" fill=\"#FF7F00\"/>\n",
       "</svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from rdkit.Chem import Draw\n",
    "Draw.MolsToGridImage(mols)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/svg+xml": [
       "<svg xmlns=\"http://www.w3.org/2000/svg\" xmlns:rdkit=\"http://www.rdkit.org/xml\" xmlns:xlink=\"http://www.w3.org/1999/xlink\" version=\"1.1\" baseProfile=\"full\" xml:space=\"preserve\" width=\"600px\" height=\"1400px\" viewBox=\"0 0 600 1400\">\n",
       "<!-- END OF HEADER -->\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<rect style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"600\" height=\"1400\" x=\"0\" y=\"0\"> </rect>\n",
       "<path class=\"bond-0\" d=\"M 98.7834,124.885 L 137.383,123.253\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 98.7834,124.885 L 85.3034,88.6793\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 98.7834,124.885 L 103.488,156.666\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 98.7834,124.885 L 74.7151,134.328\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 137.383,123.253 L 147.758,86.0385\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 137.383,123.253 L 170.231,128.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 137.383,123.253 L 135.374,155.375\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 147.758,86.0385 L 134.659,77.3423\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 134.659,77.3423 L 121.56,68.6462\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 147.758,86.0385 L 162.283,58.2309\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 147.758,86.0385 L 178.438,98.1722\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 109.583,69.4206 L 97.4433,79.05\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 97.4433,79.05 L 85.3034,88.6793\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 85.3034,88.6793 L 70.5618,96.0039\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 70.5618,96.0039 L 55.8201,103.329\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 85.3034,88.6793 L 71.9395,60.4325 L 65.4171,64.5751 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-13\" d=\"M 45.5899,102.474 L 34.6006,95.1789\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 34.6006,95.1789 L 23.6112,87.8834\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 49.5371,112.123 L 47.8173,121.33\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 47.8173,121.33 L 46.0974,130.538\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 110.549 64.7017 Q 110.549 62.0746, 111.847 60.6065 Q 113.145 59.1385, 115.571 59.1385 Q 117.998 59.1385, 119.296 60.6065 Q 120.594 62.0746, 120.594 64.7017 Q 120.594 67.3597, 119.28 68.8742 Q 117.967 70.3732, 115.571 70.3732 Q 113.161 70.3732, 111.847 68.8742 Q 110.549 67.3752, 110.549 64.7017 M 115.571 69.1369 Q 117.24 69.1369, 118.137 68.0242 Q 119.049 66.8961, 119.049 64.7017 Q 119.049 62.5537, 118.137 61.4719 Q 117.24 60.3747, 115.571 60.3747 Q 113.903 60.3747, 112.991 61.4565 Q 112.094 62.5382, 112.094 64.7017 Q 112.094 66.9116, 112.991 68.0242 Q 113.903 69.1369, 115.571 69.1369 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 48.2866 100.4 L 51.8718 106.195 Q 52.2272 106.766, 52.799 107.802 Q 53.3708 108.837, 53.4017 108.899 L 53.4017 100.4 L 54.8543 100.4 L 54.8543 111.341 L 53.3553 111.341 L 49.5074 105.005 Q 49.0592 104.263, 48.5802 103.413 Q 48.1166 102.563, 47.9775 102.3 L 47.9775 111.341 L 46.5558 111.341 L 46.5558 100.4 L 48.2866 100.4 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 100.161 157.632 L 101.644 157.632 L 101.644 162.283 L 107.238 162.283 L 107.238 157.632 L 108.722 157.632 L 108.722 168.573 L 107.238 168.573 L 107.238 163.519 L 101.644 163.519 L 101.644 168.573 L 100.161 168.573 L 100.161 157.632 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 65.3715 130.844 L 66.8551 130.844 L 66.8551 135.496 L 72.4492 135.496 L 72.4492 130.844 L 73.9328 130.844 L 73.9328 141.785 L 72.4492 141.785 L 72.4492 136.732 L 66.8551 136.732 L 66.8551 141.785 L 65.3715 141.785 L 65.3715 130.844 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 171.197 124.211 L 172.681 124.211 L 172.681 128.863 L 178.275 128.863 L 178.275 124.211 L 179.758 124.211 L 179.758 135.152 L 178.275 135.152 L 178.275 130.099 L 172.681 130.099 L 172.681 135.152 L 171.197 135.152 L 171.197 124.211 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 130.691 156.341 L 132.174 156.341 L 132.174 160.992 L 137.768 160.992 L 137.768 156.341 L 139.252 156.341 L 139.252 167.282 L 137.768 167.282 L 137.768 162.229 L 132.174 162.229 L 132.174 167.282 L 130.691 167.282 L 130.691 156.341 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 161.364 46.3239 L 162.847 46.3239 L 162.847 50.9754 L 168.442 50.9754 L 168.442 46.3239 L 169.925 46.3239 L 169.925 57.265 L 168.442 57.265 L 168.442 52.2117 L 162.847 52.2117 L 162.847 57.265 L 161.364 57.265 L 161.364 46.3239 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 179.404 94.7766 L 180.887 94.7766 L 180.887 99.4281 L 186.481 99.4281 L 186.481 94.7766 L 187.965 94.7766 L 187.965 105.718 L 186.481 105.718 L 186.481 100.664 L 180.887 100.664 L 180.887 105.718 L 179.404 105.718 L 179.404 94.7766 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 60.3097 50.5969 L 61.7932 50.5969 L 61.7932 55.2484 L 67.3874 55.2484 L 67.3874 50.5969 L 68.8709 50.5969 L 68.8709 61.538 L 67.3874 61.538 L 67.3874 56.4847 L 61.7932 56.4847 L 61.7932 61.538 L 60.3097 61.538 L 60.3097 50.5969 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 14.2376 79.0319 L 15.7212 79.0319 L 15.7212 83.6834 L 21.3153 83.6834 L 21.3153 79.0319 L 22.7989 79.0319 L 22.7989 89.9729 L 21.3153 89.9729 L 21.3153 84.9196 L 15.7212 84.9196 L 15.7212 89.9729 L 14.2376 89.9729 L 14.2376 79.0319 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 40.6785 131.161 L 42.1621 131.161 L 42.1621 135.812 L 47.7562 135.812 L 47.7562 131.161 L 49.2398 131.161 L 49.2398 142.102 L 47.7562 142.102 L 47.7562 137.049 L 42.1621 137.049 L 42.1621 142.102 L 40.6785 142.102 L 40.6785 131.161 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 298.783,124.885 L 337.383,123.253\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 298.783,124.885 L 285.303,88.6793\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 298.783,124.885 L 303.488,156.666\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 298.783,124.885 L 274.715,134.328\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 337.383,123.253 L 347.758,86.0385\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 337.383,123.253 L 370.231,128.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 337.383,123.253 L 335.374,155.375\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 347.758,86.0385 L 334.659,77.3423\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 334.659,77.3423 L 321.56,68.6462\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 347.758,86.0385 L 362.283,58.2309\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 347.758,86.0385 L 378.438,98.1722\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 309.583,69.4206 L 297.443,79.05\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 297.443,79.05 L 285.303,88.6793\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 285.303,88.6793 L 270.562,96.0039\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 270.562,96.0039 L 255.82,103.329\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 282.631,83.0299 L 281.326,83.8585\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 279.958,77.3806 L 277.349,79.0376\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 277.285,71.7312 L 273.372,74.2168\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 274.612,66.0819 L 269.394,69.396\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 271.939,60.4325 L 265.417,64.5751\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 245.59,102.474 L 234.601,95.1789\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 234.601,95.1789 L 223.611,87.8834\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 249.537,112.123 L 247.817,121.33\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 247.817,121.33 L 246.097,130.538\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 310.549 64.7017 Q 310.549 62.0746, 311.847 60.6065 Q 313.145 59.1385, 315.571 59.1385 Q 317.998 59.1385, 319.296 60.6065 Q 320.594 62.0746, 320.594 64.7017 Q 320.594 67.3597, 319.28 68.8742 Q 317.967 70.3732, 315.571 70.3732 Q 313.161 70.3732, 311.847 68.8742 Q 310.549 67.3752, 310.549 64.7017 M 315.571 69.1369 Q 317.24 69.1369, 318.137 68.0242 Q 319.049 66.8961, 319.049 64.7017 Q 319.049 62.5537, 318.137 61.4719 Q 317.24 60.3747, 315.571 60.3747 Q 313.903 60.3747, 312.991 61.4565 Q 312.094 62.5382, 312.094 64.7017 Q 312.094 66.9116, 312.991 68.0242 Q 313.903 69.1369, 315.571 69.1369 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 248.287 100.4 L 251.872 106.195 Q 252.227 106.766, 252.799 107.802 Q 253.371 108.837, 253.402 108.899 L 253.402 100.4 L 254.854 100.4 L 254.854 111.341 L 253.355 111.341 L 249.507 105.005 Q 249.059 104.263, 248.58 103.413 Q 248.117 102.563, 247.977 102.3 L 247.977 111.341 L 246.556 111.341 L 246.556 100.4 L 248.287 100.4 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 300.161 157.632 L 301.644 157.632 L 301.644 162.283 L 307.238 162.283 L 307.238 157.632 L 308.722 157.632 L 308.722 168.573 L 307.238 168.573 L 307.238 163.519 L 301.644 163.519 L 301.644 168.573 L 300.161 168.573 L 300.161 157.632 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 265.372 130.844 L 266.855 130.844 L 266.855 135.496 L 272.449 135.496 L 272.449 130.844 L 273.933 130.844 L 273.933 141.785 L 272.449 141.785 L 272.449 136.732 L 266.855 136.732 L 266.855 141.785 L 265.372 141.785 L 265.372 130.844 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 371.197 124.211 L 372.681 124.211 L 372.681 128.863 L 378.275 128.863 L 378.275 124.211 L 379.758 124.211 L 379.758 135.152 L 378.275 135.152 L 378.275 130.099 L 372.681 130.099 L 372.681 135.152 L 371.197 135.152 L 371.197 124.211 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 330.691 156.341 L 332.174 156.341 L 332.174 160.992 L 337.768 160.992 L 337.768 156.341 L 339.252 156.341 L 339.252 167.282 L 337.768 167.282 L 337.768 162.229 L 332.174 162.229 L 332.174 167.282 L 330.691 167.282 L 330.691 156.341 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 361.364 46.3239 L 362.847 46.3239 L 362.847 50.9754 L 368.442 50.9754 L 368.442 46.3239 L 369.925 46.3239 L 369.925 57.265 L 368.442 57.265 L 368.442 52.2117 L 362.847 52.2117 L 362.847 57.265 L 361.364 57.265 L 361.364 46.3239 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 379.404 94.7766 L 380.887 94.7766 L 380.887 99.4281 L 386.481 99.4281 L 386.481 94.7766 L 387.965 94.7766 L 387.965 105.718 L 386.481 105.718 L 386.481 100.664 L 380.887 100.664 L 380.887 105.718 L 379.404 105.718 L 379.404 94.7766 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 260.31 50.5969 L 261.793 50.5969 L 261.793 55.2484 L 267.387 55.2484 L 267.387 50.5969 L 268.871 50.5969 L 268.871 61.538 L 267.387 61.538 L 267.387 56.4847 L 261.793 56.4847 L 261.793 61.538 L 260.31 61.538 L 260.31 50.5969 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 214.238 79.0319 L 215.721 79.0319 L 215.721 83.6834 L 221.315 83.6834 L 221.315 79.0319 L 222.799 79.0319 L 222.799 89.9729 L 221.315 89.9729 L 221.315 84.9196 L 215.721 84.9196 L 215.721 89.9729 L 214.238 89.9729 L 214.238 79.0319 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 240.679 131.161 L 242.162 131.161 L 242.162 135.812 L 247.756 135.812 L 247.756 131.161 L 249.24 131.161 L 249.24 142.102 L 247.756 142.102 L 247.756 137.049 L 242.162 137.049 L 242.162 142.102 L 240.679 142.102 L 240.679 131.161 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 503.894,130.935 L 541.767,123.308\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 503.894,130.935 L 484.936,97.2725\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 503.894,130.935 L 513.423,161.367\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 503.894,130.935 L 481.963,143.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 541.767,123.308 L 546.217,84.9311\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 541.767,123.308 L 575.152,123.665\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 541.767,123.308 L 544.787,155.335\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 546.217,84.9311 L 531.649,78.2574\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 531.649,78.2574 L 517.082,71.5837\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 546.217,84.9311 L 556.38,54.7545\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 546.217,84.9311 L 578.672,92.1935\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 505.105,75.3495 L 495.021,86.311\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 495.021,86.311 L 484.936,97.2725\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 484.936,97.2725 L 471.746,106.642\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 471.746,106.642 L 458.555,116.012\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 481.583,92.2982 L 480.424,93.3198\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 478.229,87.3238 L 475.911,89.3672\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 474.876,82.3495 L 471.398,85.4146\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 471.522,77.3752 L 466.885,81.462\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 468.169,72.4009 L 462.372,77.5093\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 448.325,117.302 L 435.873,111.597\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 435.873,111.597 L 423.422,105.893\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 453.264,125.898 L 452.997,135.364\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 452.997,135.364 L 452.73,144.829\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 461.583,61.7887 L 465.599,49.8638\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 465.599,49.8638 L 469.615,37.9389\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 506.071 68.8713 Q 506.071 66.2442, 507.369 64.7761 Q 508.667 63.308, 511.093 63.308 Q 513.52 63.308, 514.818 64.7761 Q 516.116 66.2442, 516.116 68.8713 Q 516.116 71.5293, 514.802 73.0437 Q 513.489 74.5427, 511.093 74.5427 Q 508.683 74.5427, 507.369 73.0437 Q 506.071 71.5447, 506.071 68.8713 M 511.093 73.3064 Q 512.762 73.3064, 513.659 72.1938 Q 514.57 71.0657, 514.57 68.8713 Q 514.57 66.7233, 513.659 65.6415 Q 512.762 64.5443, 511.093 64.5443 Q 509.424 64.5443, 508.513 65.6261 Q 507.616 66.7078, 507.616 68.8713 Q 507.616 71.0811, 508.513 72.1938 Q 509.424 73.3064, 511.093 73.3064 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 451.021 114.174 L 454.607 119.969 Q 454.962 120.541, 455.534 121.577 Q 456.106 122.612, 456.136 122.674 L 456.136 114.174 L 457.589 114.174 L 457.589 125.115 L 456.09 125.115 L 452.242 118.78 Q 451.794 118.038, 451.315 117.188 Q 450.851 116.338, 450.712 116.075 L 450.712 125.115 L 449.291 125.115 L 449.291 114.174 L 451.021 114.174 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 454.372 68.3178 Q 454.372 65.6907, 455.67 64.2226 Q 456.968 62.7546, 459.394 62.7546 Q 461.82 62.7546, 463.119 64.2226 Q 464.417 65.6907, 464.417 68.3178 Q 464.417 70.9758, 463.103 72.4903 Q 461.79 73.9893, 459.394 73.9893 Q 456.984 73.9893, 455.67 72.4903 Q 454.372 70.9913, 454.372 68.3178 M 459.394 72.753 Q 461.063 72.753, 461.96 71.6403 Q 462.871 70.5122, 462.871 68.3178 Q 462.871 66.1698, 461.96 65.088 Q 461.063 63.9908, 459.394 63.9908 Q 457.725 63.9908, 456.814 65.0726 Q 455.917 66.1543, 455.917 68.3178 Q 455.917 70.5277, 456.814 71.6403 Q 457.725 72.753, 459.394 72.753 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-7\" d=\"M 511.158 162.333 L 512.641 162.333 L 512.641 166.985 L 518.236 166.985 L 518.236 162.333 L 519.719 162.333 L 519.719 173.274 L 518.236 173.274 L 518.236 168.221 L 512.641 168.221 L 512.641 173.274 L 511.158 173.274 L 511.158 162.333 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 472.619 141.295 L 474.103 141.295 L 474.103 145.946 L 479.697 145.946 L 479.697 141.295 L 481.18 141.295 L 481.18 152.236 L 479.697 152.236 L 479.697 147.182 L 474.103 147.182 L 474.103 152.236 L 472.619 152.236 L 472.619 141.295 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 576.118 118.251 L 577.602 118.251 L 577.602 122.902 L 583.196 122.902 L 583.196 118.251 L 584.68 118.251 L 584.68 129.192 L 583.196 129.192 L 583.196 124.139 L 577.602 124.139 L 577.602 129.192 L 576.118 129.192 L 576.118 118.251 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 541.114 156.3 L 542.597 156.3 L 542.597 160.952 L 548.191 160.952 L 548.191 156.3 L 549.675 156.3 L 549.675 167.241 L 548.191 167.241 L 548.191 162.188 L 542.597 162.188 L 542.597 167.241 L 541.114 167.241 L 541.114 156.3 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 554.267 42.8476 L 555.751 42.8476 L 555.751 47.4991 L 561.345 47.4991 L 561.345 42.8476 L 562.829 42.8476 L 562.829 53.7886 L 561.345 53.7886 L 561.345 48.7353 L 555.751 48.7353 L 555.751 53.7886 L 554.267 53.7886 L 554.267 42.8476 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 579.638 87.897 L 581.121 87.897 L 581.121 92.5485 L 586.715 92.5485 L 586.715 87.897 L 588.199 87.897 L 588.199 98.8381 L 586.715 98.8381 L 586.715 93.7848 L 581.121 93.7848 L 581.121 98.8381 L 579.638 98.8381 L 579.638 87.897 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 414.036 98.0837 L 415.519 98.0837 L 415.519 102.735 L 421.113 102.735 L 421.113 98.0837 L 422.597 98.0837 L 422.597 109.025 L 421.113 109.025 L 421.113 103.971 L 415.519 103.971 L 415.519 109.025 L 414.036 109.025 L 414.036 98.0837 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 448.277 145.455 L 449.761 145.455 L 449.761 150.107 L 455.355 150.107 L 455.355 145.455 L 456.839 145.455 L 456.839 156.396 L 455.355 156.396 L 455.355 151.343 L 449.761 151.343 L 449.761 156.396 L 448.277 156.396 L 448.277 145.455 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 467.445 26.2034 L 468.928 26.2034 L 468.928 30.8549 L 474.522 30.8549 L 474.522 26.2034 L 476.006 26.2034 L 476.006 37.1445 L 474.522 37.1445 L 474.522 32.0912 L 468.928 32.0912 L 468.928 37.1445 L 467.445 37.1445 L 467.445 26.2034 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 112.249,332.249 L 148.76,319.62\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 112.249,332.249 L 88.9547,301.428\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 112.249,332.249 L 125.613,360.804\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 112.249,332.249 L 92.68,347.584\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 148.76,319.62 L 148.031,280.993\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 148.76,319.62 L 181.852,315.509\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 148.76,319.62 L 156.008,350.814\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 148.031,280.993 L 132.544,276.282\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 132.544,276.282 L 117.058,271.571\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 148.031,280.993 L 154.107,249.495\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 148.031,280.993 L 181.276,283.854\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 106.414,276.418 L 97.6845,288.923\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 97.6845,288.923 L 88.9547,301.428\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 88.9547,301.428 L 76.0841,310.819 L 78.7229,313.641 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 76.0841,310.819 L 68.491,325.854 L 63.2134,320.211 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 76.0841,310.819 L 78.7229,313.641 L 68.491,325.854 Z\" style=\"fill:#0000FF;fill-rule:evenodd;fill-opacity:1;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 88.9547,301.428 L 76.5873,290.708\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 76.5873,290.708 L 64.2199,279.988\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 61.4031,334.069 L 62.4026,343.453\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 62.4026,343.453 L 63.4021,352.838\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 55.622,326.26 L 42.2552,322.194\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 42.2552,322.194 L 28.8883,318.128\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 61.0032,269.687 L 63.4364,257.074\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 63.4364,257.074 L 65.8695,244.461\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-16\" d=\"M 55.3033,277.665 L 41.8411,282.322\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-16\" d=\"M 41.8411,282.322 L 28.379,286.979\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 106.047 269.781 Q 106.047 267.153, 107.345 265.685 Q 108.643 264.217, 111.069 264.217 Q 113.495 264.217, 114.794 265.685 Q 116.092 267.153, 116.092 269.781 Q 116.092 272.439, 114.778 273.953 Q 113.465 275.452, 111.069 275.452 Q 108.659 275.452, 107.345 273.953 Q 106.047 272.454, 106.047 269.781 M 111.069 274.216 Q 112.738 274.216, 113.635 273.103 Q 114.546 271.975, 114.546 269.781 Q 114.546 267.633, 113.635 266.551 Q 112.738 265.454, 111.069 265.454 Q 109.4 265.454, 108.489 266.535 Q 107.592 267.617, 107.592 269.781 Q 107.592 271.99, 108.489 273.103 Q 109.4 274.216, 111.069 274.216 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 58.3186 322.346 L 61.9038 328.141 Q 62.2593 328.712, 62.8311 329.748 Q 63.4028 330.783, 63.4337 330.845 L 63.4337 322.346 L 64.8864 322.346 L 64.8864 333.287 L 63.3874 333.287 L 59.5395 326.951 Q 59.0913 326.209, 58.6122 325.359 Q 58.1486 324.509, 58.0096 324.246 L 58.0096 333.287 L 56.5878 333.287 L 56.5878 322.346 L 58.3186 322.346 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 59.4989 270.653 Q 61.3688 270.653, 62.3114 271.503 Q 63.2541 272.337, 63.2541 273.867 Q 63.2541 275.381, 62.2805 276.247 Q 61.3224 277.097, 59.4989 277.097 L 57.7526 277.097 L 57.7526 281.594 L 56.2691 281.594 L 56.2691 270.653 L 59.4989 270.653 M 59.4989 275.86 Q 60.5652 275.86, 61.137 275.351 Q 61.7087 274.841, 61.7087 273.867 Q 61.7087 272.893, 61.137 272.399 Q 60.5806 271.889, 59.4989 271.889 L 57.7526 271.889 L 57.7526 275.86 L 59.4989 275.86 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-7\" d=\"M 124.345 361.77 L 125.829 361.77 L 125.829 366.421 L 131.423 366.421 L 131.423 361.77 L 132.906 361.77 L 132.906 372.711 L 131.423 372.711 L 131.423 367.657 L 125.829 367.657 L 125.829 372.711 L 124.345 372.711 L 124.345 361.77 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 83.3365 346.08 L 84.82 346.08 L 84.82 350.732 L 90.4142 350.732 L 90.4142 346.08 L 91.8977 346.08 L 91.8977 357.021 L 90.4142 357.021 L 90.4142 351.968 L 84.82 351.968 L 84.82 357.021 L 83.3365 357.021 L 83.3365 346.08 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 182.818 309.387 L 184.302 309.387 L 184.302 314.038 L 189.896 314.038 L 189.896 309.387 L 191.38 309.387 L 191.38 320.328 L 189.896 320.328 L 189.896 315.274 L 184.302 315.274 L 184.302 320.328 L 182.818 320.328 L 182.818 309.387 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 153.223 351.78 L 154.707 351.78 L 154.707 356.432 L 160.301 356.432 L 160.301 351.78 L 161.784 351.78 L 161.784 362.721 L 160.301 362.721 L 160.301 357.668 L 154.707 357.668 L 154.707 362.721 L 153.223 362.721 L 153.223 351.78 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 151.068 237.588 L 152.552 237.588 L 152.552 242.239 L 158.146 242.239 L 158.146 237.588 L 159.629 237.588 L 159.629 248.529 L 158.146 248.529 L 158.146 243.476 L 152.552 243.476 L 152.552 248.529 L 151.068 248.529 L 151.068 237.588 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 182.242 278.835 L 183.725 278.835 L 183.725 283.486 L 189.319 283.486 L 189.319 278.835 L 190.803 278.835 L 190.803 289.776 L 189.319 289.776 L 189.319 284.723 L 183.725 284.723 L 183.725 289.776 L 182.242 289.776 L 182.242 278.835 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 59.7707 353.463 L 61.2543 353.463 L 61.2543 358.114 L 66.8484 358.114 L 66.8484 353.463 L 68.332 353.463 L 68.332 364.404 L 66.8484 364.404 L 66.8484 359.351 L 61.2543 359.351 L 61.2543 364.404 L 59.7707 364.404 L 59.7707 353.463 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 19.4949 311.102 L 20.9784 311.102 L 20.9784 315.754 L 26.5726 315.754 L 26.5726 311.102 L 28.0561 311.102 L 28.0561 322.043 L 26.5726 322.043 L 26.5726 316.99 L 20.9784 316.99 L 20.9784 322.043 L 19.4949 322.043 L 19.4949 311.102 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 62.7989 232.718 L 64.2825 232.718 L 64.2825 237.37 L 69.8766 237.37 L 69.8766 232.718 L 71.3602 232.718 L 71.3602 243.659 L 69.8766 243.659 L 69.8766 238.606 L 64.2825 238.606 L 64.2825 243.659 L 62.7989 243.659 L 62.7989 232.718 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-16\" d=\"M 18.9699 283.282 L 20.4534 283.282 L 20.4534 287.934 L 26.0476 287.934 L 26.0476 283.282 L 27.5311 283.282 L 27.5311 294.223 L 26.0476 294.223 L 26.0476 289.17 L 20.4534 289.17 L 20.4534 294.223 L 18.9699 294.223 L 18.9699 283.282 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 303.894,330.935 L 341.767,323.308\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 303.894,330.935 L 284.936,297.272\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 303.894,330.935 L 313.423,361.367\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 303.894,330.935 L 281.963,343.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 341.767,323.308 L 346.217,284.931\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 341.767,323.308 L 375.152,323.665\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 341.767,323.308 L 344.787,355.335\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 346.217,284.931 L 331.649,278.257\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 331.649,278.257 L 317.082,271.584\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 346.217,284.931 L 356.38,254.754\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 346.217,284.931 L 378.672,292.194\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 305.105,275.349 L 295.021,286.311\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 295.021,286.311 L 284.936,297.272\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 284.936,297.272 L 271.746,306.642\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 271.746,306.642 L 258.555,316.012\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 281.302,291.98 L 280.143,293.002\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 277.669,286.687 L 275.35,288.731\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 274.035,281.395 L 270.556,284.46\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 270.401,276.102 L 265.763,280.189\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 266.767,270.81 L 260.97,275.918\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 248.325,317.302 L 235.873,311.597\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 235.873,311.597 L 223.422,305.893\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 253.264,325.898 L 252.997,335.364\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 252.997,335.364 L 252.73,344.829\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 261.557,261.866 L 265.586,249.903\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 265.586,249.903 L 269.615,237.941\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 306.071 268.871 Q 306.071 266.244, 307.369 264.776 Q 308.667 263.308, 311.093 263.308 Q 313.52 263.308, 314.818 264.776 Q 316.116 266.244, 316.116 268.871 Q 316.116 271.529, 314.802 273.044 Q 313.489 274.543, 311.093 274.543 Q 308.683 274.543, 307.369 273.044 Q 306.071 271.545, 306.071 268.871 M 311.093 273.306 Q 312.762 273.306, 313.659 272.194 Q 314.57 271.066, 314.57 268.871 Q 314.57 266.723, 313.659 265.642 Q 312.762 264.544, 311.093 264.544 Q 309.424 264.544, 308.513 265.626 Q 307.616 266.708, 307.616 268.871 Q 307.616 271.081, 308.513 272.194 Q 309.424 273.306, 311.093 273.306 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 251.021 314.174 L 254.607 319.969 Q 254.962 320.541, 255.534 321.577 Q 256.106 322.612, 256.136 322.674 L 256.136 314.174 L 257.589 314.174 L 257.589 325.115 L 256.09 325.115 L 252.242 318.78 Q 251.794 318.038, 251.315 317.188 Q 250.851 316.338, 250.712 316.075 L 250.712 325.115 L 249.291 325.115 L 249.291 314.174 L 251.021 314.174 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-6\" d=\"M 256.304 272.042 Q 256.427 272.088, 256.937 272.305 Q 257.447 272.521, 258.003 272.66 Q 258.575 272.784, 259.132 272.784 Q 260.167 272.784, 260.77 272.289 Q 261.372 271.779, 261.372 270.899 Q 261.372 270.296, 261.063 269.925 Q 260.77 269.554, 260.306 269.353 Q 259.842 269.152, 259.07 268.921 Q 258.096 268.627, 257.509 268.349 Q 256.937 268.071, 256.52 267.483 Q 256.118 266.896, 256.118 265.907 Q 256.118 264.532, 257.045 263.682 Q 257.988 262.832, 259.842 262.832 Q 261.11 262.832, 262.547 263.435 L 262.191 264.624 Q 260.878 264.084, 259.889 264.084 Q 258.822 264.084, 258.235 264.532 Q 257.648 264.964, 257.663 265.722 Q 257.663 266.309, 257.957 266.664 Q 258.266 267.02, 258.699 267.221 Q 259.147 267.422, 259.889 267.653 Q 260.878 267.962, 261.465 268.271 Q 262.052 268.581, 262.47 269.214 Q 262.902 269.832, 262.902 270.899 Q 262.902 272.413, 261.882 273.232 Q 260.878 274.036, 259.193 274.036 Q 258.22 274.036, 257.478 273.819 Q 256.752 273.618, 255.886 273.263 L 256.304 272.042 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-7\" d=\"M 311.158 362.333 L 312.641 362.333 L 312.641 366.985 L 318.236 366.985 L 318.236 362.333 L 319.719 362.333 L 319.719 373.274 L 318.236 373.274 L 318.236 368.221 L 312.641 368.221 L 312.641 373.274 L 311.158 373.274 L 311.158 362.333 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 272.619 341.295 L 274.103 341.295 L 274.103 345.946 L 279.697 345.946 L 279.697 341.295 L 281.18 341.295 L 281.18 352.236 L 279.697 352.236 L 279.697 347.182 L 274.103 347.182 L 274.103 352.236 L 272.619 352.236 L 272.619 341.295 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 376.118 318.251 L 377.602 318.251 L 377.602 322.902 L 383.196 322.902 L 383.196 318.251 L 384.68 318.251 L 384.68 329.192 L 383.196 329.192 L 383.196 324.139 L 377.602 324.139 L 377.602 329.192 L 376.118 329.192 L 376.118 318.251 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 341.114 356.3 L 342.597 356.3 L 342.597 360.952 L 348.191 360.952 L 348.191 356.3 L 349.675 356.3 L 349.675 367.241 L 348.191 367.241 L 348.191 362.188 L 342.597 362.188 L 342.597 367.241 L 341.114 367.241 L 341.114 356.3 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 354.267 242.848 L 355.751 242.848 L 355.751 247.499 L 361.345 247.499 L 361.345 242.848 L 362.829 242.848 L 362.829 253.789 L 361.345 253.789 L 361.345 248.735 L 355.751 248.735 L 355.751 253.789 L 354.267 253.789 L 354.267 242.848 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 379.638 287.897 L 381.121 287.897 L 381.121 292.549 L 386.715 292.549 L 386.715 287.897 L 388.199 287.897 L 388.199 298.838 L 386.715 298.838 L 386.715 293.785 L 381.121 293.785 L 381.121 298.838 L 379.638 298.838 L 379.638 287.897 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 214.036 298.084 L 215.519 298.084 L 215.519 302.735 L 221.113 302.735 L 221.113 298.084 L 222.597 298.084 L 222.597 309.025 L 221.113 309.025 L 221.113 303.971 L 215.519 303.971 L 215.519 309.025 L 214.036 309.025 L 214.036 298.084 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 248.277 345.455 L 249.761 345.455 L 249.761 350.107 L 255.355 350.107 L 255.355 345.455 L 256.839 345.455 L 256.839 356.396 L 255.355 356.396 L 255.355 351.343 L 249.761 351.343 L 249.761 356.396 L 248.277 356.396 L 248.277 345.455 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 267.445 226.203 L 268.928 226.203 L 268.928 230.855 L 274.522 230.855 L 274.522 226.203 L 276.006 226.203 L 276.006 237.144 L 274.522 237.144 L 274.522 232.091 L 268.928 232.091 L 268.928 237.144 L 267.445 237.144 L 267.445 226.203 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 497.145,328.215 L 535.345,322.443\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 497.145,328.215 L 479.851,293.668\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 497.145,328.215 L 505.202,359.166\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 497.145,328.215 L 466.226,339.832\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 535.345,322.443 L 541.66,284.329\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 535.345,322.443 L 568.664,324.427\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 535.345,322.443 L 536.801,354.601\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 541.66,284.329 L 527.506,276.989\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 527.506,276.989 L 513.351,269.65\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 541.66,284.329 L 553.238,254.797\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 541.66,284.329 L 573.659,293.148\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 501.375,272.448 L 490.613,283.058\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 490.613,283.058 L 479.851,293.668\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 479.851,293.668 L 466.57,302.159\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 466.57,302.159 L 453.289,310.65\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 479.851,293.668 L 463.909,267.498 L 457.869,272.318 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-13\" d=\"M 441.313,311.373 L 429.697,305.35\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 429.697,305.35 L 418.082,299.327\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 502.341 266.576 Q 502.341 263.949, 503.639 262.481 Q 504.937 261.013, 507.363 261.013 Q 509.789 261.013, 511.087 262.481 Q 512.385 263.949, 512.385 266.576 Q 512.385 269.234, 511.072 270.748 Q 509.758 272.247, 507.363 272.247 Q 504.952 272.247, 503.639 270.748 Q 502.341 269.249, 502.341 266.576 M 507.363 271.011 Q 509.032 271.011, 509.928 269.898 Q 510.84 268.77, 510.84 266.576 Q 510.84 264.428, 509.928 263.346 Q 509.032 262.249, 507.363 262.249 Q 505.694 262.249, 504.782 263.331 Q 503.886 264.412, 503.886 266.576 Q 503.886 268.786, 504.782 269.898 Q 505.694 271.011, 507.363 271.011 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 442.279 314.509 Q 442.279 311.882, 443.577 310.414 Q 444.875 308.946, 447.301 308.946 Q 449.727 308.946, 451.025 310.414 Q 452.323 311.882, 452.323 314.509 Q 452.323 317.167, 451.01 318.681 Q 449.696 320.18, 447.301 320.18 Q 444.89 320.18, 443.577 318.681 Q 442.279 317.182, 442.279 314.509 M 447.301 318.944 Q 448.97 318.944, 449.866 317.831 Q 450.778 316.703, 450.778 314.509 Q 450.778 312.361, 449.866 311.279 Q 448.97 310.182, 447.301 310.182 Q 445.632 310.182, 444.72 311.264 Q 443.824 312.346, 443.824 314.509 Q 443.824 316.719, 444.72 317.831 Q 445.632 318.944, 447.301 318.944 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 502.597 360.132 L 504.081 360.132 L 504.081 364.783 L 509.675 364.783 L 509.675 360.132 L 511.159 360.132 L 511.159 371.073 L 509.675 371.073 L 509.675 366.02 L 504.081 366.02 L 504.081 371.073 L 502.597 371.073 L 502.597 360.132 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 456.699 336.332 L 458.182 336.332 L 458.182 340.984 L 463.776 340.984 L 463.776 336.332 L 465.26 336.332 L 465.26 347.273 L 463.776 347.273 L 463.776 342.22 L 458.182 342.22 L 458.182 347.273 L 456.699 347.273 L 456.699 336.332 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 569.63 319.269 L 571.113 319.269 L 571.113 323.921 L 576.707 323.921 L 576.707 319.269 L 578.191 319.269 L 578.191 330.21 L 576.707 330.21 L 576.707 325.157 L 571.113 325.157 L 571.113 330.21 L 569.63 330.21 L 569.63 319.269 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 532.811 355.567 L 534.295 355.567 L 534.295 360.218 L 539.889 360.218 L 539.889 355.567 L 541.373 355.567 L 541.373 366.508 L 539.889 366.508 L 539.889 361.454 L 534.295 361.454 L 534.295 366.508 L 532.811 366.508 L 532.811 355.567 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 551.481 242.89 L 552.965 242.89 L 552.965 247.542 L 558.559 247.542 L 558.559 242.89 L 560.042 242.89 L 560.042 253.831 L 558.559 253.831 L 558.559 248.778 L 552.965 248.778 L 552.965 253.831 L 551.481 253.831 L 551.481 242.89 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 574.625 289.123 L 576.108 289.123 L 576.108 293.774 L 581.702 293.774 L 581.702 289.123 L 583.186 289.123 L 583.186 300.064 L 581.702 300.064 L 581.702 295.011 L 576.108 295.011 L 576.108 300.064 L 574.625 300.064 L 574.625 289.123 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 451.472 258.001 L 452.955 258.001 L 452.955 262.652 L 458.549 262.652 L 458.549 258.001 L 460.033 258.001 L 460.033 268.942 L 458.549 268.942 L 458.549 263.889 L 452.955 263.889 L 452.955 268.942 L 451.472 268.942 L 451.472 258.001 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 408.723 291.224 L 410.207 291.224 L 410.207 295.875 L 415.801 295.875 L 415.801 291.224 L 417.284 291.224 L 417.284 302.165 L 415.801 302.165 L 415.801 297.111 L 410.207 297.111 L 410.207 302.165 L 408.723 302.165 L 408.723 291.224 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 97.1447,528.215 L 135.345,522.443\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 97.1447,528.215 L 79.8509,493.668\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 97.1447,528.215 L 105.202,559.166\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 97.1447,528.215 L 66.2258,539.832\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 135.345,522.443 L 141.66,484.329\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 135.345,522.443 L 168.664,524.427\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 135.345,522.443 L 136.801,554.601\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 141.66,484.329 L 127.506,476.989\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 127.506,476.989 L 113.351,469.65\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 141.66,484.329 L 153.238,454.797\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 141.66,484.329 L 173.659,493.148\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 101.375,472.448 L 90.6128,483.058\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 90.6128,483.058 L 79.8509,493.668\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 79.8509,493.668 L 66.57,502.159\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 66.57,502.159 L 53.2892,510.65\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 76.6624,488.434 L 75.4546,489.398\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 73.474,483.2 L 71.0583,485.128\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 70.2855,477.966 L 66.6619,480.858\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 67.097,472.732 L 62.2656,476.588\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 63.9086,467.498 L 57.8693,472.318\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 41.3127,511.373 L 29.6971,505.35\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 29.6971,505.35 L 18.0816,499.327\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 102.341 466.576 Q 102.341 463.949, 103.639 462.481 Q 104.937 461.013, 107.363 461.013 Q 109.789 461.013, 111.087 462.481 Q 112.385 463.949, 112.385 466.576 Q 112.385 469.234, 111.072 470.748 Q 109.758 472.247, 107.363 472.247 Q 104.952 472.247, 103.639 470.748 Q 102.341 469.249, 102.341 466.576 M 107.363 471.011 Q 109.032 471.011, 109.928 469.898 Q 110.84 468.77, 110.84 466.576 Q 110.84 464.428, 109.928 463.346 Q 109.032 462.249, 107.363 462.249 Q 105.694 462.249, 104.782 463.331 Q 103.886 464.412, 103.886 466.576 Q 103.886 468.786, 104.782 469.898 Q 105.694 471.011, 107.363 471.011 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 42.2785 514.509 Q 42.2785 511.882, 43.5766 510.414 Q 44.8747 508.946, 47.3009 508.946 Q 49.7271 508.946, 51.0252 510.414 Q 52.3233 511.882, 52.3233 514.509 Q 52.3233 517.167, 51.0098 518.681 Q 49.6962 520.18, 47.3009 520.18 Q 44.8902 520.18, 43.5766 518.681 Q 42.2785 517.182, 42.2785 514.509 M 47.3009 518.944 Q 48.9699 518.944, 49.8662 517.831 Q 50.778 516.703, 50.778 514.509 Q 50.778 512.361, 49.8662 511.279 Q 48.9699 510.182, 47.3009 510.182 Q 45.6319 510.182, 44.7202 511.264 Q 43.8239 512.346, 43.8239 514.509 Q 43.8239 516.719, 44.7202 517.831 Q 45.6319 518.944, 47.3009 518.944 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 102.597 560.132 L 104.081 560.132 L 104.081 564.783 L 109.675 564.783 L 109.675 560.132 L 111.159 560.132 L 111.159 571.073 L 109.675 571.073 L 109.675 566.02 L 104.081 566.02 L 104.081 571.073 L 102.597 571.073 L 102.597 560.132 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 56.6987 536.332 L 58.1823 536.332 L 58.1823 540.984 L 63.7764 540.984 L 63.7764 536.332 L 65.26 536.332 L 65.26 547.273 L 63.7764 547.273 L 63.7764 542.22 L 58.1823 542.22 L 58.1823 547.273 L 56.6987 547.273 L 56.6987 536.332 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 169.63 519.269 L 171.113 519.269 L 171.113 523.921 L 176.707 523.921 L 176.707 519.269 L 178.191 519.269 L 178.191 530.21 L 176.707 530.21 L 176.707 525.157 L 171.113 525.157 L 171.113 530.21 L 169.63 530.21 L 169.63 519.269 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 132.811 555.567 L 134.295 555.567 L 134.295 560.218 L 139.889 560.218 L 139.889 555.567 L 141.373 555.567 L 141.373 566.508 L 139.889 566.508 L 139.889 561.454 L 134.295 561.454 L 134.295 566.508 L 132.811 566.508 L 132.811 555.567 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 151.481 442.89 L 152.965 442.89 L 152.965 447.542 L 158.559 447.542 L 158.559 442.89 L 160.042 442.89 L 160.042 453.831 L 158.559 453.831 L 158.559 448.778 L 152.965 448.778 L 152.965 453.831 L 151.481 453.831 L 151.481 442.89 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 174.625 489.123 L 176.108 489.123 L 176.108 493.774 L 181.702 493.774 L 181.702 489.123 L 183.186 489.123 L 183.186 500.064 L 181.702 500.064 L 181.702 495.011 L 176.108 495.011 L 176.108 500.064 L 174.625 500.064 L 174.625 489.123 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 51.4717 458.001 L 52.9552 458.001 L 52.9552 462.652 L 58.5494 462.652 L 58.5494 458.001 L 60.0329 458.001 L 60.0329 468.942 L 58.5494 468.942 L 58.5494 463.889 L 52.9552 463.889 L 52.9552 468.942 L 51.4717 468.942 L 51.4717 458.001 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 8.72314 491.224 L 10.2067 491.224 L 10.2067 495.875 L 15.8008 495.875 L 15.8008 491.224 L 17.2844 491.224 L 17.2844 502.165 L 15.8008 502.165 L 15.8008 497.111 L 10.2067 497.111 L 10.2067 502.165 L 8.72314 502.165 L 8.72314 491.224 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 303.894,530.935 L 341.767,523.308\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 303.894,530.935 L 284.936,497.272\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 303.894,530.935 L 313.423,561.367\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 303.894,530.935 L 281.963,543.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 341.767,523.308 L 346.217,484.931\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 341.767,523.308 L 375.152,523.665\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 341.767,523.308 L 344.787,555.335\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 346.217,484.931 L 331.649,478.257\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 331.649,478.257 L 317.082,471.584\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 346.217,484.931 L 356.38,454.754\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 346.217,484.931 L 378.672,492.194\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 305.105,475.349 L 295.021,486.311\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 295.021,486.311 L 284.936,497.272\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 284.936,497.272 L 276.553,484.837 L 273.654,487.391 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 276.553,484.837 L 262.372,477.509 L 268.169,472.401 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 276.553,484.837 L 273.654,487.391 L 262.372,477.509 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 284.936,497.272 L 271.746,506.642\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 271.746,506.642 L 258.555,516.012\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 261.583,461.789 L 265.599,449.864\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 265.599,449.864 L 269.615,437.939\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 248.325,517.302 L 235.873,511.597\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 235.873,511.597 L 223.422,505.893\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 253.264,525.898 L 252.997,535.364\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 252.997,535.364 L 252.73,544.829\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 306.071 468.871 Q 306.071 466.244, 307.369 464.776 Q 308.667 463.308, 311.093 463.308 Q 313.52 463.308, 314.818 464.776 Q 316.116 466.244, 316.116 468.871 Q 316.116 471.529, 314.802 473.044 Q 313.489 474.543, 311.093 474.543 Q 308.683 474.543, 307.369 473.044 Q 306.071 471.545, 306.071 468.871 M 311.093 473.306 Q 312.762 473.306, 313.659 472.194 Q 314.57 471.066, 314.57 468.871 Q 314.57 466.723, 313.659 465.642 Q 312.762 464.544, 311.093 464.544 Q 309.424 464.544, 308.513 465.626 Q 307.616 466.708, 307.616 468.871 Q 307.616 471.081, 308.513 472.194 Q 309.424 473.306, 311.093 473.306 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 254.372 468.318 Q 254.372 465.691, 255.67 464.223 Q 256.968 462.755, 259.394 462.755 Q 261.82 462.755, 263.119 464.223 Q 264.417 465.691, 264.417 468.318 Q 264.417 470.976, 263.103 472.49 Q 261.79 473.989, 259.394 473.989 Q 256.984 473.989, 255.67 472.49 Q 254.372 470.991, 254.372 468.318 M 259.394 472.753 Q 261.063 472.753, 261.96 471.64 Q 262.871 470.512, 262.871 468.318 Q 262.871 466.17, 261.96 465.088 Q 261.063 463.991, 259.394 463.991 Q 257.725 463.991, 256.814 465.073 Q 255.917 466.154, 255.917 468.318 Q 255.917 470.528, 256.814 471.64 Q 257.725 472.753, 259.394 472.753 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 251.021 514.174 L 254.607 519.969 Q 254.962 520.541, 255.534 521.577 Q 256.106 522.612, 256.136 522.674 L 256.136 514.174 L 257.589 514.174 L 257.589 525.115 L 256.09 525.115 L 252.242 518.78 Q 251.794 518.038, 251.315 517.188 Q 250.851 516.338, 250.712 516.075 L 250.712 525.115 L 249.291 525.115 L 249.291 514.174 L 251.021 514.174 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-7\" d=\"M 311.158 562.333 L 312.641 562.333 L 312.641 566.985 L 318.236 566.985 L 318.236 562.333 L 319.719 562.333 L 319.719 573.274 L 318.236 573.274 L 318.236 568.221 L 312.641 568.221 L 312.641 573.274 L 311.158 573.274 L 311.158 562.333 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 272.619 541.295 L 274.103 541.295 L 274.103 545.946 L 279.697 545.946 L 279.697 541.295 L 281.18 541.295 L 281.18 552.236 L 279.697 552.236 L 279.697 547.182 L 274.103 547.182 L 274.103 552.236 L 272.619 552.236 L 272.619 541.295 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 376.118 518.251 L 377.602 518.251 L 377.602 522.902 L 383.196 522.902 L 383.196 518.251 L 384.68 518.251 L 384.68 529.192 L 383.196 529.192 L 383.196 524.139 L 377.602 524.139 L 377.602 529.192 L 376.118 529.192 L 376.118 518.251 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 341.114 556.3 L 342.597 556.3 L 342.597 560.952 L 348.191 560.952 L 348.191 556.3 L 349.675 556.3 L 349.675 567.241 L 348.191 567.241 L 348.191 562.188 L 342.597 562.188 L 342.597 567.241 L 341.114 567.241 L 341.114 556.3 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 354.267 442.848 L 355.751 442.848 L 355.751 447.499 L 361.345 447.499 L 361.345 442.848 L 362.829 442.848 L 362.829 453.789 L 361.345 453.789 L 361.345 448.735 L 355.751 448.735 L 355.751 453.789 L 354.267 453.789 L 354.267 442.848 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 379.638 487.897 L 381.121 487.897 L 381.121 492.549 L 386.715 492.549 L 386.715 487.897 L 388.199 487.897 L 388.199 498.838 L 386.715 498.838 L 386.715 493.785 L 381.121 493.785 L 381.121 498.838 L 379.638 498.838 L 379.638 487.897 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 267.445 426.203 L 268.928 426.203 L 268.928 430.855 L 274.522 430.855 L 274.522 426.203 L 276.006 426.203 L 276.006 437.144 L 274.522 437.144 L 274.522 432.091 L 268.928 432.091 L 268.928 437.144 L 267.445 437.144 L 267.445 426.203 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 214.036 498.084 L 215.519 498.084 L 215.519 502.735 L 221.113 502.735 L 221.113 498.084 L 222.597 498.084 L 222.597 509.025 L 221.113 509.025 L 221.113 503.971 L 215.519 503.971 L 215.519 509.025 L 214.036 509.025 L 214.036 498.084 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 248.277 545.455 L 249.761 545.455 L 249.761 550.107 L 255.355 550.107 L 255.355 545.455 L 256.839 545.455 L 256.839 556.396 L 255.355 556.396 L 255.355 551.343 L 249.761 551.343 L 249.761 556.396 L 248.277 556.396 L 248.277 545.455 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 512.675,534.966 L 547.867,519.026\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 512.675,534.966 L 486.64,506.423\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 512.675,534.966 L 528.435,561.863\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 512.675,534.966 L 486.813,554.012\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 547.867,519.026 L 543.582,480.631\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 547.867,519.026 L 580.358,511.902\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 547.867,519.026 L 557.904,549.255\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 543.582,480.631 L 527.656,477.353\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 527.656,477.353 L 511.73,474.074\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 543.582,480.631 L 546.739,448.62\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 543.582,480.631 L 576.969,480.417\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 501.949,479.51 L 494.295,492.966\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 494.295,492.966 L 486.64,506.423\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 486.64,506.423 L 475.251,516.328 L 478.139,518.895 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 475.251,516.328 L 469.638,531.367 L 463.862,526.234 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 475.251,516.328 L 478.139,518.895 L 469.638,531.367 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 486.64,506.423 L 473.169,496.767\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 473.169,496.767 L 459.698,487.111\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 454.986,534.066 L 441.607,531.312\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 441.607,531.312 L 428.227,528.557\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 455.874,477.479 L 457.143,464.611\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 457.143,464.611 L 458.412,451.743\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 450.781,485.935 L 437.977,491.735\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 437.977,491.735 L 425.172,497.535\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 500.719 472.872 Q 500.719 470.245, 502.018 468.777 Q 503.316 467.309, 505.742 467.309 Q 508.168 467.309, 509.466 468.777 Q 510.764 470.245, 510.764 472.872 Q 510.764 475.53, 509.451 477.045 Q 508.137 478.544, 505.742 478.544 Q 503.331 478.544, 502.018 477.045 Q 500.719 475.546, 500.719 472.872 M 505.742 477.308 Q 507.411 477.308, 508.307 476.195 Q 509.219 475.067, 509.219 472.872 Q 509.219 470.724, 508.307 469.643 Q 507.411 468.545, 505.742 468.545 Q 504.073 468.545, 503.161 469.627 Q 502.265 470.709, 502.265 472.872 Q 502.265 475.082, 503.161 476.195 Q 504.073 477.308, 505.742 477.308 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 455.952 535.329 Q 455.952 532.702, 457.25 531.234 Q 458.548 529.766, 460.974 529.766 Q 463.4 529.766, 464.698 531.234 Q 465.996 532.702, 465.996 535.329 Q 465.996 537.987, 464.683 539.502 Q 463.369 541.001, 460.974 541.001 Q 458.563 541.001, 457.25 539.502 Q 455.952 538.003, 455.952 535.329 M 460.974 539.765 Q 462.643 539.765, 463.539 538.652 Q 464.451 537.524, 464.451 535.329 Q 464.451 533.181, 463.539 532.1 Q 462.643 531.002, 460.974 531.002 Q 459.305 531.002, 458.393 532.084 Q 457.497 533.166, 457.497 535.329 Q 457.497 537.539, 458.393 538.652 Q 459.305 539.765, 460.974 539.765 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 454.977 478.445 Q 456.847 478.445, 457.789 479.295 Q 458.732 480.129, 458.732 481.659 Q 458.732 483.174, 457.759 484.039 Q 456.8 484.889, 454.977 484.889 L 453.231 484.889 L 453.231 489.386 L 451.747 489.386 L 451.747 478.445 L 454.977 478.445 M 454.977 483.653 Q 456.043 483.653, 456.615 483.143 Q 457.187 482.633, 457.187 481.659 Q 457.187 480.686, 456.615 480.191 Q 456.059 479.681, 454.977 479.681 L 453.231 479.681 L 453.231 483.653 L 454.977 483.653 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-7\" d=\"M 527.926 562.829 L 529.409 562.829 L 529.409 567.481 L 535.003 567.481 L 535.003 562.829 L 536.487 562.829 L 536.487 573.77 L 535.003 573.77 L 535.003 568.717 L 529.409 568.717 L 529.409 573.77 L 527.926 573.77 L 527.926 562.829 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 477.286 552.405 L 478.769 552.405 L 478.769 557.056 L 484.363 557.056 L 484.363 552.405 L 485.847 552.405 L 485.847 563.346 L 484.363 563.346 L 484.363 558.292 L 478.769 558.292 L 478.769 563.346 L 477.286 563.346 L 477.286 552.405 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 581.324 505.281 L 582.807 505.281 L 582.807 509.932 L 588.401 509.932 L 588.401 505.281 L 589.885 505.281 L 589.885 516.222 L 588.401 516.222 L 588.401 511.169 L 582.807 511.169 L 582.807 516.222 L 581.324 516.222 L 581.324 505.281 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 555.761 550.221 L 557.244 550.221 L 557.244 554.873 L 562.838 554.873 L 562.838 550.221 L 564.322 550.221 L 564.322 561.162 L 562.838 561.162 L 562.838 556.109 L 557.244 556.109 L 557.244 561.162 L 555.761 561.162 L 555.761 550.221 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 543.093 436.713 L 544.577 436.713 L 544.577 441.365 L 550.171 441.365 L 550.171 436.713 L 551.654 436.713 L 551.654 447.654 L 550.171 447.654 L 550.171 442.601 L 544.577 442.601 L 544.577 447.654 L 543.093 447.654 L 543.093 436.713 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 577.934 474.912 L 579.418 474.912 L 579.418 479.564 L 585.012 479.564 L 585.012 474.912 L 586.496 474.912 L 586.496 485.853 L 585.012 485.853 L 585.012 480.8 L 579.418 480.8 L 579.418 485.853 L 577.934 485.853 L 577.934 474.912 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 418.853 522.038 L 420.337 522.038 L 420.337 526.69 L 425.931 526.69 L 425.931 522.038 L 427.414 522.038 L 427.414 532.979 L 425.931 532.979 L 425.931 527.926 L 420.337 527.926 L 420.337 532.979 L 418.853 532.979 L 418.853 522.038 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 454.751 439.998 L 456.234 439.998 L 456.234 444.649 L 461.828 444.649 L 461.828 439.998 L 463.312 439.998 L 463.312 450.939 L 461.828 450.939 L 461.828 445.885 L 456.234 445.885 L 456.234 450.939 L 454.751 450.939 L 454.751 439.998 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 415.767 494.385 L 417.251 494.385 L 417.251 499.037 L 422.845 499.037 L 422.845 494.385 L 424.328 494.385 L 424.328 505.326 L 422.845 505.326 L 422.845 500.273 L 417.251 500.273 L 417.251 505.326 L 415.767 505.326 L 415.767 494.385 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 105.422,734.434 L 141.443,720.468\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 105.422,734.434 L 81.0083,704.492\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 105.422,734.434 L 119.77,762.361\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 105.422,734.434 L 78.3385,752.152\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 141.443,720.468 L 139.292,681.894\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 141.443,720.468 L 174.334,715.145\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 141.443,720.468 L 149.82,751.315\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 139.292,681.894 L 123.61,677.749\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 123.61,677.749 L 107.929,673.603\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 139.292,681.894 L 144.21,650.152\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 139.292,681.894 L 172.632,683.529\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 97.6422,678.688 L 89.3253,691.59\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 89.3253,691.59 L 81.0083,704.492\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 81.0083,704.492 L 69.0188,713.821 L 71.7598,716.544 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 69.0188,713.821 L 62.5113,728.596 L 57.0294,723.15 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 69.0188,713.821 L 71.7598,716.544 L 62.5113,728.596 Z\" style=\"fill:#FF0000;fill-rule:evenodd;fill-opacity:1;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 81.0083,704.492 L 68.1924,694.185\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 68.1924,694.185 L 55.3765,683.878\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 47.7939,730.319 L 34.6584,726.846\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 34.6584,726.846 L 21.523,723.374\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 51.8976,673.859 L 53.8718,661.117\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 53.8718,661.117 L 55.846,648.376\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 96.9184 672.051 Q 96.9184 669.424, 98.2165 667.956 Q 99.5146 666.488, 101.941 666.488 Q 104.367 666.488, 105.665 667.956 Q 106.963 669.424, 106.963 672.051 Q 106.963 674.709, 105.65 676.224 Q 104.336 677.723, 101.941 677.723 Q 99.53 677.723, 98.2165 676.224 Q 96.9184 674.725, 96.9184 672.051 M 101.941 676.486 Q 103.61 676.486, 104.506 675.374 Q 105.418 674.246, 105.418 672.051 Q 105.418 669.903, 104.506 668.821 Q 103.61 667.724, 101.941 667.724 Q 100.272 667.724, 99.3601 668.806 Q 98.4638 669.888, 98.4638 672.051 Q 98.4638 674.261, 99.3601 675.374 Q 100.272 676.486, 101.941 676.486 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 48.7597 731.932 Q 48.7597 729.305, 50.0578 727.837 Q 51.3559 726.369, 53.7821 726.369 Q 56.2083 726.369, 57.5064 727.837 Q 58.8045 729.305, 58.8045 731.932 Q 58.8045 734.59, 57.4909 736.105 Q 56.1774 737.604, 53.7821 737.604 Q 51.3714 737.604, 50.0578 736.105 Q 48.7597 734.606, 48.7597 731.932 M 53.7821 736.368 Q 55.4511 736.368, 56.3474 735.255 Q 57.2591 734.127, 57.2591 731.932 Q 57.2591 729.784, 56.3474 728.703 Q 55.4511 727.606, 53.7821 727.606 Q 52.1131 727.606, 51.2014 728.687 Q 50.3051 729.769, 50.3051 731.932 Q 50.3051 734.142, 51.2014 735.255 Q 52.1131 736.368, 53.7821 736.368 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-6\" d=\"M 47.812 684.035 Q 47.9357 684.081, 48.4456 684.298 Q 48.9556 684.514, 49.5119 684.653 Q 50.0837 684.777, 50.64 684.777 Q 51.6754 684.777, 52.2781 684.282 Q 52.8808 683.772, 52.8808 682.891 Q 52.8808 682.289, 52.5717 681.918 Q 52.2781 681.547, 51.8145 681.346 Q 51.3509 681.145, 50.5782 680.913 Q 49.6047 680.62, 49.0174 680.342 Q 48.4456 680.063, 48.0284 679.476 Q 47.6266 678.889, 47.6266 677.9 Q 47.6266 676.525, 48.5538 675.675 Q 49.4965 674.825, 51.3509 674.825 Q 52.6181 674.825, 54.0553 675.427 L 53.6998 676.617 Q 52.3863 676.076, 51.3973 676.076 Q 50.331 676.076, 49.7437 676.525 Q 49.1565 676.957, 49.172 677.714 Q 49.172 678.302, 49.4656 678.657 Q 49.7746 679.013, 50.2073 679.213 Q 50.6555 679.414, 51.3973 679.646 Q 52.3863 679.955, 52.9735 680.264 Q 53.5607 680.573, 53.978 681.207 Q 54.4107 681.825, 54.4107 682.891 Q 54.4107 684.406, 53.3908 685.225 Q 52.3863 686.028, 50.7019 686.028 Q 49.7283 686.028, 48.9865 685.812 Q 48.2602 685.611, 47.3948 685.256 L 47.812 684.035 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-7\" d=\"M 118.796 763.327 L 120.28 763.327 L 120.28 767.979 L 125.874 767.979 L 125.874 763.327 L 127.358 763.327 L 127.358 774.268 L 125.874 774.268 L 125.874 769.215 L 120.28 769.215 L 120.28 774.268 L 118.796 774.268 L 118.796 763.327 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 68.8114 750.114 L 70.2949 750.114 L 70.2949 754.765 L 75.8891 754.765 L 75.8891 750.114 L 77.3726 750.114 L 77.3726 761.055 L 75.8891 761.055 L 75.8891 756.001 L 70.2949 756.001 L 70.2949 761.055 L 68.8114 761.055 L 68.8114 750.114 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 175.3 708.825 L 176.784 708.825 L 176.784 713.477 L 182.378 713.477 L 182.378 708.825 L 183.861 708.825 L 183.861 719.766 L 182.378 719.766 L 182.378 714.713 L 176.784 714.713 L 176.784 719.766 L 175.3 719.766 L 175.3 708.825 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 147.287 752.281 L 148.77 752.281 L 148.77 756.932 L 154.365 756.932 L 154.365 752.281 L 155.848 752.281 L 155.848 763.222 L 154.365 763.222 L 154.365 758.169 L 148.77 758.169 L 148.77 763.222 L 147.287 763.222 L 147.287 752.281 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 140.926 638.245 L 142.41 638.245 L 142.41 642.897 L 148.004 642.897 L 148.004 638.245 L 149.488 638.245 L 149.488 649.186 L 148.004 649.186 L 148.004 644.133 L 142.41 644.133 L 142.41 649.186 L 140.926 649.186 L 140.926 638.245 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 173.598 678.316 L 175.082 678.316 L 175.082 682.967 L 180.676 682.967 L 180.676 678.316 L 182.16 678.316 L 182.16 689.257 L 180.676 689.257 L 180.676 684.203 L 175.082 684.203 L 175.082 689.257 L 173.598 689.257 L 173.598 678.316 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 12.1508 716.557 L 13.6343 716.557 L 13.6343 721.209 L 19.2285 721.209 L 19.2285 716.557 L 20.712 716.557 L 20.712 727.498 L 19.2285 727.498 L 19.2285 722.445 L 13.6343 722.445 L 13.6343 727.498 L 12.1508 727.498 L 12.1508 716.557 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 52.5375 636.631 L 54.0211 636.631 L 54.0211 641.283 L 59.6152 641.283 L 59.6152 636.631 L 61.0988 636.631 L 61.0988 647.572 L 59.6152 647.572 L 59.6152 642.519 L 54.0211 642.519 L 54.0211 647.572 L 52.5375 647.572 L 52.5375 636.631 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 298.783,724.885 L 337.383,723.253\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 298.783,724.885 L 285.303,688.679\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 298.783,724.885 L 303.488,756.666\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 298.783,724.885 L 274.715,734.328\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 337.383,723.253 L 347.758,686.038\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 337.383,723.253 L 370.231,728.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 337.383,723.253 L 335.374,755.375\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 347.758,686.038 L 334.659,677.342\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 334.659,677.342 L 321.56,668.646\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 347.758,686.038 L 362.283,658.231\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 347.758,686.038 L 378.438,698.172\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 309.583,669.421 L 297.443,679.05\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 297.443,679.05 L 285.303,688.679\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 285.303,688.679 L 270.233,696.167\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 270.233,696.167 L 255.163,703.655\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 285.303,688.679 L 271.939,660.432 L 265.417,664.575 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-13\" d=\"M 246.247,702.91 L 234.939,695.403\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 234.939,695.403 L 223.631,687.897\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 249.537,712.123 L 247.817,721.33\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 247.817,721.33 L 246.097,730.538\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 310.549 664.702 Q 310.549 662.075, 311.847 660.607 Q 313.145 659.138, 315.571 659.138 Q 317.998 659.138, 319.296 660.607 Q 320.594 662.075, 320.594 664.702 Q 320.594 667.36, 319.28 668.874 Q 317.967 670.373, 315.571 670.373 Q 313.161 670.373, 311.847 668.874 Q 310.549 667.375, 310.549 664.702 M 315.571 669.137 Q 317.24 669.137, 318.137 668.024 Q 319.049 666.896, 319.049 664.702 Q 319.049 662.554, 318.137 661.472 Q 317.24 660.375, 315.571 660.375 Q 313.903 660.375, 312.991 661.456 Q 312.094 662.538, 312.094 664.702 Q 312.094 666.912, 312.991 668.024 Q 313.903 669.137, 315.571 669.137 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 250.442 700.4 Q 252.312 700.4, 253.255 701.249 Q 254.198 702.084, 254.198 703.614 Q 254.198 705.128, 253.224 705.994 Q 252.266 706.844, 250.442 706.844 L 248.696 706.844 L 248.696 711.341 L 247.213 711.341 L 247.213 700.4 L 250.442 700.4 M 250.442 705.607 Q 251.509 705.607, 252.08 705.097 Q 252.652 704.587, 252.652 703.614 Q 252.652 702.64, 252.08 702.146 Q 251.524 701.636, 250.442 701.636 L 248.696 701.636 L 248.696 705.607 L 250.442 705.607 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 300.161 757.632 L 301.644 757.632 L 301.644 762.283 L 307.238 762.283 L 307.238 757.632 L 308.722 757.632 L 308.722 768.573 L 307.238 768.573 L 307.238 763.519 L 301.644 763.519 L 301.644 768.573 L 300.161 768.573 L 300.161 757.632 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 265.372 730.844 L 266.855 730.844 L 266.855 735.496 L 272.449 735.496 L 272.449 730.844 L 273.933 730.844 L 273.933 741.785 L 272.449 741.785 L 272.449 736.732 L 266.855 736.732 L 266.855 741.785 L 265.372 741.785 L 265.372 730.844 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 371.197 724.211 L 372.681 724.211 L 372.681 728.863 L 378.275 728.863 L 378.275 724.211 L 379.758 724.211 L 379.758 735.152 L 378.275 735.152 L 378.275 730.099 L 372.681 730.099 L 372.681 735.152 L 371.197 735.152 L 371.197 724.211 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 330.691 756.341 L 332.174 756.341 L 332.174 760.992 L 337.768 760.992 L 337.768 756.341 L 339.252 756.341 L 339.252 767.282 L 337.768 767.282 L 337.768 762.229 L 332.174 762.229 L 332.174 767.282 L 330.691 767.282 L 330.691 756.341 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 361.364 646.324 L 362.847 646.324 L 362.847 650.975 L 368.442 650.975 L 368.442 646.324 L 369.925 646.324 L 369.925 657.265 L 368.442 657.265 L 368.442 652.212 L 362.847 652.212 L 362.847 657.265 L 361.364 657.265 L 361.364 646.324 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 379.404 694.777 L 380.887 694.777 L 380.887 699.428 L 386.481 699.428 L 386.481 694.777 L 387.965 694.777 L 387.965 705.718 L 386.481 705.718 L 386.481 700.664 L 380.887 700.664 L 380.887 705.718 L 379.404 705.718 L 379.404 694.777 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 260.31 650.597 L 261.793 650.597 L 261.793 655.248 L 267.387 655.248 L 267.387 650.597 L 268.871 650.597 L 268.871 661.538 L 267.387 661.538 L 267.387 656.485 L 261.793 656.485 L 261.793 661.538 L 260.31 661.538 L 260.31 650.597 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 214.238 679.032 L 215.721 679.032 L 215.721 683.683 L 221.315 683.683 L 221.315 679.032 L 222.799 679.032 L 222.799 689.973 L 221.315 689.973 L 221.315 684.92 L 215.721 684.92 L 215.721 689.973 L 214.238 689.973 L 214.238 679.032 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 240.679 731.161 L 242.162 731.161 L 242.162 735.812 L 247.756 735.812 L 247.756 731.161 L 249.24 731.161 L 249.24 742.102 L 247.756 742.102 L 247.756 737.049 L 242.162 737.049 L 242.162 742.102 L 240.679 742.102 L 240.679 731.161 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 498.783,724.885 L 537.383,723.253\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 498.783,724.885 L 485.303,688.679\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 498.783,724.885 L 503.488,756.666\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 498.783,724.885 L 474.715,734.328\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 537.383,723.253 L 547.758,686.038\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 537.383,723.253 L 570.231,728.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 537.383,723.253 L 535.374,755.375\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 547.758,686.038 L 534.659,677.342\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 534.659,677.342 L 521.56,668.646\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 547.758,686.038 L 562.283,658.231\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 547.758,686.038 L 578.438,698.172\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 509.583,669.421 L 497.443,679.05\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 497.443,679.05 L 485.303,688.679\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 485.303,688.679 L 470.233,696.167\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 470.233,696.167 L 455.163,703.655\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 482.631,683.03 L 481.326,683.858\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 479.958,677.381 L 477.349,679.038\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 477.285,671.731 L 473.372,674.217\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 474.612,666.082 L 469.394,669.396\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 471.939,660.432 L 465.417,664.575\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 446.247,702.91 L 434.939,695.403\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 434.939,695.403 L 423.631,687.897\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 449.537,712.123 L 447.817,721.33\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 447.817,721.33 L 446.097,730.538\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 510.549 664.702 Q 510.549 662.075, 511.847 660.607 Q 513.145 659.138, 515.571 659.138 Q 517.998 659.138, 519.296 660.607 Q 520.594 662.075, 520.594 664.702 Q 520.594 667.36, 519.28 668.874 Q 517.967 670.373, 515.571 670.373 Q 513.161 670.373, 511.847 668.874 Q 510.549 667.375, 510.549 664.702 M 515.571 669.137 Q 517.24 669.137, 518.137 668.024 Q 519.049 666.896, 519.049 664.702 Q 519.049 662.554, 518.137 661.472 Q 517.24 660.375, 515.571 660.375 Q 513.903 660.375, 512.991 661.456 Q 512.094 662.538, 512.094 664.702 Q 512.094 666.912, 512.991 668.024 Q 513.903 669.137, 515.571 669.137 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 450.442 700.4 Q 452.312 700.4, 453.255 701.249 Q 454.198 702.084, 454.198 703.614 Q 454.198 705.128, 453.224 705.994 Q 452.266 706.844, 450.442 706.844 L 448.696 706.844 L 448.696 711.341 L 447.213 711.341 L 447.213 700.4 L 450.442 700.4 M 450.442 705.607 Q 451.509 705.607, 452.08 705.097 Q 452.652 704.587, 452.652 703.614 Q 452.652 702.64, 452.08 702.146 Q 451.524 701.636, 450.442 701.636 L 448.696 701.636 L 448.696 705.607 L 450.442 705.607 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 500.161 757.632 L 501.644 757.632 L 501.644 762.283 L 507.238 762.283 L 507.238 757.632 L 508.722 757.632 L 508.722 768.573 L 507.238 768.573 L 507.238 763.519 L 501.644 763.519 L 501.644 768.573 L 500.161 768.573 L 500.161 757.632 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 465.372 730.844 L 466.855 730.844 L 466.855 735.496 L 472.449 735.496 L 472.449 730.844 L 473.933 730.844 L 473.933 741.785 L 472.449 741.785 L 472.449 736.732 L 466.855 736.732 L 466.855 741.785 L 465.372 741.785 L 465.372 730.844 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 571.197 724.211 L 572.681 724.211 L 572.681 728.863 L 578.275 728.863 L 578.275 724.211 L 579.758 724.211 L 579.758 735.152 L 578.275 735.152 L 578.275 730.099 L 572.681 730.099 L 572.681 735.152 L 571.197 735.152 L 571.197 724.211 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 530.691 756.341 L 532.174 756.341 L 532.174 760.992 L 537.768 760.992 L 537.768 756.341 L 539.252 756.341 L 539.252 767.282 L 537.768 767.282 L 537.768 762.229 L 532.174 762.229 L 532.174 767.282 L 530.691 767.282 L 530.691 756.341 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 561.364 646.324 L 562.847 646.324 L 562.847 650.975 L 568.442 650.975 L 568.442 646.324 L 569.925 646.324 L 569.925 657.265 L 568.442 657.265 L 568.442 652.212 L 562.847 652.212 L 562.847 657.265 L 561.364 657.265 L 561.364 646.324 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 579.404 694.777 L 580.887 694.777 L 580.887 699.428 L 586.481 699.428 L 586.481 694.777 L 587.965 694.777 L 587.965 705.718 L 586.481 705.718 L 586.481 700.664 L 580.887 700.664 L 580.887 705.718 L 579.404 705.718 L 579.404 694.777 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 460.31 650.597 L 461.793 650.597 L 461.793 655.248 L 467.387 655.248 L 467.387 650.597 L 468.871 650.597 L 468.871 661.538 L 467.387 661.538 L 467.387 656.485 L 461.793 656.485 L 461.793 661.538 L 460.31 661.538 L 460.31 650.597 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 414.238 679.032 L 415.721 679.032 L 415.721 683.683 L 421.315 683.683 L 421.315 679.032 L 422.799 679.032 L 422.799 689.973 L 421.315 689.973 L 421.315 684.92 L 415.721 684.92 L 415.721 689.973 L 414.238 689.973 L 414.238 679.032 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 440.679 731.161 L 442.162 731.161 L 442.162 735.812 L 447.756 735.812 L 447.756 731.161 L 449.24 731.161 L 449.24 742.102 L 447.756 742.102 L 447.756 737.049 L 442.162 737.049 L 442.162 742.102 L 440.679 742.102 L 440.679 731.161 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 112.249,932.249 L 148.76,919.62\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 112.249,932.249 L 88.9547,901.428\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 112.249,932.249 L 125.613,960.804\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 112.249,932.249 L 92.68,947.584\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 148.76,919.62 L 148.031,880.993\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 148.76,919.62 L 181.852,915.509\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 148.76,919.62 L 156.008,950.814\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 148.031,880.993 L 132.544,876.282\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 132.544,876.282 L 117.058,871.571\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 148.031,880.993 L 154.107,849.495\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 148.031,880.993 L 181.276,883.854\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 106.414,876.418 L 97.6845,888.923\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 97.6845,888.923 L 88.9547,901.428\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 88.9547,901.428 L 76.5873,890.708\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 76.5873,890.708 L 64.2199,879.988\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 83.8064,905.184 L 84.862,906.313\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 78.6582,908.941 L 80.7692,911.198\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 73.5099,912.698 L 76.6765,916.084\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 68.3617,916.454 L 72.5838,920.969\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 63.2134,920.211 L 68.491,925.854\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 61.0032,869.687 L 63.4364,857.074\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 63.4364,857.074 L 65.8695,844.461\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 55.3033,877.665 L 41.8411,882.322\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 41.8411,882.322 L 28.379,886.979\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 61.4031,934.069 L 62.4026,943.453\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 62.4026,943.453 L 63.4021,952.838\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-16\" d=\"M 55.622,926.26 L 42.2552,922.194\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-16\" d=\"M 42.2552,922.194 L 28.8883,918.128\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 106.047 869.781 Q 106.047 867.153, 107.345 865.685 Q 108.643 864.217, 111.069 864.217 Q 113.495 864.217, 114.794 865.685 Q 116.092 867.153, 116.092 869.781 Q 116.092 872.439, 114.778 873.953 Q 113.465 875.452, 111.069 875.452 Q 108.659 875.452, 107.345 873.953 Q 106.047 872.454, 106.047 869.781 M 111.069 874.216 Q 112.738 874.216, 113.635 873.103 Q 114.546 871.975, 114.546 869.781 Q 114.546 867.633, 113.635 866.551 Q 112.738 865.454, 111.069 865.454 Q 109.4 865.454, 108.489 866.535 Q 107.592 867.617, 107.592 869.781 Q 107.592 871.99, 108.489 873.103 Q 109.4 874.216, 111.069 874.216 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 59.4989 870.653 Q 61.3688 870.653, 62.3114 871.503 Q 63.2541 872.337, 63.2541 873.867 Q 63.2541 875.381, 62.2805 876.247 Q 61.3224 877.097, 59.4989 877.097 L 57.7526 877.097 L 57.7526 881.594 L 56.2691 881.594 L 56.2691 870.653 L 59.4989 870.653 M 59.4989 875.86 Q 60.5652 875.86, 61.137 875.351 Q 61.7087 874.841, 61.7087 873.867 Q 61.7087 872.893, 61.137 872.399 Q 60.5806 871.889, 59.4989 871.889 L 57.7526 871.889 L 57.7526 875.86 L 59.4989 875.86 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 58.3186 922.346 L 61.9038 928.141 Q 62.2593 928.712, 62.8311 929.748 Q 63.4028 930.783, 63.4337 930.845 L 63.4337 922.346 L 64.8864 922.346 L 64.8864 933.287 L 63.3874 933.287 L 59.5395 926.951 Q 59.0913 926.209, 58.6122 925.359 Q 58.1486 924.509, 58.0096 924.246 L 58.0096 933.287 L 56.5878 933.287 L 56.5878 922.346 L 58.3186 922.346 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-7\" d=\"M 124.345 961.77 L 125.829 961.77 L 125.829 966.421 L 131.423 966.421 L 131.423 961.77 L 132.906 961.77 L 132.906 972.711 L 131.423 972.711 L 131.423 967.657 L 125.829 967.657 L 125.829 972.711 L 124.345 972.711 L 124.345 961.77 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 83.3365 946.08 L 84.82 946.08 L 84.82 950.732 L 90.4142 950.732 L 90.4142 946.08 L 91.8977 946.08 L 91.8977 957.021 L 90.4142 957.021 L 90.4142 951.968 L 84.82 951.968 L 84.82 957.021 L 83.3365 957.021 L 83.3365 946.08 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 182.818 909.387 L 184.302 909.387 L 184.302 914.038 L 189.896 914.038 L 189.896 909.387 L 191.38 909.387 L 191.38 920.328 L 189.896 920.328 L 189.896 915.274 L 184.302 915.274 L 184.302 920.328 L 182.818 920.328 L 182.818 909.387 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 153.223 951.78 L 154.707 951.78 L 154.707 956.432 L 160.301 956.432 L 160.301 951.78 L 161.784 951.78 L 161.784 962.721 L 160.301 962.721 L 160.301 957.668 L 154.707 957.668 L 154.707 962.721 L 153.223 962.721 L 153.223 951.78 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 151.068 837.588 L 152.552 837.588 L 152.552 842.239 L 158.146 842.239 L 158.146 837.588 L 159.629 837.588 L 159.629 848.529 L 158.146 848.529 L 158.146 843.476 L 152.552 843.476 L 152.552 848.529 L 151.068 848.529 L 151.068 837.588 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 182.242 878.835 L 183.725 878.835 L 183.725 883.486 L 189.319 883.486 L 189.319 878.835 L 190.803 878.835 L 190.803 889.776 L 189.319 889.776 L 189.319 884.723 L 183.725 884.723 L 183.725 889.776 L 182.242 889.776 L 182.242 878.835 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 62.7989 832.718 L 64.2825 832.718 L 64.2825 837.37 L 69.8766 837.37 L 69.8766 832.718 L 71.3602 832.718 L 71.3602 843.659 L 69.8766 843.659 L 69.8766 838.606 L 64.2825 838.606 L 64.2825 843.659 L 62.7989 843.659 L 62.7989 832.718 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 18.9699 883.282 L 20.4534 883.282 L 20.4534 887.934 L 26.0476 887.934 L 26.0476 883.282 L 27.5311 883.282 L 27.5311 894.223 L 26.0476 894.223 L 26.0476 889.17 L 20.4534 889.17 L 20.4534 894.223 L 18.9699 894.223 L 18.9699 883.282 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 59.7707 953.463 L 61.2543 953.463 L 61.2543 958.114 L 66.8484 958.114 L 66.8484 953.463 L 68.332 953.463 L 68.332 964.404 L 66.8484 964.404 L 66.8484 959.351 L 61.2543 959.351 L 61.2543 964.404 L 59.7707 964.404 L 59.7707 953.463 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-16\" d=\"M 19.4949 911.102 L 20.9784 911.102 L 20.9784 915.754 L 26.5726 915.754 L 26.5726 911.102 L 28.0561 911.102 L 28.0561 922.043 L 26.5726 922.043 L 26.5726 916.99 L 20.9784 916.99 L 20.9784 922.043 L 19.4949 922.043 L 19.4949 911.102 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 312.675,934.966 L 347.867,919.026\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 312.675,934.966 L 286.64,906.423\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 312.675,934.966 L 328.435,961.863\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 312.675,934.966 L 286.813,954.012\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 347.867,919.026 L 343.582,880.631\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 347.867,919.026 L 380.358,911.902\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 347.867,919.026 L 357.904,949.255\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 343.582,880.631 L 327.656,877.353\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 327.656,877.353 L 311.73,874.074\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 343.582,880.631 L 346.739,848.62\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 343.582,880.631 L 376.969,880.417\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 301.949,879.51 L 294.295,892.966\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 294.295,892.966 L 286.64,906.423\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 286.64,906.423 L 273.169,896.767\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 273.169,896.767 L 259.698,887.111\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 282.085,910.385 L 283.24,911.411\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 277.529,914.347 L 279.839,916.4\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 272.974,918.309 L 276.439,921.389\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 268.418,922.271 L 273.038,926.378\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 263.862,926.234 L 269.638,931.367\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 255.874,877.479 L 257.143,864.611\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 257.143,864.611 L 258.412,851.743\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 250.781,885.935 L 237.977,891.735\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 237.977,891.735 L 225.172,897.535\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 254.986,934.066 L 241.607,931.312\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 241.607,931.312 L 228.227,928.557\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 300.719 872.872 Q 300.719 870.245, 302.018 868.777 Q 303.316 867.309, 305.742 867.309 Q 308.168 867.309, 309.466 868.777 Q 310.764 870.245, 310.764 872.872 Q 310.764 875.53, 309.451 877.045 Q 308.137 878.544, 305.742 878.544 Q 303.331 878.544, 302.018 877.045 Q 300.719 875.546, 300.719 872.872 M 305.742 877.308 Q 307.411 877.308, 308.307 876.195 Q 309.219 875.067, 309.219 872.872 Q 309.219 870.724, 308.307 869.643 Q 307.411 868.545, 305.742 868.545 Q 304.073 868.545, 303.161 869.627 Q 302.265 870.709, 302.265 872.872 Q 302.265 875.082, 303.161 876.195 Q 304.073 877.308, 305.742 877.308 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 254.977 878.445 Q 256.847 878.445, 257.789 879.295 Q 258.732 880.129, 258.732 881.659 Q 258.732 883.174, 257.759 884.039 Q 256.8 884.889, 254.977 884.889 L 253.231 884.889 L 253.231 889.386 L 251.747 889.386 L 251.747 878.445 L 254.977 878.445 M 254.977 883.653 Q 256.043 883.653, 256.615 883.143 Q 257.187 882.633, 257.187 881.659 Q 257.187 880.686, 256.615 880.191 Q 256.059 879.681, 254.977 879.681 L 253.231 879.681 L 253.231 883.653 L 254.977 883.653 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 255.952 935.329 Q 255.952 932.702, 257.25 931.234 Q 258.548 929.766, 260.974 929.766 Q 263.4 929.766, 264.698 931.234 Q 265.996 932.702, 265.996 935.329 Q 265.996 937.987, 264.683 939.502 Q 263.369 941.001, 260.974 941.001 Q 258.563 941.001, 257.25 939.502 Q 255.952 938.003, 255.952 935.329 M 260.974 939.765 Q 262.643 939.765, 263.539 938.652 Q 264.451 937.524, 264.451 935.329 Q 264.451 933.181, 263.539 932.1 Q 262.643 931.002, 260.974 931.002 Q 259.305 931.002, 258.393 932.084 Q 257.497 933.166, 257.497 935.329 Q 257.497 937.539, 258.393 938.652 Q 259.305 939.765, 260.974 939.765 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-7\" d=\"M 327.926 962.829 L 329.409 962.829 L 329.409 967.481 L 335.003 967.481 L 335.003 962.829 L 336.487 962.829 L 336.487 973.77 L 335.003 973.77 L 335.003 968.717 L 329.409 968.717 L 329.409 973.77 L 327.926 973.77 L 327.926 962.829 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 277.286 952.405 L 278.769 952.405 L 278.769 957.056 L 284.363 957.056 L 284.363 952.405 L 285.847 952.405 L 285.847 963.346 L 284.363 963.346 L 284.363 958.292 L 278.769 958.292 L 278.769 963.346 L 277.286 963.346 L 277.286 952.405 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 381.324 905.281 L 382.807 905.281 L 382.807 909.932 L 388.401 909.932 L 388.401 905.281 L 389.885 905.281 L 389.885 916.222 L 388.401 916.222 L 388.401 911.169 L 382.807 911.169 L 382.807 916.222 L 381.324 916.222 L 381.324 905.281 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 355.761 950.221 L 357.244 950.221 L 357.244 954.873 L 362.838 954.873 L 362.838 950.221 L 364.322 950.221 L 364.322 961.162 L 362.838 961.162 L 362.838 956.109 L 357.244 956.109 L 357.244 961.162 L 355.761 961.162 L 355.761 950.221 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 343.093 836.713 L 344.577 836.713 L 344.577 841.365 L 350.171 841.365 L 350.171 836.713 L 351.654 836.713 L 351.654 847.654 L 350.171 847.654 L 350.171 842.601 L 344.577 842.601 L 344.577 847.654 L 343.093 847.654 L 343.093 836.713 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 377.934 874.912 L 379.418 874.912 L 379.418 879.564 L 385.012 879.564 L 385.012 874.912 L 386.496 874.912 L 386.496 885.853 L 385.012 885.853 L 385.012 880.8 L 379.418 880.8 L 379.418 885.853 L 377.934 885.853 L 377.934 874.912 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 254.751 839.998 L 256.234 839.998 L 256.234 844.649 L 261.828 844.649 L 261.828 839.998 L 263.312 839.998 L 263.312 850.939 L 261.828 850.939 L 261.828 845.885 L 256.234 845.885 L 256.234 850.939 L 254.751 850.939 L 254.751 839.998 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 215.767 894.385 L 217.251 894.385 L 217.251 899.037 L 222.845 899.037 L 222.845 894.385 L 224.328 894.385 L 224.328 905.326 L 222.845 905.326 L 222.845 900.273 L 217.251 900.273 L 217.251 905.326 L 215.767 905.326 L 215.767 894.385 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 218.853 922.038 L 220.337 922.038 L 220.337 926.69 L 225.931 926.69 L 225.931 922.038 L 227.414 922.038 L 227.414 932.979 L 225.931 932.979 L 225.931 927.926 L 220.337 927.926 L 220.337 932.979 L 218.853 932.979 L 218.853 922.038 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 503.894,930.935 L 541.767,923.308\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 503.894,930.935 L 484.936,897.272\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 503.894,930.935 L 513.423,961.367\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 503.894,930.935 L 481.963,943.796\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 541.767,923.308 L 546.217,884.931\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 541.767,923.308 L 575.152,923.665\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 541.767,923.308 L 544.787,955.335\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 546.217,884.931 L 531.649,878.257\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 531.649,878.257 L 517.082,871.584\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 546.217,884.931 L 556.38,854.754\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 546.217,884.931 L 578.672,892.194\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 505.105,875.349 L 495.021,886.311\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 495.021,886.311 L 484.936,897.272\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 484.936,897.272 L 471.417,906.875\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 471.417,906.875 L 457.898,916.478\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 481.302,891.98 L 480.143,893.002\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 477.669,886.687 L 475.35,888.731\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 474.035,881.395 L 470.556,884.46\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 470.401,876.102 L 465.763,880.189\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 466.767,870.81 L 460.97,875.918\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 448.981,917.602 L 436.211,911.752\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 436.211,911.752 L 423.44,905.902\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 453.264,925.898 L 452.997,935.364\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 452.997,935.364 L 452.73,944.829\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 461.557,861.866 L 465.586,849.903\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 465.586,849.903 L 469.615,837.941\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 506.071 868.871 Q 506.071 866.244, 507.369 864.776 Q 508.667 863.308, 511.093 863.308 Q 513.52 863.308, 514.818 864.776 Q 516.116 866.244, 516.116 868.871 Q 516.116 871.529, 514.802 873.044 Q 513.489 874.543, 511.093 874.543 Q 508.683 874.543, 507.369 873.044 Q 506.071 871.545, 506.071 868.871 M 511.093 873.306 Q 512.762 873.306, 513.659 872.194 Q 514.57 871.066, 514.57 868.871 Q 514.57 866.723, 513.659 865.642 Q 512.762 864.544, 511.093 864.544 Q 509.424 864.544, 508.513 865.626 Q 507.616 866.708, 507.616 868.871 Q 507.616 871.081, 508.513 872.194 Q 509.424 873.306, 511.093 873.306 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 453.177 914.174 Q 455.047 914.174, 455.99 915.024 Q 456.932 915.859, 456.932 917.389 Q 456.932 918.903, 455.959 919.769 Q 455.001 920.619, 453.177 920.619 L 451.431 920.619 L 451.431 925.115 L 449.947 925.115 L 449.947 914.174 L 453.177 914.174 M 453.177 919.382 Q 454.243 919.382, 454.815 918.872 Q 455.387 918.362, 455.387 917.389 Q 455.387 916.415, 454.815 915.921 Q 454.259 915.411, 453.177 915.411 L 451.431 915.411 L 451.431 919.382 L 453.177 919.382 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-6\" d=\"M 456.304 872.042 Q 456.427 872.088, 456.937 872.305 Q 457.447 872.521, 458.003 872.66 Q 458.575 872.784, 459.132 872.784 Q 460.167 872.784, 460.77 872.289 Q 461.372 871.779, 461.372 870.899 Q 461.372 870.296, 461.063 869.925 Q 460.77 869.554, 460.306 869.353 Q 459.842 869.152, 459.07 868.921 Q 458.096 868.627, 457.509 868.349 Q 456.937 868.071, 456.52 867.483 Q 456.118 866.896, 456.118 865.907 Q 456.118 864.532, 457.045 863.682 Q 457.988 862.832, 459.842 862.832 Q 461.11 862.832, 462.547 863.435 L 462.191 864.624 Q 460.878 864.084, 459.889 864.084 Q 458.822 864.084, 458.235 864.532 Q 457.648 864.964, 457.663 865.722 Q 457.663 866.309, 457.957 866.664 Q 458.266 867.02, 458.699 867.221 Q 459.147 867.422, 459.889 867.653 Q 460.878 867.962, 461.465 868.271 Q 462.052 868.581, 462.47 869.214 Q 462.902 869.832, 462.902 870.899 Q 462.902 872.413, 461.882 873.232 Q 460.878 874.036, 459.193 874.036 Q 458.22 874.036, 457.478 873.819 Q 456.752 873.618, 455.886 873.263 L 456.304 872.042 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-7\" d=\"M 511.158 962.333 L 512.641 962.333 L 512.641 966.985 L 518.236 966.985 L 518.236 962.333 L 519.719 962.333 L 519.719 973.274 L 518.236 973.274 L 518.236 968.221 L 512.641 968.221 L 512.641 973.274 L 511.158 973.274 L 511.158 962.333 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 472.619 941.295 L 474.103 941.295 L 474.103 945.946 L 479.697 945.946 L 479.697 941.295 L 481.18 941.295 L 481.18 952.236 L 479.697 952.236 L 479.697 947.182 L 474.103 947.182 L 474.103 952.236 L 472.619 952.236 L 472.619 941.295 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 576.118 918.251 L 577.602 918.251 L 577.602 922.902 L 583.196 922.902 L 583.196 918.251 L 584.68 918.251 L 584.68 929.192 L 583.196 929.192 L 583.196 924.139 L 577.602 924.139 L 577.602 929.192 L 576.118 929.192 L 576.118 918.251 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 541.114 956.3 L 542.597 956.3 L 542.597 960.952 L 548.191 960.952 L 548.191 956.3 L 549.675 956.3 L 549.675 967.241 L 548.191 967.241 L 548.191 962.188 L 542.597 962.188 L 542.597 967.241 L 541.114 967.241 L 541.114 956.3 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 554.267 842.848 L 555.751 842.848 L 555.751 847.499 L 561.345 847.499 L 561.345 842.848 L 562.829 842.848 L 562.829 853.789 L 561.345 853.789 L 561.345 848.735 L 555.751 848.735 L 555.751 853.789 L 554.267 853.789 L 554.267 842.848 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 579.638 887.897 L 581.121 887.897 L 581.121 892.549 L 586.715 892.549 L 586.715 887.897 L 588.199 887.897 L 588.199 898.838 L 586.715 898.838 L 586.715 893.785 L 581.121 893.785 L 581.121 898.838 L 579.638 898.838 L 579.638 887.897 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 414.036 898.084 L 415.519 898.084 L 415.519 902.735 L 421.113 902.735 L 421.113 898.084 L 422.597 898.084 L 422.597 909.025 L 421.113 909.025 L 421.113 903.971 L 415.519 903.971 L 415.519 909.025 L 414.036 909.025 L 414.036 898.084 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 448.277 945.455 L 449.761 945.455 L 449.761 950.107 L 455.355 950.107 L 455.355 945.455 L 456.839 945.455 L 456.839 956.396 L 455.355 956.396 L 455.355 951.343 L 449.761 951.343 L 449.761 956.396 L 448.277 956.396 L 448.277 945.455 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 467.445 826.203 L 468.928 826.203 L 468.928 830.855 L 474.522 830.855 L 474.522 826.203 L 476.006 826.203 L 476.006 837.144 L 474.522 837.144 L 474.522 832.091 L 468.928 832.091 L 468.928 837.144 L 467.445 837.144 L 467.445 826.203 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 97.1447,1128.21 L 135.345,1122.44\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 97.1447,1128.21 L 79.8509,1093.67\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 97.1447,1128.21 L 105.202,1159.17\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 97.1447,1128.21 L 66.2258,1139.83\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 135.345,1122.44 L 141.66,1084.33\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 135.345,1122.44 L 168.664,1124.43\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 135.345,1122.44 L 136.801,1154.6\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 141.66,1084.33 L 127.506,1076.99\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 127.506,1076.99 L 113.351,1069.65\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 141.66,1084.33 L 153.238,1054.8\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 141.66,1084.33 L 173.659,1093.15\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 101.375,1072.45 L 90.6128,1083.06\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 90.6128,1083.06 L 79.8509,1093.67\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 79.8509,1093.67 L 65.8128,1102.64\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 65.8128,1102.64 L 51.7747,1111.62\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 79.8509,1093.67 L 63.9086,1067.5 L 57.8693,1072.32 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-13\" d=\"M 42.8271,1112.16 L 30.4757,1105.75\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 30.4757,1105.75 L 18.1242,1099.35\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 102.341 1066.58 Q 102.341 1063.95, 103.639 1062.48 Q 104.937 1061.01, 107.363 1061.01 Q 109.789 1061.01, 111.087 1062.48 Q 112.385 1063.95, 112.385 1066.58 Q 112.385 1069.23, 111.072 1070.75 Q 109.758 1072.25, 107.363 1072.25 Q 104.952 1072.25, 103.639 1070.75 Q 102.341 1069.25, 102.341 1066.58 M 107.363 1071.01 Q 109.032 1071.01, 109.928 1069.9 Q 110.84 1068.77, 110.84 1066.58 Q 110.84 1064.43, 109.928 1063.35 Q 109.032 1062.25, 107.363 1062.25 Q 105.694 1062.25, 104.782 1063.33 Q 103.886 1064.41, 103.886 1066.58 Q 103.886 1068.79, 104.782 1069.9 Q 105.694 1071.01, 107.363 1071.01 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 44.2102 1118.23 Q 44.3338 1118.28, 44.8438 1118.5 Q 45.3538 1118.71, 45.9101 1118.85 Q 46.4819 1118.98, 47.0382 1118.98 Q 48.0736 1118.98, 48.6763 1118.48 Q 49.279 1117.97, 49.279 1117.09 Q 49.279 1116.49, 48.9699 1116.12 Q 48.6763 1115.75, 48.2127 1115.54 Q 47.7491 1115.34, 46.9764 1115.11 Q 46.0028 1114.82, 45.4156 1114.54 Q 44.8438 1114.26, 44.4266 1113.67 Q 44.0248 1113.09, 44.0248 1112.1 Q 44.0248 1110.72, 44.952 1109.87 Q 45.8947 1109.02, 47.7491 1109.02 Q 49.0163 1109.02, 50.4534 1109.63 L 50.098 1110.82 Q 48.7845 1110.27, 47.7954 1110.27 Q 46.7291 1110.27, 46.1419 1110.72 Q 45.5547 1111.16, 45.5701 1111.91 Q 45.5701 1112.5, 45.8637 1112.86 Q 46.1728 1113.21, 46.6055 1113.41 Q 47.0537 1113.61, 47.7954 1113.84 Q 48.7845 1114.15, 49.3717 1114.46 Q 49.9589 1114.77, 50.3762 1115.41 Q 50.8089 1116.02, 50.8089 1117.09 Q 50.8089 1118.6, 49.7889 1119.42 Q 48.7845 1120.23, 47.1 1120.23 Q 46.1265 1120.23, 45.3847 1120.01 Q 44.6584 1119.81, 43.793 1119.45 L 44.2102 1118.23 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 102.597 1160.13 L 104.081 1160.13 L 104.081 1164.78 L 109.675 1164.78 L 109.675 1160.13 L 111.159 1160.13 L 111.159 1171.07 L 109.675 1171.07 L 109.675 1166.02 L 104.081 1166.02 L 104.081 1171.07 L 102.597 1171.07 L 102.597 1160.13 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 56.6987 1136.33 L 58.1823 1136.33 L 58.1823 1140.98 L 63.7764 1140.98 L 63.7764 1136.33 L 65.26 1136.33 L 65.26 1147.27 L 63.7764 1147.27 L 63.7764 1142.22 L 58.1823 1142.22 L 58.1823 1147.27 L 56.6987 1147.27 L 56.6987 1136.33 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 169.63 1119.27 L 171.113 1119.27 L 171.113 1123.92 L 176.707 1123.92 L 176.707 1119.27 L 178.191 1119.27 L 178.191 1130.21 L 176.707 1130.21 L 176.707 1125.16 L 171.113 1125.16 L 171.113 1130.21 L 169.63 1130.21 L 169.63 1119.27 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 132.811 1155.57 L 134.295 1155.57 L 134.295 1160.22 L 139.889 1160.22 L 139.889 1155.57 L 141.373 1155.57 L 141.373 1166.51 L 139.889 1166.51 L 139.889 1161.45 L 134.295 1161.45 L 134.295 1166.51 L 132.811 1166.51 L 132.811 1155.57 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 151.481 1042.89 L 152.965 1042.89 L 152.965 1047.54 L 158.559 1047.54 L 158.559 1042.89 L 160.042 1042.89 L 160.042 1053.83 L 158.559 1053.83 L 158.559 1048.78 L 152.965 1048.78 L 152.965 1053.83 L 151.481 1053.83 L 151.481 1042.89 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 174.625 1089.12 L 176.108 1089.12 L 176.108 1093.77 L 181.702 1093.77 L 181.702 1089.12 L 183.186 1089.12 L 183.186 1100.06 L 181.702 1100.06 L 181.702 1095.01 L 176.108 1095.01 L 176.108 1100.06 L 174.625 1100.06 L 174.625 1089.12 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 51.4717 1058 L 52.9552 1058 L 52.9552 1062.65 L 58.5494 1062.65 L 58.5494 1058 L 60.0329 1058 L 60.0329 1068.94 L 58.5494 1068.94 L 58.5494 1063.89 L 52.9552 1063.89 L 52.9552 1068.94 L 51.4717 1068.94 L 51.4717 1058 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 8.72314 1091.22 L 10.2067 1091.22 L 10.2067 1095.88 L 15.8008 1095.88 L 15.8008 1091.22 L 17.2844 1091.22 L 17.2844 1102.16 L 15.8008 1102.16 L 15.8008 1097.11 L 10.2067 1097.11 L 10.2067 1102.16 L 8.72314 1102.16 L 8.72314 1091.22 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 297.145,1128.21 L 335.345,1122.44\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 297.145,1128.21 L 279.851,1093.67\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 297.145,1128.21 L 305.202,1159.17\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 297.145,1128.21 L 266.226,1139.83\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 335.345,1122.44 L 341.66,1084.33\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 335.345,1122.44 L 368.664,1124.43\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 335.345,1122.44 L 336.801,1154.6\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 341.66,1084.33 L 327.506,1076.99\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 327.506,1076.99 L 313.351,1069.65\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 341.66,1084.33 L 353.238,1054.8\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 341.66,1084.33 L 373.659,1093.15\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 301.375,1072.45 L 290.613,1083.06\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 290.613,1083.06 L 279.851,1093.67\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 279.851,1093.67 L 265.813,1102.64\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 265.813,1102.64 L 251.775,1111.62\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 276.662,1088.43 L 275.455,1089.4\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 273.474,1083.2 L 271.058,1085.13\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 270.286,1077.97 L 266.662,1080.86\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 267.097,1072.73 L 262.266,1076.59\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 263.909,1067.5 L 257.869,1072.32\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 242.827,1112.16 L 230.476,1105.75\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 230.476,1105.75 L 218.124,1099.35\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 302.341 1066.58 Q 302.341 1063.95, 303.639 1062.48 Q 304.937 1061.01, 307.363 1061.01 Q 309.789 1061.01, 311.087 1062.48 Q 312.385 1063.95, 312.385 1066.58 Q 312.385 1069.23, 311.072 1070.75 Q 309.758 1072.25, 307.363 1072.25 Q 304.952 1072.25, 303.639 1070.75 Q 302.341 1069.25, 302.341 1066.58 M 307.363 1071.01 Q 309.032 1071.01, 309.928 1069.9 Q 310.84 1068.77, 310.84 1066.58 Q 310.84 1064.43, 309.928 1063.35 Q 309.032 1062.25, 307.363 1062.25 Q 305.694 1062.25, 304.782 1063.33 Q 303.886 1064.41, 303.886 1066.58 Q 303.886 1068.79, 304.782 1069.9 Q 305.694 1071.01, 307.363 1071.01 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 244.21 1118.23 Q 244.334 1118.28, 244.844 1118.5 Q 245.354 1118.71, 245.91 1118.85 Q 246.482 1118.98, 247.038 1118.98 Q 248.074 1118.98, 248.676 1118.48 Q 249.279 1117.97, 249.279 1117.09 Q 249.279 1116.49, 248.97 1116.12 Q 248.676 1115.75, 248.213 1115.54 Q 247.749 1115.34, 246.976 1115.11 Q 246.003 1114.82, 245.416 1114.54 Q 244.844 1114.26, 244.427 1113.67 Q 244.025 1113.09, 244.025 1112.1 Q 244.025 1110.72, 244.952 1109.87 Q 245.895 1109.02, 247.749 1109.02 Q 249.016 1109.02, 250.453 1109.63 L 250.098 1110.82 Q 248.784 1110.27, 247.795 1110.27 Q 246.729 1110.27, 246.142 1110.72 Q 245.555 1111.16, 245.57 1111.91 Q 245.57 1112.5, 245.864 1112.86 Q 246.173 1113.21, 246.606 1113.41 Q 247.054 1113.61, 247.795 1113.84 Q 248.784 1114.15, 249.372 1114.46 Q 249.959 1114.77, 250.376 1115.41 Q 250.809 1116.02, 250.809 1117.09 Q 250.809 1118.6, 249.789 1119.42 Q 248.784 1120.23, 247.1 1120.23 Q 246.126 1120.23, 245.385 1120.01 Q 244.658 1119.81, 243.793 1119.45 L 244.21 1118.23 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 302.597 1160.13 L 304.081 1160.13 L 304.081 1164.78 L 309.675 1164.78 L 309.675 1160.13 L 311.159 1160.13 L 311.159 1171.07 L 309.675 1171.07 L 309.675 1166.02 L 304.081 1166.02 L 304.081 1171.07 L 302.597 1171.07 L 302.597 1160.13 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-7\" d=\"M 256.699 1136.33 L 258.182 1136.33 L 258.182 1140.98 L 263.776 1140.98 L 263.776 1136.33 L 265.26 1136.33 L 265.26 1147.27 L 263.776 1147.27 L 263.776 1142.22 L 258.182 1142.22 L 258.182 1147.27 L 256.699 1147.27 L 256.699 1136.33 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 369.63 1119.27 L 371.113 1119.27 L 371.113 1123.92 L 376.707 1123.92 L 376.707 1119.27 L 378.191 1119.27 L 378.191 1130.21 L 376.707 1130.21 L 376.707 1125.16 L 371.113 1125.16 L 371.113 1130.21 L 369.63 1130.21 L 369.63 1119.27 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 332.811 1155.57 L 334.295 1155.57 L 334.295 1160.22 L 339.889 1160.22 L 339.889 1155.57 L 341.373 1155.57 L 341.373 1166.51 L 339.889 1166.51 L 339.889 1161.45 L 334.295 1161.45 L 334.295 1166.51 L 332.811 1166.51 L 332.811 1155.57 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 351.481 1042.89 L 352.965 1042.89 L 352.965 1047.54 L 358.559 1047.54 L 358.559 1042.89 L 360.042 1042.89 L 360.042 1053.83 L 358.559 1053.83 L 358.559 1048.78 L 352.965 1048.78 L 352.965 1053.83 L 351.481 1053.83 L 351.481 1042.89 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 374.625 1089.12 L 376.108 1089.12 L 376.108 1093.77 L 381.702 1093.77 L 381.702 1089.12 L 383.186 1089.12 L 383.186 1100.06 L 381.702 1100.06 L 381.702 1095.01 L 376.108 1095.01 L 376.108 1100.06 L 374.625 1100.06 L 374.625 1089.12 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 251.472 1058 L 252.955 1058 L 252.955 1062.65 L 258.549 1062.65 L 258.549 1058 L 260.033 1058 L 260.033 1068.94 L 258.549 1068.94 L 258.549 1063.89 L 252.955 1063.89 L 252.955 1068.94 L 251.472 1068.94 L 251.472 1058 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 208.723 1091.22 L 210.207 1091.22 L 210.207 1095.88 L 215.801 1095.88 L 215.801 1091.22 L 217.284 1091.22 L 217.284 1102.16 L 215.801 1102.16 L 215.801 1097.11 L 210.207 1097.11 L 210.207 1102.16 L 208.723 1102.16 L 208.723 1091.22 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 503.894,1130.94 L 541.767,1123.31\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 503.894,1130.94 L 484.936,1097.27\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 503.894,1130.94 L 513.423,1161.37\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 503.894,1130.94 L 481.963,1143.8\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 541.767,1123.31 L 546.217,1084.93\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 541.767,1123.31 L 575.152,1123.67\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 541.767,1123.31 L 544.787,1155.33\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 546.217,1084.93 L 531.649,1078.26\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 531.649,1078.26 L 517.082,1071.58\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 546.217,1084.93 L 556.38,1054.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 546.217,1084.93 L 578.672,1092.19\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 505.105,1075.35 L 495.021,1086.31\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 495.021,1086.31 L 484.936,1097.27\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 484.936,1097.27 L 475.852,1084.04 L 472.953,1086.6 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 475.852,1084.04 L 460.97,1075.92 L 466.767,1070.81 Z\" style=\"fill:#CCCC00;fill-rule:evenodd;fill-opacity:1;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 475.852,1084.04 L 472.953,1086.6 L 460.97,1075.92 Z\" style=\"fill:#CCCC00;fill-rule:evenodd;fill-opacity:1;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 484.936,1097.27 L 471.746,1106.64\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 471.746,1106.64 L 458.555,1116.01\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 461.557,1061.87 L 465.586,1049.9\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 465.586,1049.9 L 469.615,1037.94\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 448.325,1117.3 L 435.873,1111.6\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 435.873,1111.6 L 423.422,1105.89\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 453.264,1125.9 L 452.997,1135.36\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 452.997,1135.36 L 452.73,1144.83\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 506.071 1068.87 Q 506.071 1066.24, 507.369 1064.78 Q 508.667 1063.31, 511.093 1063.31 Q 513.52 1063.31, 514.818 1064.78 Q 516.116 1066.24, 516.116 1068.87 Q 516.116 1071.53, 514.802 1073.04 Q 513.489 1074.54, 511.093 1074.54 Q 508.683 1074.54, 507.369 1073.04 Q 506.071 1071.54, 506.071 1068.87 M 511.093 1073.31 Q 512.762 1073.31, 513.659 1072.19 Q 514.57 1071.07, 514.57 1068.87 Q 514.57 1066.72, 513.659 1065.64 Q 512.762 1064.54, 511.093 1064.54 Q 509.424 1064.54, 508.513 1065.63 Q 507.616 1066.71, 507.616 1068.87 Q 507.616 1071.08, 508.513 1072.19 Q 509.424 1073.31, 511.093 1073.31 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 456.304 1072.04 Q 456.427 1072.09, 456.937 1072.3 Q 457.447 1072.52, 458.003 1072.66 Q 458.575 1072.78, 459.132 1072.78 Q 460.167 1072.78, 460.77 1072.29 Q 461.372 1071.78, 461.372 1070.9 Q 461.372 1070.3, 461.063 1069.92 Q 460.77 1069.55, 460.306 1069.35 Q 459.842 1069.15, 459.07 1068.92 Q 458.096 1068.63, 457.509 1068.35 Q 456.937 1068.07, 456.52 1067.48 Q 456.118 1066.9, 456.118 1065.91 Q 456.118 1064.53, 457.045 1063.68 Q 457.988 1062.83, 459.842 1062.83 Q 461.11 1062.83, 462.547 1063.43 L 462.191 1064.62 Q 460.878 1064.08, 459.889 1064.08 Q 458.822 1064.08, 458.235 1064.53 Q 457.648 1064.96, 457.663 1065.72 Q 457.663 1066.31, 457.957 1066.66 Q 458.266 1067.02, 458.699 1067.22 Q 459.147 1067.42, 459.889 1067.65 Q 460.878 1067.96, 461.465 1068.27 Q 462.052 1068.58, 462.47 1069.21 Q 462.902 1069.83, 462.902 1070.9 Q 462.902 1072.41, 461.882 1073.23 Q 460.878 1074.04, 459.193 1074.04 Q 458.22 1074.04, 457.478 1073.82 Q 456.752 1073.62, 455.886 1073.26 L 456.304 1072.04 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 451.021 1114.17 L 454.607 1119.97 Q 454.962 1120.54, 455.534 1121.58 Q 456.106 1122.61, 456.136 1122.67 L 456.136 1114.17 L 457.589 1114.17 L 457.589 1125.12 L 456.09 1125.12 L 452.242 1118.78 Q 451.794 1118.04, 451.315 1117.19 Q 450.851 1116.34, 450.712 1116.08 L 450.712 1125.12 L 449.291 1125.12 L 449.291 1114.17 L 451.021 1114.17 \" fill=\"#0000FF\"/>\n",
       "<path class=\"atom-7\" d=\"M 511.158 1162.33 L 512.641 1162.33 L 512.641 1166.98 L 518.236 1166.98 L 518.236 1162.33 L 519.719 1162.33 L 519.719 1173.27 L 518.236 1173.27 L 518.236 1168.22 L 512.641 1168.22 L 512.641 1173.27 L 511.158 1173.27 L 511.158 1162.33 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 472.619 1141.29 L 474.103 1141.29 L 474.103 1145.95 L 479.697 1145.95 L 479.697 1141.29 L 481.18 1141.29 L 481.18 1152.24 L 479.697 1152.24 L 479.697 1147.18 L 474.103 1147.18 L 474.103 1152.24 L 472.619 1152.24 L 472.619 1141.29 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 576.118 1118.25 L 577.602 1118.25 L 577.602 1122.9 L 583.196 1122.9 L 583.196 1118.25 L 584.68 1118.25 L 584.68 1129.19 L 583.196 1129.19 L 583.196 1124.14 L 577.602 1124.14 L 577.602 1129.19 L 576.118 1129.19 L 576.118 1118.25 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 541.114 1156.3 L 542.597 1156.3 L 542.597 1160.95 L 548.191 1160.95 L 548.191 1156.3 L 549.675 1156.3 L 549.675 1167.24 L 548.191 1167.24 L 548.191 1162.19 L 542.597 1162.19 L 542.597 1167.24 L 541.114 1167.24 L 541.114 1156.3 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 554.267 1042.85 L 555.751 1042.85 L 555.751 1047.5 L 561.345 1047.5 L 561.345 1042.85 L 562.829 1042.85 L 562.829 1053.79 L 561.345 1053.79 L 561.345 1048.74 L 555.751 1048.74 L 555.751 1053.79 L 554.267 1053.79 L 554.267 1042.85 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 579.638 1087.9 L 581.121 1087.9 L 581.121 1092.55 L 586.715 1092.55 L 586.715 1087.9 L 588.199 1087.9 L 588.199 1098.84 L 586.715 1098.84 L 586.715 1093.78 L 581.121 1093.78 L 581.121 1098.84 L 579.638 1098.84 L 579.638 1087.9 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 467.445 1026.2 L 468.928 1026.2 L 468.928 1030.85 L 474.522 1030.85 L 474.522 1026.2 L 476.006 1026.2 L 476.006 1037.14 L 474.522 1037.14 L 474.522 1032.09 L 468.928 1032.09 L 468.928 1037.14 L 467.445 1037.14 L 467.445 1026.2 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 414.036 1098.08 L 415.519 1098.08 L 415.519 1102.74 L 421.113 1102.74 L 421.113 1098.08 L 422.597 1098.08 L 422.597 1109.02 L 421.113 1109.02 L 421.113 1103.97 L 415.519 1103.97 L 415.519 1109.02 L 414.036 1109.02 L 414.036 1098.08 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 448.277 1145.46 L 449.761 1145.46 L 449.761 1150.11 L 455.355 1150.11 L 455.355 1145.46 L 456.839 1145.46 L 456.839 1156.4 L 455.355 1156.4 L 455.355 1151.34 L 449.761 1151.34 L 449.761 1156.4 L 448.277 1156.4 L 448.277 1145.46 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 105.422,1334.43 L 141.443,1320.47\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 105.422,1334.43 L 81.0083,1304.49\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 105.422,1334.43 L 119.77,1362.36\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 105.422,1334.43 L 78.3385,1352.15\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 141.443,1320.47 L 139.292,1281.89\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 141.443,1320.47 L 174.334,1315.14\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 141.443,1320.47 L 149.82,1351.31\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 139.292,1281.89 L 123.61,1277.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 123.61,1277.75 L 107.929,1273.6\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 139.292,1281.89 L 144.21,1250.15\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 139.292,1281.89 L 172.632,1283.53\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 97.6422,1278.69 L 89.3253,1291.59\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 89.3253,1291.59 L 81.0083,1304.49\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 81.0083,1304.49 L 68.1924,1294.18\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 68.1924,1294.18 L 55.3765,1283.88\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 76.2125,1308.22 L 77.3089,1309.31\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 71.4167,1311.96 L 73.6095,1314.13\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 66.6209,1315.69 L 69.9101,1318.95\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 61.8251,1319.42 L 66.2107,1323.77\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 57.0294,1323.15 L 62.5113,1328.6\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:1.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 51.8976,1273.86 L 53.8718,1261.12\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 53.8718,1261.12 L 55.846,1248.38\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 47.7939,1330.32 L 34.6584,1326.85\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 34.6584,1326.85 L 21.523,1323.37\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 96.9184 1272.05 Q 96.9184 1269.42, 98.2165 1267.96 Q 99.5146 1266.49, 101.941 1266.49 Q 104.367 1266.49, 105.665 1267.96 Q 106.963 1269.42, 106.963 1272.05 Q 106.963 1274.71, 105.65 1276.22 Q 104.336 1277.72, 101.941 1277.72 Q 99.53 1277.72, 98.2165 1276.22 Q 96.9184 1274.72, 96.9184 1272.05 M 101.941 1276.49 Q 103.61 1276.49, 104.506 1275.37 Q 105.418 1274.25, 105.418 1272.05 Q 105.418 1269.9, 104.506 1268.82 Q 103.61 1267.72, 101.941 1267.72 Q 100.272 1267.72, 99.3601 1268.81 Q 98.4638 1269.89, 98.4638 1272.05 Q 98.4638 1274.26, 99.3601 1275.37 Q 100.272 1276.49, 101.941 1276.49 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 47.812 1284.03 Q 47.9357 1284.08, 48.4456 1284.3 Q 48.9556 1284.51, 49.5119 1284.65 Q 50.0837 1284.78, 50.64 1284.78 Q 51.6754 1284.78, 52.2781 1284.28 Q 52.8808 1283.77, 52.8808 1282.89 Q 52.8808 1282.29, 52.5717 1281.92 Q 52.2781 1281.55, 51.8145 1281.35 Q 51.3509 1281.15, 50.5782 1280.91 Q 49.6047 1280.62, 49.0174 1280.34 Q 48.4456 1280.06, 48.0284 1279.48 Q 47.6266 1278.89, 47.6266 1277.9 Q 47.6266 1276.52, 48.5538 1275.67 Q 49.4965 1274.82, 51.3509 1274.82 Q 52.6181 1274.82, 54.0553 1275.43 L 53.6998 1276.62 Q 52.3863 1276.08, 51.3973 1276.08 Q 50.331 1276.08, 49.7437 1276.52 Q 49.1565 1276.96, 49.172 1277.71 Q 49.172 1278.3, 49.4656 1278.66 Q 49.7746 1279.01, 50.2073 1279.21 Q 50.6555 1279.41, 51.3973 1279.65 Q 52.3863 1279.96, 52.9735 1280.26 Q 53.5607 1280.57, 53.978 1281.21 Q 54.4107 1281.83, 54.4107 1282.89 Q 54.4107 1284.41, 53.3908 1285.22 Q 52.3863 1286.03, 50.7019 1286.03 Q 49.7283 1286.03, 48.9865 1285.81 Q 48.2602 1285.61, 47.3948 1285.26 L 47.812 1284.03 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 48.7597 1331.93 Q 48.7597 1329.31, 50.0578 1327.84 Q 51.3559 1326.37, 53.7821 1326.37 Q 56.2083 1326.37, 57.5064 1327.84 Q 58.8045 1329.31, 58.8045 1331.93 Q 58.8045 1334.59, 57.4909 1336.1 Q 56.1774 1337.6, 53.7821 1337.6 Q 51.3714 1337.6, 50.0578 1336.1 Q 48.7597 1334.61, 48.7597 1331.93 M 53.7821 1336.37 Q 55.4511 1336.37, 56.3474 1335.25 Q 57.2591 1334.13, 57.2591 1331.93 Q 57.2591 1329.78, 56.3474 1328.7 Q 55.4511 1327.61, 53.7821 1327.61 Q 52.1131 1327.61, 51.2014 1328.69 Q 50.3051 1329.77, 50.3051 1331.93 Q 50.3051 1334.14, 51.2014 1335.25 Q 52.1131 1336.37, 53.7821 1336.37 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-7\" d=\"M 118.796 1363.33 L 120.28 1363.33 L 120.28 1367.98 L 125.874 1367.98 L 125.874 1363.33 L 127.358 1363.33 L 127.358 1374.27 L 125.874 1374.27 L 125.874 1369.21 L 120.28 1369.21 L 120.28 1374.27 L 118.796 1374.27 L 118.796 1363.33 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 68.8114 1350.11 L 70.2949 1350.11 L 70.2949 1354.77 L 75.8891 1354.77 L 75.8891 1350.11 L 77.3726 1350.11 L 77.3726 1361.05 L 75.8891 1361.05 L 75.8891 1356 L 70.2949 1356 L 70.2949 1361.05 L 68.8114 1361.05 L 68.8114 1350.11 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 175.3 1308.83 L 176.784 1308.83 L 176.784 1313.48 L 182.378 1313.48 L 182.378 1308.83 L 183.861 1308.83 L 183.861 1319.77 L 182.378 1319.77 L 182.378 1314.71 L 176.784 1314.71 L 176.784 1319.77 L 175.3 1319.77 L 175.3 1308.83 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 147.287 1352.28 L 148.77 1352.28 L 148.77 1356.93 L 154.365 1356.93 L 154.365 1352.28 L 155.848 1352.28 L 155.848 1363.22 L 154.365 1363.22 L 154.365 1358.17 L 148.77 1358.17 L 148.77 1363.22 L 147.287 1363.22 L 147.287 1352.28 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 140.926 1238.25 L 142.41 1238.25 L 142.41 1242.9 L 148.004 1242.9 L 148.004 1238.25 L 149.488 1238.25 L 149.488 1249.19 L 148.004 1249.19 L 148.004 1244.13 L 142.41 1244.13 L 142.41 1249.19 L 140.926 1249.19 L 140.926 1238.25 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 173.598 1278.32 L 175.082 1278.32 L 175.082 1282.97 L 180.676 1282.97 L 180.676 1278.32 L 182.16 1278.32 L 182.16 1289.26 L 180.676 1289.26 L 180.676 1284.2 L 175.082 1284.2 L 175.082 1289.26 L 173.598 1289.26 L 173.598 1278.32 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 52.5375 1236.63 L 54.0211 1236.63 L 54.0211 1241.28 L 59.6152 1241.28 L 59.6152 1236.63 L 61.0988 1236.63 L 61.0988 1247.57 L 59.6152 1247.57 L 59.6152 1242.52 L 54.0211 1242.52 L 54.0211 1247.57 L 52.5375 1247.57 L 52.5375 1236.63 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 12.1508 1316.56 L 13.6343 1316.56 L 13.6343 1321.21 L 19.2285 1321.21 L 19.2285 1316.56 L 20.712 1316.56 L 20.712 1327.5 L 19.2285 1327.5 L 19.2285 1322.45 L 13.6343 1322.45 L 13.6343 1327.5 L 12.1508 1327.5 L 12.1508 1316.56 \" fill=\"#000000\"/>\n",
       "<path class=\"bond-0\" d=\"M 303.894,1330.94 L 341.767,1323.31\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-6\" d=\"M 303.894,1330.94 L 284.936,1297.27\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-7\" d=\"M 303.894,1330.94 L 313.423,1361.37\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-8\" d=\"M 303.894,1330.94 L 281.963,1343.8\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-1\" d=\"M 341.767,1323.31 L 346.217,1284.93\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-9\" d=\"M 341.767,1323.31 L 375.152,1323.67\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-10\" d=\"M 341.767,1323.31 L 344.787,1355.33\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 346.217,1284.93 L 331.649,1278.26\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-2\" d=\"M 331.649,1278.26 L 317.082,1271.58\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-11\" d=\"M 346.217,1284.93 L 356.38,1254.75\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-12\" d=\"M 346.217,1284.93 L 378.672,1292.19\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 305.105,1275.35 L 295.021,1286.31\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-3\" d=\"M 295.021,1286.31 L 284.936,1297.27\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-4\" d=\"M 284.936,1297.27 L 275.852,1284.04 L 272.953,1286.6 Z\" style=\"fill:#000000;fill-rule:evenodd;fill-opacity:1;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 275.852,1284.04 L 260.97,1275.92 L 266.767,1270.81 Z\" style=\"fill:#CCCC00;fill-rule:evenodd;fill-opacity:1;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-4\" d=\"M 275.852,1284.04 L 272.953,1286.6 L 260.97,1275.92 Z\" style=\"fill:#CCCC00;fill-rule:evenodd;fill-opacity:1;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;\"/>\n",
       "<path class=\"bond-5\" d=\"M 284.936,1297.27 L 271.417,1306.88\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-5\" d=\"M 271.417,1306.88 L 257.898,1316.48\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 261.557,1261.87 L 265.586,1249.9\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-13\" d=\"M 265.586,1249.9 L 269.615,1237.94\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 248.981,1317.6 L 236.211,1311.75\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-14\" d=\"M 236.211,1311.75 L 223.44,1305.9\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 253.264,1325.9 L 252.997,1335.36\" style=\"fill:none;fill-rule:evenodd;stroke:#FF7F00;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"bond-15\" d=\"M 252.997,1335.36 L 252.73,1344.83\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2.0px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\n",
       "<path class=\"atom-3\" d=\"M 306.071 1268.87 Q 306.071 1266.24, 307.369 1264.78 Q 308.667 1263.31, 311.093 1263.31 Q 313.52 1263.31, 314.818 1264.78 Q 316.116 1266.24, 316.116 1268.87 Q 316.116 1271.53, 314.802 1273.04 Q 313.489 1274.54, 311.093 1274.54 Q 308.683 1274.54, 307.369 1273.04 Q 306.071 1271.54, 306.071 1268.87 M 311.093 1273.31 Q 312.762 1273.31, 313.659 1272.19 Q 314.57 1271.07, 314.57 1268.87 Q 314.57 1266.72, 313.659 1265.64 Q 312.762 1264.54, 311.093 1264.54 Q 309.424 1264.54, 308.513 1265.63 Q 307.616 1266.71, 307.616 1268.87 Q 307.616 1271.08, 308.513 1272.19 Q 309.424 1273.31, 311.093 1273.31 \" fill=\"#FF0000\"/>\n",
       "<path class=\"atom-5\" d=\"M 256.304 1272.04 Q 256.427 1272.09, 256.937 1272.3 Q 257.447 1272.52, 258.003 1272.66 Q 258.575 1272.78, 259.132 1272.78 Q 260.167 1272.78, 260.77 1272.29 Q 261.372 1271.78, 261.372 1270.9 Q 261.372 1270.3, 261.063 1269.92 Q 260.77 1269.55, 260.306 1269.35 Q 259.842 1269.15, 259.07 1268.92 Q 258.096 1268.63, 257.509 1268.35 Q 256.937 1268.07, 256.52 1267.48 Q 256.118 1266.9, 256.118 1265.91 Q 256.118 1264.53, 257.045 1263.68 Q 257.988 1262.83, 259.842 1262.83 Q 261.11 1262.83, 262.547 1263.43 L 262.191 1264.62 Q 260.878 1264.08, 259.889 1264.08 Q 258.822 1264.08, 258.235 1264.53 Q 257.648 1264.96, 257.663 1265.72 Q 257.663 1266.31, 257.957 1266.66 Q 258.266 1267.02, 258.699 1267.22 Q 259.147 1267.42, 259.889 1267.65 Q 260.878 1267.96, 261.465 1268.27 Q 262.052 1268.58, 262.47 1269.21 Q 262.902 1269.83, 262.902 1270.9 Q 262.902 1272.41, 261.882 1273.23 Q 260.878 1274.04, 259.193 1274.04 Q 258.22 1274.04, 257.478 1273.82 Q 256.752 1273.62, 255.886 1273.26 L 256.304 1272.04 \" fill=\"#CCCC00\"/>\n",
       "<path class=\"atom-6\" d=\"M 253.177 1314.17 Q 255.047 1314.17, 255.99 1315.02 Q 256.932 1315.86, 256.932 1317.39 Q 256.932 1318.9, 255.959 1319.77 Q 255.001 1320.62, 253.177 1320.62 L 251.431 1320.62 L 251.431 1325.12 L 249.947 1325.12 L 249.947 1314.17 L 253.177 1314.17 M 253.177 1319.38 Q 254.243 1319.38, 254.815 1318.87 Q 255.387 1318.36, 255.387 1317.39 Q 255.387 1316.42, 254.815 1315.92 Q 254.259 1315.41, 253.177 1315.41 L 251.431 1315.41 L 251.431 1319.38 L 253.177 1319.38 \" fill=\"#FF7F00\"/>\n",
       "<path class=\"atom-7\" d=\"M 311.158 1362.33 L 312.641 1362.33 L 312.641 1366.98 L 318.236 1366.98 L 318.236 1362.33 L 319.719 1362.33 L 319.719 1373.27 L 318.236 1373.27 L 318.236 1368.22 L 312.641 1368.22 L 312.641 1373.27 L 311.158 1373.27 L 311.158 1362.33 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-8\" d=\"M 272.619 1341.29 L 274.103 1341.29 L 274.103 1345.95 L 279.697 1345.95 L 279.697 1341.29 L 281.18 1341.29 L 281.18 1352.24 L 279.697 1352.24 L 279.697 1347.18 L 274.103 1347.18 L 274.103 1352.24 L 272.619 1352.24 L 272.619 1341.29 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-9\" d=\"M 376.118 1318.25 L 377.602 1318.25 L 377.602 1322.9 L 383.196 1322.9 L 383.196 1318.25 L 384.68 1318.25 L 384.68 1329.19 L 383.196 1329.19 L 383.196 1324.14 L 377.602 1324.14 L 377.602 1329.19 L 376.118 1329.19 L 376.118 1318.25 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-10\" d=\"M 341.114 1356.3 L 342.597 1356.3 L 342.597 1360.95 L 348.191 1360.95 L 348.191 1356.3 L 349.675 1356.3 L 349.675 1367.24 L 348.191 1367.24 L 348.191 1362.19 L 342.597 1362.19 L 342.597 1367.24 L 341.114 1367.24 L 341.114 1356.3 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-11\" d=\"M 354.267 1242.85 L 355.751 1242.85 L 355.751 1247.5 L 361.345 1247.5 L 361.345 1242.85 L 362.829 1242.85 L 362.829 1253.79 L 361.345 1253.79 L 361.345 1248.74 L 355.751 1248.74 L 355.751 1253.79 L 354.267 1253.79 L 354.267 1242.85 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-12\" d=\"M 379.638 1287.9 L 381.121 1287.9 L 381.121 1292.55 L 386.715 1292.55 L 386.715 1287.9 L 388.199 1287.9 L 388.199 1298.84 L 386.715 1298.84 L 386.715 1293.78 L 381.121 1293.78 L 381.121 1298.84 L 379.638 1298.84 L 379.638 1287.9 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-13\" d=\"M 267.445 1226.2 L 268.928 1226.2 L 268.928 1230.85 L 274.522 1230.85 L 274.522 1226.2 L 276.006 1226.2 L 276.006 1237.14 L 274.522 1237.14 L 274.522 1232.09 L 268.928 1232.09 L 268.928 1237.14 L 267.445 1237.14 L 267.445 1226.2 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-14\" d=\"M 214.036 1298.08 L 215.519 1298.08 L 215.519 1302.74 L 221.113 1302.74 L 221.113 1298.08 L 222.597 1298.08 L 222.597 1309.02 L 221.113 1309.02 L 221.113 1303.97 L 215.519 1303.97 L 215.519 1309.02 L 214.036 1309.02 L 214.036 1298.08 \" fill=\"#000000\"/>\n",
       "<path class=\"atom-15\" d=\"M 248.277 1345.46 L 249.761 1345.46 L 249.761 1350.11 L 255.355 1350.11 L 255.355 1345.46 L 256.839 1345.46 L 256.839 1356.4 L 255.355 1356.4 L 255.355 1351.34 L 249.761 1351.34 L 249.761 1356.4 L 248.277 1356.4 L 248.277 1345.46 \" fill=\"#000000\"/>\n",
       "</svg>"
      ],
      "text/plain": [
       "<IPython.core.display.SVG object>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "hmols = [Chem.AddHs(m) for m in mols]\n",
    "Draw.MolsToGridImage(hmols)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "core = Chem.MolFromSmarts(\"C1CCO[C@@](*)(*)1\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Make RGroup decomposition!\n",
    "\n",
    "To use RGroupDecomposition:\n",
    "  \n",
    "  1. construct the class on the core rg = RGroupDecomposition(core)\n",
    "  2. Call rg.Add( mol ) on the molecules.  If this returns -1, the molecule is not\n",
    "     compatible with the core\n",
    "  3. After all molecules are added, call rg.Process() to complete the rgroup\n",
    "     decomposition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "rgroups = rdRGroupDecomposition.RGroupDecomposition(core)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "for i,m in enumerate(mols):\n",
    "    rgroups.Add(m)\n",
    "    if i == 10:\n",
    "        break"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We need to call process after all molecules are added.  To optimize the RGroups."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "True"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "rgroups.Process()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The RGroupDecomposition code is quite compatible with the python pandas integration.\n",
    "Calling rg.GetRGroupsAsColumns() can be sent directly into a pandas table.\n",
    "\n",
    "**n.b.** You need to call PandasTools.ChangeMoleculeRendering(frame) to allow the molecules\n",
    "to be rendered properly."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "groups = rgroups.GetRGroupsAsColumns()\n",
    "frame = pd.DataFrame(groups)\n",
    "PandasTools.ChangeMoleculeRendering(frame)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The first two (0 and 1) are different due to the sterochemistry difference.\n",
    "I still haven't found a way to show the core with stereochem which is annoying."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Core</th>\n",
       "      <th>R1</th>\n",
       "      <th>R2</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAIAAAAiOjnJAAAABmJLR0QA/wD/AP+gvaeTAAAKVUlEQVR4nO3ca0xT9x/H8U8pKAOvy9QhWaJOhCHeMMFLZp1PimwIupEZiPKfsJEtiFumSxhhMglDs8F0AYwbOqaEuczKwIga8YY80AzJlHgDvOGiziDxMhEEpP8Hp1REaA89fO3Ezyt78OP0nF9/ZO+c2tMedGazGUR9zcXZC6D+iWGRCIZFIhgWiWBYJIJhkQiGRSIYFolgWCSCYZEIhkUiGBaJYFgkgmGRCIZFIhgWiWBYJIJhkQiGRSIYFolgWCSCYZEIhkUiGBaJYFgkgmGRCIZFIhgWiWBYJIJhkQiGRSIYFolgWCSCYZEIhkUiGBaJYFgkgmGRCIZFIhgWiWBYJIJhkQiGRSIYFolgWCSCYZEIhkUiGBaJYFgkgmGRCIZFIhgWiWBYJIJhkQiGRSIYFolgWCSCYZEIhkUiGBaJYFgkgmGRCIZFIhgWiWBYJIJhkQiGRSIYFolgWCSCYZEIhkUiGBaJYFgkgmGRCIZFIhgWiWBYJIJhkQiGRSIYFolgWCSCYZEIhkUiGBaJYFgkgmGRCFcbj5lMpubm5i4b9Xr9oEGDRo4c6e/vP3jwYJVP09TUVFhY+OjRI19f3ylTpri7uzuw1tbW1qKiovv37/v4+EydOnXQoEEOTPIc+f13XL5sGYeGYuJEWzvfuYMff7SMY2IwYgQA/Pwzbt0CgKAgvPWW/WfcuRMXLwKAnx/CwhxctoW5Z5MnT/bqmbe3d1hYWHFxsY0ZzGZzfX19RkbGxIkTrQeWlZXZPuRp9+7dy83NDQwMtE5iMpl6O8lzJzjYDFj+mz7d3NZma+eLFx/vXFVl2ejvb9mycqWqZwwJsewfEaF18bbOWLa1t7dXVFRUVFQUFhZu2rTp6ZPQpUuX8vLyCgoKnj7tqVdXV7d58+bt27c/ePDA4Un6gcpK5ORgxQpnr0M1VWGFhITMmzdPGbe0tNy+fbuqqurIkSOtra0A9u/fn5CQkJuba92/vLw8JyenvLzcbDY7vLLKysqcnJz9+/e3t7c7PEl/kpyM996Dt7ez16GOqrCmTZu2ZMmSLhsvXbq0bNmy2tpaACUlJWVlZXPnzlUe2rlz59GjR5XxmDFjQkJCDAZDZGRkr1a2d+/effv2KWNvb2+j0Th//vyYmJjGxsZezdMP6HQwm/Hvv/jsM+zY4ezVqOP4S+G4ceO2bt06d+5c5by1Y8cOa1hRUVG1tbXz5883Go2+vr4Ampqaejt/VFRUWVlZcHBwcHDwpEmTlI06nc7hBT+/IiLwxx9oa4PJhN27ERrq7AWp4HhYAMaMGWMwGA4ePAigoqLCuj0oKKikpETjysaNG1daWqpxkv7B1xcxMfjpJwBYvhzz5sHT09lrskfrdazx48crg/r6es2LoR6lpEC5ulJXh2++cfZqVNAaVltbmzJ4MV+knpnRo5GUZBlnZuLsWaeuRgWtYZ0/f14ZeHl5aZnnypUr/+tQWVmpcVX90sqVmDABAFpa8PHH0PCG+1nQFFZVVdWxY8eU8axZs7RMde/evdION2/e1DJVfzVgAL77zjIuL8cvvzhzMXY5/o/348ePx8fHKxeZXFxcoqOj+25V1L2wMLzzDpT3RV98gdBQy0c3dm3ejMJC+7v984+m5XWmKqzDhw/fvXvX+uOtW7eqqqrOnTtn3RIbG2u9IuAYd3d3Pz8/ZTxkyBDHJjEYDBcuXNCyDLsCAxeXlKwXfQoA9fV45ZXuH/rhBxw8iOZmNDQgMRFbtqia8O5ddPof+CyoCuvYsWPWl7wudDpdXFxccnKyxnVMmDDh0KFDGid5Ebz+OhIT8fXXAJCXhw8+wJw59o9yc8PAgfZ3a2rCo0caF2jh+Euhi4tLRESE9nNVH7Je7u/fEhPx66+oqYHZjIQEVFZCr7dzyIoVyMiwP/Pbb2Pv3j5Zo7qwIiMjFy5cqIxPnjy5du1aAO3t7Uaj8b9T1Ytj4EBkZSE4GABOncKWLYiLc/aanqLqXeHYsWPndFi+fPnMmTOV7atXr3bgsxrSzmjEu+9axsnJuHPHqavpTq8vN+h0utTUVL1eD+D69esbN24UWBXZt2GD5YOd+nqkpTl7NU9x5DpWQECA9asKOTk5V69e7dMlkSqvvYavvrKMs7Is3/z873DwAmlSUtLw4cMBNDc3p6am9umSSK3PP4e/PwC0tGD1amev5kkOhjVs2LBVq1Yp4z179hw5cqTPVkSqublh0yYoH9IeP+7s1TzJ8csN0dHRBQUFZ8+eBZCSknLgwAE3NzeHZ7t27VpWVpYyXrp06UTbdw5QhzlzEBWFggLBp7hxA/n5qK5GQwNefhkGAxYvxksv2TnK8bD0en16evqiRYvMZnNtbW1eXl5cp3e9dXV1nf/t9fDhQ+v49OnTnb8KMX36dA8Pj4aGhm3btilbDAaDEtaNGze6XEm3fpmiurq6vLzcun3y5MlDhw51+Hd5rmVmoqRE5I2h2Yz0dKxZg9bWxxvz8pCait27La/CPdH0Rb+goKAFCxbs2rULQEZGRnh4+KhRo5SHTCZTZmZmt0elPfkepqyszMfHp9s9S0tLExMTu30oOzs7Ozvb+qPJZJo9e7YDv0I/MGoU1qzBp5/2/cxr1yI5GQMGWD6XHDIEJ04gKQmXLyMsDGfO2Lqar/VrMykpKR4eHgDu37+/bt06h+dxdXUd2kHLS+qLKT4e06b18ZxtbfjtN7i4oLgY334LgwFTp+LDD1FcDJ0OFy+iqMjW4bbOWMuWLVPuXAgMDOxpHy8vrw0bNpw6dQqATqdrbGz09PQEMGPGjPj4eDW/gPLu0t/fv/On2oqAgACVk3g/Lzev9EZMDJR7o+yei/V6bN2KPXssP776qmWwcuXjG1bViI213Nfq5wdXV/z1F06cwIwZT+wzaxb8/XHmDP78E4sX9ziVTssdWvRiMhpRWoqPPrJ8Db9b/NsN1Gt//w0Ao0fb2odhUe/U1KCmBgA6bmHuHsOi3klLQ3s7pkyBwWBrN4ZFvbB9O/LzodcjOxu2b8tiWKRWaSliYwFg/Xq8+aadnRkWqVJSgvBwNDUhPR0JCfb3Z1hk3/ffIzwczc1IS8OXX6o6RNNHOtTvNTbik0+Qn4/Bg7FtGzq+oG4fw6IenTuH99/H6dMYPx5FRXb+VmUXvPJO3aurwxtvQLmlwdMTAwZ03WHECFRX93g4z1jUvQcP4O4Oh/4KMcAzFgnhu0ISwbBIBMMiEQyLRDAsEsGwSATDIhEMi0QwLBLBsEgEwyIRDItEMCwSwbBIBMMiEQyLRDAsEsGwSATDIhEMi0QwLBLBsEgEwyIRDItEMCwSwbBIBMMiEQyLRDAsEsGwSATDIhEMi0QwLBLBsEgEwyIRDItEMCwSwbBIBMMiEQyLRDAsEsGwSATDIhEMi0QwLBLBsEgEwyIRDItEMCwSwbBIBMMiEQyLRDAsEsGwSATDIhEMi0QwLBLBsEgEwyIRDItEMCwSwbBIBMMiEQyLRDAsEsGwSATDIhEMi0QwLBLBsEgEwyIRDItEMCwSwbBIxP8BrlqFfi2YA9oAAABjelRYdHJka2l0UEtMIHJka2l0IDIwMjEuMDMuMWRldjEAAHice79v7T0GIOABYkYGCGCCshsY2RUKQHxmJgYeDZAMowSjDkg2yJAbqECEQRymBaTHwR6oZQmE67AfyFYBscQA7/QI/d0nFF8AAACCelRYdE1PTCByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nONSAIEgF+/MEgU4MHLh4gKSCgqGCgoGWJGlpaVCmJGBgQEXSL2BnrmpAVBYQddADyhmABEDs/wUcBmBjLggeqGmKGCYEqSMV78h3BSIm0F8Ll+gt9wDwByQsIIhSMTVz4ULAGaQJnGL3wEzAAAAh3pUWHRTTUlMRVMgcmRraXQgMjAyMS4wMy4xZGV2MQAAeJzzi9ayMoxVqNEw0DM31dE11TM1NTQ0StU1NNex1gWLIQtp6iSW5OcGFOUXWBnqFWempDpnJGbmBeUkJqXmFOtFG+rEAsVz83Mcgap8Ewv8SnOTUov0DIGCKaW5uZU+IHV6QYY1AEz8IunObJg9AAAAAElFTkSuQmCC\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "HTML(frame.to_html())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "Let's try the same with stereochemistry in the core.\n",
    "\n",
    "**Note that the core has symmetry and the analysis nicely supports this during \n",
    "the side chain optimization**\n",
    "\n",
    "**n.b.** stereo information is lost here which is fairly annoying and will be analyzed at a later date."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Core</th>\n",
       "      <th>R1</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAIAAAAiOjnJAAAABmJLR0QA/wD/AP+gvaeTAAAN10lEQVR4nO3de0yT1xsH8KdUoIJMUClUtiA65O4E3YwKboLihehMBotsUycTl0UjjrARgxKNEoWBMUajcXOgRjLZso1NXTfdRIQJGAZ420AEUbxUGkTWcimX/v7o5vhVeqH29LT4/fxlXk7P+9R8c/q+p6fnFajVagIwNzveBcDwhGABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjAxgncB8K/+fqqqouJiunuXVCoaO5bCwmjuXBo1indlpkCwrMOFC5SURFVV2sddXWnTJkpJITsb+2wR4Amr/H33HS1fTioVeXnRqlU0dSqJRNTURAUFdOECEdHy5XT8uI1lSw18NTSoXVzUROply9RKpfZfDx5U29mpidS7d/MoznQYsXhbu5Y+/5xefpkuX6aRIwdp8PHHtGcPjRlDd+6Qk5PF6zORTY2uw49KRfn5RERJSYOniohSU2nECGptpR9+sGRpzwjB4qq6mpRKIqIFC3S28fSk0FAiotJSC1VlDggWVzdvEhHZ29OkSfqaBQb+19hGIFhctbUREbm4GLjjc3X9r7GNQLC4srcnIurtNdCsp4eIyMGBeT3mg2Bx5eZGRKRQUHe3vmZyORHRmDFERI8ekS3cyCNYXIWEEBH199OVK/qa1dT81zgjg31ZZoBgceXrS+PHExF9/73ONteuUW0tEdEbb5BaTT4+JBD8X4OODlKpWFZpCgSLK4GAEhOJiPbvp/v3B2+TlkZE5O9Pb7xBAgGtW6fd4OBB8vSkAwdYFjpkCBZvyck0YQK1tdGCBdoTCl1dtH49FRaSQEB792oPVE9cvkyPHpG7uwWKNR6+0rECNTW0cCE9eECOjrRoEYWGkoMD3bpFJ0/S3btkZ0c5ObRxo74e6utp/HjtL3wyM+nFF2nZMnJ2Zlr+oBAs69DcTGlp9NVX2ldL06fTrl0UFTXkDhUKEoupu5vu3PnnMs6yECxrolBQSQndv09dXSQW07RpNGGC6V0dPUp1dbRnz/8d7+sjuZw8PJ65VgMQLH7q6qi6mt5+26InLSqiefMUb755a9u24OBgdufBClJOVCqKj6c//iCFghISLHfeujqyt7/66NGEceOYngd3hZw4OFBSEoWEUGysRc+7di21tDinp3t6eg483Nvbm5mZ+ddff5nrPPgo5Kqvj4RC3kUQEf3666/z5s0LDAy8du2aWTrERyFX1pEqIhKLxQkJCYGa9TkDdHV1OTo6CnRNoemGEQv02bp1a15e3meffRYXFzekF+Iay7I060Vtx8WLF5uaml544YWhvhDBsqCKCvL2/meRu42QSqVlZWWRkZFax7Ozs6VSaY9modhg8FFoQSkplJNDycmUk8O7lGcil8slEolAIJDJZG6aJWVPEW7dutWyVT3HoqMpKIjWrbOea3bTdHR02Nvbd3R0dHZ2zp49e9A2GLHAFDKZzNPTUywWy2SyQRtgugFMMWrUqG3bto3SvWEJRixgAneFjO3bRzdu8C6CA4xYLJ09S9HR5OpKjY00ejTvaiwK11gszZhB775LwcHPW6oII5YlqNU6l6sPX7jGYm84pkqpVKanp2dlZelqgBELTGFwHgsz72amUCgiIyPd3d39/Px418KQQCBwdHSMjIycOXPm4A0wYplXTk5OSkpKWFhYRUWF0Ma/unkWuCs0s+TkZDs7u8WLFz/PqSKMWMAI7gqBCQQLmECwzKCsrKy5uZl3FRaFeSzmZDLZ1KlTVSpVaWmpv78/73IsBOuxmBMKhdOnT+/s7Jw8eTLvWiwH67EsQa1WKxQKFxcX3oVYEX3Bam9vH/hXJycne80uv7p1dHRoWhp5erlcPo7xJgLAhb6L94iIiIABvL29/f39V61aVVxc/HTje/fu7dixIywszNfXd9++ffrP2tPTc+LEiaioqClTpsyZM+eZ3gFYJcPXWN7e3qNHjyailpYWmUx25syZs2fPpqambtiwQdPg6tWrhw4dKiwsfPIrM6Xun2W2t7cXFBQcOHDg/r9bbioUimd9Ezz09/fb2dZz3izL8H/Npk2bpFKpVCqtrKysrKxcuHChWq3Oysr6888/iai1tXXx4sXffPPNpEmTNmzYMG3aNP29JSUlpaend3Z2xsbGrlmzxjxvwuIKCgpmzZrV0NDAuxArpueRc1OmTJFIJIWFhQMPKpXKkJAQiUSyc+dOzZGTJ082NjZq/p2QkCCRSHbt2qWrz8uXL5eUlPT09KjVaqlUKpFIQkNDjX8KnjXo7e3VbJ7x5Zdf8q6FG4VCsWXLlszMTF0Nhjzd4OTkFBIScu7cudu3b2uOxMTEGP/yEM0u+LZMKBQWFxcfO3Zs9erVvGvhRqFQbN++XSwWf/rpp4M2MGUeq729nYhGG72Ou7m5ubGxUSQSvfrqqyaczgqNHTt2o/5tjIc7g/NYQw5WbW3tlStXiCgoKMjIlxQWFmZkZHh5eV26dGmopwPr5OzsnJ6erqeB4WDJ5fKmpiYiamlpqa6u3r9/v0ql8vDweOutt8xW5gC//PJLdna2uXrz9vaurKw0V2+vvfbawYMHzdXb8GY4WJs3b968efPAIxMmTDh69OhIXY+afcoHH3wQHx9v5MK31tbWq1evGtmzQUKhsKqqyly9ubi4rFmzJjExccaMGebqc7gyHKyAgADN5HhFRUV3d/fKlSszMjKGtDxSJBKJRCIjGy9YsODnn382vnP9BAJBhvkel5Wfn5+Tk1NeXl5TU4NJLP0MByspKWnp0qVElJ2dvXv3bqlUmpaWxu57MTc3N11bLnEXHBwsl8tTU1ORKoOG8B+0fv36l1566eHDh3v37mVXkDVzcHDIy8sLCAjgXQh/BtdjDSFYIpFIc7F16NChmzb14GswO808Vo7urQmHNqQvWbLk9ddf7+npSdM8RM84Dx8+rKmp0XwFBMODZh4rNTVVV4Mhz2Nt27Zt/vz5xcXFZ86cmT9/PhE9ePDgyQTVgwcPiOjGjRs//vgjEbm5uYWHh3/99dcD57GebIpaU1NDRF1dXZrGRDR37lw9c25WqLKy0uDXo8OSGeaxtEyePHnlypWHDx9OT0+fM2eOo6NjVVXVhx9+OLDN6dOnT58+TUTTpk0LDw/X6mHjxo2auXuNtra2Jy+/cOGCDQUrISEhLy/v1KlTixYt4l2L1dEXrNWrVyuVSl9fX63jn3zyiWb64ObNm4GBgRMnTlz39PNkiYjIy8uLiFasWBETEzNixD/nSkxM7OrqGrS9q6vrUN8ARwEBAc7Ozm1tbbwLsUZYmmy6/v7+O3fueHt78y7EGiFYwAQm+sAU+F0hMIHfFVpObm5ueXn5c7L8Ab8rtJB79+75+fkpFIrz58/jd0eEYJlRfn5+X1/fihUreBdiFRAsYAJ3hcAEggVMIFisXL9+XfOV/LCEeSw+Tp06FRcXFxER8dNPPw3L5aaYx+IjLCzMxcXFy8tLpVIZv97fhmAeixuZTObh4cG7Cm4QLGBiGH78gzVAsIAJBMsSrl+/Pnv27NraWt6FWA6CZQlZWVm///779u3beRdiNpjHsgrt7e2ZmZlpaWnGb/tr5aqrq0NDQ/XMYyFYMGQJCQlHjhx55513QkNDk5OTB22DCVIYMh8fH5FINGvWrI8++khXG4xYoNPt27dzc3PHjRun9fO+x48f29vb6/9YR7A4UCqVpaWl0dHRvAsxoKioaO7cub6+vnV1dUN9Le4KLU2pVE6fPn3JkiVm3Grw2fX392t2AB0oIiIiKSlp3759Jow+uMayNGdn5+jo6HPnzlnPHWJfX5+/v39DQ0Nzc7NEInlyXCgU7tmzx7Q+ESwOsrKy1Gq19ax6EAqFQUFBvb29jY2NA4P1LHCN9XwpKSn54osv4uLitHbnf/z4sfH7qxsDI9bzpby8/MiRI93d3VrBMm+qCMGyEiwe+dTe3l5fXx8WFjbwYGxsbE9PD6Ot1AfCRyFnf//9d0pKypgxY3bu3GnGbmtra1955RWxWNzU1CQQCMzYs5EQLM7Ky8vDw8NHjhxZX18vFovN1a1arZ44caKPj09BQQGXR40iWPzl5eXNnDnTz8/PtJcfPnz42LFjubm5Pj4+A493dXVxvPHEBCl/77//vsmpIqLffvvt/Pnz3377rdZxvtMZGLFsSW1trUql0no0X1lZ2a1bt2JiYqzqaecIls04fvz4e++9t3Tp0sLCQt61GIaPQqtz4sSJQR+qHRUV5e7urtkv2PphxLIuW7Zs2bFjR1BQkJOT08WLF7UehmVDTzi3jSqfH/Hx8R4eHnK5/NKlSyUlJVp/tZVUEUYsK9TZ2VlUVOTm5jZjxgwuc5tmgWABEzYztIJtQbCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgIn/AZdr9/w3h3rFAAAA3HpUWHRyZGtpdFBLTCByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nHu/b+09BiDgAWJGBghgg+IGRjaBDJAAE5MkB5ByLMnPDaksSFWUYoOqlGHQpo4SDgENsBI0FRwYhjAz4jaEgQdsCKMEow4TkA4y5GZgFJAUATKDM/PSc1L9ixyL8nMTSzKTnfLzUhSlGBFaGZmIVMjETKRCZhYiFbIwEKuQlUGEkZWBkYmZRRwmzMA2j6nH9lzI7P0gTl3UfnsGBgdktj2IDVUDZgeYBoDkVUHsEF6RA0BqKYgtBgCoe1XfVE51IwAAAM16VFh0TU9MIHJka2l0IDIwMjEuMDMuMWRldjEAAHicpZI9DsIwDIV3n8IScyI7fzRzgxgQFHXoHdi5v3ASGioVEKKWh/esvk9xUsBcYzrd7tjKJADEUJredowRJ0NEkL8nTaFzIhRrw9Y/Z1LY4yfEsguFtYsuZgrpvZfsNgpuobSNcLXR8DNF9ujY2kX2n7Moo22lqBVl3H3Nc6OIMvU5oSjbjCjXjCjfjC+xlwkVCGf5X47XYvIMGaZyUdhXYWZhZ+FwqMLLROKHS4IHbvdiX4+eyKMAAAC8elRYdFNNSUxFUyByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nFWMvQqDMBRGX6WjluSSm5tYvU4la/9wLR0szWZQRIeCD9/YIiXjOXzfceiuLrvvGR+5w92SIZjKVFZIBQcr6g1/pEAVJRXGCASNZEnUcVciEa4KUWntJRZRa6BVC5nof0BuhVy0Ux9uYz+wgsmHoenap+9AasaEiXXChilhywZC3x1j7dwOlzk8/QgY5WsO4X36jhpkm5xw+QD6TEVNUiMq+wAAAABJRU5ErkJggg==\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAIAAAAiOjnJAAAABmJLR0QA/wD/AP+gvaeTAAAN10lEQVR4nO3de0yT1xsH8KdUoIJMUClUtiA65O4E3YwKboLihehMBotsUycTl0UjjrARgxKNEoWBMUajcXOgRjLZso1NXTfdRIQJGAZ420AEUbxUGkTWcimX/v7o5vhVeqH29LT4/fxlXk7P+9R8c/q+p6fnFajVagIwNzveBcDwhGABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjAxgncB8K/+fqqqouJiunuXVCoaO5bCwmjuXBo1indlpkCwrMOFC5SURFVV2sddXWnTJkpJITsb+2wR4Amr/H33HS1fTioVeXnRqlU0dSqJRNTURAUFdOECEdHy5XT8uI1lSw18NTSoXVzUROply9RKpfZfDx5U29mpidS7d/MoznQYsXhbu5Y+/5xefpkuX6aRIwdp8PHHtGcPjRlDd+6Qk5PF6zORTY2uw49KRfn5RERJSYOniohSU2nECGptpR9+sGRpzwjB4qq6mpRKIqIFC3S28fSk0FAiotJSC1VlDggWVzdvEhHZ29OkSfqaBQb+19hGIFhctbUREbm4GLjjc3X9r7GNQLC4srcnIurtNdCsp4eIyMGBeT3mg2Bx5eZGRKRQUHe3vmZyORHRmDFERI8ekS3cyCNYXIWEEBH199OVK/qa1dT81zgjg31ZZoBgceXrS+PHExF9/73ONteuUW0tEdEbb5BaTT4+JBD8X4OODlKpWFZpCgSLK4GAEhOJiPbvp/v3B2+TlkZE5O9Pb7xBAgGtW6fd4OBB8vSkAwdYFjpkCBZvyck0YQK1tdGCBdoTCl1dtH49FRaSQEB792oPVE9cvkyPHpG7uwWKNR6+0rECNTW0cCE9eECOjrRoEYWGkoMD3bpFJ0/S3btkZ0c5ObRxo74e6utp/HjtL3wyM+nFF2nZMnJ2Zlr+oBAs69DcTGlp9NVX2ldL06fTrl0UFTXkDhUKEoupu5vu3PnnMs6yECxrolBQSQndv09dXSQW07RpNGGC6V0dPUp1dbRnz/8d7+sjuZw8PJ65VgMQLH7q6qi6mt5+26InLSqiefMUb755a9u24OBgdufBClJOVCqKj6c//iCFghISLHfeujqyt7/66NGEceOYngd3hZw4OFBSEoWEUGysRc+7di21tDinp3t6eg483Nvbm5mZ+ddff5nrPPgo5Kqvj4RC3kUQEf3666/z5s0LDAy8du2aWTrERyFX1pEqIhKLxQkJCYGa9TkDdHV1OTo6CnRNoemGEQv02bp1a15e3meffRYXFzekF+Iay7I060Vtx8WLF5uaml544YWhvhDBsqCKCvL2/meRu42QSqVlZWWRkZFax7Ozs6VSaY9modhg8FFoQSkplJNDycmUk8O7lGcil8slEolAIJDJZG6aJWVPEW7dutWyVT3HoqMpKIjWrbOea3bTdHR02Nvbd3R0dHZ2zp49e9A2GLHAFDKZzNPTUywWy2SyQRtgugFMMWrUqG3bto3SvWEJRixgAneFjO3bRzdu8C6CA4xYLJ09S9HR5OpKjY00ejTvaiwK11gszZhB775LwcHPW6oII5YlqNU6l6sPX7jGYm84pkqpVKanp2dlZelqgBELTGFwHgsz72amUCgiIyPd3d39/Px418KQQCBwdHSMjIycOXPm4A0wYplXTk5OSkpKWFhYRUWF0Ma/unkWuCs0s+TkZDs7u8WLFz/PqSKMWMAI7gqBCQQLmECwzKCsrKy5uZl3FRaFeSzmZDLZ1KlTVSpVaWmpv78/73IsBOuxmBMKhdOnT+/s7Jw8eTLvWiwH67EsQa1WKxQKFxcX3oVYEX3Bam9vH/hXJycne80uv7p1dHRoWhp5erlcPo7xJgLAhb6L94iIiIABvL29/f39V61aVVxc/HTje/fu7dixIywszNfXd9++ffrP2tPTc+LEiaioqClTpsyZM+eZ3gFYJcPXWN7e3qNHjyailpYWmUx25syZs2fPpqambtiwQdPg6tWrhw4dKiwsfPIrM6Xun2W2t7cXFBQcOHDg/r9bbioUimd9Ezz09/fb2dZz3izL8H/Npk2bpFKpVCqtrKysrKxcuHChWq3Oysr6888/iai1tXXx4sXffPPNpEmTNmzYMG3aNP29JSUlpaend3Z2xsbGrlmzxjxvwuIKCgpmzZrV0NDAuxArpueRc1OmTJFIJIWFhQMPKpXKkJAQiUSyc+dOzZGTJ082NjZq/p2QkCCRSHbt2qWrz8uXL5eUlPT09KjVaqlUKpFIQkNDjX8KnjXo7e3VbJ7x5Zdf8q6FG4VCsWXLlszMTF0Nhjzd4OTkFBIScu7cudu3b2uOxMTEGP/yEM0u+LZMKBQWFxcfO3Zs9erVvGvhRqFQbN++XSwWf/rpp4M2MGUeq729nYhGG72Ou7m5ubGxUSQSvfrqqyaczgqNHTt2o/5tjIc7g/NYQw5WbW3tlStXiCgoKMjIlxQWFmZkZHh5eV26dGmopwPr5OzsnJ6erqeB4WDJ5fKmpiYiamlpqa6u3r9/v0ql8vDweOutt8xW5gC//PJLdna2uXrz9vaurKw0V2+vvfbawYMHzdXb8GY4WJs3b968efPAIxMmTDh69OhIXY+afcoHH3wQHx9v5MK31tbWq1evGtmzQUKhsKqqyly9ubi4rFmzJjExccaMGebqc7gyHKyAgADN5HhFRUV3d/fKlSszMjKGtDxSJBKJRCIjGy9YsODnn382vnP9BAJBhvkel5Wfn5+Tk1NeXl5TU4NJLP0MByspKWnp0qVElJ2dvXv3bqlUmpaWxu57MTc3N11bLnEXHBwsl8tTU1ORKoOG8B+0fv36l1566eHDh3v37mVXkDVzcHDIy8sLCAjgXQh/BtdjDSFYIpFIc7F16NChmzb14GswO808Vo7urQmHNqQvWbLk9ddf7+npSdM8RM84Dx8+rKmp0XwFBMODZh4rNTVVV4Mhz2Nt27Zt/vz5xcXFZ86cmT9/PhE9ePDgyQTVgwcPiOjGjRs//vgjEbm5uYWHh3/99dcD57GebIpaU1NDRF1dXZrGRDR37lw9c25WqLKy0uDXo8OSGeaxtEyePHnlypWHDx9OT0+fM2eOo6NjVVXVhx9+OLDN6dOnT58+TUTTpk0LDw/X6mHjxo2auXuNtra2Jy+/cOGCDQUrISEhLy/v1KlTixYt4l2L1dEXrNWrVyuVSl9fX63jn3zyiWb64ObNm4GBgRMnTlz39PNkiYjIy8uLiFasWBETEzNixD/nSkxM7OrqGrS9q6vrUN8ARwEBAc7Ozm1tbbwLsUZYmmy6/v7+O3fueHt78y7EGiFYwAQm+sAU+F0hMIHfFVpObm5ueXn5c7L8Ab8rtJB79+75+fkpFIrz58/jd0eEYJlRfn5+X1/fihUreBdiFRAsYAJ3hcAEggVMIFisXL9+XfOV/LCEeSw+Tp06FRcXFxER8dNPPw3L5aaYx+IjLCzMxcXFy8tLpVIZv97fhmAeixuZTObh4cG7Cm4QLGBiGH78gzVAsIAJBMsSrl+/Pnv27NraWt6FWA6CZQlZWVm///779u3beRdiNpjHsgrt7e2ZmZlpaWnGb/tr5aqrq0NDQ/XMYyFYMGQJCQlHjhx55513QkNDk5OTB22DCVIYMh8fH5FINGvWrI8++khXG4xYoNPt27dzc3PHjRun9fO+x48f29vb6/9YR7A4UCqVpaWl0dHRvAsxoKioaO7cub6+vnV1dUN9Le4KLU2pVE6fPn3JkiVm3Grw2fX392t2AB0oIiIiKSlp3759Jow+uMayNGdn5+jo6HPnzlnPHWJfX5+/v39DQ0Nzc7NEInlyXCgU7tmzx7Q+ESwOsrKy1Gq19ax6EAqFQUFBvb29jY2NA4P1LHCN9XwpKSn54osv4uLitHbnf/z4sfH7qxsDI9bzpby8/MiRI93d3VrBMm+qCMGyEiwe+dTe3l5fXx8WFjbwYGxsbE9PD6Ot1AfCRyFnf//9d0pKypgxY3bu3GnGbmtra1955RWxWNzU1CQQCMzYs5EQLM7Ky8vDw8NHjhxZX18vFovN1a1arZ44caKPj09BQQGXR40iWPzl5eXNnDnTz8/PtJcfPnz42LFjubm5Pj4+A493dXVxvPHEBCl/77//vsmpIqLffvvt/Pnz3377rdZxvtMZGLFsSW1trUql0no0X1lZ2a1bt2JiYqzqaecIls04fvz4e++9t3Tp0sLCQt61GIaPQqtz4sSJQR+qHRUV5e7urtkv2PphxLIuW7Zs2bFjR1BQkJOT08WLF7UehmVDTzi3jSqfH/Hx8R4eHnK5/NKlSyUlJVp/tZVUEUYsK9TZ2VlUVOTm5jZjxgwuc5tmgWABEzYztIJtQbCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgIn/AZdr9/w3h3rFAAAA3HpUWHRyZGtpdFBLTCByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nHu/b+09BiDgAWJGBghgg+IGRjaBDJAAE5MkB5ByLMnPDaksSFWUYoOqlGHQpo4SDgENsBI0FRwYhjAz4jaEgQdsCKMEow4TkA4y5GZgFJAUATKDM/PSc1L9ixyL8nMTSzKTnfLzUhSlGBFaGZmIVMjETKRCZhYiFbIwEKuQlUGEkZWBkYmZRRwmzMA2j6nH9lzI7P0gTl3UfnsGBgdktj2IDVUDZgeYBoDkVUHsEF6RA0BqKYgtBgCoe1XfVE51IwAAAM16VFh0TU9MIHJka2l0IDIwMjEuMDMuMWRldjEAAHicpZI9DsIwDIV3n8IScyI7fzRzgxgQFHXoHdi5v3ASGioVEKKWh/esvk9xUsBcYzrd7tjKJADEUJredowRJ0NEkL8nTaFzIhRrw9Y/Z1LY4yfEsguFtYsuZgrpvZfsNgpuobSNcLXR8DNF9ujY2kX2n7Moo22lqBVl3H3Nc6OIMvU5oSjbjCjXjCjfjC+xlwkVCGf5X47XYvIMGaZyUdhXYWZhZ+FwqMLLROKHS4IHbvdiX4+eyKMAAAC8elRYdFNNSUxFUyByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nFWMvQqDMBRGX6WjluSSm5tYvU4la/9wLR0szWZQRIeCD9/YIiXjOXzfceiuLrvvGR+5w92SIZjKVFZIBQcr6g1/pEAVJRXGCASNZEnUcVciEa4KUWntJRZRa6BVC5nof0BuhVy0Ux9uYz+wgsmHoenap+9AasaEiXXChilhywZC3x1j7dwOlzk8/QgY5WsO4X36jhpkm5xw+QD6TEVNUiMq+wAAAABJRU5ErkJggg==\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAIAAAAiOjnJAAAABmJLR0QA/wD/AP+gvaeTAAAN10lEQVR4nO3de0yT1xsH8KdUoIJMUClUtiA65O4E3YwKboLihehMBotsUycTl0UjjrARgxKNEoWBMUajcXOgRjLZso1NXTfdRIQJGAZ420AEUbxUGkTWcimX/v7o5vhVeqH29LT4/fxlXk7P+9R8c/q+p6fnFajVagIwNzveBcDwhGABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjAxgncB8K/+fqqqouJiunuXVCoaO5bCwmjuXBo1indlpkCwrMOFC5SURFVV2sddXWnTJkpJITsb+2wR4Amr/H33HS1fTioVeXnRqlU0dSqJRNTURAUFdOECEdHy5XT8uI1lSw18NTSoXVzUROply9RKpfZfDx5U29mpidS7d/MoznQYsXhbu5Y+/5xefpkuX6aRIwdp8PHHtGcPjRlDd+6Qk5PF6zORTY2uw49KRfn5RERJSYOniohSU2nECGptpR9+sGRpzwjB4qq6mpRKIqIFC3S28fSk0FAiotJSC1VlDggWVzdvEhHZ29OkSfqaBQb+19hGIFhctbUREbm4GLjjc3X9r7GNQLC4srcnIurtNdCsp4eIyMGBeT3mg2Bx5eZGRKRQUHe3vmZyORHRmDFERI8ekS3cyCNYXIWEEBH199OVK/qa1dT81zgjg31ZZoBgceXrS+PHExF9/73ONteuUW0tEdEbb5BaTT4+JBD8X4OODlKpWFZpCgSLK4GAEhOJiPbvp/v3B2+TlkZE5O9Pb7xBAgGtW6fd4OBB8vSkAwdYFjpkCBZvyck0YQK1tdGCBdoTCl1dtH49FRaSQEB792oPVE9cvkyPHpG7uwWKNR6+0rECNTW0cCE9eECOjrRoEYWGkoMD3bpFJ0/S3btkZ0c5ObRxo74e6utp/HjtL3wyM+nFF2nZMnJ2Zlr+oBAs69DcTGlp9NVX2ldL06fTrl0UFTXkDhUKEoupu5vu3PnnMs6yECxrolBQSQndv09dXSQW07RpNGGC6V0dPUp1dbRnz/8d7+sjuZw8PJ65VgMQLH7q6qi6mt5+26InLSqiefMUb755a9u24OBgdufBClJOVCqKj6c//iCFghISLHfeujqyt7/66NGEceOYngd3hZw4OFBSEoWEUGysRc+7di21tDinp3t6eg483Nvbm5mZ+ddff5nrPPgo5Kqvj4RC3kUQEf3666/z5s0LDAy8du2aWTrERyFX1pEqIhKLxQkJCYGa9TkDdHV1OTo6CnRNoemGEQv02bp1a15e3meffRYXFzekF+Iay7I060Vtx8WLF5uaml544YWhvhDBsqCKCvL2/meRu42QSqVlZWWRkZFax7Ozs6VSaY9modhg8FFoQSkplJNDycmUk8O7lGcil8slEolAIJDJZG6aJWVPEW7dutWyVT3HoqMpKIjWrbOea3bTdHR02Nvbd3R0dHZ2zp49e9A2GLHAFDKZzNPTUywWy2SyQRtgugFMMWrUqG3bto3SvWEJRixgAneFjO3bRzdu8C6CA4xYLJ09S9HR5OpKjY00ejTvaiwK11gszZhB775LwcHPW6oII5YlqNU6l6sPX7jGYm84pkqpVKanp2dlZelqgBELTGFwHgsz72amUCgiIyPd3d39/Px418KQQCBwdHSMjIycOXPm4A0wYplXTk5OSkpKWFhYRUWF0Ma/unkWuCs0s+TkZDs7u8WLFz/PqSKMWMAI7gqBCQQLmECwzKCsrKy5uZl3FRaFeSzmZDLZ1KlTVSpVaWmpv78/73IsBOuxmBMKhdOnT+/s7Jw8eTLvWiwH67EsQa1WKxQKFxcX3oVYEX3Bam9vH/hXJycne80uv7p1dHRoWhp5erlcPo7xJgLAhb6L94iIiIABvL29/f39V61aVVxc/HTje/fu7dixIywszNfXd9++ffrP2tPTc+LEiaioqClTpsyZM+eZ3gFYJcPXWN7e3qNHjyailpYWmUx25syZs2fPpqambtiwQdPg6tWrhw4dKiwsfPIrM6Xun2W2t7cXFBQcOHDg/r9bbioUimd9Ezz09/fb2dZz3izL8H/Npk2bpFKpVCqtrKysrKxcuHChWq3Oysr6888/iai1tXXx4sXffPPNpEmTNmzYMG3aNP29JSUlpaend3Z2xsbGrlmzxjxvwuIKCgpmzZrV0NDAuxArpueRc1OmTJFIJIWFhQMPKpXKkJAQiUSyc+dOzZGTJ082NjZq/p2QkCCRSHbt2qWrz8uXL5eUlPT09KjVaqlUKpFIQkNDjX8KnjXo7e3VbJ7x5Zdf8q6FG4VCsWXLlszMTF0Nhjzd4OTkFBIScu7cudu3b2uOxMTEGP/yEM0u+LZMKBQWFxcfO3Zs9erVvGvhRqFQbN++XSwWf/rpp4M2MGUeq729nYhGG72Ou7m5ubGxUSQSvfrqqyaczgqNHTt2o/5tjIc7g/NYQw5WbW3tlStXiCgoKMjIlxQWFmZkZHh5eV26dGmopwPr5OzsnJ6erqeB4WDJ5fKmpiYiamlpqa6u3r9/v0ql8vDweOutt8xW5gC//PJLdna2uXrz9vaurKw0V2+vvfbawYMHzdXb8GY4WJs3b968efPAIxMmTDh69OhIXY+afcoHH3wQHx9v5MK31tbWq1evGtmzQUKhsKqqyly9ubi4rFmzJjExccaMGebqc7gyHKyAgADN5HhFRUV3d/fKlSszMjKGtDxSJBKJRCIjGy9YsODnn382vnP9BAJBhvkel5Wfn5+Tk1NeXl5TU4NJLP0MByspKWnp0qVElJ2dvXv3bqlUmpaWxu57MTc3N11bLnEXHBwsl8tTU1ORKoOG8B+0fv36l1566eHDh3v37mVXkDVzcHDIy8sLCAjgXQh/BtdjDSFYIpFIc7F16NChmzb14GswO808Vo7urQmHNqQvWbLk9ddf7+npSdM8RM84Dx8+rKmp0XwFBMODZh4rNTVVV4Mhz2Nt27Zt/vz5xcXFZ86cmT9/PhE9ePDgyQTVgwcPiOjGjRs//vgjEbm5uYWHh3/99dcD57GebIpaU1NDRF1dXZrGRDR37lw9c25WqLKy0uDXo8OSGeaxtEyePHnlypWHDx9OT0+fM2eOo6NjVVXVhx9+OLDN6dOnT58+TUTTpk0LDw/X6mHjxo2auXuNtra2Jy+/cOGCDQUrISEhLy/v1KlTixYt4l2L1dEXrNWrVyuVSl9fX63jn3zyiWb64ObNm4GBgRMnTlz39PNkiYjIy8uLiFasWBETEzNixD/nSkxM7OrqGrS9q6vrUN8ARwEBAc7Ozm1tbbwLsUZYmmy6/v7+O3fueHt78y7EGiFYwAQm+sAU+F0hMIHfFVpObm5ueXn5c7L8Ab8rtJB79+75+fkpFIrz58/jd0eEYJlRfn5+X1/fihUreBdiFRAsYAJ3hcAEggVMIFisXL9+XfOV/LCEeSw+Tp06FRcXFxER8dNPPw3L5aaYx+IjLCzMxcXFy8tLpVIZv97fhmAeixuZTObh4cG7Cm4QLGBiGH78gzVAsIAJBMsSrl+/Pnv27NraWt6FWA6CZQlZWVm///779u3beRdiNpjHsgrt7e2ZmZlpaWnGb/tr5aqrq0NDQ/XMYyFYMGQJCQlHjhx55513QkNDk5OTB22DCVIYMh8fH5FINGvWrI8++khXG4xYoNPt27dzc3PHjRun9fO+x48f29vb6/9YR7A4UCqVpaWl0dHRvAsxoKioaO7cub6+vnV1dUN9Le4KLU2pVE6fPn3JkiVm3Grw2fX392t2AB0oIiIiKSlp3759Jow+uMayNGdn5+jo6HPnzlnPHWJfX5+/v39DQ0Nzc7NEInlyXCgU7tmzx7Q+ESwOsrKy1Gq19ax6EAqFQUFBvb29jY2NA4P1LHCN9XwpKSn54osv4uLitHbnf/z4sfH7qxsDI9bzpby8/MiRI93d3VrBMm+qCMGyEiwe+dTe3l5fXx8WFjbwYGxsbE9PD6Ot1AfCRyFnf//9d0pKypgxY3bu3GnGbmtra1955RWxWNzU1CQQCMzYs5EQLM7Ky8vDw8NHjhxZX18vFovN1a1arZ44caKPj09BQQGXR40iWPzl5eXNnDnTz8/PtJcfPnz42LFjubm5Pj4+A493dXVxvPHEBCl/77//vsmpIqLffvvt/Pnz3377rdZxvtMZGLFsSW1trUql0no0X1lZ2a1bt2JiYqzqaecIls04fvz4e++9t3Tp0sLCQt61GIaPQqtz4sSJQR+qHRUV5e7urtkv2PphxLIuW7Zs2bFjR1BQkJOT08WLF7UehmVDTzi3jSqfH/Hx8R4eHnK5/NKlSyUlJVp/tZVUEUYsK9TZ2VlUVOTm5jZjxgwuc5tmgWABEzYztIJtQbCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgIn/AZdr9/w3h3rFAAAA3HpUWHRyZGtpdFBLTCByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nHu/b+09BiDgAWJGBghgg+IGRjaBDJAAE5MkB5ByLMnPDaksSFWUYoOqlGHQpo4SDgENsBI0FRwYhjAz4jaEgQdsCKMEow4TkA4y5GZgFJAUATKDM/PSc1L9ixyL8nMTSzKTnfLzUhSlGBFaGZmIVMjETKRCZhYiFbIwEKuQlUGEkZWBkYmZRRwmzMA2j6nH9lzI7P0gTl3UfnsGBgdktj2IDVUDZgeYBoDkVUHsEF6RA0BqKYgtBgCoe1XfVE51IwAAAM16VFh0TU9MIHJka2l0IDIwMjEuMDMuMWRldjEAAHicpZI9DsIwDIV3n8IScyI7fzRzgxgQFHXoHdi5v3ASGioVEKKWh/esvk9xUsBcYzrd7tjKJADEUJredowRJ0NEkL8nTaFzIhRrw9Y/Z1LY4yfEsguFtYsuZgrpvZfsNgpuobSNcLXR8DNF9ujY2kX2n7Moo22lqBVl3H3Nc6OIMvU5oSjbjCjXjCjfjC+xlwkVCGf5X47XYvIMGaZyUdhXYWZhZ+FwqMLLROKHS4IHbvdiX4+eyKMAAAC8elRYdFNNSUxFUyByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nFWMvQqDMBRGX6WjluSSm5tYvU4la/9wLR0szWZQRIeCD9/YIiXjOXzfceiuLrvvGR+5w92SIZjKVFZIBQcr6g1/pEAVJRXGCASNZEnUcVciEa4KUWntJRZRa6BVC5nof0BuhVy0Ux9uYz+wgsmHoenap+9AasaEiXXChilhywZC3x1j7dwOlzk8/QgY5WsO4X36jhpkm5xw+QD6TEVNUiMq+wAAAABJRU5ErkJggg==\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAIAAAAiOjnJAAAABmJLR0QA/wD/AP+gvaeTAAAN10lEQVR4nO3de0yT1xsH8KdUoIJMUClUtiA65O4E3YwKboLihehMBotsUycTl0UjjrARgxKNEoWBMUajcXOgRjLZso1NXTfdRIQJGAZ420AEUbxUGkTWcimX/v7o5vhVeqH29LT4/fxlXk7P+9R8c/q+p6fnFajVagIwNzveBcDwhGABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjCBYAETCBYwgWABEwgWMIFgARMIFjAxgncB8K/+fqqqouJiunuXVCoaO5bCwmjuXBo1indlpkCwrMOFC5SURFVV2sddXWnTJkpJITsb+2wR4Amr/H33HS1fTioVeXnRqlU0dSqJRNTURAUFdOECEdHy5XT8uI1lSw18NTSoXVzUROply9RKpfZfDx5U29mpidS7d/MoznQYsXhbu5Y+/5xefpkuX6aRIwdp8PHHtGcPjRlDd+6Qk5PF6zORTY2uw49KRfn5RERJSYOniohSU2nECGptpR9+sGRpzwjB4qq6mpRKIqIFC3S28fSk0FAiotJSC1VlDggWVzdvEhHZ29OkSfqaBQb+19hGIFhctbUREbm4GLjjc3X9r7GNQLC4srcnIurtNdCsp4eIyMGBeT3mg2Bx5eZGRKRQUHe3vmZyORHRmDFERI8ekS3cyCNYXIWEEBH199OVK/qa1dT81zgjg31ZZoBgceXrS+PHExF9/73ONteuUW0tEdEbb5BaTT4+JBD8X4OODlKpWFZpCgSLK4GAEhOJiPbvp/v3B2+TlkZE5O9Pb7xBAgGtW6fd4OBB8vSkAwdYFjpkCBZvyck0YQK1tdGCBdoTCl1dtH49FRaSQEB792oPVE9cvkyPHpG7uwWKNR6+0rECNTW0cCE9eECOjrRoEYWGkoMD3bpFJ0/S3btkZ0c5ObRxo74e6utp/HjtL3wyM+nFF2nZMnJ2Zlr+oBAs69DcTGlp9NVX2ldL06fTrl0UFTXkDhUKEoupu5vu3PnnMs6yECxrolBQSQndv09dXSQW07RpNGGC6V0dPUp1dbRnz/8d7+sjuZw8PJ65VgMQLH7q6qi6mt5+26InLSqiefMUb755a9u24OBgdufBClJOVCqKj6c//iCFghISLHfeujqyt7/66NGEceOYngd3hZw4OFBSEoWEUGysRc+7di21tDinp3t6eg483Nvbm5mZ+ddff5nrPPgo5Kqvj4RC3kUQEf3666/z5s0LDAy8du2aWTrERyFX1pEqIhKLxQkJCYGa9TkDdHV1OTo6CnRNoemGEQv02bp1a15e3meffRYXFzekF+Iay7I060Vtx8WLF5uaml544YWhvhDBsqCKCvL2/meRu42QSqVlZWWRkZFax7Ozs6VSaY9modhg8FFoQSkplJNDycmUk8O7lGcil8slEolAIJDJZG6aJWVPEW7dutWyVT3HoqMpKIjWrbOea3bTdHR02Nvbd3R0dHZ2zp49e9A2GLHAFDKZzNPTUywWy2SyQRtgugFMMWrUqG3bto3SvWEJRixgAneFjO3bRzdu8C6CA4xYLJ09S9HR5OpKjY00ejTvaiwK11gszZhB775LwcHPW6oII5YlqNU6l6sPX7jGYm84pkqpVKanp2dlZelqgBELTGFwHgsz72amUCgiIyPd3d39/Px418KQQCBwdHSMjIycOXPm4A0wYplXTk5OSkpKWFhYRUWF0Ma/unkWuCs0s+TkZDs7u8WLFz/PqSKMWMAI7gqBCQQLmECwzKCsrKy5uZl3FRaFeSzmZDLZ1KlTVSpVaWmpv78/73IsBOuxmBMKhdOnT+/s7Jw8eTLvWiwH67EsQa1WKxQKFxcX3oVYEX3Bam9vH/hXJycne80uv7p1dHRoWhp5erlcPo7xJgLAhb6L94iIiIABvL29/f39V61aVVxc/HTje/fu7dixIywszNfXd9++ffrP2tPTc+LEiaioqClTpsyZM+eZ3gFYJcPXWN7e3qNHjyailpYWmUx25syZs2fPpqambtiwQdPg6tWrhw4dKiwsfPIrM6Xun2W2t7cXFBQcOHDg/r9bbioUimd9Ezz09/fb2dZz3izL8H/Npk2bpFKpVCqtrKysrKxcuHChWq3Oysr6888/iai1tXXx4sXffPPNpEmTNmzYMG3aNP29JSUlpaend3Z2xsbGrlmzxjxvwuIKCgpmzZrV0NDAuxArpueRc1OmTJFIJIWFhQMPKpXKkJAQiUSyc+dOzZGTJ082NjZq/p2QkCCRSHbt2qWrz8uXL5eUlPT09KjVaqlUKpFIQkNDjX8KnjXo7e3VbJ7x5Zdf8q6FG4VCsWXLlszMTF0Nhjzd4OTkFBIScu7cudu3b2uOxMTEGP/yEM0u+LZMKBQWFxcfO3Zs9erVvGvhRqFQbN++XSwWf/rpp4M2MGUeq729nYhGG72Ou7m5ubGxUSQSvfrqqyaczgqNHTt2o/5tjIc7g/NYQw5WbW3tlStXiCgoKMjIlxQWFmZkZHh5eV26dGmopwPr5OzsnJ6erqeB4WDJ5fKmpiYiamlpqa6u3r9/v0ql8vDweOutt8xW5gC//PJLdna2uXrz9vaurKw0V2+vvfbawYMHzdXb8GY4WJs3b968efPAIxMmTDh69OhIXY+afcoHH3wQHx9v5MK31tbWq1evGtmzQUKhsKqqyly9ubi4rFmzJjExccaMGebqc7gyHKyAgADN5HhFRUV3d/fKlSszMjKGtDxSJBKJRCIjGy9YsODnn382vnP9BAJBhvkel5Wfn5+Tk1NeXl5TU4NJLP0MByspKWnp0qVElJ2dvXv3bqlUmpaWxu57MTc3N11bLnEXHBwsl8tTU1ORKoOG8B+0fv36l1566eHDh3v37mVXkDVzcHDIy8sLCAjgXQh/BtdjDSFYIpFIc7F16NChmzb14GswO808Vo7urQmHNqQvWbLk9ddf7+npSdM8RM84Dx8+rKmp0XwFBMODZh4rNTVVV4Mhz2Nt27Zt/vz5xcXFZ86cmT9/PhE9ePDgyQTVgwcPiOjGjRs//vgjEbm5uYWHh3/99dcD57GebIpaU1NDRF1dXZrGRDR37lw9c25WqLKy0uDXo8OSGeaxtEyePHnlypWHDx9OT0+fM2eOo6NjVVXVhx9+OLDN6dOnT58+TUTTpk0LDw/X6mHjxo2auXuNtra2Jy+/cOGCDQUrISEhLy/v1KlTixYt4l2L1dEXrNWrVyuVSl9fX63jn3zyiWb64ObNm4GBgRMnTlz39PNkiYjIy8uLiFasWBETEzNixD/nSkxM7OrqGrS9q6vrUN8ARwEBAc7Ozm1tbbwLsUZYmmy6/v7+O3fueHt78y7EGiFYwAQm+sAU+F0hMIHfFVpObm5ueXn5c7L8Ab8rtJB79+75+fkpFIrz58/jd0eEYJlRfn5+X1/fihUreBdiFRAsYAJ3hcAEggVMIFisXL9+XfOV/LCEeSw+Tp06FRcXFxER8dNPPw3L5aaYx+IjLCzMxcXFy8tLpVIZv97fhmAeixuZTObh4cG7Cm4QLGBiGH78gzVAsIAJBMsSrl+/Pnv27NraWt6FWA6CZQlZWVm///779u3beRdiNpjHsgrt7e2ZmZlpaWnGb/tr5aqrq0NDQ/XMYyFYMGQJCQlHjhx55513QkNDk5OTB22DCVIYMh8fH5FINGvWrI8++khXG4xYoNPt27dzc3PHjRun9fO+x48f29vb6/9YR7A4UCqVpaWl0dHRvAsxoKioaO7cub6+vnV1dUN9Le4KLU2pVE6fPn3JkiVm3Grw2fX392t2AB0oIiIiKSlp3759Jow+uMayNGdn5+jo6HPnzlnPHWJfX5+/v39DQ0Nzc7NEInlyXCgU7tmzx7Q+ESwOsrKy1Gq19ax6EAqFQUFBvb29jY2NA4P1LHCN9XwpKSn54osv4uLitHbnf/z4sfH7qxsDI9bzpby8/MiRI93d3VrBMm+qCMGyEiwe+dTe3l5fXx8WFjbwYGxsbE9PD6Ot1AfCRyFnf//9d0pKypgxY3bu3GnGbmtra1955RWxWNzU1CQQCMzYs5EQLM7Ky8vDw8NHjhxZX18vFovN1a1arZ44caKPj09BQQGXR40iWPzl5eXNnDnTz8/PtJcfPnz42LFjubm5Pj4+A493dXVxvPHEBCl/77//vsmpIqLffvvt/Pnz3377rdZxvtMZGLFsSW1trUql0no0X1lZ2a1bt2JiYqzqaecIls04fvz4e++9t3Tp0sLCQt61GIaPQqtz4sSJQR+qHRUV5e7urtkv2PphxLIuW7Zs2bFjR1BQkJOT08WLF7UehmVDTzi3jSqfH/Hx8R4eHnK5/NKlSyUlJVp/tZVUEUYsK9TZ2VlUVOTm5jZjxgwuc5tmgWABEzYztIJtQbCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgAkEC5hAsIAJBAuYQLCACQQLmECwgIn/AZdr9/w3h3rFAAAA3HpUWHRyZGtpdFBLTCByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nHu/b+09BiDgAWJGBghgg+IGRjaBDJAAE5MkB5ByLMnPDaksSFWUYoOqlGHQpo4SDgENsBI0FRwYhjAz4jaEgQdsCKMEow4TkA4y5GZgFJAUATKDM/PSc1L9ixyL8nMTSzKTnfLzUhSlGBFaGZmIVMjETKRCZhYiFbIwEKuQlUGEkZWBkYmZRRwmzMA2j6nH9lzI7P0gTl3UfnsGBgdktj2IDVUDZgeYBoDkVUHsEF6RA0BqKYgtBgCoe1XfVE51IwAAAM16VFh0TU9MIHJka2l0IDIwMjEuMDMuMWRldjEAAHicpZI9DsIwDIV3n8IScyI7fzRzgxgQFHXoHdi5v3ASGioVEKKWh/esvk9xUsBcYzrd7tjKJADEUJredowRJ0NEkL8nTaFzIhRrw9Y/Z1LY4yfEsguFtYsuZgrpvZfsNgpuobSNcLXR8DNF9ujY2kX2n7Moo22lqBVl3H3Nc6OIMvU5oSjbjCjXjCjfjC+xlwkVCGf5X47XYvIMGaZyUdhXYWZhZ+FwqMLLROKHS4IHbvdiX4+eyKMAAAC8elRYdFNNSUxFUyByZGtpdCAyMDIxLjAzLjFkZXYxAAB4nFWMvQqDMBRGX6WjluSSm5tYvU4la/9wLR0szWZQRIeCD9/YIiXjOXzfceiuLrvvGR+5w92SIZjKVFZIBQcr6g1/pEAVJRXGCASNZEnUcVciEa4KUWntJRZRa6BVC5nof0BuhVy0Ux9uYz+wgsmHoenap+9AasaEiXXChilhywZC3x1j7dwOlzk8/QgY5WsO4X36jhpkm5xw+QD6TEVNUiMq+wAAAABJRU5ErkJggg==\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "      <td><img data-content=\"rdkit/molecule\" src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "core = Chem.MolFromSmarts(\"C1CCOC1\")\n",
    "rgroups = rdRGroupDecomposition.RGroupDecomposition(core)\n",
    "for m in mols:\n",
    "    rgroups.Add(m)\n",
    "rgroups.Process()\n",
    "frame = pd.DataFrame(rgroups.GetRGroupsAsColumns())\n",
    "PandasTools.ChangeMoleculeRendering(frame)\n",
    "HTML(frame.to_html())"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python (conda rdkit_build)",
   "language": "python",
   "name": "rdkit_build"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 1
}
