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yamasakih/170630-try_using_PandasTools.ipynb

Created June 30, 2017 04:57
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170630-try_using_PandasTools.ipynb
{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"便利そうだと感じたPandasToolsを使ってみる。Python_Docsは[こちら](http://www.rdkit.org/Python_Docs/rdkit.Chem.PandasTools-module.html)。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 1.Python_Docsに書いている例を実行してみる。"
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"'2016.09.1.dev1'"
]
},
"execution_count": 1,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"from rdkit import rdBase\n",
"rdBase.rdkitVersion"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"3個の抗生物質のデータを含むデータフレームを作成する。"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"from rdkit.Chem import PandasTools\n",
"import pandas as pd"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"antibiotics = pd.DataFrame(columns=['Name','Smiles'])\n",
"antibiotics = antibiotics.append({'Smiles':'CC1(C(N2C(S1)C(C2=O)NC(=O)CC3=CC=CC=C3)C(=O)O)C', \n",
" 'Name':'Penicilline G'}, ignore_index=True)\n",
"antibiotics = antibiotics.append({'Smiles':'CC1(C2CC3C(C(=O)C(=C(C3(C(=O)C2=C(C4=C1C=CC=C4O)O)O)O)C(=O)N)N(C)C)O',\n",
" 'Name':'Tetracycline'}, ignore_index=True)\n",
"antibiotics = antibiotics.append({'Smiles':'CC1(C(N2C(S1)C(C2=O)NC(=O)C(C3=CC=CC=C3)N)C(=O)O)C',\n",
" 'Name':'Ampicilline'}, ignore_index=True)"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<div>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Name</th>\n",
" <th>Smiles</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>Penicilline G</td>\n",
" <td>CC1(C(N2C(S1)C(C2=O)NC(=O)CC3=CC=CC=C3)C(=O)O)C</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>Tetracycline</td>\n",
" <td>CC1(C2CC3C(C(=O)C(=C(C3(C(=O)C2=C(C4=C1C=CC=C4O)O)O)O)C(=O)N)N(C)C)O</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>Ampicilline</td>\n",
" <td>CC1(C(N2C(S1)C(C2=O)NC(=O)C(C3=CC=CC=C3)N)C(=O)O)C</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"</div>"
],
"text/plain": [
" Name Smiles\n",
"0 Penicilline G CC1(C(N2C(S1)C(C2=O)NC(=O)CC3=CC=CC=C3)C(=O)O)C\n",
"1 Tetracycline CC1(C2CC3C(C(=O)C(=C(C3(C(=O)C2=C(C4=C1C=CC=C4O)O)O)O)C(=O)N)N(C)C)O\n",
"2 Ampicilline CC1(C(N2C(S1)C(C2=O)NC(=O)C(C3=CC=CC=C3)N)C(=O)O)C"
]
},
"execution_count": 4,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"antibiotics"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"このデータフレームに新しく化合物の二次元構造のカラムを加える。引数includeFingerprintsをTrueにするとfingerprintも同時に計算され、データフレーム内での部分構造検索が高速になるように工夫されているようだ。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"AddMoleculeColumnToFrame関数の引数2つ目は化合物をつくるためのSmilesキーのカラム、引数3つ目は追加される二次元構造のカラム名を指定する。"
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"PandasTools.AddMoleculeColumnToFrame(antibiotics, 'Smiles', 'Molecule', includeFingerprints=True)"
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Name</th>\n",
" <th>Smiles</th>\n",
" <th>Molecule</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>Penicilline G</td>\n",
" <td>CC1(C(N2C(S1)C(C2=O)NC(=O)CC3=CC=CC=C3)C(=O)O)C</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>Tetracycline</td>\n",
" <td>CC1(C2CC3C(C(=O)C(=C(C3(C(=O)C2=C(C4=C1C=CC=C4O)O)O)O)C(=O)N)N(C)C)O</td>\n",
" <td><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAAWxklEQVR4nO3dfVRUdf4H8DfGg4MPK6igkoKkZIUKhs9tba60umKrbeCeSlN3hc6W2ikVNTu0HtnlbA9Lvzrl5LqblpZUrNG6YmCmlbqimZu6ImZa6po8rA+Awgzz/v0xOziM8IV5uPeO+Hmd44GZYe7ngt/3/XznMvdLAElCCNGsDkbvgBD+TAIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKHglwFZsADYuxdYtgyorgaefNJ+/7JlQEUFUFwMpKcDTz2lQfF9+4DZs4HMTPtt1+LihuKXAQGArVtbfuzuu4E33gAuXtSgcF6efePh4UB5uQYFWuAaTD3JQaFFfhuQK1dafiw42P6xoUGDwg0NQGAgEBUFnDmjQYEWGBVMo2v7eTj9NiBxcUBZmf1zmw1YvBjYtu3q49u3A6NH67AjzRXXglHBNLq2keFsA78NSHIysGOH/fMOHYCcHODee+23GxqANWuAWbM0KNyhA2C1AqdOAX36XFv8RqDXQQEwNpxt4LcB6dgRGDu2+cfWrQPOngWWL9egcFoaMGcOUFkJ9OypQYEWuAZTT/50UNAznG1B4R9KSsiZM8kFC4yvPX++/eMzz5Dl5drWXriQtFjIP/yBPHdO39ptEGh0QFuyciWwYYNBB5L8fOC22+z/9JKUBPz1r/rVU9XOzbV/XLFC+9qOjt2jh74du40CSNLonWjOK68A77wD7NxpQPGhQ4H58+1nV/Ss+dpr9nml2Qx8/TXw6qv61d+3zz61SkzUr+Z1wG9fg1gs9tduhhUPCnL/ed6csjx2zP46AAB++AH49lv363vjtdeAVav0rQkAJDBu3NVTln7GbwNitXo2Rn1W3JN0enPK0vkb9jSg3jCipqPutm3qX3wZyG8DYtT/l1fFvTll6RwQTwPqDSNqAvafNWDgdEHNbwNi1P+XT4u39ZRlQ4P9a2/EDuKYVhp2NFTz24CYTOWIjDxvTHFPB4unv09wPYoaMb80cooFSAdxV1XVi7h0Kd2Q2v8XH49DHTu6/0QPf8nYYLWiPiYG1v8N0MtBQbCGhrpf3xtGnRXx8w7in7EFYLFYEGjQUeXZkhLEBwTgDnef6OHvEy5aLAg/cQLfBAUhFsD8CxcQEBAAs7v1vfBh377o1b07RupYEwBsFov9KC0dxD1WqxVBBh1VLBaL57V37waOHHG7HoDGA4LVatX94PDy0aPYcfmyrjUB4ITFggAAVX7aQfw2IEZ2EK8G6PPPA2vXul0PQGMovQqoh4wIpaMuAMMOhq3xu75GEhs3bkRdXZ1hPzSvupcHZ8AcHcRR04juaUQoHXUBGHYwbI1fdZDt27dj5MiRmD17NioqKgz5D7NarSDpeW0Pzga5DhIjuqdRAfH3DuIXATl69CjS0tKQnJyMxMRElJaWYurUqSgsLMTmzZt13ZfTp08DAM6dO+fZBjzoIDfyFMtisSAgIAA33XST7rXbwtCAnD93Do8//jji4+Nhs9lw6NAhmM1mREREYNKkSRg7diymTp2KyZMn4+TJk5ruS21tLVasWIH4+HgkJCRgypQp+P3vf4+6ujr3NuRBBwkLC0NaWhp+9atfYerUqYiMjMTgwYPdq+uFhoYGVFdX48KFC7rVdHB0y4CAAN1rt4khb7KvrSWzs2nr1YszJ07k559/3viQ1WrlqlWr2Lt3byYmJvLIkSOcMGECQ0NDmZWVxStXrvh0VxoaGpiXl8fo6GhGR0dzzZo1tNlsLCgoYExMDAcMGMB//OMfbd/g2LHkn/7U5i8/c+YM58yZw8DAQKalpXH+/PkMCQnhlClT+O2337r9/birsLCQQ4YMYVRUFE0mE5977jlevnxZ87okWV1dzd/+9reMiYlhQUGBLjXdpW9AbDYyL4+MiSH79SPXrLHf9z9FRUUcOnQou3fvzpycnCZhKCgoYHR0NAcOHMjCwkKf7E5RURETEhIYHh5+TT2SrKmpYVZWFkNCQpiSksITJ060us33p0/ngb/8pdWvq6mpYU5ODrt27cpRo0bxs88+a3zs2LFj/PnPf06TycSsrCxNBuzhw4eZkpLC4OBgzps3j//9739ZUFDA/v37MzY2ln//+999XtPBcRDs06cP4+LiOGfOHJpMJqakpPCbb77RrK4n9AtIcTGZmEiGhZE5OaTTf/rBr77i+PHjaTKZuGTJEl64cKHZTbgO2JMnT3q0K4cPH2ZqamqTweFw8uRJbt68ucnXl5WVceLEiW3qYsOGDaPZbG7x8YaGBq5Zs4a9e/dmXFwc8/LyaHM6SDhzdLFbbrmFmzZtcu+bbMHp06eZnp7OwMBApqamXjMga2trmZWVxY4dOzIlJYXHjx/3SV0Hx0HQ9aD0/fffMzU1VdODgif0CciuXWRICPn002RV1dX7v/+efPRRnhsxgjNmzOB3333Xps0dPXqUP/vZz9yedjkGR1BQ0DWD4/z581y8eDFNJhPT0tKafb5zF3MNkcOQIUO4evXqZh9TdciWuA5YT6dd1dXVzMnJYZcuXTh69Gh+8cUXjY/V19dz27ZtTb7+2LFjnDRpks8G7KFDhzhp0qRmD0rOCgoKGBsby9jYWH700Ude1fQF7QKydy85axa5aJH99unTVx+rrrZ3kc6dyXHjyH37PCpRUFDAfv36MS4uTjntch4co0aNajI4LBYLzWYzIyMjOWjQIObl5Slrtjbtuu2227h27dom97kOjvPnz7v9vTq6mGPAtvWg4Nyxbr311mu+v/z8fMbFxbFfv36sqam55vmOaZenXezUqVNNOpZrR6qvr+eUKVNYXFzceJ/WXcwd2gVk0SL7xfg5OfaL8Un7bbOZ7NWLHDTI/nrES44BGxwcfM20q7npjLOioiLGx8ezR48ezM3NpcViaXPdlrrYgAEDuH79epKtDw5PuHPyoKioiEOGDGnsWHV1dY2PlZSU8J577mFoaCgzMzN58eLFFrfjSRdzPiiNGzeO+1o4CNbW1nLhwoUMCgritGnTeOrUqcbHfN3FPKFdQJ5+2v7xrbfIr76yf75okT0cK1faw+JDpaWlvO+++9ipUydmZWVx8+bNbR4cLb3maQtHF3OcPIiJieHbb7/dZDqzc+dOX3yLjVrrYgcPHmx8kZ+ZmdmkY3333XeNoZ0+fTrPnDnT5rptOXng6Mi9evVqtmO1pLS0tMVps3MX0/LkQXP0DUh5OXnpkmYlSXLdunWMiIhg9+7duXTp0iaD35vBoXLp0qXGo2BISAi7devG22+/XfM59NGjR5ucAj9+/HiTjuV8pK+qqmJmZiY7duzI8ePH88CBAx7XbamLFRUVcfDgwR51ZOdtNzdt9tVrMXdpFxDX9Y50tGTJEt5///2Nt10Hx1eOwPrYoUOHGBUVxblz53o0ODyVl5fHPn36MCoqiuPHj+f+/fsbH6uvr6fZbGZERARvv/12nx2Ba2pquGTJEgYHB3PixIn88Y9/zE6dOvHZZ5/lJS8Pgqppsx6nwJ1pFxADF0JbtGgRU1NTG2/fc889TEhIYFFRkea1w8PDuWXLFs3ruFq/fj2joqKa3FdQUMABAwYwKiqKZrOZVqvV53VLS0s5fPhwJicnN3n94KttO0+bnafJ+fn57NevHx988EHW19f7tK6zdrmy4lNPPcWHHnqo8fapU6fY0NCgS+0uXbpw69atutRytmHDBvbv37/xdmZmJrt27crs7GzW1tZqWjs5OZnZ2dmabb+goIB9+/ZlXFxck4NPaWkpAfCHH37QrLZfvFnR11zfDRsVFYUOHfT5Vo260Mu17uOPP46ysjIsXboUJpNJt9qffPIJ4uPjfbr9yZMn4+DBg0hJSUFKSgoKCwsBXH33s5Y/73YbkOvyakQf1u3bty8iIiJ0r11bW4vKykqf1+jatStefPFFHDhwAMnJyY11AW2vJfHPq1S8ZNRbtwH7O2ONujLPH67A1Ho/bnNaL1mPa0mkg/iQ1xdbecFfuqae+6FHB2mXATHqdYCRl48aGRDnrqHn1ZCOi60kIG4yasEHIy8fNXKK5RxOPQ9OenzP7TYgRnaQG3GK5dxB9JxiaV2rXQZEplj6cv5569nJ9JgptMuAyBRLX0a9SNfjQNhuAyIdRD96nuZ1JlMsD92IqwTeqB1EplgekA6if+32+iK9Xf0mvaysDKtXrzY8IP7wXiyjassUyw9VVFRg/vz5uOOOO3DkyBHU1dWhvr5e9/1wTLGM6iD+MMXSOqgXL15s/FymWK2or6/Hyy+/jIEDB2Lnzp34+OOPsXHjRkyfPh3Lly/H6tWrYbPZdNkXm82Gjz/+GJGRkfjyyy91qemsrq7OsOU7nQdqRkYGsrOzfV6jsrIS8+fPR3R0NKqqqgDoNJ3T7I30WrLZePCDDxgdHc2YmBiuX7++ydpSW7ZsYUZGBnv06ME777yTu3fv1nR3PvnkEw4bNoxhYWG8//77GRgYyIyMDFZWVmpal7RffbdixQqGhYWxR48eXLlypW7XvpDkv/71L3bq1IlvvfWWJtuvq6tjbm4uu3XrxqSkpCbLE73++utMSkrSpK7D9ReQTz8lk5LYEB3Nl55/vskll19//TUnTJjAkJAQLl++nJWVlZw3b17jNejl5eU+3ZUjR44wNTWVQUFBTE9P57n/XVq8b98+jho1imFhYczNzdXkSj6bzca8vDzGxMSwX79+fPPNN/nmm2+yZ8+eTExM9PlCEa7+85//MCMjg0FBQRw3bhwDAwM5e/bsxp+BtxzfX2xsLPv27Uuz2dwk+MXFxRw0aBB/97vf+aReS66fgJSWkqmpZFAQmZ5OOl1FVl5eznnz5jW7IBxJ7t27lyNGjGB4eDhzc3O9PsI66gUGBjIlJYVlZWXXfI1jySEtulhxcTETExObXTK1qqqqyUHBVwPWwXnJ1JEjRzYumbp//36OGTOG3bp18/qgsGvXLo4ZM4adO3e+5rrzf//7342rYqanp/v8oOfK/wNSUUFmZpLBwWRKCuk8GKur+decHHbq1Il333039+zZ0+JmnAdsUlIS//nPf7q9K66DY8eOHa0+x5ddzHVwqAa/r7uY8yLfAwcObHbJVJvNxjVr1jAiIsKjLlZaWtqkI//gxkFQK/4fkHfeIYcPJ7dvv3qf1UquWkX27s0Tv/gF//a3v7V5c64DtqKiotXntLQCvDv27t3LkSNHetTFXAfHsWPH2vQ8x4Dt2bMnhw0bxl27drm1zw6tLfLtyt0uVlFRwczMzMZVTJw7susi385/CUAP/hcQ1yVLbbYmK8CzqIgcOpTs3t2+aqOHfw6hpKSkTdMudweHiuu0q7UuploB3h2uA7atXUy1yHdbfPnllxw9erSyi7399tvNDn53FvnWkv8FpLklS0ny0CFy0iT7VGvePNKD9W1dOf4TunfvzuHDhzeZonk7OFRam3ZpNTja2sVaWwHeHa11sZKSEm7YsKHJ9+fJIt9a8b+ANLciI0n+8pfk9OlkG1eAd8fZs2c5Y8YMBgUFcc6cOZwxYwYDAwP58MMPt+lvgniquS7W0p8H8BXVyQPVIt/easu0yxeLfPva9RMQDU6Vuvrss884ZMgQJiUlsaSkRPN6pP2PybzyyiuN5/lNJhMXL16s+eBw7mKPPPIIX3311RZXgPel5k4eaLHIt6/4X0AMXLKUJFNSUpiVlaV73bNnz7K4uNjjPwrkqc8//5w9e/bkj370I7700ku6LJna0NDA119/neHh4UxISGBoaKhyBXgj+d+bFdPSgDlzgB49gJ49dS9v1HuaIiMjERkZqXvd/Px82Gw2REdHY8uWLZg3b57mNTt06IDHHnsMDz74ILZt24bQ0FBMmjRJ87oeMTqh/uanP/0pc3JyjN4NXZjNZppMJu7atYunT59mnz59+Mwzzxi9W37F/zqIwYy8rkJPmzZtwty5c/Huu+9i1KhRAID33nsP48aNw+DBgzFt2jSD99A/XNfv5tWCkVfm6WVfSQmmTZuGF154AVOnTm28f8yYMcjNzcWsWbMMeUeyP5KAuGj3HeTECQx99FG8tmAB5s6de83Djz32GGbMmIEHHngA5eXlBuygfwkgSaN3wp8kJ1/Bww8TM2dquyK6IS5eBO66C4iOBjZuBFq4fsRisSA5ORmBgYEoLCxs9x1VRTqIi7NnOwJoh+GwWIAHHgBCQoB3320xHID9kuENGzbg6NGjWLhwoY476X9u3ENDCywWoN3NsEjgN78Bjh8Hdu0COnVq9SmRkZH48MMPcddddyE+Ph6//vWvddhR/yMdxIXVCrS7GcVLLwGbNgGbNwNu/K4lMTERZrMZTzzxBPbs2aPhDvqv9jYUvNYuO8j06cDddwO33ur2Ux955BHs378fU6ZMQUlJCaKiojTYQf8lHcTFdRmQJ5+0f1y2DKioAPbtA2bPBjIz7fdHRADDh3u8+T/+8Y9ISEhAamoq6urqvN/f64gExMXNNwNduhi9F17KywPeeAMIDwd8cKr2pptuwrp161BeXo6MjAwf7OD1QwLiYs8e4Cc/MXovvNTQYH8hFRUFnDnjk02GhYUhPz8fH3zwAf785z/7ZJvXAwmIkwULgL177TOV6mqj98YNNhuweDGwbZumZQYPHoz8/HxMmDBB0zr+RALiYutWo/fAAx06ADk5wL33Xr1ttQKnTgF9+vi0VHJyMm6++WafbtOfSUBcXLli9B74gOOSgcpKQy4ZaE/krSZOFiwA7rzT/i6M1auBzp2N3iNhtBu6g5DAunVAScnV+5KTgR077J9fvmz/3Zq4cd2wAfn0U2DECOCJJ+zvwHDo2BEYO9b++e7d9rcvTZ7c9GvEjeOGC0hpqX2Kft99wLBh9tuOa4NeeME+rXr/ffvHe+8FDh2yPxYfDzz3XDt5jSLa7IYJyLlz5zB3rgWDB9unVocPA2az/ZfMKrGxwEcfARs2AGvX2oOyaZM++yyM1+4DUltbi+zsbAwYMADV1e9j+3bgvfeAAQPc287kyfZu8tBDwNKl+zF16gM4ceKEJvss/Iixl8Rrx7GeruPPA3iynm5Lysq+4cSJE2kymbh8+XJDV/4T2mqXAVH9eQBfKigoYP/+/XnLLbdw06ZNmtQQxmp3Aamrq+PAgQO5YMECVlVVaV6vpqaGy5YtY0hICNPS0gxZYFlop13+orC+vh7BwcG61iwrK8MXX3yBmTNn6lpXaKtdBkQIX2n3Z7GE8IYERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAgFCYgQChIQIRQkIEIoSECEUJCACKEgARFCQQIihIIERAiF/wcpLWSqKAGRCgAAAABJRU5ErkJggg==\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>Ampicilline</td>\n",
" <td>CC1(C(N2C(S1)C(C2=O)NC(=O)C(C3=CC=CC=C3)N)C(=O)O)C</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
" Name Smiles Molecule\n",
"0 Penicilline G CC1(C(N2C(S1)C(C2=O)NC(=O)CC3=CC=CC=C3)C(=O)O)C <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"1 Tetracycline CC1(C2CC3C(C(=O)C(=C(C3(C(=O)C2=C(C4=C1C=CC=C4O)O)O)O)C(=O)N)N(C)C)O <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"2 Ampicilline CC1(C(N2C(S1)C(C2=O)NC(=O)C(C3=CC=CC=C3)N)C(=O)O)C <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>"
]
},
"execution_count": 6,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"antibiotics"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"新たにMoleculeカラムが追加されている。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"このデータフレーム内で部分構造検索をするには\">=\"演算子を使う。\">=\"演算子を使うと、演算子の左辺の化合物に右辺の化合物が部分構造として含まれるかを検索してくれる。"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"from rdkit import Chem"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"まず、β-ラクタムのmoleculeオブジェクトを作成する。"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"beta_lactam = Chem.MolFromSmiles('C1C(=O)NC1')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"部分構造検索をしてみる。"
]
},
{
"cell_type": "code",
"execution_count": 9,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/plain": [
"0 True\n",
"1 False\n",
"2 True\n",
"Name: Molecule, dtype: bool"
]
},
"execution_count": 9,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"antibiotics['Molecule'] >= beta_lactam"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"0, 2列の化合物がβ-ラクタムを含むことがわかった。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"0, 2列のみをデータフレームから取り出すには以下のようにする。"
]
},
{
"cell_type": "code",
"execution_count": 10,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"beta_lactam_antibiotics = antibiotics[antibiotics['Molecule'] >= beta_lactam]"
]
},
{
"cell_type": "code",
"execution_count": 11,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>Name</th>\n",
" <th>Smiles</th>\n",
" <th>Molecule</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>Penicilline G</td>\n",
" <td>CC1(C(N2C(S1)C(C2=O)NC(=O)CC3=CC=CC=C3)C(=O)O)C</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>Ampicilline</td>\n",
" <td>CC1(C(N2C(S1)C(C2=O)NC(=O)C(C3=CC=CC=C3)N)C(=O)O)C</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
" Name Smiles Molecule\n",
"0 Penicilline G CC1(C(N2C(S1)C(C2=O)NC(=O)CC3=CC=CC=C3)C(=O)O)C <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"2 Ampicilline CC1(C(N2C(S1)C(C2=O)NC(=O)C(C3=CC=CC=C3)N)C(=O)O)C <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>"
]
},
"execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"beta_lactam_antibiotics"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"0, 2列が取り出されさらにβ-ラクタムが強調表示されている。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"---"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 2.SDFに対してPandasToolsを使ってみる"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"化合物3個だけだと寂しいのでRDKit内にあらかじめ用意されている200個の化合物を含むSDFでもやってみる。"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"from rdkit import RDConfig\n",
"import os"
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"sdf_file = os.path.join(RDConfig.RDDataDir, 'NCI/first_200.props.sdf')"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"どういうタグが書かれているか確認するために100行だけ書き出し目視してみる。"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {
"collapsed": false
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"('\\n',)\n",
"(' RDKit 3D\\n',)\n",
"('\\n',)\n",
"(' 9 9 0 0 0 0 0 0 0 0999 V2000\\n',)\n",
"(' -1.0200 1.5300 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -0.5100 2.4100 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 0.5000 2.3900 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 1.0000 3.2700 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 2.0300 3.2700 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 0.5000 4.1500 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -0.5000 4.1500 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -1.0100 3.2800 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -2.0300 3.2800 0.0000 O 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 1 2 1 0\\n',)\n",
"(' 2 8 1 0\\n',)\n",
"(' 2 3 2 3\\n',)\n",
"(' 3 4 1 0\\n',)\n",
"(' 4 5 2 0\\n',)\n",
"(' 4 6 1 0\\n',)\n",
"(' 6 7 2 3\\n',)\n",
"(' 7 8 1 0\\n',)\n",
"(' 8 9 2 0\\n',)\n",
"('M END\\n',)\n",
"('> <AMW> (1) \\n',)\n",
"('122.12344\\n',)\n",
"('\\n',)\n",
"('> <CLOGP> (1) \\n',)\n",
"('0.79\\n',)\n",
"('\\n',)\n",
"('> <CP> (1) \\n',)\n",
"('0.727;-0P;4.71\\n',)\n",
"('\\n',)\n",
"('> <CR> (1) \\n',)\n",
"('2.963;-40R;4.71\\n',)\n",
"('\\n',)\n",
"('> <DAYLIGHT.FPG> (1) \\n',)\n",
"('na;fingerprint;4.71;SMILES;2048,64,0.30,0/7\\n',)\n",
"('\\n',)\n",
"('> <DAYLIGHT_CLOGP> (1) \\n',)\n",
"('0.727\\n',)\n",
"('\\n',)\n",
"('> <FP> (1) \\n',)\n",
"('3.3k4b80K1FhV.3G1osPb...1;2048;59;128;48;1\\n',)\n",
"('\\n',)\n",
"('> <ISM> (1) \\n',)\n",
"('CC1=CC(=O)C=CC1=O\\n',)\n",
"('\\n',)\n",
"('> <LIPINSKI_VIOLATIONS> (1) \\n',)\n",
"('0;0000\\n',)\n",
"('\\n',)\n",
"('> <NUM_HACCEPTORS> (1) \\n',)\n",
"('2\\n',)\n",
"('\\n',)\n",
"('> <NUM_HDONORS> (1) \\n',)\n",
"('0\\n',)\n",
"('\\n',)\n",
"('> <NUM_HETEROATOMS> (1) \\n',)\n",
"('2\\n',)\n",
"('\\n',)\n",
"('> <NUM_LIPINSKIHACCEPTORS> (1) \\n',)\n",
"('2\\n',)\n",
"('\\n',)\n",
"('> <NUM_LIPINSKIHDONORS> (1) \\n',)\n",
"('0\\n',)\n",
"('\\n',)\n",
"('> <NUM_RINGS> (1) \\n',)\n",
"('1\\n',)\n",
"('\\n',)\n",
"('> <NUM_ROTATABLEBONDS> (1) \\n',)\n",
"('0\\n',)\n",
"('\\n',)\n",
"('> <NUM_ROTATABLEBONDS_O> (1) \\n',)\n",
"('0\\n',)\n",
"('\\n',)\n",
"('> <P1> (1) \\n',)\n",
"('0.73\\n',)\n",
"('\\n',)\n",
"('> <SMILES> (1) \\n',)\n",
"('CC1=CC(=O)C=CC1=O\\n',)\n",
"('\\n',)\n",
"('$$$$\\n',)\n",
"('\\n',)\n",
"(' RDKit 3D\\n',)\n",
"('\\n',)\n",
"(' 20 23 0 0 0 0 0 0 0 0999 V2000\\n',)\n",
"(' 0.3600 3.4000 0.0000 S 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -0.3600 2.6800 0.0000 S 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -1.3400 2.9400 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -1.6600 3.8600 0.0000 N 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -2.6700 3.8100 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -3.3900 4.5300 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -4.3800 4.2700 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -4.6500 3.3000 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -3.9400 2.5900 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -2.9700 2.8500 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' -2.1300 2.3000 0.0000 S 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 1.3400 3.1300 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 1.6900 2.1900 0.0000 N 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 2.7000 2.2400 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 3.4100 1.5300 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n",
"(' 4.3900 1.8000 0.0000 C 0 0 0 0 0 0 0 0 0 0 0 0\\n',)\n"
]
}
],
"source": [
"with open(sdf_file, 'r') as f:\n",
" i = 0\n",
" for line in f:\n",
" print(line,)\n",
" i += 1\n",
" if i > 100:\n",
" break"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"SMILESタグにSMILESキーが保存されているのでこれを利用して二次元構造を作る。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"PandasToolsのLoadSDF関数を使えばSDFを読み込み二次元構造のカラムを追加するところまで一気にできる。"
]
},
{
"cell_type": "code",
"execution_count": 15,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"frame = PandasTools.LoadSDF(sdf_file, smilesName='SMILES', molColName='Molecule', includeFingerprints=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"全部を表示すると重いので5化合物のみを表示してみる。"
]
},
{
"cell_type": "code",
"execution_count": 16,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>AMW</th>\n",
" <th>CLOGP</th>\n",
" <th>CP</th>\n",
" <th>CR</th>\n",
" <th>DAYLIGHT.FPG</th>\n",
" <th>DAYLIGHT_CLOGP</th>\n",
" <th>FP</th>\n",
" <th>ID</th>\n",
" <th>ISM</th>\n",
" <th>LIPINSKI_VIOLATIONS</th>\n",
" <th>Molecule</th>\n",
" <th>NUM_HACCEPTORS</th>\n",
" <th>NUM_HDONORS</th>\n",
" <th>NUM_HETEROATOMS</th>\n",
" <th>NUM_LIPINSKIHACCEPTORS</th>\n",
" <th>NUM_LIPINSKIHDONORS</th>\n",
" <th>NUM_RINGS</th>\n",
" <th>NUM_ROTATABLEBONDS</th>\n",
" <th>NUM_ROTATABLEBONDS_O</th>\n",
" <th>P1</th>\n",
" <th>SMILES</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>122.12344</td>\n",
" <td>0.79</td>\n",
" <td>0.727;-0P;4.71</td>\n",
" <td>2.963;-40R;4.71</td>\n",
" <td>na;fingerprint;4.71;SMILES;2048,64,0.30,0/7</td>\n",
" <td>0.727</td>\n",
" <td>3.3k4b80K1FhV.3G1osPb...1;2048;59;128;48;1</td>\n",
" <td></td>\n",
" <td>CC1=CC(=O)C=CC1=O</td>\n",
" <td>0;0000</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>2</td>\n",
" <td>0</td>\n",
" <td>2</td>\n",
" <td>2</td>\n",
" <td>0</td>\n",
" <td>1</td>\n",
" <td>0</td>\n",
" <td>0</td>\n",
" <td>0.73</td>\n",
" <td>CC1=CC(=O)C=CC1=O</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>332.495</td>\n",
" <td>4.66</td>\n",
" <td>4.316;-0P;4.71</td>\n",
" <td>9.384;-0R;4.71</td>\n",
" <td>na;fingerprint;4.71;SMILES;2048,64,0.30,0/7</td>\n",
" <td>4.316</td>\n",
" <td>41U02V8MYM+W5vA.3326AUW0.m6.04I0LGvsiJ2VWqIFFV70eI1X6+.y+.F+UWUmhPI..6.9c9ZG44NUE2E1C...1;2048;178;512;161;1</td>\n",
" <td></td>\n",
" <td>S(Sc1nc2ccccc2s1)c3nc4ccccc4s3</td>\n",
" <td>0;0000</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>6</td>\n",
" <td>0</td>\n",
" <td>6</td>\n",
" <td>2</td>\n",
" <td>0</td>\n",
" <td>4</td>\n",
" <td>3</td>\n",
" <td>3</td>\n",
" <td>NaN</td>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>218.553</td>\n",
" <td>-2.61</td>\n",
" <td>2.239;-57P;4.71</td>\n",
" <td>4.556;-0R;4.71</td>\n",
" <td>na;fingerprint;4.71;SMILES;2048,64,0.30,0/7</td>\n",
" <td>2.239</td>\n",
" <td>.KDH5..OAY+3c9EEE0Y0SAZD3PEV6U5M6pVatUElGF2.2;2048;106;256;88;1</td>\n",
" <td></td>\n",
" <td>Oc1c(Cl)cc(cc1[N+](=O)[O-])[N+](=O)[O-]</td>\n",
" <td>0;0000</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>5</td>\n",
" <td>1</td>\n",
" <td>8</td>\n",
" <td>7</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>2</td>\n",
" <td>2</td>\n",
" <td>NaN</td>\n",
" <td>O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>145.14184</td>\n",
" <td>-2.01</td>\n",
" <td>0.519;-59P;4.71</td>\n",
" <td>3.267;-42R;4.71</td>\n",
" <td>na;fingerprint;4.71;SMILES;2048,64,0.30,0/7</td>\n",
" <td>0.519</td>\n",
" <td>U7RG1e2AAkUriFEIrPU6BFH82KHU8mGPJZhiwVYYEnY.2;2048;134;256;107;1</td>\n",
" <td></td>\n",
" <td>[O-][N+](=O)c1c[nH]c(=N)s1</td>\n",
" <td>0;0000</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>4</td>\n",
" <td>2</td>\n",
" <td>6</td>\n",
" <td>5</td>\n",
" <td>2</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>1</td>\n",
" <td>NaN</td>\n",
" <td>N=c1[nH]cc([N+](=O)[O-])s1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>223.231</td>\n",
" <td>2.43</td>\n",
" <td>1.869;-0P;4.71</td>\n",
" <td>6.390;-0R;4.71</td>\n",
" <td>na;fingerprint;4.71;SMILES;2048,64,0.30,0/7</td>\n",
" <td>1.869</td>\n",
" <td>o09G5.1Agm5BX1QE0.e6TUVb2O+md0aAeUajk2Sf8Fg.2;2048;120;256;101;1</td>\n",
" <td></td>\n",
" <td>Nc1ccc2C(=O)c3ccccc3C(=O)c2c1</td>\n",
" <td>0;0000</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>3</td>\n",
" <td>1</td>\n",
" <td>3</td>\n",
" <td>3</td>\n",
" <td>2</td>\n",
" <td>3</td>\n",
" <td>0</td>\n",
" <td>0</td>\n",
" <td>NaN</td>\n",
" <td>Nc1ccc2c(c1)C(=O)c1ccccc1C2=O</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
" AMW CLOGP CP CR DAYLIGHT.FPG DAYLIGHT_CLOGP FP ID ISM LIPINSKI_VIOLATIONS Molecule NUM_HACCEPTORS NUM_HDONORS NUM_HETEROATOMS NUM_LIPINSKIHACCEPTORS NUM_LIPINSKIHDONORS NUM_RINGS NUM_ROTATABLEBONDS NUM_ROTATABLEBONDS_O P1 SMILES\n",
"0 122.12344 0.79 0.727;-0P;4.71 2.963;-40R;4.71 na;fingerprint;4.71;SMILES;2048,64,0.30,0/7 0.727 3.3k4b80K1FhV.3G1osPb...1;2048;59;128;48;1 CC1=CC(=O)C=CC1=O 0;0000 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> 2 0 2 2 0 1 0 0 0.73 CC1=CC(=O)C=CC1=O\n",
"1 332.495 4.66 4.316;-0P;4.71 9.384;-0R;4.71 na;fingerprint;4.71;SMILES;2048,64,0.30,0/7 4.316 41U02V8MYM+W5vA.3326AUW0.m6.04I0LGvsiJ2VWqIFFV70eI1X6+.y+.F+UWUmhPI..6.9c9ZG44NUE2E1C...1;2048;178;512;161;1 S(Sc1nc2ccccc2s1)c3nc4ccccc4s3 0;0000 <img src=\"data:image/png;base64,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alt=\"Mol\"/> 6 0 6 2 0 4 3 3 NaN c1ccc2sc(SSc3nc4ccccc4s3)nc2c1\n",
"2 218.553 -2.61 2.239;-57P;4.71 4.556;-0R;4.71 na;fingerprint;4.71;SMILES;2048,64,0.30,0/7 2.239 .KDH5..OAY+3c9EEE0Y0SAZD3PEV6U5M6pVatUElGF2.2;2048;106;256;88;1 Oc1c(Cl)cc(cc1[N+](=O)[O-])[N+](=O)[O-] 0;0000 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> 5 1 8 7 1 1 2 2 NaN O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1\n",
"3 145.14184 -2.01 0.519;-59P;4.71 3.267;-42R;4.71 na;fingerprint;4.71;SMILES;2048,64,0.30,0/7 0.519 U7RG1e2AAkUriFEIrPU6BFH82KHU8mGPJZhiwVYYEnY.2;2048;134;256;107;1 [O-][N+](=O)c1c[nH]c(=N)s1 0;0000 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> 4 2 6 5 2 1 1 1 NaN N=c1[nH]cc([N+](=O)[O-])s1\n",
"4 223.231 2.43 1.869;-0P;4.71 6.390;-0R;4.71 na;fingerprint;4.71;SMILES;2048,64,0.30,0/7 1.869 o09G5.1Agm5BX1QE0.e6TUVb2O+md0aAeUajk2Sf8Fg.2;2048;120;256;101;1 Nc1ccc2C(=O)c3ccccc3C(=O)c2c1 0;0000 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> 3 1 3 3 2 3 0 0 NaN Nc1ccc2c(c1)C(=O)c1ccccc1C2=O"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"frame.ix[:4, ]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"真ん中ぐらいにあるMoleculeカラムに二次元構造が表示されているが小さい。"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>SMILES</th>\n",
" <th>Molecule</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>CC1=CC(=O)C=CC1=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>N=c1[nH]cc([N+](=O)[O-])s1</td>\n",
" <td><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAAOJklEQVR4nO3de3BU9d3H8c8GcyNISCHZ3MA0MUFumkqNTCkFMRUoYaj6DMzQPmOHGRzAAcQWJ8UKVKSlDlpSWwVHtDotXrBooc7DAzJMMUXDJebCZaAJqZvbJgVCYu63b//4mRIg+WaT7J6TkM9rZsfkbJLzW/U9vz3XdYiIgIi65Gf3AIgGMgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAg/fT558CoUUBdnfk+NdUsO3AA+OEPr/1caqpZRoMLA/GC6mrgnXfsHgX5AgPxgrvvBt57z+5RkC/cZvcAbgXBwcDEicDJk9cvP3IESE42XxcWWj4s8gLOIF6yfDmwc+f1yx54AMjJMY/777djVNRfDMRLJkwAysqAmpqef/byZeBPfwIuXABEfD826ju+xfKiH/8YWLKk558rKgI2bgQuXgTCwoCUlOsfERG+Hyt5hoF40aOPAuHhPf/ct79ttkkuXQKOH7/2eOUVM7ukpPwP4uKGISUlBSkpKbj33nsREhLi+xdAN3GIcJIfSAoKBCdOvIusrCycOHEC2dnZaG1txaRJk5CSkoKlS5di2rRpdg9zyGAgfdTaCixbBmzYAHzzm75bT0tLC/Lz85GVlYUjR44gOzsbubm5nFEswkD66He/A7ZsAc6fN0fSrXDlyhWMHj0ahYWFiI+Pt2alQxz3YvXBlSvAc88Bv/61dXEAQFhYGAIDA1FRUWHdSoc4BtIHP/85EBcH/OQn3v/bWVlZ2Lx5c5fPORwOhIeHw+12e3/F1CUG0ktffAG88Qbw+98Dfj74t1dcXIxdu3Z1+7zT6eQMYiEG0gsiwJNPmuMdvtqRFBkZqQbQ0/PkXTwO0gt//rOZQd5913frcDqdaGxsRHV1NUJDQ7t8noFYhzOIh2prgfR0s1s3Ksp363E6nQDQbQROp5PbIBZiIB569dWPERV1FatX+3Y9I0eOxPDhw9VAOINYh4F4oKCgAM8++yief/44AgJ8v76IiIhuZwlug1iLgXjgqaeewrx58zBnzkOWrE+bJfgWy1rcSO/BoUOHcPDgQeTn51u2Tm2WcDqdqKurQ11dHU83sQBnkE5qa2tx7ty5/8bQ3NyMVatWYd26dUhMTLRsHD3NIED3G/HkXUNmBrlyBSgvP49//asAZWVlKC0thcvlQllZGUpKSlBcXIyar692mj17Ng4fPoyMjAzU1dUhPT3d0rE6nU7k5uZ2+VzH6SZut5vnY1nglgikqspczVdebi5C6vi645///Ke50i8p6Vm4XPsRHR2N+Ph4REVFITk5GY888giioqIQHR2NhIQEjBo1ChUVFdiyZQt27Nhh+VsZbTuj43QTziDWGPSB7NgBrFhhTvtwOoGxY4HoaPPP734XiIkBxo0zy2JjdyMoyLOX/PTTT2Py5MlYvHixj1/BzXralcs9WdYZUIEcOGD+h//oI/N9airws5+ZM2bnzgVKS4GQELP8+efN6R6LFwPz5wORkYC/f09r8OzlFhQUYPfu3Th58iQcDkc/XlHf9BQAj4VYZ9BspHd3c7awMDNb9ByH50JDQxEQEICTN97HxyKdTzfp7nkGYo1BE4iVN2cLDw/Hm2++iRUrVuCjjunMQj3tqYqMjOSxEIsMuEA6braWnAxkZV1b3t3N2Xxl0aJF2L59O5YsWYJjx45Zs9Kv8XSTgWNAbYMA5mZrnbdBOlu+HHjpJe+t6/LlyygrK4PL5UJpael1u37nzp2LtWvXoqioCAsXLkRmZibGjx/vvZX3QDvdhIFYZ8AFovH05mwiQEWF2agvLQVcLvN7bnc7iooeRFlZGYqLi9HQ0ADAvKWKiYlBbGwsYmNjMWPGDEydOhUA8MILL6CyshLz5s3DsWPHEBkZ6euXCYCnmwwUgyoQoOubs+3eDezfD5SUmEdZGdDcbHb9RkYCsbFmN++4cX6YP38hIiPH4I477kB0dDRiYmIQFBTU7focDgdef/11pKWlYc6cOTh69GiX12l42y13uklGBvDHP5qvly4FVq2ydTieGnSBdHVzNhFzjcb993cc7zB7trre9ftkr9fp7++PPXv2YObMmXjuuRXYtu0tOBxe3G3WhbS0NNx+++1dPtcxi7ndbiQkJPh0HF5x+rS5K15envmPNWWKef88YYLdI+sRb/vTC+XlZbh8OQ0jRkxGXNxbAKw/RgIAIoLg4GAcPnwY06dPt2UM3Tp61Byh7XzB/quvAgUFwIsvmu/XrgXGjzcblQPcgNuLNZBFRUUjMfF9VFf/P0pL19syhpycHDz22GMIDw/HypUrLd/D1q3z54EFC4Dvfx84der65yoqzHTeISrKLBsEGEgvBQbeiTvv3I/KypdRWZlh2XozMzOxYMECTJ06FVVVVdi1axdmzZqFmTNnYtGiRXC5XJaNpbO6qmZgzRrztsnfHzh7FrjvPlvG4gsMpA9CQlIQH/8eSkqeRlXVBz5bT3NzM95++21MmTIFqampCAsLw9mzZ7F//3489NBDyMjIwIkTJ1BRUYGJEydi06ZNaGxs9Nl4OmtpMXeXvCMxABXFzcDBg8DevUBX20QREdfPGOXl5sS5wUCoz/7979fk1KkAqan5xKt/t6amRrZv3y5jx46V8PBw2bhxo1y6dEn9nX379klcXJwkJCTI+++/79Xx3OjQIZHJk0XGjBHZvl2ktbWHX8jLExk/XqSxUaShQSQxUeTMGZ+O0VsYSD+Vlm6QL74Ilfr6nH7/raYmlxQX/1QefvgeSUpKkp07d0pDQ4PHv19fXy9bt26VESNGyOzZsyUvL6/fY7p5jCITJoisXy/y1Ve9+MUXXxRJTha55x5T1SDBvVj9Jvjyy2Worf0Mkybloy/vWhsacuF2b0NV1XsICbkPgYHPYNy4ufDr460bXS4X1q1bB5erGSkpH2LTJnNSp7e0tgK3DboDBH3DQLxApBVNTYUICurdqSi1tZlwu3+Dmpr/w8iR8xAZmY4RI7y32/bTT5uxZk0AiouBzZvNxzUMG+a1P68TMXfY++ADYM8e39yn1Qr2TmC3poqKl+X06SQ5fXqinD8/S9rbmzo92yZXr+6Tc+dS5NSpQCkq+l9paDjrs7G0tYm89ZaI0yly110iBw74bFXXfP65yLRpIiNHimzdKtLcbMFKfYOBeFlLyyXJyRktra1XRESkoeGMtLe3iIhIfX2e5OWNk5yc0VJa+qy0tFRYNq6vvhLZuFEkMFAkLU2ksND763C5RP7y03+I3HabyLJlIm6391diMQbiZa2tVyU3N0ra2m7euG5rq5fKylekra3WhpEZFy6YQAICRFavFqmpMcs/+0wkNFSk9uuhPfigWeaJ2lqRDRtEhg8XSX2wXZpyz/lk7HYYpG8MB65hw0IRHb0JFy48gKtX/wrg2iaen18wwsNXwM/PvhMMExPNiZ1795pLnJ944tpz3V21CQAffmgeN8rNNWeNvPOOOWn00CcOBNx9l28GbwMG4gNjxjyOhIQPcPXqX3HxovU3ffDE/PlAfj6wbdu1ZdpVm2fOmMeNkpKA9evN+YgLF/pmrHZiID7i7x+DuLg30NRUiPr6bLuH06WAgOs/k70vV20GBwMrV8KSexbbgYF4WVtbDWpqPgEAiLSgvb0ODodV+1b7b/lyYOfOa98fO2Yuf/7DH8wjOdksGyqGyOEe6zgc/rh0aSeKi1cBcGDUqIcRHHyP3cPy2I1XbX7nO0BOjrnNEgD84he2Dc0WDMTL/PyCER+/x+5h9EtXV20OVQyEbtLVVZtDbebowFNNiBTcSCdVVZXdI7AXA6FuVVcD8fFAZqbdI7EPA6FuhYaaDfbVq4H2drtHYw8GQqpf/hL48ktzGslQxEBI9Y1vmM+HT08H6uvtHo31GAj1aM0ac0rJb39r90isx0CoRwEBwK9+BRzcWwtxD477WXkLj4OQR0QAmTkLfnclAa+9ZvdwLMNAyHPHjwPTpwPZ2eZGcUMAA6He+dGPALcbOHzY7pFYgoFQ75SUmEsI9+wBfvADu0fjcwyEeu+ZZ8w1u3l53v301AGIZ/NS76Wnm5mkpgYYPdru0fgUZxAiBY+DUP9kZADf+pZ5vPyy3aPxOs4g1HenT5urqzp/tNq+fYPio9U8xRmE+u7TT4G0NCAwEAgKMl///e92j8qrGAj13SD+aDVPMRDyjeXLzT2CkpMHxYd1doe7eanvIiKAixevfV9ebg4iAsCOHfaMycs4g1DfzZgB/O1vQFMT0NgIfPwx8L3v2T0qr+IMQn03ZQrw+OPAtGlmL9YTT5h7l95CuJuXSMG3WEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKkYCBECgZCpGAgRAoGQqRgIEQKBkKk+A/OIuEkteD/ZAAAAABJRU5ErkJggg==\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Nc1ccc2c(c1)C(=O)c1ccccc1C2=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
" SMILES Molecule\n",
"0 CC1=CC(=O)C=CC1=O <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"1 c1ccc2sc(SSc3nc4ccccc4s3)nc2c1 <img src=\"data:image/png;base64,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alt=\"Mol\"/>\n",
"2 O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1 <img src=\"data:image/png;base64,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alt=\"Mol\"/>\n",
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"4 Nc1ccc2c(c1)C(=O)c1ccccc1C2=O <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"frame.ix[:4, ['SMILES', 'Molecule']]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"2つだけカラムを取り出したら大きく表示された。横幅に余裕があるかで自動で大きさが決まるようだ。余談だが0列目の分子の表示がなんか気持ち悪い。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"AddMurckoToFrame関数を用いるとMurcko scaffoldsに定義されている骨格構造だけを取り出しSMILESキーにしたカラムを追加できる。"
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"PandasTools.AddMurckoToFrame(frame, molCol='Molecule', MurckoCol='Murcko_SMILES')"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>SMILES</th>\n",
" <th>Molecule</th>\n",
" <th>Murcko_SMILES</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>CC1=CC(=O)C=CC1=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>O=C1C=CC(=O)C=C1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1</td>\n",
" <td><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAARFklEQVR4nO3dfVBU190H8N8KLAgqJlSKIQY1GEATajAdhYixCYbKs5NMpzKTNAXTvBhb8yxNMg0Z7QyZ6UyLrWnANiamyUTTp6YlyTQD0ThGjW9FIAWNUQEFo+JLdERCVHCB3e/zxw0Cisdl2d179+73M7OT3b337v15d7/n3LNh77EAgBDRoEboXQCRkTEgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJGCeQNSWipy993a7S9/0bsaClDmDMj+/SKrVolUVYns3i2ycqVIfb3eVZlPEDRCoXoX4BM7d4rYbCLh4dpjm01k+3aRlBR96zKT3kZo3z4RQOSuu0Syskx3jM3Zg5w5IxIX1/d4/HjtOfKe/o1QRERfI2Qy5gyIyuLFItOna7fFi/WuJnAFSSNkzlOs2FiRI0f6Hp8+LZKUpN1/4w19aqKAZM4eJDNT5OOPRRwOkcuXRdavF5kzR++qzCU2dmCPcfq0yPe/r189PmLOgNx1l8iiRSKzZmm3JUtEpk7VuypzCZJGyAIAehdBAerPfxb5+9+1b7F+8QuRggK9K/I68wYEEGlqEklIELFa9a6GApQ5T7FEtG7/jjtEDh/WuxJz+f3vRT76aPBlhw6J/Pznfi3H18wbEJdL+29IiL51mM22bSIHDw6+7Nw5kbIyv5bja+YNiNOp/XeEef+J5Hvm/fSwByEvMG9A2IOQF5j308MehLzAvAFhD0JeYNpPzxnXOJk7oVnOjoi78crktkOTsuVo9A8GXXY+NFYOZyz0c0W+ZdqAdDlDZHvLZEGIOf8eUy/PfvWCrGv/n0GXNfQkyrTKv/m5It8ybUA4BCFvMG1AeocgDAgNh+kDwjE6DYdpPz48xSJvMG1A2IOQN5j24zN+vMjq1X0XNiHviIkRGT168GVWq8gtt/i3Hl8z7+9BiLzAdD1IVZXI2LEily5pj7OytOeIPGG6gIiItLeLvPfe4Mv+/W/tRsMTLA1RwAekdzDeX2qqyL/+Nfj6Bw5oNxq+YGiIAjYgly+L/OEP2sVKeluxXiNHas//97/61Oaps2fPytmzZ/Uuw23B0BAFZEAqKkSmTdMuDbtsmUhk5LXrLF6sfYvVq7JSu5jia69pt+nTteeMoLW1VZYsWSIJCQmSkJAgdrtd2tra9C7rhgK1IRqKgApIQ4NITo7II4+I5OZqF2zPzxexWK5dNyVF5NQpkW+/1R5nZIjs3atdImvJEu1+RoY/q79WT0+PvPnmm5KcnCzV1dWyadMm2b59u1RXV0tiYqKUlpaKc7BzSAMJpIbIIwgEra147n+7ERYGPPoo0NJy/VV37wZmztTur1sHiGjP9frd77Sb3j799FPceeedGD9+PFavXo2enp4ry5xOJ9auXYvY2Fjcfffd2LFjh46V9qmt7bvf/zjn5AA//KExj/NwGTsg3d3AX/8K3HwzNjz2f9i168ab9H/jHA5g3LiBb5zeGhsbkZubC6vVCrvdjvb29uuue/78edjtdoSGhsJms+HYsWN+rLTPwYPA/PlARARw9Kj2XKA0RMNl3IBs3QqkpgIxMUBJCdCvhQ1EbW1tKCwsRHh4OGw2G5qbm93etr6+Hg8++CAiIyNRVFSEzs5OH1bap7UVKCwErFbAZgOamvqWGb0h8hbjBeT4cSAvDwgLA+x24Jtv3N700CHg44+HtruODu3N37JliHW6qf/pUkpKCjZu3Ojxa5WXl2PixIlITExEWVmZF6scqKsLWL1a+9CnpQHbtg3/NevqAJdr+K/jb8YKyHvvaf14Tg7Q0OD2Zu3twG9+o7V0TzwxtF1euAC88IKWx5/+FDhyZIg1K2zduhWpqamIiYlBSUnJgHGGpy5duoSioiJERETggQcewIEDB7xQaZ9PPwWmTQPGj9dC4o2O+8IFLWyzZwN79gz/9fzJWAFpbgbWr3d7dZcLWLsWiIsDkpKADRs83/WhQ0BurhYyux349lvPX+vw4cPIzc1FWFgY7HY7vnGjF9yzZw9Onjzp9j5aWlqQl5d3ZR+qsYw7vvzyCLKygJEjgd/+VvtQe9O5c9pxDQ3VThDOnvXu6/uKsQIyBDU1QHo6cNNNQHGxdh7sDevXa2GLjwf++c9LcA3hvODixYtXWvesrKwhte5PPvkkRo0aheLiYjiG8I/ZsmXLgG/DnE6n29sCwJkzZ/DMM88gNDQUBQUn4evvAXbvBu65B9g8fwXw+uuGH1vqG5CSEmD6dO22cqV727S0oGNRAb43qhO/+pXWMnmbwwGsWAHcd18x0tPT8fnnnyvX7x1nxMXFISkpCeuH0Av25+kYo7u7GyUlJYiOjsY999yDysrKG27T1dU1YJudO3d6VLMnnE6g5+01fYOc//zHb/seKv0C8uWXwB13AJcvA52dQGKi9n3i9XR0aN8bRkUB99+P1v2nfF7iuXPnrnzNmpeXh9OnT1+zTlVVFWbNmoWbbrppyK3/YPqPMYbaC11d79dffz3oeuXl5bj99tsRHx/vUa/jNefPA88+qw0An3qq73lPGk4f0S8gq1YBzz/f9/jXv9a63MGUlwOTJgETJmiDDj+rq6tDZmYmoqKiUFRUhMuXLw8YAyxatAhnvXxSffz4cY/HGLW1tcjIyMDYsWMHhLa2thb33XcfIiMjUVhYiAveHmh46osvgLfe0u4PteH0Mf0CUlQE/PGPfY+XLwdefnngOgcPAtnZQGSktr6fvv8fjMvlwrp16zBhwgRMmjQJI0eORHZ2Ng76+M3zdIzhcrnwzjvvIC4uDlOnTsXDDz+M0NBQLFy4cEhfBvjdUBpOPzD232L96U8i48ZpE7O8/LI2H7dOLBaLPProo9LQ0CBWq1WeeOIJ2bhxo6SkpPh0v/fff7/s2bNHCgsL5cUXX5SZM2dKlRs/vLBYLPL4449LY2OjpKSkSEtLi1RVVcmaNWvkFiP/LtZg00vrFxB3Zkl96y1tDrz4eP/WphAZGSnR0dE+D0Z/oaGhUlBQIM3NzZKRkSGZmZmSn58vZ9z44IwZM0bmzJkjERERMmPGDD9U60M6zHGvX0DcmSU1AC9J8tVXX8mqVat88toxMTFSWloqVVVV0tzcLMnJybJ8+XLp6upSbud0OiUkUK5/pGo433hD+zPsvXv9Nt+9fp9Ak07V3NDQIEVFRT7dx4wZM2TXrl1SWloqJSUlkpqaKhs3brzu+i6XS0YESmNjsOml9T1qzz8vsmeP1iKYcAphX7JYLJKfny+NjY1is9nkoYcekgULFkhLS8s16wZUD2KwhjNAmhW6njFjxsiKFStk37594nA4pLOz85p1nE5n4PQgIoZqODk3gEkkJydLRUXFoMtcLlfg9CAGE0DNCnkqoE6xDIYBCQIBNUg3GB61IMBTLM8xIEEg4AbpBsKjFgTYg3iOAQkC7EE8x6MWBNiDeI4BCQLsQTzHoxYE2IN4jgEJAuxBPMejFgTYg3iOAQkC7EE8x6MWBNiDeI4BMYlTp07J8uXLB13GHsRzPGoBzuFwSHFxsSQlJcmGDRukvb39mnXYg3iOvwfxstDQUBk9erRf9lVRUSHPPfecOBwOee211yQvL08sg0y3xR7EczxqXjZv3jw5cuSIT/fR2NgoOTk58sgjj8iCBQukvr5e8vPzBw2HCHuQ4WBAAkhbW5u89NJLkpqaKiEhIXLgwAEpLi6WUaNGKbdjD+I5HrUh6J1089y5c/L6669LbW2tX/brcrnk3XfflaSkJNm0aZNs3rxZKioqZOLEiTfctru7W06ePMkexFO6XdMxwGzevPnKJUBfffVVPP3001eum+vLa9wOZxKeTz75BMnJyYiPj0dbW5vPajQzBuQGrp4Mp/9FpHfs2IGpU6ciPj4eH374oVf3e/XFq92ZhOfqmt2ZKJTUGJDr6J0Mp3fSzab+M1j209XVheLiYkRERMBms+H48ePD2u/V0x/s37/f6zWT+xiQq7hcLo8mw2lqasK8efMQHR3t0XyELpcLZWVlSEhIwJQpU1BRUeFxzRuGMxcdDcCA9FdZib0/+QliYmKwcuVKdHd3D/klysrKEBsbi7S0NNTU1Li1zYkTJ5Ceno7o6Gi88sor6Orqcnt/NTU1SE9P99oEPjQQAwIAJ04Ajz2mzTD5y1/i0jDndTt//jzsdvuVMcC3N5gRtKurC0uXLsWZM2fc3sfJkyeRl5eHkJAQ5OXleX0CH9IEd0AcDm26r9Gjgblzgb17vfryO3fuxLRp0xAfH48PPvjAK6/pcDhQUlKC0aNHY+7cufjiiy+88ro0uOANSHk5MHkycOutPp3WrXeyzKioKNhsNhwbxjSy5eXlmDx5MiZMmIC1OkxFF4yCLyD19cCPf9w3rVtHh19229TUhOzsbERFRaG4uHhIg/j6+npkZ2cjMjISRUVF6NRxKrpgE7gB+eQT4OGH+x4/8ID2HHD9WVKPHgWsVuBnPwNaWvxabq/eQfz06dNRXV2tXLe1tRV2ux1hYWHIzc3F0aNH/VQl9TJfQG40S+qhQ34v9WptbW1XpmtetGjRNYP47u5urF69GuPGjUNaWppf5zCngcz3t1g7d4rYbCLh4dqknzabyPbtfcunTNGvtu+MHTtWSktLZdu2bVJZWSnJycny/vvvi4jI1q1bJS0tTZYtWybLli2TmpoamT17ts4VB6/ADshnn/VN6lhdrT1nsFlSVe69916pq6uTJUuWyMKFCyUjI0Pmz58v8+fPl+bmZikoKOAfGeossH8w9aMfiXz0kXY/K0vXUjwVFhYmS5culczMTJkzZ45UVVXJzJkz9S6LvhPYPchg3Jle2oBuvfVWERFJTEzUuRLqz3wBMdgsqe5yuVwiIjylMpjAPsUaTP9ZUgHdZ0l1l9PpFBHhL/8MxgIAehdB2vzqKSkpcvHiRYmKitK7HPoOmyuDYA9iTHw3DIJjEGNiQAyCPYgx8d0wCPYgxsSAGITT6RSLxXLdi7+RPhgQg0Ay5Oa6m/Uug67CgBhEj6VHLrgu6F0GXYUBMQiXuGSEhW+H0fAdMQgnnBIiHKAbDQNiEE5xSoiFATEaBsQgXHDJCL4dhsN3xCDYgxgTA2IQ7EGMie+IQbAHMSYGxCCccLIHMSD+HsQgLrkuyanuUzIlXP+rrlAfBoRIgX26TvZ17pN7G++V1IOpMqthljjgkONdx2V242yJ2xcna1rX6F0iiRl/kx4AetAjOYdz5O2Jb0v2mGxxwCFWi1Vus94mu5J2yVPHntK7RPoOA6KDuo46iQ2Llewx2SIiEm4J17kiuh6eYungRPcJuT38dr3LIDcwIDoAIBbhD6MCAQOig3hrvBztOqp3GeQGBkQHaZFpcsxxTD678JmIiHS4OqQHPVeWh1nCpBvdepVH/fD/g+ik+lK12Fvs0uHqEKvFKlvu2CJjQ8aKiMgHbR/IslPLJDY0Vv4x6R9ym/U2fYsNYgwIkQJPsYgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESOH/AeiK1Gema7xhAAAAAElFTkSuQmCC\" alt=\"Mol\"/></td>\n",
" <td>c1ccccc1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>N=c1[nH]cc([N+](=O)[O-])s1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>N=c1[nH]ccs1</td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Nc1ccc2c(c1)C(=O)c1ccccc1C2=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>O=C1c2ccccc2C(=O)c2ccccc21</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
" SMILES Molecule Murcko_SMILES\n",
"0 CC1=CC(=O)C=CC1=O <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> O=C1C=CC(=O)C=C1\n",
"1 c1ccc2sc(SSc3nc4ccccc4s3)nc2c1 <img 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alt=\"Mol\"/> c1ccc2sc(SSc3nc4ccccc4s3)nc2c1\n",
"2 O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1 <img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAARFklEQVR4nO3dfVBU190H8N8KLAgqJlSKIQY1GEATajAdhYixCYbKs5NMpzKTNAXTvBhb8yxNMg0Z7QyZ6UyLrWnANiamyUTTp6YlyTQD0ThGjW9FIAWNUQEFo+JLdERCVHCB3e/zxw0Cisdl2d179+73M7OT3b337v15d7/n3LNh77EAgBDRoEboXQCRkTEgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJGCeQNSWipy993a7S9/0bsaClDmDMj+/SKrVolUVYns3i2ycqVIfb3eVZlPEDRCoXoX4BM7d4rYbCLh4dpjm01k+3aRlBR96zKT3kZo3z4RQOSuu0Syskx3jM3Zg5w5IxIX1/d4/HjtOfKe/o1QRERfI2Qy5gyIyuLFItOna7fFi/WuJnAFSSNkzlOs2FiRI0f6Hp8+LZKUpN1/4w19aqKAZM4eJDNT5OOPRRwOkcuXRdavF5kzR++qzCU2dmCPcfq0yPe/r189PmLOgNx1l8iiRSKzZmm3JUtEpk7VuypzCZJGyAIAehdBAerPfxb5+9+1b7F+8QuRggK9K/I68wYEEGlqEklIELFa9a6GApQ5T7FEtG7/jjtEDh/WuxJz+f3vRT76aPBlhw6J/Pznfi3H18wbEJdL+29IiL51mM22bSIHDw6+7Nw5kbIyv5bja+YNiNOp/XeEef+J5Hvm/fSwByEvMG9A2IOQF5j308MehLzAvAFhD0JeYNpPzxnXOJk7oVnOjoi78crktkOTsuVo9A8GXXY+NFYOZyz0c0W+ZdqAdDlDZHvLZEGIOf8eUy/PfvWCrGv/n0GXNfQkyrTKv/m5It8ybUA4BCFvMG1AeocgDAgNh+kDwjE6DYdpPz48xSJvMG1A2IOQN5j24zN+vMjq1X0XNiHviIkRGT168GVWq8gtt/i3Hl8z7+9BiLzAdD1IVZXI2LEily5pj7OytOeIPGG6gIiItLeLvPfe4Mv+/W/tRsMTLA1RwAekdzDeX2qqyL/+Nfj6Bw5oNxq+YGiIAjYgly+L/OEP2sVKeluxXiNHas//97/61Oaps2fPytmzZ/Uuw23B0BAFZEAqKkSmTdMuDbtsmUhk5LXrLF6sfYvVq7JSu5jia69pt+nTteeMoLW1VZYsWSIJCQmSkJAgdrtd2tra9C7rhgK1IRqKgApIQ4NITo7II4+I5OZqF2zPzxexWK5dNyVF5NQpkW+/1R5nZIjs3atdImvJEu1+RoY/q79WT0+PvPnmm5KcnCzV1dWyadMm2b59u1RXV0tiYqKUlpaKc7BzSAMJpIbIIwgEra147n+7ERYGPPoo0NJy/VV37wZmztTur1sHiGjP9frd77Sb3j799FPceeedGD9+PFavXo2enp4ry5xOJ9auXYvY2Fjcfffd2LFjh46V9qmt7bvf/zjn5AA//KExj/NwGTsg3d3AX/8K3HwzNjz2f9i168ab9H/jHA5g3LiBb5zeGhsbkZubC6vVCrvdjvb29uuue/78edjtdoSGhsJms+HYsWN+rLTPwYPA/PlARARw9Kj2XKA0RMNl3IBs3QqkpgIxMUBJCdCvhQ1EbW1tKCwsRHh4OGw2G5qbm93etr6+Hg8++CAiIyNRVFSEzs5OH1bap7UVKCwErFbAZgOamvqWGb0h8hbjBeT4cSAvDwgLA+x24Jtv3N700CHg44+HtruODu3N37JliHW6qf/pUkpKCjZu3Ojxa5WXl2PixIlITExEWVmZF6scqKsLWL1a+9CnpQHbtg3/NevqAJdr+K/jb8YKyHvvaf14Tg7Q0OD2Zu3twG9+o7V0TzwxtF1euAC88IKWx5/+FDhyZIg1K2zduhWpqamIiYlBSUnJgHGGpy5duoSioiJERETggQcewIEDB7xQaZ9PPwWmTQPGj9dC4o2O+8IFLWyzZwN79gz/9fzJWAFpbgbWr3d7dZcLWLsWiIsDkpKADRs83/WhQ0BurhYyux349lvPX+vw4cPIzc1FWFgY7HY7vnGjF9yzZw9Onjzp9j5aWlqQl5d3ZR+qsYw7vvzyCLKygJEjgd/+VvtQe9O5c9pxDQ3VThDOnvXu6/uKsQIyBDU1QHo6cNNNQHGxdh7sDevXa2GLjwf++c9LcA3hvODixYtXWvesrKwhte5PPvkkRo0aheLiYjiG8I/ZsmXLgG/DnE6n29sCwJkzZ/DMM88gNDQUBQUn4evvAXbvBu65B9g8fwXw+uuGH1vqG5CSEmD6dO22cqV727S0oGNRAb43qhO/+pXWMnmbwwGsWAHcd18x0tPT8fnnnyvX7x1nxMXFISkpCeuH0Av25+kYo7u7GyUlJYiOjsY999yDysrKG27T1dU1YJudO3d6VLMnnE6g5+01fYOc//zHb/seKv0C8uWXwB13AJcvA52dQGKi9n3i9XR0aN8bRkUB99+P1v2nfF7iuXPnrnzNmpeXh9OnT1+zTlVVFWbNmoWbbrppyK3/YPqPMYbaC11d79dffz3oeuXl5bj99tsRHx/vUa/jNefPA88+qw0An3qq73lPGk4f0S8gq1YBzz/f9/jXv9a63MGUlwOTJgETJmiDDj+rq6tDZmYmoqKiUFRUhMuXLw8YAyxatAhnvXxSffz4cY/HGLW1tcjIyMDYsWMHhLa2thb33XcfIiMjUVhYiAveHmh46osvgLfe0u4PteH0Mf0CUlQE/PGPfY+XLwdefnngOgcPAtnZQGSktr6fvv8fjMvlwrp16zBhwgRMmjQJI0eORHZ2Ng76+M3zdIzhcrnwzjvvIC4uDlOnTsXDDz+M0NBQLFy4cEhfBvjdUBpOPzD232L96U8i48ZpE7O8/LI2H7dOLBaLPProo9LQ0CBWq1WeeOIJ2bhxo6SkpPh0v/fff7/s2bNHCgsL5cUXX5SZM2dKlRs/vLBYLPL4449LY2OjpKSkSEtLi1RVVcmaNWvkFiP/LtZg00vrFxB3Zkl96y1tDrz4eP/WphAZGSnR0dE+D0Z/oaGhUlBQIM3NzZKRkSGZmZmSn58vZ9z44IwZM0bmzJkjERERMmPGDD9U60M6zHGvX0DcmSU1AC9J8tVXX8mqVat88toxMTFSWloqVVVV0tzcLMnJybJ8+XLp6upSbud0OiUkUK5/pGo433hD+zPsvXv9Nt+9fp9Ak07V3NDQIEVFRT7dx4wZM2TXrl1SWloqJSUlkpqaKhs3brzu+i6XS0YESmNjsOml9T1qzz8vsmeP1iKYcAphX7JYLJKfny+NjY1is9nkoYcekgULFkhLS8s16wZUD2KwhjNAmhW6njFjxsiKFStk37594nA4pLOz85p1nE5n4PQgIoZqODk3gEkkJydLRUXFoMtcLlfg9CAGE0DNCnkqoE6xDIYBCQIBNUg3GB61IMBTLM8xIEEg4AbpBsKjFgTYg3iOAQkC7EE8x6MWBNiDeI4BCQLsQTzHoxYE2IN4jgEJAuxBPMejFgTYg3iOAQkC7EE8x6MWBNiDeI4BMYlTp07J8uXLB13GHsRzPGoBzuFwSHFxsSQlJcmGDRukvb39mnXYg3iOvwfxstDQUBk9erRf9lVRUSHPPfecOBwOee211yQvL08sg0y3xR7EczxqXjZv3jw5cuSIT/fR2NgoOTk58sgjj8iCBQukvr5e8vPzBw2HCHuQ4WBAAkhbW5u89NJLkpqaKiEhIXLgwAEpLi6WUaNGKbdjD+I5HrUh6J1089y5c/L6669LbW2tX/brcrnk3XfflaSkJNm0aZNs3rxZKioqZOLEiTfctru7W06ePMkexFO6XdMxwGzevPnKJUBfffVVPP3001eum+vLa9wOZxKeTz75BMnJyYiPj0dbW5vPajQzBuQGrp4Mp/9FpHfs2IGpU6ciPj4eH374oVf3e/XFq92ZhOfqmt2ZKJTUGJDr6J0Mp3fSzab+M1j209XVheLiYkRERMBms+H48ePD2u/V0x/s37/f6zWT+xiQq7hcLo8mw2lqasK8efMQHR3t0XyELpcLZWVlSEhIwJQpU1BRUeFxzRuGMxcdDcCA9FdZib0/+QliYmKwcuVKdHd3D/klysrKEBsbi7S0NNTU1Li1zYkTJ5Ceno7o6Gi88sor6Orqcnt/NTU1SE9P99oEPjQQAwIAJ04Ajz2mzTD5y1/i0jDndTt//jzsdvuVMcC3N5gRtKurC0uXLsWZM2fc3sfJkyeRl5eHkJAQ5OXleX0CH9IEd0AcDm26r9Gjgblzgb17vfryO3fuxLRp0xAfH48PPvjAK6/pcDhQUlKC0aNHY+7cufjiiy+88ro0uOANSHk5MHkycOutPp3WrXeyzKioKNhsNhwbxjSy5eXlmDx5MiZMmIC1OkxFF4yCLyD19cCPf9w3rVtHh19229TUhOzsbERFRaG4uHhIg/j6+npkZ2cjMjISRUVF6NRxKrpgE7gB+eQT4OGH+x4/8ID2HHD9WVKPHgWsVuBnPwNaWvxabq/eQfz06dNRXV2tXLe1tRV2ux1hYWHIzc3F0aNH/VQl9TJfQG40S+qhQ34v9WptbW1XpmtetGjRNYP47u5urF69GuPGjUNaWppf5zCngcz3t1g7d4rYbCLh4dqknzabyPbtfcunTNGvtu+MHTtWSktLZdu2bVJZWSnJycny/vvvi4jI1q1bJS0tTZYtWybLli2TmpoamT17ts4VB6/ADshnn/VN6lhdrT1nsFlSVe69916pq6uTJUuWyMKFCyUjI0Pmz58v8+fPl+bmZikoKOAfGeossH8w9aMfiXz0kXY/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alt=\"Mol\"/> c1ccccc1\n",
"3 N=c1[nH]cc([N+](=O)[O-])s1 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> N=c1[nH]ccs1\n",
"4 Nc1ccc2c(c1)C(=O)c1ccccc1C2=O <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> O=C1c2ccccc2C(=O)c2ccccc21"
]
},
"execution_count": 19,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"frame.ix[:4, ['SMILES', 'Molecule', 'Murcko_SMILES']]"
]
},
{
"cell_type": "markdown",
"metadata": {
"collapsed": false
},
"source": [
"Murcko scaffoldsのSMILESキーも二次元構造にしてみる。"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"PandasTools.AddMoleculeColumnToFrame(frame, 'Murcko_SMILES', 'Murcko_scaffold')"
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>SMILES</th>\n",
" <th>Molecule</th>\n",
" <th>Murcko_SMILES</th>\n",
" <th>Murcko_scaffold</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>CC1=CC(=O)C=CC1=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>O=C1C=CC(=O)C=C1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1</td>\n",
" <td><img src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMgAAADICAYAAACtWK6eAAARFklEQVR4nO3dfVBU190H8N8KLAgqJlSKIQY1GEATajAdhYixCYbKs5NMpzKTNAXTvBhb8yxNMg0Z7QyZ6UyLrWnANiamyUTTp6YlyTQD0ThGjW9FIAWNUQEFo+JLdERCVHCB3e/zxw0Cisdl2d179+73M7OT3b337v15d7/n3LNh77EAgBDRoEboXQCRkTEgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJECA0KkwIAQKTAgRAoMCJGCeQNSWipy993a7S9/0bsaClDmDMj+/SKrVolUVYns3i2ycqVIfb3eVZlPEDRCoXoX4BM7d4rYbCLh4dpjm01k+3aRlBR96zKT3kZo3z4RQOSuu0Syskx3jM3Zg5w5IxIX1/d4/HjtOfKe/o1QRERfI2Qy5gyIyuLFItOna7fFi/WuJnAFSSNkzlOs2FiRI0f6Hp8+LZKUpN1/4w19aqKAZM4eJDNT5OOPRRwOkcuXRdavF5kzR++qzCU2dmCPcfq0yPe/r189PmLOgNx1l8iiRSKzZmm3JUtEpk7VuypzCZJGyAIAehdBAerPfxb5+9+1b7F+8QuRggK9K/I68wYEEGlqEklIELFa9a6GApQ5T7FEtG7/jjtEDh/WuxJz+f3vRT76aPBlhw6J/Pznfi3H18wbEJdL+29IiL51mM22bSIHDw6+7Nw5kbIyv5bja+YNiNOp/XeEef+J5Hvm/fSwByEvMG9A2IOQF5j308MehLzAvAFhD0JeYNpPzxnXOJk7oVnOjoi78crktkOTsuVo9A8GXXY+NFYOZyz0c0W+ZdqAdDlDZHvLZEGIOf8eUy/PfvWCrGv/n0GXNfQkyrTKv/m5It8ybUA4BCFvMG1AeocgDAgNh+kDwjE6DYdpPz48xSJvMG1A2IOQN5j24zN+vMjq1X0XNiHviIkRGT168GVWq8gtt/i3Hl8z7+9BiLzAdD1IVZXI2LEily5pj7OytOeIPGG6gIiItLeLvPfe4Mv+/W/tRsMTLA1RwAekdzDeX2qqyL/+Nfj6Bw5oNxq+YGiIAjYgly+L/OEP2sVKeluxXiNHas//97/61Oaps2fPytmzZ/Uuw23B0BAFZEAqKkSmTdMuDbtsmUhk5LXrLF6sfYvVq7JSu5jia69pt+nTteeMoLW1VZYsWSIJCQmSkJAgdrtd2tra9C7rhgK1IRqKgApIQ4NITo7II4+I5OZqF2zPzxexWK5dNyVF5NQpkW+/1R5nZIjs3atdImvJEu1+RoY/q79WT0+PvPnmm5KcnCzV1dWyadMm2b59u1RXV0tiYqKUlpaKc7BzSAMJpIbIIwgEra147n+7ERYGPPoo0NJy/VV37wZmztTur1sHiGjP9frd77Sb3j799FPceeedGD9+PFavXo2enp4ry5xOJ9auXYvY2Fjcfffd2LFjh46V9qmt7bvf/zjn5AA//KExj/NwGTsg3d3AX/8K3HwzNjz2f9i168ab9H/jHA5g3LiBb5zeGhsbkZubC6vVCrvdjvb29uuue/78edjtdoSGhsJms+HYsWN+rLTPwYPA/PlARARw9Kj2XKA0RMNl3IBs3QqkpgIxMUBJCdCvhQ1EbW1tKCwsRHh4OGw2G5qbm93etr6+Hg8++CAiIyNRVFSEzs5OH1bap7UVKCwErFbAZgOamvqWGb0h8hbjBeT4cSAvDwgLA+x24Jtv3N700CHg44+HtruODu3N37JliHW6qf/pUkpKCjZu3Ojxa5WXl2PixIlITExEWVmZF6scqKsLWL1a+9CnpQHbtg3/NevqAJdr+K/jb8YKyHvvaf14Tg7Q0OD2Zu3twG9+o7V0TzwxtF1euAC88IKWx5/+FDhyZIg1K2zduhWpqamIiYlBSUnJgHGGpy5duoSioiJERETggQcewIEDB7xQaZ9PPwWmTQPGj9dC4o2O+8IFLWyzZwN79gz/9fzJWAFpbgbWr3d7dZcLWLsWiIsDkpKADRs83/WhQ0BurhYyux349lvPX+vw4cPIzc1FWFgY7HY7vnGjF9yzZw9Onjzp9j5aWlqQl5d3ZR+qsYw7vvzyCLKygJEjgd/+VvtQe9O5c9pxDQ3VThDOnvXu6/uKsQIyBDU1QHo6cNNNQHGxdh7sDevXa2GLjwf++c9LcA3hvODixYtXWvesrKwhte5PPvkkRo0aheLiYjiG8I/ZsmXLgG/DnE6n29sCwJkzZ/DMM88gNDQUBQUn4evvAXbvBu65B9g8fwXw+uuGH1vqG5CSEmD6dO22cqV727S0oGNRAb43qhO/+pXWMnmbwwGsWAHcd18x0tPT8fnnnyvX7x1nxMXFISkpCeuH0Av25+kYo7u7GyUlJYiOjsY999yDysrKG27T1dU1YJudO3d6VLMnnE6g5+01fYOc//zHb/seKv0C8uWXwB13AJcvA52dQGKi9n3i9XR0aN8bRkUB99+P1v2nfF7iuXPnrnzNmpeXh9OnT1+zTlVVFWbNmoWbbrppyK3/YPqPMYbaC11d79dffz3oeuXl5bj99tsRHx/vUa/jNefPA88+qw0An3qq73lPGk4f0S8gq1YBzz/f9/jXv9a63MGUlwOTJgETJmiDDj+rq6tDZmYmoqKiUFRUhMuXLw8YAyxatAhnvXxSffz4cY/HGLW1tcjIyMDYsWMHhLa2thb33XcfIiMjUVhYiAveHmh46osvgLfe0u4PteH0Mf0CUlQE/PGPfY+XLwdefnngOgcPAtnZQGSktr6fvv8fjMvlwrp16zBhwgRMmjQJI0eORHZ2Ng76+M3zdIzhcrnwzjvvIC4uDlOnTsXDDz+M0NBQLFy4cEhfBvjdUBpOPzD232L96U8i48ZpE7O8/LI2H7dOLBaLPProo9LQ0CBWq1WeeOIJ2bhxo6SkpPh0v/fff7/s2bNHCgsL5cUXX5SZM2dKlRs/vLBYLPL4449LY2OjpKSkSEtLi1RVVcmaNWvkFiP/LtZg00vrFxB3Zkl96y1tDrz4eP/WphAZGSnR0dE+D0Z/oaGhUlBQIM3NzZKRkSGZmZmSn58vZ9z44IwZM0bmzJkjERERMmPGDD9U60M6zHGvX0DcmSU1AC9J8tVXX8mqVat88toxMTFSWloqVVVV0tzcLMnJybJ8+XLp6upSbud0OiUkUK5/pGo433hD+zPsvXv9Nt+9fp9Ak07V3NDQIEVFRT7dx4wZM2TXrl1SWloqJSUlkpqaKhs3brzu+i6XS0YESmNjsOml9T1qzz8vsmeP1iKYcAphX7JYLJKfny+NjY1is9nkoYcekgULFkhLS8s16wZUD2KwhjNAmhW6njFjxsiKFStk37594nA4pLOz85p1nE5n4PQgIoZqODk3gEkkJydLRUXFoMtcLlfg9CAGE0DNCnkqoE6xDIYBCQIBNUg3GB61IMBTLM8xIEEg4AbpBsKjFgTYg3iOAQkC7EE8x6MWBNiDeI4BCQLsQTzHoxYE2IN4jgEJAuxBPMejFgTYg3iOAQkC7EE8x6MWBNiDeI4BMYlTp07J8uXLB13GHsRzPGoBzuFwSHFxsSQlJcmGDRukvb39mnXYg3iOvwfxstDQUBk9erRf9lVRUSHPPfecOBwOee211yQvL08sg0y3xR7EczxqXjZv3jw5cuSIT/fR2NgoOTk58sgjj8iCBQukvr5e8vPzBw2HCHuQ4WBAAkhbW5u89NJLkpqaKiEhIXLgwAEpLi6WUaNGKbdjD+I5HrUh6J1089y5c/L6669LbW2tX/brcrnk3XfflaSkJNm0aZNs3rxZKioqZOLEiTfctru7W06ePMkexFO6XdMxwGzevPnKJUBfffVVPP3001eum+vLa9wOZxKeTz75BMnJyYiPj0dbW5vPajQzBuQGrp4Mp/9FpHfs2IGpU6ciPj4eH374oVf3e/XFq92ZhOfqmt2ZKJTUGJDr6J0Mp3fSzab+M1j209XVheLiYkRERMBms+H48ePD2u/V0x/s37/f6zWT+xiQq7hcLo8mw2lqasK8efMQHR3t0XyELpcLZWVlSEhIwJQpU1BRUeFxzRuGMxcdDcCA9FdZib0/+QliYmKwcuVKdHd3D/klysrKEBsbi7S0NNTU1Li1zYkTJ5Ceno7o6Gi88sor6Orqcnt/NTU1SE9P99oEPjQQAwIAJ04Ajz2mzTD5y1/i0jDndTt//jzsdvuVMcC3N5gRtKurC0uXLsWZM2fc3sfJkyeRl5eHkJAQ5OXleX0CH9IEd0AcDm26r9Gjgblzgb17vfryO3fuxLRp0xAfH48PPvjAK6/pcDhQUlKC0aNHY+7cufjiiy+88ro0uOANSHk5MHkycOutPp3WrXeyzKioKNhsNhwbxjSy5eXlmDx5MiZMmIC1OkxFF4yCLyD19cCPf9w3rVtHh19229TUhOzsbERFRaG4uHhIg/j6+npkZ2cjMjISRUVF6NRxKrpgE7gB+eQT4OGH+x4/8ID2HHD9WVKPHgWsVuBnPwNaWvxabq/eQfz06dNRXV2tXLe1tRV2ux1hYWHIzc3F0aNH/VQl9TJfQG40S+qhQ34v9WptbW1XpmtetGjRNYP47u5urF69GuPGjUNaWppf5zCngcz3t1g7d4rYbCLh4dqknzabyPbtfcunTNGvtu+MHTtWSktLZdu2bVJZWSnJycny/vvvi4jI1q1bJS0tTZYtWybLli2TmpoamT17ts4VB6/ADshnn/VN6lhdrT1nsFlSVe69916pq6uTJUuWyMKFCyUjI0Pmz58v8+fPl+bmZikoKOAfGeossH8w9aMfiXz0kXY/K0vXUjwVFhYmS5culczMTJkzZ45UVVXJzJkz9S6LvhPYPchg3Jle2oBuvfVWERFJTEzUuRLqz3wBMdgsqe5yuVwiIjylMpjAPsUaTP9ZUgHdZ0l1l9PpFBHhL/8MxgIAehdB2vzqKSkpcvHiRYmKitK7HPoOmyuDYA9iTHw3DIJjEGNiQAyCPYgx8d0wCPYgxsSAGITT6RSLxXLdi7+RPhgQg0Ay5Oa6m/Uug67CgBhEj6VHLrgu6F0GXYUBMQiXuGSEhW+H0fAdMQgnnBIiHKAbDQNiEE5xSoiFATEaBsQgXHDJCL4dhsN3xCDYgxgTA2IQ7EGMie+IQbAHMSYGxCCccLIHMSD+HsQgLrkuyanuUzIlXP+rrlAfBoRIgX26TvZ17pN7G++V1IOpMqthljjgkONdx2V242yJ2xcna1rX6F0iiRl/kx4AetAjOYdz5O2Jb0v2mGxxwCFWi1Vus94mu5J2yVPHntK7RPoOA6KDuo46iQ2Llewx2SIiEm4J17kiuh6eYungRPcJuT38dr3LIDcwIDoAIBbhD6MCAQOig3hrvBztOqp3GeQGBkQHaZFpcsxxTD678JmIiHS4OqQHPVeWh1nCpBvdepVH/fD/g+ik+lK12Fvs0uHqEKvFKlvu2CJjQ8aKiMgHbR/IslPLJDY0Vv4x6R9ym/U2fYsNYgwIkQJPsYgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESIEBIVJgQIgUGBAiBQaESOH/AeiK1Gema7xhAAAAAElFTkSuQmCC\" alt=\"Mol\"/></td>\n",
" <td>c1ccccc1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>N=c1[nH]cc([N+](=O)[O-])s1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>N=c1[nH]ccs1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Nc1ccc2c(c1)C(=O)c1ccccc1C2=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" <td>O=C1c2ccccc2C(=O)c2ccccc21</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
" SMILES Molecule Murcko_SMILES Murcko_scaffold\n",
"0 CC1=CC(=O)C=CC1=O <img src=\"data:image/png;base64,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\" alt=\"Mol\"/> O=C1C=CC(=O)C=C1 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"1 c1ccc2sc(SSc3nc4ccccc4s3)nc2c1 <img 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alt=\"Mol\"/>\n",
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alt=\"Mol\"/> c1ccccc1 <img 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alt=\"Mol\"/>\n",
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alt=\"Mol\"/> N=c1[nH]ccs1 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"4 Nc1ccc2c(c1)C(=O)c1ccccc1C2=O <img 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\" alt=\"Mol\"/> O=C1c2ccccc2C(=O)c2ccccc21 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>"
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"frame.ix[:4, ['SMILES', 'Molecule', 'Murcko_SMILES', 'Murcko_scaffold']]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"#### 3.表示される画像をカスタマイズする"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"表示される画像の大きさはPandasToolsの変数であるmolSizeの値を変えれば良い。"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {
"collapsed": false
},
"outputs": [],
"source": [
"PandasTools.molSize = (150, 150)"
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>SMILES</th>\n",
" <th>Molecule</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>CC1=CC(=O)C=CC1=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>N=c1[nH]cc([N+](=O)[O-])s1</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Nc1ccc2c(c1)C(=O)c1ccccc1C2=O</td>\n",
" <td><img src=\"data:image/png;base64,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\" alt=\"Mol\"/></td>\n",
" </tr>\n",
" </tbody>\n",
"</table>"
],
"text/plain": [
" SMILES Molecule\n",
"0 CC1=CC(=O)C=CC1=O <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"1 c1ccc2sc(SSc3nc4ccccc4s3)nc2c1 <img 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wWExITgsJgSHxYTgsJgQHBYTgsNiQnBYTAgOiwnBYTEhOCwmBIfFhOCwmBAcFhOCw2JCcFhMCA6LCcFhMSE4LCYEh8WE4LCYEBwWE4LDYkJwWEwIDosJwWExITgsJgSHxYTgsJgQHBYTgsNiQnBYTAgOiwnBYTEhOCwmBIfFhOCwmBAcFhPiP2aowpMEMnwDAAAAAElFTkSuQmCC\" alt=\"Mol\"/>\n",
"2 O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"3 N=c1[nH]cc([N+](=O)[O-])s1 <img src=\"data:image/png;base64,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\" alt=\"Mol\"/>\n",
"4 Nc1ccc2c(c1)C(=O)c1ccccc1C2=O <img 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\" alt=\"Mol\"/>"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"frame.ix[:4, ['SMILES', 'Molecule']]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Out[17]と比較すると小さくなっている。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"ベクター画像であるSVGにするにはPandasToolsの変数であるmolRepresentationの値を初期値のpngからsvgに変更する。"
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {
"collapsed": true
},
"outputs": [],
"source": [
"PandasTools.molRepresentation = 'svg'"
]
},
{
"cell_type": "code",
"execution_count": 25,
"metadata": {
"collapsed": false
},
"outputs": [
{
"data": {
"text/html": [
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>SMILES</th>\n",
" <th>Molecule</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>0</th>\n",
" <td>CC1=CC(=O)C=CC1=O</td>\n",
" <td><svg baseProfile=\"full\" height=\"150px\" version=\"1.1\" width=\"150px\" xml:space=\"preserve\" xmlns:rdkit=\"http://www.rdkit.org/xml\" xmlns:svg=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\\n<rect height=\"150\" style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"150\" x=\"0\" y=\"0\"> </rect>\\n<path d=\"M 47.1482,110.77 61.0741,86.7414\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 61.0741,86.7414 47.4213,62.9855\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 61.0741,86.7414 88.6528,87.2875\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 65.3082,81.9093 84.6133,82.2916\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 88.6528,87.2875 102.306,63.2586\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 102.306,65.7161 113.18,65.7161\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 113.18,65.7161 124.055,65.7161\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 102.306,60.8011 113.18,60.8011\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 113.18,60.8011 124.055,60.8011\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 102.306,63.2586 88.6528,39.2296\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 88.6528,39.2296 61.3472,39.2296\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 84.557,44.1446 65.443,44.1446\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 61.3472,39.2296 47.4213,62.9855\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 47.4213,60.528 36.6833,60.528\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 36.6833,60.528 25.9452,60.528\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 47.4213,65.443 36.6833,65.443\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 36.6833,65.443 25.9452,65.443\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<text style=\"font-size:13px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"124.055\" y=\"70.085\"><tspan>O</tspan></text>\\n<text style=\"font-size:13px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"13.1939\" y=\"69.8119\"><tspan>O</tspan></text>\\n</svg></td>\n",
" </tr>\n",
" <tr>\n",
" <th>1</th>\n",
" <td>c1ccc2sc(SSc3nc4ccccc4s3)nc2c1</td>\n",
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style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 139.745,79.13 132.355,71.8426\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 132.625,68.4018 118.548,72.3607\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 131.228,71.5363 121.374,74.3076\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 118.548,72.3607 113.858,69.2335\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 113.858,69.2335 109.167,66.1064\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 115.677,73.6186 112.394,71.4296\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 112.394,71.4296 109.11,69.2405\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<text style=\"font-size:7px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#CCCC00\" x=\"77.3434\" y=\"73.2405\"><tspan>S</tspan></text>\\n<text style=\"font-size:7px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#CCCC00\" x=\"66.7862\" y=\"83.7977\"><tspan>S</tspan></text>\\n<text style=\"font-size:7px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#0000FF\" x=\"47.4826\" y=\"66.4956\"><tspan>N</tspan></text>\\n<text style=\"font-size:7px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#CCCC00\" x=\"40.8331\" y=\"89.3695\"><tspan>S</tspan></text>\\n<text style=\"font-size:7px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#0000FF\" x=\"96.6028\" y=\"90.9824\"><tspan>N</tspan></text>\\n<text style=\"font-size:7px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#CCCC00\" x=\"103.296\" y=\"67.8152\"><tspan>S</tspan></text>\\n</svg></td>\n",
" </tr>\n",
" <tr>\n",
" <th>2</th>\n",
" <td>O=[N+]([O-])c1cc(Cl)c(O)c([N+](=O)[O-])c1</td>\n",
" <td><svg baseProfile=\"full\" height=\"150px\" version=\"1.1\" width=\"150px\" xml:space=\"preserve\" xmlns:rdkit=\"http://www.rdkit.org/xml\" xmlns:svg=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\\n<rect height=\"150\" style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"150\" x=\"0\" y=\"0\"> </rect>\\n<path d=\"M 45.348,91.2495 50.208,88.4329\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 50.208,88.4329 55.068,85.6163\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 55.068,85.6163 55.068,63.9504\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 58.9678,82.3664 58.9678,67.2003\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 55.068,85.6163 73.484,97.0993\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 59.8938,84.0295 72.7851,92.0676\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 73.484,97.0993 73.4025,105.332\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 73.4025,105.332 73.321,113.565\" style=\"fill:none;fill-rule:evenodd;stroke:#00CC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 73.484,97.0993 92.5501,86.0496\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 74.3885,92.0677 87.7347,84.3329\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 92.5501,86.0496 92.7667,64.167\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 88.6829,82.7286 88.8346,67.4108\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 92.7667,64.167 73.9174,53.1174\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 87.9671,65.874 74.7725,58.1392\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 92.7667,64.167 99.003,60.6237\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 99.003,60.6237 105.239,57.0803\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 73.9174,53.1174 55.068,63.9504\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 73.0332,58.1236 59.8386,65.7067\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 55.068,63.9504 48.8317,60.3361\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 48.8317,60.3361 42.5954,56.7219\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 28.4308,55.0348 24.7239,57.1831\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 24.7239,57.1831 21.017,59.3314\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 30.3863,58.409 26.6794,60.5573\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 26.6794,60.5573 22.9725,62.7056\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 36.0609,46.9426 36.1103,41.9594\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 36.1103,41.9594 36.1596,36.9763\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 113.783,47.3759 113.783,42.1219\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 113.783,42.1219 113.783,36.8679\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 109.883,47.3759 109.883,42.1219\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 109.883,42.1219 109.883,36.8679\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 118.426,57.2302 121.592,59.1007\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 121.592,59.1007 124.757,60.9713\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"26.2484\" y=\"102.082\"><tspan>HO</tspan></text>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#00CC00\" x=\"67.1291\" y=\"124.398\"><tspan>Cl</tspan></text>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#0000FF\" x=\"29.4085\" y=\"58.8589\"><tspan>N</tspan><tspan style=\"baseline-shift:super;font-size:7.5px;\">+</tspan><tspan/></text>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"11.877\" y=\"69.3669\"><tspan>O</tspan></text>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"30.0771\" y=\"36.9763\"><tspan>O</tspan><tspan style=\"baseline-shift:super;font-size:7.5px;\">-</tspan><tspan/></text>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#0000FF\" x=\"105.239\" y=\"59.2922\"><tspan>N</tspan><tspan style=\"baseline-shift:super;font-size:7.5px;\">+</tspan><tspan/></text>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"106.774\" y=\"36.8679\"><tspan>O</tspan></text>\\n<text style=\"font-size:10px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"124.757\" y=\"70.5585\"><tspan>O</tspan><tspan style=\"baseline-shift:super;font-size:7.5px;\">-</tspan><tspan/></text>\\n</svg></td>\n",
" </tr>\n",
" <tr>\n",
" <th>3</th>\n",
" <td>N=c1[nH]cc([N+](=O)[O-])s1</td>\n",
" <td><svg baseProfile=\"full\" height=\"150px\" version=\"1.1\" width=\"150px\" xml:space=\"preserve\" xmlns:rdkit=\"http://www.rdkit.org/xml\" xmlns:svg=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\\n<rect height=\"150\" style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"150\" x=\"0\" y=\"0\"> </rect>\\n<path d=\"M 119.197,99.5485 116.909,95.4771\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 116.909,95.4771 114.622,91.4056\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 119.275,82.5523 123.373,80.2242\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 123.373,80.2242 127.47,77.896\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 117.145,78.8042 121.243,76.476\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 121.243,76.476 125.341,74.1478\" style=\"fill:none;fill-rule:evenodd;stroke:#FF0000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 103.633,80.5954 96.7397,76.6002\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 96.7397,76.6002 89.846,72.605\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 89.846,72.605 81.2262,76.5401\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 81.2262,76.5401 72.6065,80.4752\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 85.4697,69.8639 79.4359,72.6185\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 79.4359,72.6185 73.4021,75.3731\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 89.846,72.605 87.6905,48.8947\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 85.2294,69.4388 83.7206,52.8416\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 87.6905,48.8947 81.025,47.4808\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 81.025,47.4808 74.3594,46.0669\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 84.7963,52.6877 80.1304,51.698\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 80.1304,51.698 75.4645,50.7082\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 60.4703,49.8527 56.1181,57.2772\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 56.1181,57.2772 51.7658,64.7016\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 62.8837,54.2602 59.8372,59.4573\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 59.8372,59.4573 56.7906,64.6544\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 51.5325,62.5588 44.6274,63.3108\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 44.6274,63.3108 37.7224,64.0629\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 51.9992,66.8444 45.0942,67.5964\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 45.0942,67.5964 38.1891,68.3485\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 51.7658,64.7016 57.3919,70.9994\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 57.3919,70.9994 63.0179,77.2972\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 56.6686,63.7189 60.6068,68.1274\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 60.6068,68.1274 64.5451,72.5358\" style=\"fill:none;fill-rule:evenodd;stroke:#CCCC00;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<text style=\"font-size:11px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"116.108\" y=\"112.721\"><tspan>O</tspan><tspan style=\"baseline-shift:super;font-size:8.25px;\">-</tspan><tspan/></text>\\n<text style=\"font-size:11px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#0000FF\" x=\"103.633\" y=\"91.4056\"><tspan>N</tspan><tspan style=\"baseline-shift:super;font-size:8.25px;\">+</tspan><tspan/></text>\\n<text style=\"font-size:11px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#FF0000\" x=\"126.405\" y=\"78.832\"><tspan>O</tspan></text>\\n<text style=\"font-size:11px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#0000FF\" x=\"53.601\" y=\"49.8527\"><tspan>NH</tspan></text>\\n<text style=\"font-size:11px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#0000FF\" x=\"17.1974\" y=\"73.3235\"><tspan>HN</tspan></text>\\n<text style=\"font-size:11px;font-style:normal;font-weight:normal;fill-opacity:1;stroke:none;font-family:sans-serif;text-anchor:start;fill:#CCCC00\" x=\"63.0179\" y=\"88.6514\"><tspan>S</tspan></text>\\n</svg></td>\n",
" </tr>\n",
" <tr>\n",
" <th>4</th>\n",
" <td>Nc1ccc2c(c1)C(=O)c1ccccc1C2=O</td>\n",
" <td><svg baseProfile=\"full\" height=\"150px\" version=\"1.1\" width=\"150px\" xml:space=\"preserve\" xmlns:rdkit=\"http://www.rdkit.org/xml\" xmlns:svg=\"http://www.w3.org/2000/svg\" xmlns:xlink=\"http://www.w3.org/1999/xlink\">\\n<rect height=\"150\" style=\"opacity:1.0;fill:#FFFFFF;stroke:none\" width=\"150\" x=\"0\" y=\"0\"> </rect>\\n<path d=\"M 114.353,73.0962 110.046,71.9098\" style=\"fill:none;fill-rule:evenodd;stroke:#0000FF;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 110.046,71.9098 105.74,70.7233\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 105.74,70.7233 92.724,84.6691\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 101.341,70.5315 92.2296,80.2935\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 105.74,70.7233 100.905,52.6868\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 101.782,68.8844 98.3978,56.2588\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 100.905,52.6868 82.869,47.8523\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1\"/>\\n<path d=\"M 97.3335,55.1945 84.7079,51.8103\" style=\"fill:none;fill-rule:evenodd;stroke:#000000;stroke-width:2px;stroke-linecap:butt;stroke-linejoin:miter;stroke-opacity:1;stroke-dasharray:6,6\"/>\\n<path d=\"M 82.869,47.8523 69.4811,61.4261\" 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]
},
"execution_count": 25,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"frame.ix[:4, ['SMILES', 'Molecule']]"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"こちらのほうがきれいに描画される。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"---"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"まとめ: PandasToolsを使うことでJupyter+Pandasでの処理がすごい便利だったところにさらに画像も付け加えることができ、目視での確認などの作業がぐっと楽になると思う。"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### 以上。"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 2",
"language": "python",
"name": "python2"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 2
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython2",
"version": "2.7.13"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
@yamasakih
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最後のSVGはgistの機能ではちゃんと表示されないようです。ご自身でJupyter上で実行してみて下さい。

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