{
"cells": [
{
"cell_type": "code",
"execution_count": 1,
"id": "902dfc4a",
"metadata": {},
"outputs": [],
"source": [
"import numpy as np\n",
"import pandas as pd\n",
"import scanpy as sc\n",
"import anndata as ad\n",
"import sklearn as sk\n",
"\n",
"from sklearn.linear_model import LogisticRegression\n",
"from sklearn.metrics import classification_report"
]
},
{
"cell_type": "markdown",
"id": "a5d9fb6e",
"metadata": {},
"source": [
"Load every available dataset."
]
},
{
"cell_type": "code",
"execution_count": 2,
"id": "d94b8e15",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"CPU times: user 1min 59s, sys: 2min 25s, total: 4min 24s\n",
"Wall time: 4min 26s\n"
]
}
],
"source": [
"%%time\n",
"adatas = []\n",
"for i, row in pd.read_csv('personal.csv').iterrows():\n",
" try:\n",
" adata = sc.read(f'datasets/{row.Author}_{row.Year}.h5ad')\n",
" adata.obs['dataset'] = f'{row.Author}_{row.Year}'\n",
" adatas.append(adata)\n",
" except FileNotFoundError:\n",
" pass\n",
" \n",
"adata = ad.concat(adatas)"
]
},
{
"cell_type": "markdown",
"id": "2b65993f",
"metadata": {},
"source": [
"## Explore the data"
]
},
{
"cell_type": "code",
"execution_count": 3,
"id": "ed4c66c8",
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
"/home/icb/yuge.ji/miniconda3/envs/py37/lib/python3.7/site-packages/scanpy/_settings.py:447: DeprecationWarning: `set_matplotlib_formats` is deprecated since IPython 7.23, directly use `matplotlib_inline.backend_inline.set_matplotlib_formats()`\n",
" IPython.display.set_matplotlib_formats(*ipython_format)\n"
]
}
],
"source": [
"import seaborn as sns\n",
"import matplotlib.pyplot as plt\n",
"sc.set_figure_params(dpi=100, frameon=False)"
]
},
{
"cell_type": "code",
"execution_count": 38,
"id": "c74e3c66",
"metadata": {
"scrolled": false
},
"outputs": [
{
"data": {
"text/html": [
"
\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" nth condition | \n",
" condition | \n",
" n_samples | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" 0 | \n",
" ELF1 | \n",
" 11676 | \n",
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\n",
" \n",
" | 1 | \n",
" 1 | \n",
" control | \n",
" 8878 | \n",
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\n",
" \n",
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" 2 | \n",
" CREB1 | \n",
" 7587 | \n",
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\n",
" \n",
" | 3 | \n",
" 3 | \n",
" ELK1 | \n",
" 7366 | \n",
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\n",
" \n",
" | 4 | \n",
" 4 | \n",
" INTERGENIC393453 | \n",
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\n",
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\n",
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"
],
"text/plain": [
" nth condition condition n_samples\n",
"0 0 ELF1 11676\n",
"1 1 control 8878\n",
"2 2 CREB1 7587\n",
"3 3 ELK1 7366\n",
"4 4 INTERGENIC393453 7177"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"image/png": {
"height": 397,
"width": 863
},
"needs_background": "light"
},
"output_type": "display_data"
},
{
"data": {
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"\n",
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\n",
" \n",
" \n",
" | \n",
" nth condition | \n",
" condition | \n",
" n_samples | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" 0 | \n",
" | \n",
" 11835 | \n",
"
\n",
" \n",
" | 1 | \n",
" 1 | \n",
" KLF1 | \n",
" 1954 | \n",
"
\n",
" \n",
" | 2 | \n",
" 2 | \n",
" BAK1 | \n",
" 1451 | \n",
"
\n",
" \n",
" | 3 | \n",
" 3 | \n",
" CEBPE | \n",
" 1230 | \n",
"
\n",
" \n",
" | 4 | \n",
" 4 | \n",
" CEBPE,RUNX1T1 | \n",
" 1215 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" nth condition condition n_samples\n",
"0 0 11835\n",
"1 1 KLF1 1954\n",
"2 2 BAK1 1451\n",
"3 3 CEBPE 1230\n",
"4 4 CEBPE,RUNX1T1 1215"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
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"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | \n",
" nth condition | \n",
" condition | \n",
" n_samples | \n",
"
\n",
" \n",
" \n",
" \n",
" | 0 | \n",
" 0 | \n",
" JAK | \n",
" 1503 | \n",
"
\n",
" \n",
" | 1 | \n",
" 1 | \n",
" TIMP | \n",
" 1483 | \n",
"
\n",
" \n",
" | 2 | \n",
" 2 | \n",
" IFNGR | \n",
" 1427 | \n",
"
\n",
" \n",
" | 3 | \n",
" 3 | \n",
" SLC5A | \n",
" 1212 | \n",
"
\n",
" \n",
" | 4 | \n",
" 4 | \n",
" NPC | \n",
" 1151 | \n",
"
\n",
" \n",
"
\n",
"
"
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"text/plain": [
" nth condition condition n_samples\n",
"0 0 JAK 1503\n",
"1 1 TIMP 1483\n",
"2 2 IFNGR 1427\n",
"3 3 SLC5A 1212\n",
"4 4 NPC 1151"
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" | \n",
" nth condition | \n",
" condition | \n",
" n_samples | \n",
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" | 0 | \n",
" 0 | \n",
" Vehicle | \n",
" 12966 | \n",
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" | 1 | \n",
" 1 | \n",
" PD98059 | \n",
" 3754 | \n",
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\n",
" \n",
" | 2 | \n",
" 2 | \n",
" Tranylcypromine | \n",
" 3735 | \n",
"
\n",
" \n",
" | 3 | \n",
" 3 | \n",
" WP1066 | \n",
" 3711 | \n",
"
\n",
" \n",
" | 4 | \n",
" 4 | \n",
" RG108 | \n",
" 3710 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
" nth condition condition n_samples\n",
"0 0 Vehicle 12966\n",
"1 1 PD98059 3754\n",
"2 2 Tranylcypromine 3735\n",
"3 3 WP1066 3711\n",
"4 4 RG108 3710"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"image/png": {
"height": 397,
"width": 863
},
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"for a in adatas:\n",
" df = pd.DataFrame(a.obs.perturbation_name.value_counts())\n",
" df = df.reset_index().reset_index()\n",
" df.columns = ['nth condition', 'condition', 'n_samples']\n",
" display(df.head(5))\n",
"\n",
" plt.figure(figsize=(10, 4))\n",
" sns.scatterplot(data=df, x='nth condition', y='n_samples', size=1, legend=None)\n",
" plt.yscale('log')\n",
" plt.title(a.obs.dataset.values[0])\n",
" plt.show()"
]
},
{
"cell_type": "markdown",
"id": "7f225cde",
"metadata": {},
"source": [
"Which perturbations are in these datasets?"
]
},
{
"cell_type": "code",
"execution_count": 26,
"id": "cb5ae64a",
"metadata": {},
"outputs": [],
"source": [
"df = pd.crosstab(adata.obs.perturbation_name, adata.obs.dataset)\n",
"df['sum'] = df.sum(axis=1)"
]
},
{
"cell_type": "code",
"execution_count": 38,
"id": "71262c5e",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"perturbation_name\n",
"(+)-JQ1 True\n",
"2-Methoxyestradiol True\n",
"A-366 True\n",
"ABT-737 True\n",
"AC480 True\n",
" ... \n",
"ZC3HAV1 True\n",
"ZM 447439 True\n",
"ZNF318 True\n",
"Zileuton True\n",
"control True\n",
"Length: 1364, dtype: bool"
]
},
"execution_count": 38,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"pd.crosstab(adata.obs.perturbation_name, adata.obs.dataset)"
]
},
{
"cell_type": "code",
"execution_count": 34,
"id": "bf7d558a",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | dataset | \n",
" Dixit_2016 | \n",
" Frangieh_2021 | \n",
" Norman_2019 | \n",
" Srivatsan_2019 | \n",
" sum | \n",
"
\n",
" \n",
" | perturbation_name | \n",
" | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | control | \n",
" 8878 | \n",
" 0 | \n",
" 11835 | \n",
" 0 | \n",
" 20713 | \n",
"
\n",
" \n",
" | DMSO | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 12966 | \n",
" 12966 | \n",
"
\n",
" \n",
" | ELF1 | \n",
" 11676 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 11676 | \n",
"
\n",
" \n",
" | CREB1 | \n",
" 7587 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 7587 | \n",
"
\n",
" \n",
" | ELK1 | \n",
" 7366 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 7366 | \n",
"
\n",
" \n",
" | INTERGENIC393453 | \n",
" 7177 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 7177 | \n",
"
\n",
" \n",
" | EGR1 | \n",
" 6181 | \n",
" 0 | \n",
" 321 | \n",
" 0 | \n",
" 6502 | \n",
"
\n",
" \n",
" | GABPA | \n",
" 5462 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 5462 | \n",
"
\n",
" \n",
" | NR2C2 | \n",
" 5030 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 5030 | \n",
"
\n",
" \n",
" | ETS1 | \n",
" 4815 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 4815 | \n",
"
\n",
" \n",
" | E2F4 | \n",
" 4516 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 4516 | \n",
"
\n",
" \n",
" | IRF1 | \n",
" 3837 | \n",
" 0 | \n",
" 427 | \n",
" 0 | \n",
" 4264 | \n",
"
\n",
" \n",
" | PD98059 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3754 | \n",
" 3754 | \n",
"
\n",
" \n",
" | Tranylcypromine | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3735 | \n",
" 3735 | \n",
"
\n",
" \n",
" | WP1066 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3711 | \n",
" 3711 | \n",
"
\n",
" \n",
" | RG108 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3710 | \n",
" 3710 | \n",
"
\n",
" \n",
" | Tubastatin A | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3706 | \n",
" 3706 | \n",
"
\n",
" \n",
" | Curcumin | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3685 | \n",
" 3685 | \n",
"
\n",
" \n",
" | GSK-LSD1 2 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3677 | \n",
" 3677 | \n",
"
\n",
" \n",
" | Busulfan | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3670 | \n",
" 3670 | \n",
"
\n",
" \n",
" | SRT2104 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3669 | \n",
" 3669 | \n",
"
\n",
" \n",
" | Baricitinib | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3664 | \n",
" 3664 | \n",
"
\n",
" \n",
" | Tacedinaline | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3652 | \n",
" 3652 | \n",
"
\n",
" \n",
" | Capecitabine | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3646 | \n",
" 3646 | \n",
"
\n",
" \n",
" | Tofacitinib | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3635 | \n",
" 3635 | \n",
"
\n",
" \n",
" | Tazemetostat | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3634 | \n",
" 3634 | \n",
"
\n",
" \n",
" | Entacapone | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3623 | \n",
" 3623 | \n",
"
\n",
" \n",
" | BRD4770 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3619 | \n",
" 3619 | \n",
"
\n",
" \n",
" | WHI-P154 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3614 | \n",
" 3614 | \n",
"
\n",
" \n",
" | Mesna | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3612 | \n",
" 3612 | \n",
"
\n",
" \n",
" | CEP-33779 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3598 | \n",
" 3598 | \n",
"
\n",
" \n",
" | Cerdulatinib | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3593 | \n",
" 3593 | \n",
"
\n",
" \n",
" | Anacardic Acid | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3593 | \n",
" 3593 | \n",
"
\n",
" \n",
" | GSK J1 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3592 | \n",
" 3592 | \n",
"
\n",
" \n",
" | Daphnetin | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3578 | \n",
" 3578 | \n",
"
\n",
" \n",
" | Altretamine | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3566 | \n",
" 3566 | \n",
"
\n",
" \n",
" | PJ34 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3561 | \n",
" 3561 | \n",
"
\n",
" \n",
" | Filgotinib | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3552 | \n",
" 3552 | \n",
"
\n",
" \n",
" | Triamcinolone Acetonide | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3546 | \n",
" 3546 | \n",
"
\n",
" \n",
" | UNC0631 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3543 | \n",
" 3543 | \n",
"
\n",
" \n",
" | Ofloxacin | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3543 | \n",
" 3543 | \n",
"
\n",
" \n",
" | Clevudine | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3534 | \n",
" 3534 | \n",
"
\n",
" \n",
" | Valproic acid sodium salt | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3529 | \n",
" 3529 | \n",
"
\n",
" \n",
" | Sirtinol | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3529 | \n",
" 3529 | \n",
"
\n",
" \n",
" | AICAR | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3527 | \n",
" 3527 | \n",
"
\n",
" \n",
" | AG-490 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3523 | \n",
" 3523 | \n",
"
\n",
" \n",
" | INTERGENIC216151 | \n",
" 3518 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3518 | \n",
"
\n",
" \n",
" | INTERGENIC1144056 | \n",
" 3518 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3518 | \n",
"
\n",
" \n",
" | NVP-BSK805 2 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3505 | \n",
" 3505 | \n",
"
\n",
" \n",
" | MK-0752 | \n",
" 0 | \n",
" 0 | \n",
" 0 | \n",
" 3495 | \n",
" 3495 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
"dataset Dixit_2016 Frangieh_2021 Norman_2019 \\\n",
"perturbation_name \n",
"control 8878 0 11835 \n",
"DMSO 0 0 0 \n",
"ELF1 11676 0 0 \n",
"CREB1 7587 0 0 \n",
"ELK1 7366 0 0 \n",
"INTERGENIC393453 7177 0 0 \n",
"EGR1 6181 0 321 \n",
"GABPA 5462 0 0 \n",
"NR2C2 5030 0 0 \n",
"ETS1 4815 0 0 \n",
"E2F4 4516 0 0 \n",
"IRF1 3837 0 427 \n",
"PD98059 0 0 0 \n",
"Tranylcypromine 0 0 0 \n",
"WP1066 0 0 0 \n",
"RG108 0 0 0 \n",
"Tubastatin A 0 0 0 \n",
"Curcumin 0 0 0 \n",
"GSK-LSD1 2 0 0 0 \n",
"Busulfan 0 0 0 \n",
"SRT2104 0 0 0 \n",
"Baricitinib 0 0 0 \n",
"Tacedinaline 0 0 0 \n",
"Capecitabine 0 0 0 \n",
"Tofacitinib 0 0 0 \n",
"Tazemetostat 0 0 0 \n",
"Entacapone 0 0 0 \n",
"BRD4770 0 0 0 \n",
"WHI-P154 0 0 0 \n",
"Mesna 0 0 0 \n",
"CEP-33779 0 0 0 \n",
"Cerdulatinib 0 0 0 \n",
"Anacardic Acid 0 0 0 \n",
"GSK J1 0 0 0 \n",
"Daphnetin 0 0 0 \n",
"Altretamine 0 0 0 \n",
"PJ34 0 0 0 \n",
"Filgotinib 0 0 0 \n",
"Triamcinolone Acetonide 0 0 0 \n",
"UNC0631 0 0 0 \n",
"Ofloxacin 0 0 0 \n",
"Clevudine 0 0 0 \n",
"Valproic acid sodium salt 0 0 0 \n",
"Sirtinol 0 0 0 \n",
"AICAR 0 0 0 \n",
"AG-490 0 0 0 \n",
"INTERGENIC216151 3518 0 0 \n",
"INTERGENIC1144056 3518 0 0 \n",
"NVP-BSK805 2 0 0 0 \n",
"MK-0752 0 0 0 \n",
"\n",
"dataset Srivatsan_2019 sum \n",
"perturbation_name \n",
"control 0 20713 \n",
"DMSO 12966 12966 \n",
"ELF1 0 11676 \n",
"CREB1 0 7587 \n",
"ELK1 0 7366 \n",
"INTERGENIC393453 0 7177 \n",
"EGR1 0 6502 \n",
"GABPA 0 5462 \n",
"NR2C2 0 5030 \n",
"ETS1 0 4815 \n",
"E2F4 0 4516 \n",
"IRF1 0 4264 \n",
"PD98059 3754 3754 \n",
"Tranylcypromine 3735 3735 \n",
"WP1066 3711 3711 \n",
"RG108 3710 3710 \n",
"Tubastatin A 3706 3706 \n",
"Curcumin 3685 3685 \n",
"GSK-LSD1 2 3677 3677 \n",
"Busulfan 3670 3670 \n",
"SRT2104 3669 3669 \n",
"Baricitinib 3664 3664 \n",
"Tacedinaline 3652 3652 \n",
"Capecitabine 3646 3646 \n",
"Tofacitinib 3635 3635 \n",
"Tazemetostat 3634 3634 \n",
"Entacapone 3623 3623 \n",
"BRD4770 3619 3619 \n",
"WHI-P154 3614 3614 \n",
"Mesna 3612 3612 \n",
"CEP-33779 3598 3598 \n",
"Cerdulatinib 3593 3593 \n",
"Anacardic Acid 3593 3593 \n",
"GSK J1 3592 3592 \n",
"Daphnetin 3578 3578 \n",
"Altretamine 3566 3566 \n",
"PJ34 3561 3561 \n",
"Filgotinib 3552 3552 \n",
"Triamcinolone Acetonide 3546 3546 \n",
"UNC0631 3543 3543 \n",
"Ofloxacin 3543 3543 \n",
"Clevudine 3534 3534 \n",
"Valproic acid sodium salt 3529 3529 \n",
"Sirtinol 3529 3529 \n",
"AICAR 3527 3527 \n",
"AG-490 3523 3523 \n",
"INTERGENIC216151 0 3518 \n",
"INTERGENIC1144056 0 3518 \n",
"NVP-BSK805 2 3505 3505 \n",
"MK-0752 3495 3495 "
]
},
"execution_count": 34,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df.sort_values(by='sum', ascending=False)[:50]"
]
},
{
"cell_type": "code",
"execution_count": 27,
"id": "14569e1b",
"metadata": {
"scrolled": false
},
"outputs": [],
"source": [
"freq = ad.AnnData(df.sort_values(by='sum', ascending=False).drop('sum', axis=1))"
]
},
{
"cell_type": "code",
"execution_count": 28,
"id": "ee5d6e6c",
"metadata": {},
"outputs": [],
"source": [
"freq.obs = freq.obs.reset_index()"
]
},
{
"cell_type": "code",
"execution_count": 29,
"id": "d2096609",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"array(['control', 'DMSO', 'ELF1', 'CREB1', 'ELK1', 'INTERGENIC393453',\n",
" 'EGR1', 'GABPA', 'NR2C2', 'ETS1', 'E2F4', 'IRF1', 'PD98059',\n",
" 'Tranylcypromine', 'WP1066', 'RG108', 'Tubastatin A ', 'Curcumin',\n",
" 'GSK-LSD1 2', 'Busulfan '], dtype=object)"
]
},
"execution_count": 29,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"freq.obs.perturbation_name.values[:20]"
]
},
{
"cell_type": "code",
"execution_count": 39,
"id": "bdd59abc",
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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\n",
"text/plain": [
""
]
},
"metadata": {
"image/png": {
"height": 1548,
"width": 444
},
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"sc.pl.dotplot(\n",
" freq[freq.obs.perturbation_name.isin(freq.obs.perturbation_name.values[:50])],\n",
" var_names=freq.var_names,\n",
" groupby='perturbation_name',\n",
" colorbar_title='n_samples'\n",
")"
]
},
{
"cell_type": "code",
"execution_count": 45,
"id": "9340319e",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"1"
]
},
"execution_count": 45,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"['a', 'b'].index('b')"
]
},
{
"cell_type": "markdown",
"id": "ad4a0817",
"metadata": {},
"source": [
"Which perturbations exist across multiple datasets?"
]
},
{
"cell_type": "code",
"execution_count": 41,
"id": "d99119a5",
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"\n",
"\n",
"
\n",
" \n",
" \n",
" | dataset | \n",
" Dixit_2016 | \n",
" Frangieh_2021 | \n",
" Norman_2019 | \n",
" Srivatsan_2019 | \n",
"
\n",
" \n",
" | perturbation_name | \n",
" | \n",
" | \n",
" | \n",
" | \n",
"
\n",
" \n",
" \n",
" \n",
" | EGR1 | \n",
" 6181 | \n",
" 0 | \n",
" 321 | \n",
" 0 | \n",
"
\n",
" \n",
" | IRF1 | \n",
" 3837 | \n",
" 0 | \n",
" 427 | \n",
" 0 | \n",
"
\n",
" \n",
" | NCL | \n",
" 0 | \n",
" 121 | \n",
" 237 | \n",
" 0 | \n",
"
\n",
" \n",
" | SET | \n",
" 0 | \n",
" 415 | \n",
" 985 | \n",
" 0 | \n",
"
\n",
" \n",
" | control | \n",
" 8878 | \n",
" 0 | \n",
" 11835 | \n",
" 0 | \n",
"
\n",
" \n",
"
\n",
"
"
],
"text/plain": [
"dataset Dixit_2016 Frangieh_2021 Norman_2019 Srivatsan_2019\n",
"perturbation_name \n",
"EGR1 6181 0 321 0\n",
"IRF1 3837 0 427 0\n",
"NCL 0 121 237 0\n",
"SET 0 415 985 0\n",
"control 8878 0 11835 0"
]
},
"execution_count": 41,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"df = pd.crosstab(adata.obs.perturbation_name, adata.obs.dataset)\n",
"df = df[np.count_nonzero(df, axis=1) > 1]\n",
"df"
]
},
{
"cell_type": "code",
"execution_count": 5,
"id": "8e731419",
"metadata": {},
"outputs": [
{
"data": {
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\n",
"text/plain": [
""
]
},
"metadata": {
"image/png": {
"height": 375,
"width": 573
},
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"sns.barplot(data = df[df.columns[:3]].reset_index().melt(id_vars='perturbation_name'), x='perturbation_name', y='value', hue='dataset')\n",
"plt.yscale('log')\n",
"plt.legend(bbox_to_anchor = (1.6, 1.01));"
]
},
{
"cell_type": "code",
"execution_count": 8,
"id": "58601afe",
"metadata": {},
"outputs": [],
"source": [
"import pubchempy as pcp"
]
},
{
"cell_type": "code",
"execution_count": 28,
"id": "607819bc",
"metadata": {
"scrolled": true
},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
"Enzastaurin\n",
"Raltitrexed\n",
"Vehicle\n",
"oh no, nothing found for Vehicle\n",
"Lenalidomide\n",
"Divalproex Sodium\n",
"MLN8054\n",
"Sodium Phenylbutyrate\n",
"['Sodium 4-phenylbutyrate', 'SODIUM PHENYLBUTYRATE', '1716-12-7', 'sodium 4-phenylbutanoate', 'Buphenyl', 'TriButyrate', 'Ammonaps', 'Benzenebutanoic acid, sodium salt', '4-Phenylbutyric Acid Sodium Salt', 'sodium;4-phenylbutanoate', '4PBA', '4-phenylbutyric acid sodium', 'UNII-NT6K61736T', 'CHEBI:75316', 'NT6K61736T', 'MFCD00800247', 'DSSTox_CID_20948', 'DSSTox_RID_79606', 'DSSTox_GSID_40948', '4-Phenylbutyrate, Na', 'C10H11NaO2', 'CAS-1716-12-7', 'NSC-657802', 'NCGC00018113-03', 'NSC 657802', 'Ammonapse', 'Lunaphen', 'NaPb', 'Phenylbutyrate Na', '4-phenylbutyric acid, sodium salt', 'Sodium phenylbutyrate [USAN:BAN]', 'Buphenyl (TN)', 'EL-532', 'VP-101', 'sodium-4-phenylbutyrate', 'CHEMBL1746', 'Sodium 4-Phenylbutyrate-d11', 'Phenylbutyric acid sodium salt', 'SCHEMBL125792', '4-PB', 'ACER-001', 'Sodium 4-phenylbutyrate, 95%', 'DTXSID7040948', 'CMK-304', 'Sodium phenylbutyrate (JAN/USP)', 'HMS2089B22', 'HMS3269N07', 'HMS3413B10', 'HMS3652K18', 'HMS3677B10', 'HMS3885P05', 'AMY13389', 'Sodium 4-phenylbutyrate;TriButyrate', 'Tox21_110826', 'CS0031', 's4125', 'AKOS006344763', 'AKOS015967141', 'Tox21_110826_1', 'CCG-213730', 'CCG-265014', 'CS-1397', 'Sodium phenylbutyrate, >=98% (HPLC)', 'NCGC00018113-07', 'NCGC00167830-01', 'AS-13914', 'H454', 'HY-15654', 'SY067225', 'AB0013057', 'A4107', 'FT-0619402', 'SW219199-1', 'AMX0035 COMPONENT SODIUM PHENYLBUTYRATE', 'D05868', 'F14969', 'AMX-0035 COMPONENT SODIUM PHENYLBUTYRATE', 'A811337', 'J-010746', 'J-524277', 'Q7553358', '4-Phenylbutyric acid sodium 100 microg/mL in Acetonitrile:Water', 'Sodium phenylbutyrate, European Pharmacopoeia (EP) Reference Standard', 'Sodium phenylbutyrate, United States Pharmacopeia (USP) Reference Standard']\n",
"Celecoxib\n",
"Linifanib\n",
"Thalidomide\n",
"SNS-314\n",
"(+)-JQ1\n",
"['1268524-70-4', '(+)-JQ1', '(+)-JQ-1', 'JQ1 compound', 'JQ1', 'JQ-1', '(S)-tert-butyl 2-(4-(4-chlorophenyl)-2,3,9-triMethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl)acetate', 'UNII-1MRH0IMX0W', '(S)-JQ1', 'Bromodomain Inhibitor, (+)-JQ1', '1MRH0IMX0W', 'C23H25ClN4O2S', 'CHEMBL1957266', 'tert-butyl (S)-2-(4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl)acetate', '(S)-(+)-tert-Butyl 2-(4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl)acetate', '6H-Thieno(3,2-f)(1,2,4)triazolo(4,3-a)(1,4)diazepine-6-acetic acid, 4-(4-chlorophenyl)-2,3,9-trimethyl-, 1,1-dimethylethyl ester, (6S)-', '6H-Thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepine-6-acetic acid, 4-(4-chlorophenyl)-2,3,9-trimethyl-, 1,1-dimethylethyl ester, (6S)-', 'tert-Butyl 2-((6S)-4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno(3,2-f)(1,2,4)triazolo(4,3-a)(1,4)diazepin-6-yl)acetate', '(S)-(+)-tert-Butyl 2-(4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno(3,2-f)(1,2,4)triazolo(4,3-a)(1,4)diazepin-6-yl)acetate', '3mxf', '4flp', '4qzs', '(6S)-4-(4-Chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepine-6-acetic acid 1,1-dimethylethyl ester', 'tert-butyl 2-((6S)-4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl)acetate', 'MLS006011158', 'SCHEMBL881227', 'GTPL7511', 'CHEBI:95080', 'DTXSID20155309', 'EX-A457', 'SYN3004', 'CHEBI:137113', 'BDBM50365262', 'NSC760183', 'NSC764043', 's7110', 'ZINC57318556', 'AKOS016344680', '(+)JQ-1', 'ACN-038216', 'CCG-269306', 'CS-0581', 'JQ1 (+)', 'JQ1-(+)', 'NSC-760183', 'NSC-764043', 'NCGC00250412-01', 'NCGC00250412-15', 'NCGC00250412-21', '(S)-tert-butyl 2-(4-(4-chlorophenyl)-2,3,9-triMethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diaz', 'AC-32617', 'AS-16352', 'BP-21590', 'HY-13030', 'SMR004702930', 'AB0047492', 'BB 0262647', '(+)-JQ1, >=98% (HPLC)', 'A854208', 'Q3156953', '(6S)-4-(4-Chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]di azepine-6-acetic acid 1,1-dimethylethyl ester', 'tert-butyl (S)-2-(4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl)acetate;(S)-(+)-tert-Butyl 2-(4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl)acetate', 'tert-butyl [(6S)-4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl]acetate', 'tert-butyl 2-[(9S)-7-(4-chlorophenyl)-4,5,13-trimethyl-3-thia-1,8,11,12-tetrazatricyclo[8.3.0.02,6]trideca-2(6),4,7,10,12-pentaen-9-yl]acetate', 'tert-butyl[(S)-4-(4-chlorophenyl)-2,3,9-trimethyl-6H-thieno[3,2-f][1,2,4]triazolo[4,3-a][1,4]diazepin-6-yl]acetate']\n",
"S3I-201\n",
"['501919-59-1', 'Nsc 74859', 'S3I-201', '2-hydroxy-4-(2-(tosyloxy)acetamido)benzoic acid', 'S31-201', 'NSC-74859', 'NSC74859', 'UNII-JG1E8503OI', 'MLS002701911', 'S3I201', 'S3I 201', 'JG1E8503OI', '2-Hydroxy-4-[[2-[[(4-methylphenyl)sulfonyl]oxy]acetyl]amino]benzoic acid', 'Benzoic acid, 2-hydroxy-4-((2-(((4-methylphenyl)sulfonyl)oxy)acetyl)amino)-', 'SMR001565495', 'Benzoic acid, 2-hydroxy-4-[[2-[[(4-methylphenyl)sulfonyl]oxy]acetyl]amino]-', 'Salicylic acid, 4-p-toluenesulfonate', 'STAT3-inhibitor-VI', 'NSC 74859 (S3I-201)', 'NCIOpen2_008987', 'cc-515', 'MLS006011065', 'CHEMBL477936', 'cid_252682', 'SCHEMBL4456216', 'BDBM20283', 'CHEBI:91224', 'AOB4162', 'DTXSID00198234', 'EX-A342', 'GLG-302', 'BCPP000083', 'HMS3654C12', 'BCP01761', 'ZINC1621282', '2-hydroxy-4-[[2-(4-methylphenyl)sulfonyloxyacetyl]amino]benzoic acid', 's1155', 'AKOS016366328', 'AM81245', 'CCG-268227', 'CS-0512', 'QC-8386', 'SB17268', 'NCGC00262641-02', 'NSC 74859,S3I-201', 'AC-32045', 'AS-55944', 'HY-15146', 'AB0007928', 'FT-0704713', 'S3I-201 (NSC-74859)', 'S3I-201 - NSC 74859', 'SW219398-1', 'X7562', 'S3I-201, >=97% (HPLC)', 'A25494', 'J-509627', 'Q27163139', '2-hydroxy-4-((((4-methylphenyl)sulfonyloxy)acetyl)amino)-benzoic acid', '2-hydroxy-4-(2-{[(4-methylbenzene)sulfonyl]oxy}acetamido)benzoic acid', '2-Hydroxy-4-[[[[(4-methylphenyl)sulfonyl]oxy]acetyl]amino]-benzoic acid', '2-hydroxy-4-{2-[(4-methylbenzene-1-sulfonyl)oxy]acetamido}benzoic acid', 'S3I-201|||2-Hydroxy-4-[[2-(4-methylphenyl)sulfonyloxyacetyl]amino]benzoic acid']\n",
"AZD1480\n",
"PF-573228\n",
"['869288-64-2', 'PF-573228', 'PF 573228', 'PF573228', 'PF-228', '3,4-Dihydro-6-[[4-[[[3-(methylsulfonyl)phenyl]methyl]amino]-5-(trifluoromethyl)-2-pyrimidinyl]amino]-2(1H)-quinolinone', '6-(4-(3-(methylsulfonyl)benzylamino)-5-(trifluoromethyl)pyrimidin-2-ylamino)-3,4-dihydroquinolin-2(1H)-one', 'CHEMBL514554', '6-((4-((3-(Methylsulfonyl)benzyl)amino)-5-(trifluoromethyl)pyrimidin-2-yl)amino)-3,4-dihydroquinolin-2(1H)-one', '3,4-DIHYDRO-6-[[4-[[[3-(METHYLSULFONYL)PHENYL]METHYL]AMINO]-5-(TRIFLUOROMETHYL)-PYRIMIDIN-2-YL]AMINO]-2(1H)-QUINOLINONE', '6-[[4-[(3-methylsulfonylphenyl)methylamino]-5-(trifluoromethyl)pyrimidin-2-yl]amino]-3,4-dihydro-1H-quinolin-2-one', '6-[4-(3-Methanesulfonyl-benzylamino)-5-trifluoromethyl-pyrimidin-2-ylamino]-3,4-dihydro-1H-quinolin-2-one', '6-[[4-[(3-methylsulfonylphenyl)methylamino]-5-(trifluoromethyl)-2-pyrimidinyl]amino]-3,4-dihydro-1H-quinolin-2-one', '6-[[4-[(3-methylsulfonylphenyl)methylamino]-5-(trifluoromethyl)pyrimidin-2-yl]amino]-3,4-dihydro-1~{H}-quinolin-2-one', 'CID 11612883', 'cc-288', 'MLS006011194', 'SCHEMBL5212404', 'C22H20F3N5O3S', 'CHEBI:91446', 'AOB6346', 'DTXSID10469447', 'HMS3262N09', 'HMS3651A08', 'HMS3672C09', 'BCP03672', 'EX-A2132', 'Tox21_500864', '2638AH', 'BDBM50269948', 'MFCD11519967', 's2013', 'ZINC35636073', 'AKOS024457500', 'CCG-222168', 'CS-3375', 'QC-7329', 'SB19396', 'NCGC00261549-01', 'NCGC00263133-01', 'NCGC00263133-09', 'NCGC00263133-11', '6-((4-((3-(methanesulfonyl)benzyl)amino)-5-trifluoromethylpyrimidin-2-yl)amino)-3,4-dihydro-1h-quinolin-2-one', 'AC-32821', 'BS-17754', 'HY-10461', 'PF 573228 pound>>PF573228', 'SMR004702963', 'BCP0726000162', 'FT-0673652', 'SW220240-1', 'F20679', 'PF-573228, >=95% (HPLC)', 'J-517968', 'Q27163293', '3,4-dihydro-6-[[4-[[[3-(methylsulfonyl)phenyl]methyl]amino]-5-(trifluoromethyl)-2-pyrimidinyl]amino]-2(1h)-quinolinon', 'P4N']\n",
"CEP-33779\n",
"Resminostat\n",
"Tie2 kinase inhibitor\n",
"Nintedanib\n",
"SRT3025 \n",
"['SRT3025', '1231952-55-8', 'SRT-3025', 'CID 46245047', '5-(3-methoxypropyl)-2-phenyl-N-[2-[6-(pyrrolidin-1-ylmethyl)-[1,3]thiazolo[5,4-b]pyridin-2-yl]phenyl]-1,3-thiazole-4-carboxamide', 'SCHEMBL2637628', 'BCP17152', 'EX-A1174', 'ZINC142166191', 'NCGC00483118-01', 'AC-33662', '5-(3-Methoxypropyl)-2-phenyl-N-(2-(6-(pyrrolidin-1-ylmethyl)thiazolo[5,4-b]pyridin-2-yl)phenyl)thiazole-4-carboxamide']\n",
"Avagacestat\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Quisinostat\n",
"MC1568\n",
"oh no, nothing found for MC1568\n",
"Temsirolimus\n",
"[6918289, 18293306, 23724530, 148191, 53486199, 86287409, 71433778, 129317846, 23308413, 71312019, 145712265, 54608508, 71296107, 86277830, 132274070, 137295275]\n",
"IOX2\n",
"Bosutinib\n",
"Regorafenib\n",
"Aurora A Inhibitor I\n",
"ENMD-2076\n",
"Curcumin\n",
"NVP-BSK805 2\n",
"oh no, nothing found for NVP-BSK805 2\n",
"Tozasertib\n",
"Crizotinib\n",
"Panobinostat\n",
"Alvespimycin\n",
"Sorafenib Tosylate\n",
"Maraviroc\n",
"Baricitinib\n",
"Mesna \n",
"['mesna', '19767-45-4', 'Sodium 2-mercaptoethanesulfonate', 'Mesnex', 'Uromitexan', 'Mitexan', 'Mistabron', 'Mesnum', '2-Mercaptoethanesulfonic acid sodium salt', 'Mistabronco', 'Sodium 2-mercaptoethane sulfonate', 'Ethanesulfonic acid, 2-mercapto-, monosodium salt', 'UNII-NR7O1405Q9', '2-mercaptoethanesulfonic acid sodium', 'Sodium 2-mercaptoethanesulfonate;Mesnum', 'sodium;2-sulfanylethanesulfonate', 'sodium 2-sulfanylethane-1-sulfonate', 'NR7O1405Q9', 'MFCD00007535', 'NCGC00181166-01', 'DSSTox_CID_809', 'D 7093', 'D-7093', 'DSSTox_RID_75800', 'DSSTox_GSID_20809', 'Mesnum [INN-Latin]', 'C2H5NaO3S2', 'SMR000059219', 'CAS-19767-45-4', 'Natrium 2-mercaptoethansulfonat', 'CCRIS 3712', '2-Mercaptoethane sulfonate sodium', 'NSC-113891', 'EINECS 243-285-9', 'NSC 113891', '2-Mercapto-ethan-sulfonsaeure, natrium-salz', '2-Mercaptoethanesulfonic acid monosodium salt', 'Mesna [USAN:USP:INN:BAN]', '2-Mercaptoethanesulfonate, sodium', 'Uromitexan (TN)', 'sodium 2-mercaptoethane-1-sulfonate', 'Mesnex (TN)', 'Prestwick_1005', 'Spectrum2_000752', 'Spectrum3_001483', 'Spectrum4_000041', 'Spectrum5_001174', 'Mesna (JAN/USP/INN)', 'ACMC-209f1l', 'CHEMBL975', 'SCHEMBL7993', 'Mesna (Uromitexan, Mesnex)', 'KBioGR_000501', 'MLS001074691', 'MLS001333251', 'MLS001333252', 'SPECTRUM1502014', 'SPBio_000764', 'DTXSID1020809', 'CHEBI:31824', 'HMS502F17', 'KBio3_002565', 'EBD6310', 'HMS1921D10', 'HMS2092N09', 'HMS2236L05', 'HMS3259D13', 'HMS3372M11', 'HMS3655M06', 'HMS3715H05', 'sodium, 2-mercapto-ethanesulfonate', 'BCP14384', 'Tox21_112767', 'Tox21_200863', 'BDBM50247978', 'CCG-40134', 's1735', 'AKOS006220661', 'AKOS015960755', 'Tox21_112767_1', 'AC-6011', 'CS-1364', 'NC00648', 'NCGC00094939-01', 'NCGC00094939-02', 'NCGC00178318-04', 'NCGC00258417-01', '2-mercaptoethanesulphonic acid sodium salt', 'AS-13260', 'H751', 'HY-13679', 'AB0013231', 'DB-044962', 'A8469', 'M0913', 'SW199618-2', 'EN300-49858', 'D01459', 'AB01274734-01', 'Q424997', 'Sodium 2-mercaptoethanesulfonate; Mesnaum; Mesnex', 'W-60283', 'Q-201713', '3-AMINOOXY-N-PROPYL(DIMETHYL-T-BUTYLSILYL)ETHER', 'Z1741968275']\n",
"Fedratinib\n",
"Trametinib\n",
"Roscovitine\n",
"S-Ruxolitinib\n",
"JNJ-26854165\n",
"['Serdemetan', '881202-45-5', 'N1-(2-(1H-Indol-3-yl)ethyl)-N4-(pyridin-4-yl)benzene-1,4-diamine', 'JNJ-26854165', 'JNJ 26854165', 'JNJ-26854165 (Serdemetan)', 'JNJ26854165', 'UNII-ID6YB4W3V8', 'ID6YB4W3V8', \"N-[2-(1H-INDOL-3-YL)ETHYL]-N'-(4-PYRIDINYL)-1,4-BENZENEDIAMINE\", 'C21H20N4', '1-N-[2-(1H-indol-3-yl)ethyl]-4-N-pyridin-4-ylbenzene-1,4-diamine', \"n-(2-(1h-indol-3-yl)ethyl)-n'-(4-pyridinyl)-1,4-benzenediamine\", 'Serdemetan [INN]', '881202-16-0', 'cc-450', 'MLS006011022', 'SCHEMBL3012498', 'CHEMBL2137530', 'DTXSID30236830', 'EX-A267', 'HMS3654A16', 'JNJ 26854165 (Serdemetan)', 'AOB87702', 'BCP02124', \"1,4-Benzenediamine, N-[2-(1H-indol-3-yl)ethyl]-N'-4-pyridinyl-\", 'MFCD16620518', \"N-(2-(1H-Indol-3-yl)ethyl)-n'-(pyridin-4-yl)benzene-1,4-diamine\", 'QC-534', 's1172', 'ZINC15965745', 'AKOS016006774', 'CCG-264846', 'CS-0166', 'DB12027', 'NCGC00263171-01', 'NCGC00263171-08', 'AC-33109', 'AS-56263', 'HY-12025', 'SMR004702818', 'AB0033788', 'FT-0689750', 'SW218152-2', 'X7539', '202I455', 'A862315', 'J-522790', 'Q27280666', 'JNJ-26854165|||1-N-[2-(1H-Indol-3-yl)ethyl]-4-N-pyridin-4-ylbenzene-1,4-diamine', 'JNJ 26854165;N1-(2-(1H-indol-3-yl)ethyl)-N4-(pyridin-4-yl)benzene-1,4-diamine;JNJ-26854165']\n",
"Tofacitinib\n",
"Hesperadin\n",
"UNC0379\n",
"TGX-221\n",
"Filgotinib\n",
"['1206101-20-3', 'Filgotinib', 'GLPG0634', '1206161-97-8', 'GLPG-0634', 'N-(5-(4-((1,1-dioxidothiomorpholino)methyl)phenyl)-[1,2,4]triazolo[1,5-a]pyridin-2-yl)cyclopropanecarboxamide', 'UNII-3XVL385Q0M', 'GPLG0634', 'Filgotinib(GLPG0634)', '3XVL385Q0M', 'N-[5-[4-[(1,1-dioxo-1,4-thiazinan-4-yl)methyl]phenyl]-[1,2,4]triazolo[1,5-a]pyridin-2-yl]cyclopropanecarboxamide', 'G146034', 'N-[5-[4-[(1,1-Dioxido-4-thiomorpholinyl)methyl]phenyl][1,2,4]triazolo[1,5-a]pyridin-2-yl]cyclopropanecarboxamide', 'Filgotinib (GLPG0634)', 'N-(5-(4-((1,1-dioxidothiomorpholino)methyl)phenyl)-[1,2,4]triazolo[1,5-a]pyridin-2-yl)cyclopropanecarboxamide.', 'Filgotinib [USAN:INN]', 'Jyseleca', 'GLPG 0634', 'N-(5-{4-[(1,1-Dioxidothiomorpholin-4-Yl)methyl]phenyl}[1,2,4]triazolo[1,5-A]pyridin-2-Yl)cyclopropanecarboxamide', 'Filgotinib (USAN/INN)', 'Filgotinib; GPLG0634', 'SCHEMBL253559', 'Filgotinib pound GLPG0643)', 'GS-6034 FREE BASE', 'GTPL7913', 'CHEMBL3301607', 'AMY3802', 'DTXSID80152935', 'EX-A741', 'SYN1158', 'BDBM103727', 'HMS3653P15', 'HMS3673E07', 'AOB87315', 'BCP08496', '2566AH', 'MFCD20527867', 'NSC800100', 's7605', 'ZINC96174616', 'AKOS025291103', 'CCG-268951', 'DB14845', 'NSC-800100', 'SB16799', 'NCGC00345855-01', 'NCGC00345855-07', 'AS-16295', 'BF159062', 'DA-33603', 'DA-33604', 'HY-18300', 'FT-0700114', 'FT-0761510', 'SW220020-1', 'A14232', 'D10871', 'P12798', 'US8563545, 1', 'A892158', 'G-146034', 'J-690063', 'SYN1158;GLPG 0634; GLPG-0634; Filgotinib', 'Q19904163', 'GLPG-0634|||N-[5-[4-[(1,1-Dioxo-1,4-thiazinan-4-yl)methyl]phenyl]-[1,2,4]triazolo[1,5-a]pyridin-2-yl]cyclopropanecarboxamide', 'GLPG0634;N-[5-[4-[(1,1-Dioxido-4-thiomorpholinyl)methyl]phenyl][1,2,4]triazolo[1,5-a]pyridin-2-yl]cyclopropanecarboxamide']\n",
"G007-LK\n",
"WHI-P154\n",
"Triamcinolone Acetonide\n",
"BMS-911543\n",
"Flavopiridol \n",
"['Flavopiridol', 'Alvocidib', '146426-40-6', 'L 868275', 'L-868275', 'Flavopiridol (Alvocidib)', 'HMR-1275', 'L86-8275', 'UNII-45AD6X575G', 'HMR 1274', '131740-09-5', 'L 86-8275', '2-(2-chlorophenyl)-5,7-dihydroxy-8-[(3S,4R)-3-hydroxy-1-methylpiperidin-4-yl]-4H-chromen-4-one', '2-(2-chlorophenyl)-5,7-dihydroxy-8-[(3S,4R)-3-hydroxy-1-methylpiperidin-4-yl]chromen-4-one', 'CHEMBL428690', '45AD6X575G', '2-(2-chlorophenyl)-5,7-dihydroxy-8-((3S,4R)-3-hydroxy-1-methylpiperidin-4-yl)-4H-chromen-4-one', '2-(2-CHLORO-PHENYL)-5,7-DIHYDROXY-8-(3-HYDROXY-1-METHYL-PIPERIDIN-4-YL)-4H-BENZOPYRAN-4-ONE', 'NSC 649890 HCl', 'MDL-107826A', '2-(2-chlorophenyl)-5,7-dihydroxy-8-[(3S,4R)-3-hydroxy-1-methyl-4-piperidyl]chromen-4-one', 'FLAVO', 'Flavoperidol', 'HL-275', 'MDL 107,826A', 'L868275', 'Alvocidib [USAN:INN]', 'alvocidibum', 'CCRIS 9399', 'Alvocidib freebase', '(-)cis-5,7-Dihydroxy-2-(2-chlorophenyl)-8-(4-(3-hydroxy-1-methyl)piperidinyl)-4H-1-benzopyran-4-one', 'NSC649890', 'Tube001', '1c8k', '1e1y', 'Alvocidib (USAN/INN)', 'SCHEMBL3652', 'Flavopiridol HCl; Alvocidib', 'cc-206', 'BDBM5655', 'GTPL5680', 'CHEBI:47344', 'DTXSID20904970', 'EX-A1901', 'Flavopiridol,Alvocidib, HMR-1275', 'HMR-1274', 'MFCD20501884', 'NSC799330', 's1230', 'ZINC21288966', 'AM84422', 'CCG-268666', 'DB03496', 'NSC-799330', '(-)-cis-5,7-dihydroxy-2-(2-chlorophenyl)-8-(4-(3-hydroxy-1-methyl)piperidinyl)-4H-1-benzopyran-4-one', '4H-1-Benzopyran-4-one, 2-(2-chlorophenyl)-5,7-dihydroxy-8-((3R,4S)-3-hydroxy-1-methyl-4-piperidinyl)-, rel-(-)-', '4H-1-Benzopyran-4-one, 2-(2-chlorophenyl)-5,7-dihydroxy-8-(3-hydroxy-1-methyl-4-piperidinyl)-, cis-(-)-', '4H-1-Benzopyran-4-one, 2-(2-chlorophenyl)-5,7-dihydroxy-8-[(3S,4R)-3-hydroxy-1-methyl-4-piperidinyl]-', 'AS-74761', 'HY-10005', 'A25160', 'D09868', '104780-EP2289877A1', '104780-EP2292601A1', '104780-EP2292603A1', '104780-EP2298739A1', '104780-EP2298771A2', 'J-008219', 'Q4063441', 'BRD-K87909389-001-01-2', '2-(2-chlorophenyl)-5,7-dihydroxy-8-((3S,4R)-3-hydroxy-1-methylpiperidin-4-yl)-4H-chromen-4-one;Alvocidib', '4H-1-Benzopyran-4-one, 2-(2-chlorophenyl)-2,3-dihydro-5,7-dihydroxy-8-[(3S,4R)-3-hydroxy-1-methyl-4-piperidinyl]-', '5,7-Dihydroxy-2-(2-chlorophenyl)-8-(1-methyl-3beta-hydroxypiperidin-4beta-yl)-4H-1-benzopyran-4-one', 'Alvocidib|||L-868275|||HMR-1275|||2-(2-Chlorophenyl)-5,7-dihydroxy-8-[(3S,4R)-3-hydroxy-1-methylpiperidin-4-yl]chromen-4-one']\n",
"Ruxolitinib\n",
"CYC116\n",
"['693228-63-6', 'CYC-116', 'CYC116', '4-methyl-5-(2-(4-morpholinophenylamino)pyrimidin-4-yl)thiazol-2-amine', 'CHEMBL482967', 'CYC 116', '4-Methyl-5-(2-((4-morpholinophenyl)amino)-pyrimidin-4-yl)thiazol-2-amine', '4-methyl-5-[2-(4-morpholin-4-ylanilino)pyrimidin-4-yl]-1,3-thiazol-2-amine', '4-(2-amino-4-methylthiazol-5-yl)-N-(4-morpholinophenyl)pyrimidin-2-amine', 'Kinome_636', '2uue', '2c5t', '4-methyl-5-(2-((4-morpholinophenyl)amino)pyrimidin-4-yl)thiazol-2-amine', 'cc-470', 'MLS006011244', 'SCHEMBL2074998', 'EX-A753', 'SYN1034', 'BCPP000273', 'HMS3244O11', 'HMS3244O12', 'HMS3244P11', 'HMS3654O14', 'AOB87301', 'BCP01887', 'ZINC3950132', 'BDBM50277583', 'MFCD14155805', 'NSC759498', 'NSC800082', 's1171', 'AKOS015897897', 'BCP9000562', 'CCG-264845', 'CS-0112', 'NSC-759498', 'NSC-800082', 'SB16587', 'NCGC00263204-01', 'NCGC00263204-10', 'AC-32833', 'AS-16201', 'HY-10558', 'SMR004703003', 'FT-0700350', 'SW219491-1', 'X7369', '228C636', 'A866869', 'J-515754', '2-[[4-Morpholinophenyl]amino]-4-(2-amino-4-methylthiazole-5-yl)pyrimidine', '[4-(2-Amino-4-methyl-thiazol-5-yl)-pyrimidin-2-yl]-(4-morpholin-4-yl-phenyl)-amine', '2-amino-4-methyl-1,3-thiazol-5-yl)-N-[4-(morpholin-4-yl)phenyl]pyrimidin-2-amine, 5', '2-Pyrimidinamine,4-(2-amino-4-methyl-5-thiazolyl)-N-[4-(4-morpholinyl)phenyl]-', '4-(2-Amino-4-methyl-5-thiazolyl)-N-[4-(4-morpholinyl)phenyl]- 2-Pyrimidinamine', '4-(2-AMINO-4-METHYL-5-THIAZOLYL)-N-[4-(4-MORPHOLINYL)PHENYL]-2-PYRIMIDINAMINE']\n",
"AT9283\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"PJ34\n",
"GSK-LSD1 2\n",
"oh no, nothing found for GSK-LSD1 2\n",
"Droxinostat\n",
"Momelotinib\n",
"['Cyt387', '1056634-68-4', 'MOMELOTINIB', 'Cyt-387', 'CYT 387', 'N-(Cyanomethyl)-4-(2-((4-morpholinophenyl)amino)pyrimidin-4-yl)benzamide', 'CYT 11387', 'UNII-6O01GMS00P', 'N-(cyanomethyl)-4-(2-(4-morpholinophenylamino)pyrimidin-4-yl)benzamide', 'N-(cyanomethyl)-4-[2-[[4-(4-morpholinyl)phenyl]amino]-4-pyrimidinyl]benzamide', '6O01GMS00P', 'CHEMBL1078178', 'CYT11387', 'N-(cyanomethyl)-4-(2-((4-(4-morpholinyl)phenyl)amino)-4-pyrimidinyl)benzamide', 'N-(Cyanomethyl)-4-(2-((4-morpholinophenyl)-amino)pyrimidin-4-yl)benzamide', 'CYT-11387', 'GS-0387', 'LM-1149', 'N-(Cyanomethyl)-4-(2-((4-(morpholin-4-yl)phenyl)amino)pyrimidin-4-yl)benzamide', 'N-(cyanomethyl)-4-(2-{[4-(morpholin-4-yl)phenyl]amino}pyrimidin-4-yl)benzamide', 'Benzamide, N-(cyanomethyl)-4-(2-((4-(4-morpholinyl)phenyl)amino)-4-pyrimidinyl)-', 'benzamide, n-(cyanomethyl)-4-[2-[[4-(4-morpholinyl)phenyl]amino]-4-pyrimidinyl]-', 'Momelotinib [USAN:INN]', 'momelotinibum', 'C87', 'Momelotinib (CYT387)', 'Momelotinib (USAN/INN)', 'cc-203', 'MLS006011154', 'GTPL7791', 'SCHEMBL2237234', 'CHEBI:91407', 'AOB4616', 'EX-A260', 'QCR-259', 'SYN1035', 'HMS3244K19', 'HMS3244K20', 'HMS3244L19', 'HMS3295I01', 'HMS3655D12', 'HMS3744C15', 'BCP02328', 'CYT-0387', 'CYT387, CYT11387', 'CYT387,CYT 11387', 'Momelotinib (CYT387,CYT-387)', 'BDBM50311017', 'MFCD16038899', 'NSC767598', 'NSC800800', 's2219', 'ZINC43199890', 'AKOS015904624', 'ACN-029546', 'BCP9000570', 'CCG-264946', 'CS-0053', 'DB11763', 'LS41099', 'NSC-767598', 'NSC-800800', 'SB14602', 'NCGC00244257-01', 'NCGC00244257-08', 'AC-23162', 'AS-19389', 'HY-10961', 'SMR004702928', 'AB0033771', 'FT-0755949', 'SW219679-1', 'X7506', 'D10315', 'A857769', 'Q252602', 'J-001468', 'J-523159', 'BRD-K87737963-001-01-1', 'N-(cyanomethyl)-4-[2-(4-morpholin-4-ylanilino)pyrimidin-4-yl]benzamide', 'N-(cyanomethyl)-4-[2-[4-(4-morpholinyl)anilino]-4-pyrimidinyl]benzamide', 'N-(cyanomethyl)-4-{2-[4-(morpholin-4-yl)anilino]pyrimidin-4-yl}benzamide', 'Benzamide,N-(cyanomethyl)-4-[2-[[4-(4-morpholinyl)phenyl]amino]-4-pyrimidinyl]-', 'N-(Cyanomethyl)-4-[2-[[4-(4-morpholinyl)phenyl]amino]-4-pyrimidinyl]benzamide;CYT387']\n",
"Azacitidine \n",
"['5-azacytidine', 'Azacitidine', '320-67-2', 'Ladakamycin', 'Azacytidine', 'Vidaza', 'Mylosar', '5-azacitidine', 'Azacitidinum', 'Azacitidina', 'Azacitidinum [INN-Latin]', '5-AZAC', 'Azacitidina [INN-Spanish]', 'NSC-102816', 'C8H12N4O5', 'NSC 102816', 'U-18496', '4-Amino-1-beta-D-ribofuranosyl-s-triazin-2(1H)-one', 'UNII-M801H13NRU', 'NSC102816', '5AzaC', '4-Amino-1-beta-d-ribofuranosyl-1,3,5-triazin-2(1H)-one', 'Antibiotic U 18496', 'CHEBI:2038', 'M801H13NRU', '4-amino-1-((2R,3R,4S,5R)-3,4-dihydroxy-5-(hydroxymethyl)tetrahydrofuran-2-yl)-1,3,5-triazin-2(1H)-one', '4-Amino-1-(beta-D-ribofuranosyl)-1,3,5-triazin-2(1H)-one', 'MFCD00006539', '4-amino-1-[(2R,3R,4S,5R)-3,4-dihydroxy-5-(hydroxymethyl)oxolan-2-yl]-1,3,5-triazin-2-one', '4-amino-1-[(2R,3R,4S,5R)-3,4-dihydroxy-5-(hydroxymethyl)oxolan-2-yl]-1,2-dihydro-1,3,5-triazin-2-one', 'WR-183027', 'NCGC00090851-04', 'DSSTox_CID_116', 'U 18496', 'DSSTox_RID_75378', 'DSSTox_GSID_20116', 'U-18,496', 'CCRIS 60', 'SMR000857239', 'Vidaza (TN)', 'HSDB 6879', '5-aza-CR', 'SR-01000075662', 'EINECS 206-280-2', 'BRN 0620461', 'Onureg', 'Azacitidine (JAN/USAN/INN)', 'Azacitidine [USAN:INN:BAN]', '4-Amino-1-beta-D-ribofuranosyl-1,3,5-traizin-2(1H)-one', 'NS-17', '1-[(4S,2R,3R,5R)-3,4-dihydroxy-5-(hydroxymethyl)oxolan-2-yl]-4-amino-1,3,5-tri azin-2-one', '4-amino-1-[(2R,3R,4S,5R)-3,4-dihydroxy-5-(hydroxymethyl)tetrahydrofuran-2-yl]-1,3,5-triazin-2-one', 'CAS-320-67-2', 'Azacitidine (Vidaza)', '2-(beta-D-Ribofuranosyl)-4-amino-1,3,5-triazin-2-one', 'Antibiotic U18496', 'U18496', 'Spectrum_001262', '4-Amino-1-beta-D-ribofuranosyl-1,3,5-triazine-2(1H)-one', 'Spectrum2_000786', 'Spectrum3_001509', 'Spectrum4_000922', 'Spectrum5_001166', 'MolMap_000062', 'A 2385', 'SCHEMBL3741', 'CHEMBL1489', 'Lopac0_000035', 'BSPBio_003157', 'KBioGR_001444', 'KBioGR_002556', 'KBioSS_001742', 'KBioSS_002565', 'MLS001333121', 'MLS001333122', 'MLS002153249', 'MLS002548894', 'DivK1c_000125', 'SPECTRUM1502111', 'SPBio_000892', 'GTPL6796', 'DTXSID9020116', 'BCBcMAP01_000083', 'HMS500G07', 'KBio1_000125', 'KBio2_001742', 'KBio2_002556', 'KBio2_004310', 'KBio2_005124', 'KBio2_006878', 'KBio2_007692', 'KBio3_002657', 'KBio3_003034', 'NMUSYJAQQFHJEW-KVTDHHQDSA-', 'pyrimidine antimetabolite: inhibits nucleic acid replication', 'cMAP_000082', 'NINDS_000125', 'HMS1921J22', 'HMS2092D08', 'HMS2231F15', 'HMS3259D19', 'HMS3260G11', 'Pharmakon1600-01502111', 'ZINC3861768', '5-Azacytidine, >=98% (HPLC)', 'Tox21_111032', 'Tox21_302985', 'Tox21_500035', 'BDBM50424715', 'CCG-39046', 'EBD145507', 'NSC758186', 's1782', 'SBB066305', 'Onureg (CC-486; oral azacitidine)', 'AKOS015896938', 'Tox21_111032_1', 'AM83944', 'CS-1287', 'DB00928', 'LP00035', 'MCULE-8318770472', 'NC00672', 'NSC-758186', 'NSC103-627', '4-amino-1-[(2R,3R,4S,5R)-3,4-dihydroxy-5-(hydroxymethyl)oxolan-2-yl]-1,3,5-triaz', 'IDI1_000125', 'NCGC00090851-01', 'NCGC00090851-02', 'NCGC00090851-03', 'NCGC00090851-05', 'NCGC00090851-06', 'NCGC00090851-07', 'NCGC00090851-08', 'NCGC00090851-10', 'NCGC00090851-14', 'NCGC00090851-22', 'NCGC00178234-01', 'NCGC00256541-01', 'NCGC00260720-01', 'AS-13697', 'HY-10586', 'SRI-10756_10', 'SRI-10756_12', 'ST056940', 'WR183027', 'DB-006955', 'SL-000003', 'EU-0100035', 'D03021', 'F10504', 'J10124', '33795-EP2275420A1', '33795-EP2295055A2', '33795-EP2295416A2', '33795-EP2298748A2', '33795-EP2298764A1', '33795-EP2298765A1', '33795-EP2305642A2', '33795-EP2311453A1', '33795-EP2311840A1', '124679-EP2270008A1', '124679-EP2292617A1', '124679-EP2295426A1', '124679-EP2295427A1', '320A672', 'A821115', 'Q416451', 'J-700085', 'SR-01000075662-1', 'SR-01000075662-3', 'SR-01000075662-7', 'BRD-K03406345-001-02-1', 'BRD-K03406345-001-27-8', '4-Amino-1-?-D-ribofuranosyl-1,3,5-triazin-2(1H)-one', 'Z1522566611', '4-Amino-1-(bet.-D-ribofuranosyl)-1,3,5-triazin-2(1H)-one', '4-Amino-1-beta-D-ribofuranosyl-1,3,5-tr iazin-2(1H)-one', 's-Triazin-2(1H)-one, 4-amino-1-beta-D-ribofuranosyl- (8CI)', 'Azacitidine, United States Pharmacopeia (USP) Reference Standard', '4-Amino-1-(beta-D-ribofuranosyl)-1,3,5-triazin-2(1H)-one; Ladakamycin', 'Azacitidine, Pharmaceutical Secondary Standard; Certified Reference Material', '1401238-97-8', '5-Azacytidine, Hybri-Max(TM), gamma-irradiated, lyophilized powder, BioXtra, suitable for hybridoma', '5AE', '6-amino-3-[(2R,3R,4S,5R)-3,4-dihydroxy-5-(hydroxymethyl)tetrahydrofuran-2-yl]-1H-1,3,5-triazin-3-ium-2-one']\n",
"Roxadustat\n",
"Glesatinib?(MGCD265)\n",
"oh no, nothing found for Glesatinib?(MGCD265)\n",
"Belinostat\n",
"Fluorouracil\n",
"['5-Fluorouracil', 'fluorouracil', '51-21-8', '5-FU', 'Fluoroplex', 'Efudex', 'Adrucil', 'Carac', 'Fluracil', '5-fluoropyrimidine-2,4(1H,3H)-dione', 'Fluoroblastin', 'Kecimeton', 'Carzonal', 'Timazin', 'Arumel', 'Efudix', 'Fluril', '5-Fluoracil', 'Fluracilum', 'Queroplex', 'Ulup', 'Phthoruracil', 'Fluro Uracil', '5-fluoro-1H-pyrimidine-2,4-dione', 'Fluorouracilum', 'Ftoruracil', 'Efurix', 'Fluri', '5-Fluoro-2,4(1H,3H)-pyrimidinedione', '5 Fluorouracil', '5-Fluoropyrimidine-2,4-dione', 'Effluderm (free base)', 'Fluorouracilo', '2,4(1H,3H)-Pyrimidinedione, 5-fluoro-', '2,4-Dihydroxy-5-fluoropyrimidine', '5-fluoropyrimidine-2,4-diol', 'Uracil, 5-fluoro-', '5-Fluoruracil', 'Ro 2-9757', '5-Fluor-2,4-pyrimidindiol', '5-fluoro uracil', '5-Ftouracyl', 'NSC 19893', 'Fluorouracil, 5-', 'NSC-19893', '5-Fluoro-2,4-pyrimidinedione', 'Fluorouracil (Adrucil)', '5-Fluor-2,4-dihydroxypyrimidin', 'U-8953', '5-fluoro-uracil', 'Ro-2-9757', 'UNII-U3P01618RT', '191047-65-1', 'FU', 'CHEMBL185', '2,4-Pyrimidinediol, 5-fluoro- (9CI)', 'MLS000069498', '5FU', 'Fluroblastin', 'Phtoruracil', 'CHEBI:46345', 'Fluoro-uracile', 'Fluoro-uracilo', 'U3P01618RT', 'NSC19893', '2(1H)-Pyrimidinone, 5-fluoro-4-hydroxy- (9CI)', '4(3H)-Pyrimidinone, 5-fluoro-2-hydroxy- (9CI)', '5-fluoro-1,2,3,4-tetrahydropyrimidine-2,4-dione', '5-Faracil', 'Cinco FU', 'MFCD00006018', '191047-64-0', '191115-88-5', 'URF', 'NCGC00015442-02', 'Fluorouracile', 'Effluderm', 'SMR000038082', 'DSSTox_CID_634', 'Fluorouracile [DCIT]', '5-Fluoracil [German]', '5-Fluoracyl', '5-Fluoruracil [German]', 'DSSTox_RID_75705', 'DSSTox_GSID_20634', 'Fluorouracilum [INN-Latin]', 'Fluorouracilo [INN-Spanish]', '5-Fluoropyrimidin-2,4-diol', '2,4-Dioxo-5-fluoropyrimidine', 'Fluorouracil Cream', 'CAS-51-21-8', 'Fluoroplex (TN)', '5-Fluor-2,4-pyrimidindiol [Czech]', 'Adrucil (TN)', '5-fluoro-1,3-dihydropyrimidine-2,4-dione', 'CCRIS 2582', 'Carac (TN)', '5-Fluor-2,4-dihydroxypyrimidin [Czech]', 'HSDB 3228', 'SR-01000075881', '5-Fluor-2,4(1H,3H)-pyrimidindion [Czech]', 'EINECS 200-085-6', '5-Fluor-2,4(1H,3H)-pyrimidindion', 'Fluouracil', 'inhibits thymilidate synthetase', 'Tolak', '2,4-Dioxo-5-fluoropryimidine', '5-fluorourasil', 'AI3-25297', 'Fluoro Uracil', '5-florouracil', '5-fluorouacil', '5-FU (TN)', '5-Fluracil', '1upf', '5F-uracil', 'U 8953', '1-fluoro-1h-pyrimidine-2,4-dione', 'Adrucil (ICN)', 'Adrucil (Fluorouracil)', 'Fluorouracil - Adrucil', 'Fluorouracil [USAN:USP:INN:BAN:JAN]', 'Spectrum_000841', 'ACMC-1ATRK', 'Opera_ID_134', '5-Fluorouracil, 99%', 'Spectrum2_000076', 'Spectrum3_000434', 'Spectrum4_000557', 'Spectrum5_000718', 'WLN: T6MVMVJ EF', 'Lopac-F-6627', 'F0151', 'UPCMLD-DP130', 'EC 200-085-6', 'F 6627', 'SCHEMBL3646', '5-fluorpyrimidin-2,4-diol', 'Lopac0_000536', 'BSPBio_002048', 'KBioGR_001253', 'KBioSS_001321', 'MLS002415705', '5-fluoro-2,4-Pyrimidinediol', 'DivK1c_000054', 'SPECTRUM1500305', 'SPBio_000291', '5 FU', '5-fluoro-2,4-dioxo-pyrimidin', '5-fluoro-pyrimidine-2,4-diol', 'GTPL4789', 'DTXSID2020634', 'UPCMLD-DP130:001', 'Fluorouracil (JP17/USP/INN)', 'HMS500C16', 'KBio1_000054', 'KBio2_001321', 'KBio2_003889', 'KBio2_006457', 'KBio3_001268', '5-Fluoro-2,3H)-pyrimidinedione', '2,4-Pyrimidinedione, 5-fluoro-', 'NINDS_000054', 'BCPP000428', 'HMS1920O18', 'HMS2090I04', 'HMS2091F19', 'HMS3259O03', 'HMS3261L13', 'HMS3654K22', 'HMS3715H03', 'HMS3865L03', 'Pharmakon1600-01500305', '5-Fluorouracil, analytical standard', 'BCP02083', '2,3H)-Pyrimidinedione, 5-fluoro-', 'Fluorouracil (5-Fluoracil, 5-FU)', 'Fluorouracil (5-Fluoracil; 5-FU)', 'Tox21_110150', 'Tox21_202335', 'Tox21_300112', 'Tox21_500536', 'BBL009635', 'BDBM50340677', 'CCG-39879', 'CF0033', 'DL-399', 'NSC757036', 'Ro-29757', 's1209', 'SBB085751', 'STK297802', 'STL367375', 'ZINC38212689', 'AKOS000119162', 'AKOS003237897', 'AKOS008044307', 'Tox21_110150_1', 'BCP9000239', 'CS-0993', 'DB00544', 'KS-5129', 'LP00536', 'LS40596', 'MCULE-6338086431', 'NC00454', 'NSC-757036', 'SDCCGSBI-0050519.P005', 'IDI1_000054', 'NCGC00015442-01', 'NCGC00015442-03', 'NCGC00015442-04', 'NCGC00015442-05', 'NCGC00015442-06', 'NCGC00015442-07', 'NCGC00015442-08', 'NCGC00015442-09', 'NCGC00015442-10', 'NCGC00015442-11', 'NCGC00015442-12', 'NCGC00015442-15', 'NCGC00015442-16', 'NCGC00015442-24', 'NCGC00015442-30', 'NCGC00091349-01', 'NCGC00091349-02', 'NCGC00091349-03', 'NCGC00091349-04', 'NCGC00091349-05', 'NCGC00091349-07', 'NCGC00091349-08', 'NCGC00254023-01', 'NCGC00259884-01', 'NCGC00261221-01', '1004-03-1', '5-Fluoro-2,4-(1H,3H)-pyrimidinedione', 'AC-11201', 'BF166014', 'HY-90006', 'NCI60_001652', 'SRI-10792-04', 'SRI-10792-05', 'SRI-10792-06', 'SRI-10792_07', 'SRI-10792_08', '5-Fluoro-1H-pyrimidine-2,4-dione(5FU)', '5-Fluorouracil, >=99% (HPLC), powder', 'SBI-0050519.P004', '5-Fluoro-1H-pyrimidine-2,4-dione(5-FU)', 'DB-051923', 'DB-065735', '5-Fluoro-1H-pyrimidine-2,4-dione (5-FU)', 'AM20100252', 'EU-0100536', 'FT-0601511', 'FT-0668745', 'FT-0695666', 'FT-0695667', 'FT-0707652', 'ST45025877', 'SW199617-3', '5-Fluoro-1H-pyrimidine-2,4-dione(5-FUra)', 'Fluorouracil, meets USP testing specifications', '51F218', '7375-EP2269989A1', '7375-EP2269994A1', '7375-EP2270008A1', '7375-EP2270018A1', '7375-EP2272827A1', '7375-EP2272832A1', '7375-EP2275102A1', '7375-EP2275412A1', '7375-EP2275413A1', '7375-EP2277876A1', '7375-EP2280012A2', '7375-EP2281563A1', '7375-EP2281815A1', '7375-EP2287156A1', '7375-EP2289892A1', '7375-EP2292233A2', '7375-EP2292614A1', '7375-EP2292615A1', '7375-EP2292617A1', '7375-EP2295416A2', '7375-EP2295426A1', '7375-EP2295427A1', '7375-EP2298748A2', '7375-EP2298768A1', '7375-EP2298772A1', '7375-EP2298780A1', '7375-EP2301928A1', '7375-EP2301933A1', '7375-EP2305219A1', '7375-EP2305243A1', '7375-EP2305640A2', '7375-EP2305642A2', '7375-EP2305671A1', '7375-EP2305689A1', '7375-EP2308833A2', '7375-EP2308839A1', '7375-EP2308855A1', '7375-EP2308861A1', '7375-EP2311807A1', '7375-EP2311808A1', '7375-EP2311825A1', '7375-EP2311827A1', '7375-EP2311829A1', '7375-EP2311840A1', '7375-EP2314590A1', '7375-EP2316459A1', '7375-EP2316831A1', '7375-EP2316834A1', '7375-EP2316974A1', '7375-EP2374454A1', 'C07649', 'D00584', '29507-EP2270008A1', '29507-EP2270505A1', '29507-EP2272827A1', '29507-EP2289892A1', '29507-EP2292234A1', '29507-EP2292617A1', '29507-EP2295426A1', '29507-EP2295427A1', '29507-EP2298305A1', '29507-EP2308861A1', '29507-EP2311842A2', '42164-EP2272827A1', '42164-EP2275420A1', '42164-EP2277565A2', '42164-EP2277566A2', '42164-EP2277567A1', '42164-EP2277568A2', '42164-EP2277569A2', '42164-EP2277570A2', '42164-EP2277876A1', '42164-EP2292280A1', '42164-EP2292614A1', '42164-EP2295412A1', '42164-EP2295413A1', '42164-EP2295416A2', '42164-EP2298748A2', '42164-EP2298764A1', '42164-EP2298765A1', '42164-EP2298778A1', '42164-EP2305642A2', '42164-EP2308833A2', '42164-EP2311808A1', '42164-EP2311829A1', '42164-EP2311840A1', '5-Fluorouracil, Vetec(TM) reagent grade, >=99%', 'Q238512', 'W-60379', '(5-fluorouracil)5-Fluoro-1H-pyrimidine-2,4-dione', '5-Fluoro-1H-pyrimidine-2,4-dione(5-fluoro uracil)', 'SR-01000075881-1', 'SR-01000075881-3', 'SR-01000075881-5', 'W-202929', '5-Fluoro-1H-pyrimidine-2,4-dione (5-Fluorouracil)', 'BRD-K24844714-001-02-1', 'Z275128052', '5-Fluoro-1H-pyrimidine-2,4-dione(5-fluorouracil)(5-FU)', '5-Fluorouracil, certified reference material, TraceCERT(R)', 'Fluorouracil, British Pharmacopoeia (BP) Reference Standard', 'Fluorouracil, European Pharmacopoeia (EP) Reference Standard', 'Fluorouracil, United States Pharmacopeia (USP) Reference Standard', 'pyrimidine antimetabolite: inhibits nucleic acid replication; tetratogen', 'Fluorouracil, Pharmaceutical Secondary Standard; Certified Reference Material']\n",
"BMS-265246\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Fasudil\n",
"BRD4770\n",
"WP1066\n",
"M344\n",
"Gandotinib\n",
"CUDC-101\n",
"Alisertib\n",
"AR-42\n",
"Obatoclax Mesylate\n",
"[16681698, 46930996, 71816154, 16727411, 70700268, 56843157, 56973712, 122362431]\n",
"Toremifene Citrate\n",
"Tranylcypromine\n",
"[19493, 5530, 441233, 26070]\n",
"Dacinostat\n",
"Patupilone\n",
"['Epothilone B', 'Patupilone', '152044-54-7', '(-)-Epothilone B', 'Epo B', 'Epothilon B', 'EPO 906', 'EPO906', 'EpoB', 'EPO 906A', 'UNII-UEC0H0URSE', 'Patupilone (Epothilone B)', 'GNF-PF-193', 'CHEBI:31550', 'UEC0H0URSE', 'EPO-906', 'MFCD02101921', '(1S,3S,7S,10R,11S,12S,16R)-7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-((E)-1-(2-methylthiazol-4-yl)prop-1-en-2-yl)-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione', 'Epothilone B (EPO906, Patupilone)', '(1S,3S,7S,10R,11S,12S,16R)-7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-[(1E)-1-methyl-2-(2-methyl-4-thiazolyl)ethenyl]-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione', '7,11-DIHYDROXY-8,8,10,12,16-PENTAMETHYL-3-[1-METHYL-2-(2-METHYL-THIAZOL-4-YL)VINYL]-4,17-DIOXABICYCLO[14.1.0]HEPTADECANE-5,9-DIONE', 'Epothilone-B', '(1S,3S,7S,10R,11S,12S,16R)-7,11-Dihydroxy-8,8,10,12,16-pentamethyl-3-((1E)-1-(2-methyl-1,3-thiazol-4-yl)prop-1-en-2-yl)-4,17-dioxabicyclo(14.1.0)heptadecane-5,9-dione', '(1S,3S,7S,10R,11S,12S,16R)-7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-[(1E)-1-(2-methyl-1,3-thiazol-4-yl)prop-1-en-2-yl]-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione', 'Patupilone [INN]', 'patupilona', 'patupilonum', 'C27H41NO6S', 'NCGC00181131-01', '2-Methyloctanoicacid', 'Epothilone B(Patupilone)', 'SCHEMBL3808', 'cc-633', 'CHEMBL94657', 'EPO-906A', 'DTXSID4046862', 'CHEBI:94639', 'AOB2930', 'BCPP000100', 'EX-A1244', 'ZINC3951737', 'BDBM50103627', 'LMPK04000041', 'NSC684363', 's1364', 'Patupilone (EPO906, Epothilone B)', 'AKOS015951072', 'CCG-269760', 'CS-0714', 'DB03010', 'NSC-684363', 'NCGC00181131-04', '(1S,3S,7S,10R,11S,12S,16R)-7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-[(E)-1-(2-methyl-1,3-thiazol-4-yl)prop-1-en-2-yl]-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione', '4,17-Dioxabicyclo(1410)heptadecane-5,9-dione, 7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-((1E)-1-methyl-2-(2-methyl-4-thiazolyl)ethenyl)-, (1S,3S,7S,10R,11S,12S,16R)-', '4,17-Dioxabicyclo(1410)heptadecane-5,9-dione, 7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-(1-methyl-2-(2-methyl-4-thiazolyl)ethenyl)-, (1S-(1R*,3R*(E),7R*,10S*,11R*,12R*,16S*))-', 'AC-22614', 'HY-17029', 'QC-11859', 'F17412', '150322-43-3 pound not389574-19-0', 'A809247', 'BRD-K48935217-001-01-3', 'Q27093987', '(-)-Epothilone B, from Sorangium cellulosum, >=98% (HPLC)', '(1S,3S,7S,10R,11S,12S,16R)-7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-[(E)-1-(2-methyl-4-thiazolyl)prop-1-en-2-yl]-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione', '(1S,3S,7S,10R,11S,12S,16R)-7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-[(E)-1-methyl-2-(2-methyl-1,3-thiazol-4-yl)ethenyl]-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione', '(1S,3S,7S,10R,11S,12S,16R)-8,8,10,12,16-pentamethyl-3-[(E)-1-(2-methyl-1,3-thiazol-4-yl)prop-1-en-2-yl]-7,11-bis(oxidanyl)-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione', '[1S-[1R*,3R*(E),7R*,10S*,11R*,12R*,16S*]]-7,11-dihydroxy-8,8,10,12,16-pentamethyl-3-[1-methyl-2-(2-methyl-4-thiazolyl)ethenyl]-4,17-dioxabicyclo[14.1.0]heptadecane-5,9-dione']\n",
"Abexinostat\n",
"GSK J1\n",
"['GSK-J1', 'GSK J1', '1373422-53-7', 'GSKJ1', '3-{[2-(pyridin-2-yl)-6-(2,3,4,5-tetrahydro-1H-3-benzazepin-3-yl)pyrimidin-4-yl]amino}propanoic acid', 'C22H23N5O2', '3-[[2-Pyridin-2-Yl-6-(1,2,4,5-Tetrahydro-3-Benzazepin-3-Yl)pyrimidin-4-Yl]amino]propanoic Acid', 'N-[2-(2-Pyridinyl)-6-(1,2,4,5-tetrahydro-3H-3-benzazepin-3-yl)-4-pyrimidinyl]-beta-alanine', '3-((2-(Pyridin-2-yl)-6-(1,2,4,5-tetrahydro-3H-benzo[d]azepin-3-yl)pyrimidin-4-yl)amino)propanoic acid', '3-((6-(4,5-Dihydro-1H-benzo[d]azepin-3(2H)-yl)-2-(pyridin-2-yl)pyrimidin-4-yl)amino)propanoic acid', 'GSKJ1; GSK-J1', 'MLS006010249', 'GTPL7027', 'CHEMBL3188597', 'Histone demethylase inhibitor J1', 'SCHEMBL10157115', 'BDBM60875', 'AOB3940', 'EX-A571', 'CHEBI:131152', 'BCP08262', 'EX-A1744', '2442AH', 'MFCD22683851', 's7581', 'ZINC95616592', 'AKOS024458240', 'CCG-268518', 'CS-3322', 'GSK-J1, >=98% (HPLC)', 'SB19353', 'NCGC00347943-01', 'NCGC00347943-09', 'AS-16773', 'HY-15648', 'SMR004701325', 'FT-0700180', 'A900433', 'A920905', 'J-007002', 'Q27077924', 'N-[2-(2-Pyridinyl)-6-(1,2,4,5-tetrahydro-3H-3-benzazepin-3-yl)-4-pyrimidinyl]-?-alanine', '3-(6-(4,5-dihydro-1H-benzo[d]azepin-3(2H)-yl)-2-(pyridin-2-yl)pyrimidin-4-ylamino)propanoic acid', 'N-[2-(2-Pyridinyl)-6-(1,2,4,5-tetra hydro-3H-3-benzazepin-3-yl)-4-pyrimidinyl]-beta-alanin e', 'N-[2-(2-Pyridinyl)-6-(1,2,4,5-tetrahydro-3H-3-benzazepin-3-yl)-4- pyrimidinyl]-beta-alanine', 'N-[2-(pyridin-2-yl)-6-(1,2,4,5-tetrahydro-3H-3-benzazepin-3-yl)pyrimidin-4-yl]-beta-alanine']\n",
"Selisistat\n",
"['49843-98-3', 'Selisistat', '6-chloro-2,3,4,9-tetrahydro-1H-carbazole-1-carboxamide', 'EX-527', 'EX 527', 'SEN0014196', 'EX527', 'SIRT1 Inhibitor III', 'EX 527 (Selisistat)', 'CHEMBL420311', 'CHEBI:90369', '1H-Carbazole-1-carboxamide, 6-chloro-2,3,4,9-tetrahydro-', 'rac-6-Chloro-2,3,4,9-tetrahydro-1H-carbazole-1-carboxamide', 'EX-527 (S-enantiomer)', 'Selisistat [INN]', 'EX 527 (SEN0014196)', '6-chloro-1,2,3,4,9-pentahydro-4aH-carbazolecarboxamide', 'SEN-0014196', 'EX-527(Selisistat)', 'Cambridge id 6859180', 'Oprea1_353257', 'Oprea1_367943', 'MLS006011757', 'GTPL8100', 'SCHEMBL1275557', 'EX-527 (SELISISTAT)', 'AOB2079', 'DTXSID10964442', 'QCR-195', 'HMS3426E09', 'HMS3654P22', 'HMS3743I17', 'HMS3747M05', 'HMS3884K19', '6-Chloro-2,3,4,9-tetrahydro-1H-carbazole-1-carboxamide, racemic', 'BCP02889', 'EX-A1064', 'BDBM50178769', 'MFCD03009471', 's1541', 'SBB014468', 'STK522511', 'AKOS002364303', 'BCP9000673', 'CCG-208710', 'CS-0960', 'DB13978', 'MCULE-2491423827', 'SB16664', 'EX 527,SEN0014196', 'NCGC00242458-01', 'AC-32746', 'HY-15452', 'SMR004703473', 'ST082785', 'BCP0726000108', 'AB0033787', 'DB-082965', 'EX-527, >=98% (HPLC)', 'FT-0698480', 'SW218147-2', 'X7534', 'A21392', 'AB00121519-01', 'SR-01000501008', 'SR-01000501008-1', 'BRD-A73908300-001-04-2', 'Q27088776', '6-Chloro-2,3,4,9-tetrahydro-1H-carbazole-1-carboximidic acid', '(+/-)-6-chloro-2,3,4,9-tetrahydro-1H-carbazole-1-carboxamide', '6-Chloro-2,3,4,9-tetrahydro-1H-carbazole-1-carboxylic acid, amide']\n",
"Capecitabine \n",
"['CAPECITABINE', '154361-50-9', 'Xeloda', 'Capiibine', 'Capecitibine', \"5'-deoxy-5-fluoro-N-[(pentyloxy)carbonyl]cytidine\", 'Captabin', 'Ro 09-1978', 'Ro 09-1978/000', 'C15H22FN3O6', 'Pentyl (1-((2R,3R,4S,5R)-3,4-dihydroxy-5-methyltetrahydrofuran-2-yl)-5-fluoro-2-oxo-1,2-dihydropyrimidin-4-yl)carbamate', 'UNII-6804DJ8Z9U', \"Cytidine, 5'-deoxy-5-fluoro-N-[(pentyloxy)carbonyl]-\", 'Pentyl 1-(5-deoxy-beta-D-ribofuranosyl)-5-fluoro-1,2-dihydro-2-oxo-4-pyrimidinecarbamate', \"5'-Deoxy-5-fluoro-N-((pentyloxy)carbonyl)cytidine\", 'pentyl N-[1-[(2R,3R,4S,5R)-3,4-dihydroxy-5-methyloxolan-2-yl]-5-fluoro-2-oxopyrimidin-4-yl]carbamate', 'CHEBI:31348', '6804DJ8Z9U', '(1-(5-Deoxy-beta-D-ribofuranosyl)-5-fluoro-1,2-dihydro-2-oxo-4-pyrimidinyl)-carbamic acid pentyl ester', 'pentyl N-{1-[(2R,3R,4S,5R)-3,4-dihydroxy-5-methyloxolan-2-yl]-5-fluoro-2-oxo-1,2-dihydropyrimidin-4-yl}carbamate', 'Capecitabin', 'Caxeta', 'Xabine', 'Ro-091978000', 'DSSTox_CID_26451', 'DSSTox_RID_81625', 'Pentyl [1-(5-deoxy-beta-D-ribofuranosyl)-5-fluoro-2-oxo-1,2-dihydropyrimidin-4-yl]carbamate', 'DSSTox_GSID_46451', 'pentyl 1-((2R,3R,4S,5R)-3,4-dihydroxy-5-methyltetrahydrofuran-2-yl)-5-fluoro-2-oxo-1,2-dihydropyrimidin-4-ylcarbamate', \"Cytidine, 5'-deoxy-5-fluoro-N-((pentyloxy)carbonyl)-\", 'capecitabina', 'capecitabinum', 'Capecitabine (Xeloda)', 'SMR002530052', 'Xeloda (TN)', 'CAS-154361-50-9', \"N(4)-Pentyloxycarbonyl-5'-deoxy-5-fluorocytidine\", 'Cpecitabine', 'HSDB 7656', 'NCGC00164569-01', 'Capecitabine [USAN:USP:INN:BAN]', 'RG-340', 'Capecitabine- Bio-X', 'Carbamic acid, (1-(5-deoxy-beta-D-ribofuranosyl)-5-fluoro-1,2-dihydro-2-oxo-4-pyrimidinyl)-, pentyl ester', 'Ro-09-1978', 'R-340', 'SCHEMBL8153', 'CHEMBL1773', 'cc-330', 'MLS003915642', 'MLS004774137', 'Capecitabine (JAN/USP/INN)', 'GTPL6799', 'DTXSID3046451', 'Capecitabine, analytical standard', 'Capecitabine, >=98% (HPLC)', 'EX-A835', 'BCPP000300', 'HY-B0016', 'ZINC3806413', 'Tox21_112198', 'CC0143', 's1156', 'AKOS015920130', 'Tox21_112198_1', 'AM84502', 'BCP9000483', 'BS-1000', 'CCG-264841', 'CS-0768', 'DB01101', 'MCULE-2851259722', 'NSC 759853', 'NCGC00164569-02', 'NCGC00164569-05', 'BC164277', '3-(2-HYDROXYETHYL)THIAZOLIUMBROMIDE', 'AB0068959', 'RO-9-1978', 'Ro-09-1978-000', 'D01223', \"n4-pentyloxycarbonyl-5'-deoxy-5-fluorocytidine\", 'AB01274776-01', 'AB01274776-02', 'AB01274776_04', 'RO-09-1978000', '361C509', \"5'-deoxy-5-fluoro-N4-(pentyloxycarbonyl)cytidine\", '5-Deoxy-5-fluoro-N-[(pentyloxy)carbonyl]cytidine', 'Q420207', 'SR-01000931255', '5-Deoxy-5-fluoro-N4-[(pentyloxy)carbonyl]cytidine', 'J-700154', 'Q-200788', 'SR-01000931255-3', 'BRD-K61192372-001-08-9', 'Z1741971721', 'Capecitabine, European Pharmacopoeia (EP) Reference Standard', 'Capecitabine, United States Pharmacopeia (USP) Reference Standard', 'Capecitabine, Pharmaceutical Secondary Standard; Certified Reference Material', '958887-39-3']\n",
"Ellagic acid\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"INO-1001\n",
"oh no, nothing found for INO-1001\n",
"Streptozotocin\n",
"[29327, 5300, 2733335, 45357367, 6420074, 7067772, 6713972]\n",
"RG108\n",
"Tacedinaline\n",
"Ofloxacin\n",
"FLLL32\n",
"AG-490\n",
"['133550-30-8', 'AG-490', 'Tyrphostin B42', 'AG 490', 'Tyrphostin AG 490', 'AG490', '(E)-N-benzyl-2-cyano-3-(3,4-dihydroxyphenyl)acrylamide', 'Tyrphostin AG490', 'tyrphostin AG-490', 'AG-490 (Tyrphostin B42)', '(E)-N-benzyl-2-cyano-3-(3,4-dihydroxyphenyl)prop-2-enamide', 'N-Benzyl-2-cyano-3-(3,4-dihydroxyphenyl)acrylamide', 'alpha-Cyano-(3,4-dihydroxy)-N-benzylcinnamide', '134036-52-5', '(2E)-N-benzyl-2-cyano-3-(3,4-dihydroxyphenyl)prop-2-enamide', 'CHEMBL56543', 'SMR001230665', 'SR-01000076153', 'MFCD00236452', 'n-benzyl-3,4-dihydroxy-benzylidenecyanoacetamide', 'Tyrphostin,AG490', 'xy-phenyl)-acrylamide', 'Tocris-0414', 'Tyrphostin deriv. 42', 'BiomolKI_000025', 'Lopac-T-3434', 'BiomolKI2_000033', 'Tyrphostin AG 490, solid', 'Lopac0_001166', 'SCHEMBL93682', 'BMK1-D1', 'BSPBio_001396', 'cc-365', 'MLS002153172', 'MLS006011256', 'BDBM4313', 'GTPL5916', 'DTXSID5040960', 'AOB6474', 'EX-A118', 'EX-A464', 'CHEBI:131968', 'BCPP000424', 'HMS1361F18', 'HMS1791F18', 'HMS1989F18', 'HMS2231N13', 'HMS3229M15', 'HMS3402F18', 'HMS3414G11', 'HMS3678G11', 'ZINC2557947', 'EI-272', 's1143', 'SBB063097', 'ZINC02557947', '(2E)-2-CYANO-3-(3,4-DIHYDROXYPHENYL)-N-(PHENYLMETHYL)-2-PROPENAMIDE', 'AKOS015888137', 'BCP9000246', 'CCG-100629', 'LP01166', 'QC-8950', 'SDCCGSBI-0051133.P003', 'IDI1_033866', 'SMP2_000154', 'NCGC00016014-01', 'NCGC00016014-02', 'NCGC00016014-03', 'NCGC00016014-04', 'NCGC00016014-05', 'NCGC00016014-06', 'NCGC00016014-07', 'NCGC00016014-09', 'NCGC00016014-10', 'NCGC00024576-01', 'NCGC00024576-02', 'NCGC00024576-03', 'NCGC00024576-04', 'NCGC00024576-05', 'NCGC00024576-06', 'BS-15205', '(E)-N-Benzyl-2-cyano-3-(3,4-dihydro', 'EU-0101166', 'SW219272-1', 'T2962', 'X7479', 'EC-000.2082', 'C72336', 'T 3434', 'alpha-Cyano-(3,4-dihydroxy)-N-benzylcinnamamide', 'J-500741', 'SR-01000076153-1', 'SR-01000076153-3', 'BRD-K47105409-001-05-3', 'Q27074341', '(2E)-3-(3,4-dihydroxyphenyl)-2-cyano-N-benzylprop-2-enamide', '(E)-N-Benzyl-2-cyano-3-(3,4-dihydroxyphenyl)acrylamideAG 490', '2-Propenamide,2-cyano-3-(3,4-dihydroxyphenyl)-N-(phenylmethyl)-', '(E)-2-CYANO-3-(3,4-DIHYDROPHENYL)-N-(PHENYLMETHYL)-2-PROPENAMIDE']\n",
"Altretamine\n",
"Sirtinol\n",
"KW-2449\n",
"UNC1999\n",
"UNC0631\n",
"Lapatinib\n",
"MK-5108\n",
"Valproic acid sodium salt\n",
"['Sodium valproate', 'Sodium 2-propylpentanoate', '1069-66-5', 'Valproate sodium', 'Valproic acid sodium salt', 'Valproic acid sodium', 'Epilim', 'Valproic Acid (sodium salt)', 'Pentanoic acid, 2-propyl-, sodium salt', 'Sodium 2-propylvalerate', '2-Propylvaleric acid sodium salt', 'Valerin', '2-Propylpentanoic acid sodium salt', 'UNII-5VOM6GYJ0D', 'Valproic acid sodium salt (1:1)', 'Valproic Acid, Sodium Salt', '2-propylpentanoic acid sodium', 'Valproate', 'Valproic acid sodium salt (Sodium valproate)', 'sodium;2-propylpentanoate', 'MFCD00078604', '5VOM6GYJ0D', 'Abbott 44090', 'CHEBI:9925', 'Eurekene', 'Labazene', 'Orfiril', 'DEPACON', 'Depakene (TN)', 'Natrium valproat', 'Dipropylacetate sodium', 'Sodium dipropylacetate', 'Sodium valproate (2-Propylpentanoic acid, sodium salt)', 'Sodium bispropylacetate', 'CHEMBL433', 'Valproinsaeure, natrium', 'Sodium n-dipropylacetate', 'SMR000875243', 'Sodium 2-n-propyl-pentanoate', 'KW 6066N', 'EINECS 213-961-8', 'Valeric acid, 2-propyl-, sodium salt', '2-Propylpentanoic Acid, Na', 'Valproate sodium [USAN:USP]', 'A-44090', 'Selenica (TN)', 'Lopac-P-4543', 'Valproate sodium (USAN)', 'Sodium valproate (JP17)', 'DSSTox_CID_17072', 'DSSTox_RID_79301', 'DSSTox_GSID_37072', 'SCHEMBL35027', 'MLS001332431', 'MLS001332432', 'MLS002153189', 'SPECTRUM1500606', 'ABBOTT-44090', 'DTXSID5037072', 'HMS500N15', 'Valproic acid sodium salt, 98%', 'HMS1921I21', 'HMS2092C12', 'HMS2230E16', 'HMS3262B20', 'HMS3369L11', 'HMS3648A12', 'HMS3654I14', 'HMS3872G13', 'HMS3884E05', 'BCP02888', 'KW-6066N', 'Tox21_302623', 'Tox21_500889', 'CCG-40071', 'HY-10585A', 's1168', 'AKOS005066057', 'AC-8391', 'CCG-208088', 'CCG-266330', 'CS-1764', 'LP00889', 'NSC 732626', 'NSC 757376', 'NCGC00016192-01', 'NCGC00016192-02', 'NCGC00016192-03', 'NCGC00016192-04', 'NCGC00094208-01', 'NCGC00094208-02', 'NCGC00094208-03', 'NCGC00167849-01', 'NCGC00256651-01', 'NCGC00261574-01', 'AS-13150', 'H456', 'SY058189', 'BCP0726000316', 'CAS-1069-66-5', 'AB0013058', 'DB-059527', 'EU-0100889', 'FT-0633278', 'S0894', 'SW219169-2', 'D00710', 'H11308', 'P 4543', 'Pentanoic acid, 2-propyl-, sodium salt (1:1)', 'Valproic Acid, Sodium Salt - CAS 1069-66-5', 'Q-201918', 'Q4347890', 'Sodium valproate, British Pharmacopoeia (BP) Reference Standard', 'Sodium valproate, European Pharmacopoeia (EP) Reference Standard']\n",
"AC480\n",
"['BMS-599626', '714971-09-2', 'AC480', 'AC-480', 'BMS 599626', '(S)-Morpholin-3-ylmethyl (4-((1-(3-fluorobenzyl)-1H-indazol-5-yl)amino)-5-methylpyrrolo[2,1-f][1,2,4]triazin-6-yl)carbamate', 'BMS599626', 'AC480 (BMS-599626)', 'UNII-2252724U5N', 'CHEMBL1645462', '2252724U5N', 'C27H27FN8O3', '[(3S)-morpholin-3-yl]methyl N-[4-[[1-[(3-fluorophenyl)methyl]indazol-5-yl]amino]-5-methylpyrrolo[2,1-f][1,2,4]triazin-6-yl]carbamate', 'AC1480 (free base)', 'cc-393', 'GTPL7647', 'SCHEMBL12065349', 'AOB5594', 'DTXSID60221714', 'SYN1142', 'EX-A2296', 'ZINC6717782', 'BDBM50333373', 'C27H44O11', 'MFCD10565678', 'NSC764135', 'NSC799323', 's1056', 'AKOS015999853', 'BCP9000428', 'CCG-269915', 'CS-0407', 'DB12318', 'NSC-764135', 'NSC-799323', 'NCGC00346483-01', 'NCGC00346483-05', 'NCGC00346483-11', 'AC-32830', 'AS-16281', 'Carbamic acid, N-(4-((1-((3-fluorophenyl)methyl)-1H-indazol-5-yl)amino)-5-methylpyrrolo(2,1-F)(1,2,4)triazin-6-yl)-, (3S)-3-morpholinylmethyl ester', 'HY-10251', 'BMS-599626 (AC480)', 'X7467', 'Y0348', 'BMS-599626, >=98% (HPLC)', 'J-502499', 'J-519990', 'Q27075357', '1,2,3,4-Tetra-O-pivaloyl-??-D-glucopyranuronic acid methyl ester', '(S)-morpholin-3-ylmethyl 4-(1-(3-fluorobenzyl)-1H-indazol-5-ylamino)-5-methylpyrrolo[1,2-f][1,2,4]triazin-6-ylcarbamate', '(S)-morpholin-3-ylmethyl 4-(3-(4-fluorobenzyl)-1H-indazol-6-ylamino)pyrrolo[1,2-f][1,2,4]triazin-6-ylcarbamate', '(S)-morpholin-3-ylmethyl(4-((1-(3-fluorobenzyl)-1H-indazol-5-yl)amino)-5-methylpyrrolo[2,1-f][1,2,4]triazin-6-yl)carbamate', '(S)-morpholin-3-ylmethyl-4-(1-(3-fluorobenzyl)-1H-indazol-5-ylamino)-5-methylpyrrolo[1,2-f][1,2,4]triazin-6-ylcarbamate', '[(3S)-Morpholin-3-yl]methyl N-[4-[[1-[(3-fluorophenyl)methyl]indazol-5-yl]amino]-5-methyl-pyrrolo[2,1-f][1,2,4]triazin-6-yl]carbamate', '[4-[[1-(3-Fluorobenzyl)-1H-indazole-5-yl]amino]-5-methylpyrrolo[2,1-f][1,2,4]triazine-6-yl]carbamic acid [(3S)-morpholine-3-yl]methyl ester', '[4-[[1-(3-fluorophenyl)methyl]-1H-indazol-5-ylamino]-5-methyl-pyrrolo[2,1-f][1,2,4]triazin-6-yl]-carbamic acid', 'Carbamic acid, [4-[[1-[(3-Fluorophenyl)methyl]-1h-indazol-5-yl]amino]-5-methylpyrrolo[2,1-f][1,2,4]triazin-6-yl]-, (3s)-3-morpholiny lmethyl ester']\n",
"Bisindolylmaleimide IX\n",
"['ro 31-8220', 'bisindolylmaleimide IX', '125314-64-9', 'Ro31-8220', 'Ro-31-8220', 'Ro 31 8220', 'Ro 318220', 'UNII-W9A0B5E78O', 'Ro-318220', 'CHEMBL6291', '3-[3-[4-(1-methylindol-3-yl)-2,5-dioxopyrrol-3-yl]indol-1-yl]propyl carbamimidothioate', 'W9A0B5E78O', 'CHEBI:38912', '3-{3-[4-(1-methyl-1H-indol-3-yl)-2,5-dioxo-2,5-dihydro-1H-pyrrol-3-yl]-1H-indol-1-yl}propyl carbamimidothioate', 'Ro?31-8220?', '3-{3-[4-(1-methyl-1H-indol-3-yl)-2,5-dioxo-2,5-dihydro-1H-pyrrol-3-yl]-1H-indol-1-yl}propyl imidothiocarbamate', 'Ro 31-8220 methanesulfonate;Bisindolylmaleimide IX mesylate', 'CHEMBL1591531', 'bisindolymaleimide IX', 'BiomolKI_000033', '3-(3-(4-(1-methyl-1h-indol-3-yl)-2,5-dioxo-2,5-dihydro-1h-pyrrol-3-yl)-1h-indol-1-yl)propyl carbamimidothioate', 'DRN', 'ACMC-20mrgw', 'bisindolylmaleimide-IX', 'Bisindolylmaleimide 11b', '3-[1-[3-(Amidinothio)propyl-1H-indol-3-yl]-3-(1-methyl-1H-indol-3-yl)maleimide', 'BiomolKI2_000041', 'BIM-9', 'BSPBio_001077', 'KBioGR_000417', 'KBioSS_000417', 'BDBM3175', 'GTPL5259', 'SCHEMBL1567017', 'KBio2_000417', 'KBio2_002985', 'KBio2_005553', 'KBio3_000793', 'KBio3_000794', 'DTXSID20154736', 'EX-A384', 'Bio2_000369', 'Bio2_000849', 'HMS1792E19', 'HMS1990E19', 'HMS3401B10', 'HMS3403E19', 'HMS3673M03', 'BCP13149', 'ZINC3797930', 'BDBM50400734', 'EI-283', 'HY-13866A', 'NSC767237', 'CCG-100637', 'CS-1678', 'NSC-767237', 'IDI1_002124', 'NCGC00092293-02', 'NCGC00092293-03', 'NCGC00092293-04', 'NCGC00092293-05', 'NCGC00092293-15', 'AC-33051', 'Carbamimidothioic acid, 3-(3-(2,5-dihydro-4-(1-methyl-1H-indol-3-yl)-2,5-dioxo-1H-pyrrol-3-yl)-1H-indol-1-yl)propyl ester', 'Carbamimidothioic acid,3-[3-[2,5-dihydro-4-(1-methyl-1H-indol-3-yl)-2,5-dioxo-1H-pyrrol-3-yl]-1H-indol-1-yl]propylester', 'Ro 318220 & Z-100', 'Q7339195', 'BRD-K06543683-001-04-4', 'BRD-K06543683-066-01-3', 'Ro-31-8220 - CAS 138489-18-6', '2-[3-[3-[4-(1-methylindol-3-yl)-2,5-dioxo-pyrrol-3-yl]indol-1-yl]propyl]isothiourea', '2-{1-[3-(amidinothio)propyl]-1h-indol-3-yl}-3-(1-methylindol-3-yl)maleimide', '3-[3-[4-(1-methylindol-3-yl)-2,5-dioxopyrrol-3-yl]indol-1-yl]propylsulfanylmethanimidamide', '[(3-{3-[4-(1-methyl-1H-indol-3-yl)-2,5-dioxo-2,5-dihydro-1H-pyrrol-3-yl]-1H-indol-1-yl}propyl)sulfanyl]methanimidamide', '3-[1-[3-(Amidinothio)propyl]-3-indolyl]-4-(1-methyl-3-indolyl)-1H-pyrrole-2,5-dione Methanesulfonate', 'Carbamimidothioic acid, 3-[3-[2,5-dihydro-4-(1-methyl-1H-indol-3-yl)-2,5-dioxo-1H-pyrrol-3-yl]-1H-indol-1-yl]propyl ester & Z-100']\n",
"Tazemetostat\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"ENMD-2076 L-(+)-Tartaric acid \n",
"['ENMD-2076 L-(+)-Tartaric acid', 'UNII-KXQ762CQTH', 'ENMD-2076 tartrate', 'KXQ762CQTH', '1291074-87-7', 'ENMD-2076 Tartrate', '1453868-32-0 (tartrate)', 'ENMD2076', '1453868-32-0', 'ENMD-981693', '(E)-N-(5-methyl-1H-pyrazol-3-yl)-6-(4-methylpiperazin-1-yl)-2-styrylpyrimidin-4-amine (2R,3R)-2,3-dihydroxysuccinate', 'enmd-2076-l-tartaric-acid', 'SCHEMBL15239835', 'C21H25N7.C4H6O6', 'C25H31N7O6', '(2R,3R)-2,3-dihydroxybutanedioic acid;6-(4-methylpiperazin-1-yl)-N-(5-methyl-1H-pyrazol-3-yl)-2-[(E)-2-phenylethenyl]pyrimidin-4-amine', '2396AH', 'MFCD18074523', 's2018', 'CCG-269887', 'L-(+) Tartrate salt of ENMD-981693', 'X7387', 'Q27895339', '4-Pyrimidinamine, 6-(4-methyl-1-piperazinyl)-N-(5-methyl-1H-pyrazol-3-yl)-2-((1E)-2-phenylethenyl)-, (2R,3R)-2,3-dihydroxybutanedioate (1:1)', '6-(4-Methyl-1-piperazinyl)-N-(5-methyl-1H-pyrazol-3-yl)-2-[(1E)-2-phenylethenyl]-4-pyrimidinamine L-Tartrate', '6-(4-Methyl-1-piperazinyl)-N-(5-methyl-1H-pyrazol-3-yl)-2-[(E)-2-phenylethenyl]-4-pyrimidinamine']\n",
"ZM 447439\n",
"['331771-20-1', 'ZM-447439', 'ZM447439', 'ZM 447439', 'N-[4-[[6-METHOXY-7-[3-(4-MORPHOLINYL)PROPOXY]-4-QUINAZOLINYL]AMINO]PHENYL]BENZAMIDE', 'TCMDC-125873', 'UNII-RSN3P9776R', 'N-(4-((6-methoxy-7-(3-morpholinopropoxy)quinazolin-4-yl)amino)phenyl)benzamide', 'CHEMBL202721', 'RSN3P9776R', 'C29H31N5O4', 'N-[4-({6-methoxy-7-[3-(morpholin-4-yl)propoxy]quinazolin-4-yl}amino)phenyl]benzamide', 'N-[4-[[6-methoxy-7-(3-morpholin-4-ylpropoxy)quinazolin-4-yl]amino]phenyl]benzamide', 'N-(4-{[6-Methoxy-7-(3-Morpholin-4-Ylpropoxy)quinazolin-4-Yl]amino}phenyl)benzamide', 'N-[4-[[6-methoxy-7-(3-morpholinopropoxy)quinazolin-4-yl]amino]phenyl]benzamide', 'N-(4-((6-methoxy-7-(3-(4-morpholinyl)propoxy)-4-quinazolinyl)amino)phenyl)benzamide', 'Kinome_3319', 'NCGC00159574-01', 'cc-90', 'MLS006010133', 'SCHEMBL597105', 'GTPL8353', 'BDBM14210', 'CHEBI:91376', 'AOB2181', 'DTXSID00186833', 'BCPP000002', 'HMS3269E21', 'HMS3295A17', 'HMS3413O12', 'HMS3654I21', 'HMS3677O12', 'BCP02615', 'EX-A2276', 's1103', 'ZINC22067501', 'AKOS015919490', 'AC-8444', 'CCG-269800', 'CS-0009', 'SB19303', 'Benzamide, N-(4-((6-methoxy-7-(3-(4-morpholinyl)propoxy)-4-quinazolinyl)amino)phenyl)-', 'NCGC00159574-02', 'NCGC00159574-09', 'AS-16711', 'HY-10128', 'SMR004701259', 'AB0024259', 'FT-0660514', 'SW220282-1', 'W5489', 'EC-000.2367', 'A23228', 'C74700', '771M201', 'ZM447439 (ZM-447439)', 'J-019068', 'J-523340', 'Q8063129', 'BRD-K72703948-001-01-0', 'BRD-K72703948-001-02-8', '4-(4-(N-benzoylamino)anilino)-6-methoxy-7-(3-(1-morpholino)propoxy)-quinazoline', 'N-(4-(6-Methoxy-7(3-morpholinepropoxy)quinazolin-4-ylamino)phenyl)benzamide', 'N-(4-(6-methoxy-7-(3-morpholinopropoxy)quinazolin-4-ylamino)phenyl)benzamide', 'N-[4-[[6-Methoxy-7-[3-(4-morpholiny l)propoxy]-4-quinazolinyl]amino]phenyl]benzamide', 'N-{4-[6-Methoxy-7-(3-morpholin-4-yl-propoxy)-quinazolin-4-ylamino]-phenyl}-benzamide', 'Benzamide, N-?[4-?[[6-?methoxy-?7-?[3-?(4-?morpholinyl)?propoxy]?-?4-?quinazolinyl]?amino]?phenyl]?-']\n",
"Ki16425\n",
"Decitabine\n",
"BMS-754807\n",
"2-Methoxyestradiol\n",
"Navitoclax\n",
"Mocetinostat\n",
"Pracinostat\n",
"Trichostatin A\n",
"ABT-737\n",
"Motesanib Diphosphate\n",
"Veliparib\n",
"Cimetidine \n",
"['cimetidine', '51481-61-9', 'Tagamet', 'Eureceptor', 'Tametin', 'Dyspamet', 'Ulcedine', 'Acinil', 'Cimetag', 'Tratul', 'Ulcedin', 'Acibilin', 'Gastromet', 'Cimetum', 'Edalene', 'Ulcimet', 'Ulcomet', 'Cimal', 'Ulhys', 'Tagamet Hb', 'Cimetidine Hcl', 'Tagamet Hb 200', 'SKF-92334', 'Cimetidina', 'Ulcomedina', 'Valmagen', 'Cimetidinum', 'SKF 92334', '1-cyano-2-methyl-3-[2-[(5-methyl-1H-imidazol-4-yl)methylsulfanyl]ethyl]guanidine', \"N-Cyano-N'-methyl-N''-[2-[[(4-methyl-1H-imidazol-5-yl)methyl]thio]ethyl]guanidine\", '2-Cyano-1-methyl-3-(2-(((5-methylimidazol-4-yl)methyl)thio)ethyl)guanidine', '1-Cyano-2-methyl-3-(2-(((5-methyl-4-imidazolyl)methyl)thio)ethyl)guanidine', 'UNII-80061L1WGD', 'CHEBI:3699', 'C10H16N6S', \"N-Cyano-N'-methyl-N''-(2-(((5-methyl-1H-imidazol-4-yl)methyl)thio)ethyl)guanidine\", 'CHEMBL30', 'Metracin', 'MFCD00133296', 'NSC-335308', 'Brumetadina', '2-cyano-1-methyl-3-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]sulfanyl}ethyl)guanidine', 'MLS000069791', '76181-71-0', 'Gastrobitan', 'Ulcestop', 'Ulcofalk', 'Evicer', 'Peptol', '80061L1WGD', '51481-61-9 (free)', \"Guanidine, N-cyano-N'-methyl-N''-(2-(((5-methyl-1H-imidazol-4-yl)methyl)thio)ethyl)-\", \"Guanidine, N-cyano-N'-methyl-N''-[2-[[(5-methyl-1H-imidazol-4-yl)methyl]thio]ethyl]-\", \"Guanidine, N-cyano-N'-Methyl-N''-[2-[[(5-Methyl-1H-iMidazol-4-yl)Methyl]thio]ethyl]-, (Z)-\", 'NSC 335308', 'NCGC00015240-06', 'SMR000038895', 'DSSTox_CID_329', '2-cyano-1-methyl-3-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]thio}ethyl)guanidine', 'DSSTox_RID_75517', \"N''-cyano-N-methyl-N'-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]thio}ethyl)guanidine\", \"N-cyano-N'-methyl-N''-(2-([(5-methyl-1H-imidazol-4-yl)methyl]sulfanyl)ethyl)guanidine\", 'Cimetidinum [INN-Latin]', 'DSSTox_GSID_20329', 'Cimetidina [INN-Spanish]', 'Brumetidina', 'DRG-0150', '(E)-2-cyano-1-methyl-3-(2-(((5-methyl-1H-imidazol-4-yl)methyl)thio)ethyl)guanidine', '(Z)-3-cyano-1-methyl-2-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]sulfanyl}ethyl)guanidine', '1-cyano-2-methyl-3-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]sulfanyl}ethyl)guanidine', '2-cyano-1-methyl-3-[2-[(5-methyl-1H-imidazol-4-yl)methylsulfanyl]ethyl]guanidine', \"Guanidine, N''-cyano-N-methyl-N'-(2-(((5-methyl-1H-imidazol-4-yl)methyl)thio)ethyl)-\", \"Guanidine, N''-cyano-N-methyl-N'-[2-[[(5-methyl-1H-imidazol-4-yl)methyl]thio]ethyl]-\", 'Tagamet (TN)', 'Cimetidine, A Type', 'CCRIS 3247', 'Equaline acid reducer', 'HSDB 3917', 'Topcare heartburn relief', 'SR-01000075260', 'SR-05000001434', 'FPF 1002', 'EINECS 257-232-2', 'cemitidine', 'metidine', '1-cyano-2-methyl-3-(2-((5-methyl-1H-imidazol-4-yl)methylthio)ethyl)guanidine', '1-cyano-2-methyl-3-[2-[(5-methyl-1H-imidazol-4-yl)methylthio]ethyl]guanidine', 'Cimetidine,(S)', 'Prestwick_65', '{(1E)-1-(methylamino)-4-[(4-methylimidazol-5-yl)methylthio]-2-azabut-1-enyl}am inocarbonitrile', 'Cimetidine (Tagamet)', 'Cimetidine [USAN:USP:INN:BAN:JAN]', 'CIMETIDINE A', 'Spectrum_000495', 'Tocris-0902', 'Opera_ID_314', 'Prestwick3_000026', 'Spectrum2_000782', 'Spectrum3_001389', 'Spectrum4_000812', 'Spectrum5_001541', 'Lopac-C-4522', 'UPCMLD-DP029', '2-Cyano-1-methyl-3-[2-(5-methyl-1H-imidazol-4-yl-methylthio)ethyl]guanidine', 'C 4522', 'SCHEMBL1093', 'SCHEMBL1094', 'SKF-92334; Tagamet', \"Guanidine, N-cyano-N'-methyl-N''-(2-(((5-methyl-1H-imidazol-4-yl)methyl)thio) ethyl)-\", 'Lopac0_000293', 'BSPBio_000091', 'BSPBio_002978', 'KBioGR_001323', 'KBioSS_000975', 'US9138393, Cimetidine', 'US9144538, Cimetidine', 'MLS001148596', 'MLS002153265', 'MLS002154178', 'DivK1c_000166', 'SPECTRUM1500684', 'SPBio_000884', 'BPBio1_000101', 'Cimetidine (JP17/USP/INN)', 'GTPL1231', 'DTXSID4020329', 'SCHEMBL11282982', 'UPCMLD-DP029:001', 'BDBM22889', 'HMS500I08', 'KBio1_000166', 'KBio2_000975', 'KBio2_003543', 'KBio2_006111', 'KBio3_002198', 'NINDS_000166', 'BDBM181119', 'HMS1921C14', 'HMS2089O03', 'HMS2092I14', 'HMS2095E13', 'HMS2232F16', 'HMS3259M15', 'HMS3260L08', 'HMS3267A03', 'HMS3369L10', 'HMS3414I17', 'HMS3651E21', 'HMS3678I17', 'HMS3712E13', 'HMS3750I05', 'HMS3884I12', 'Pharmakon1600-01500684', 'Cimetidine 1.0 mg/ml in Methanol', 'EX-A1088', 'Tox21_110106', 'Tox21_201160', 'Tox21_500293', 'BDBM50103595', 'BDBM50403559', 'CCG-40160', 'NSC335308', 'NSC757428', 's1845', 'SBB057794', 'STK528249', 'ZINC18115268', '1-Cyano-2-methyl-3-[2-[[(5-methylimidazol-4-yl)methyl]thio]ethyl]guanidine', 'AKOS005460997', 'AKOS015900557', 'AKOS015951369', 'AKOS016003398', 'AKOS016340377', 'AKOS026749950', 'AKOS032949548', 'Tox21_110106_1', 'AB03708', 'AC-8100', 'CCG-204388', 'CCG-220026', 'CCG-221597', 'DB00501', 'KS-5087', 'LP00293', 'MCULE-2885245608', 'NC00501', 'NSC 757428', 'NSC-757428', 'SDCCGSBI-0050281.P005', 'IDI1_000166', \"N''-cyano-N-methyl-N'-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]sulfanyl}ethyl)guanidine\", \"N''-Cyano-N-methyl-N'-[2-[(5-methyl-1H-imidazol-4-yl)methylthio]ethyl]guanidine\", \"N-Cyano-N'-methyl-[2-[[[5-methyl-1H-imidazol-4-yl]methyl]thio]ethyl]guanidine\", 'NCGC00015240-01', 'NCGC00015240-02', 'NCGC00015240-03', 'NCGC00015240-04', 'NCGC00015240-05', 'NCGC00015240-07', 'NCGC00024859-01', 'NCGC00024859-02', 'NCGC00024859-03', 'NCGC00024859-04', 'NCGC00024859-05', 'NCGC00091439-01', 'NCGC00091439-02', 'NCGC00091439-03', 'NCGC00091439-04', 'NCGC00091439-05', 'NCGC00091439-07', 'NCGC00091439-10', 'NCGC00185989-01', 'NCGC00188961-01', 'NCGC00258712-01', 'NCGC00260978-01', '2984-61-4', '943920-67-0', 'Cimetidine 100 microg/mL in Acetonitrile', 'H505', 'HY-14289', 'NCI60_002936', 'SBI-0050281.P004', 'AB0013083', 'DB-051971', 'EU-0100293', 'FT-0602955', 'ST50411770', 'SW196380-2', 'C06952', 'D00295', 'F16651', 'J10340', 'AB00052157-03', 'AB00052157_04', 'AB00052157_05', '481C619', 'A828616', 'L000186', 'L003827', 'L013434', 'Q409492', 'SR-05000001750', 'Q-200855', 'Q-200856', 'SR-01000075260-1', 'SR-01000075260-3', 'SR-05000001434-1', 'SR-05000001434-2', 'SR-05000001750-1', 'BRD-K18618618-001-01-6', 'BRD-K34157611-001-04-6', 'BRD-K34157611-001-07-9', 'Z1259192068', 'Cimetidine, European Pharmacopoeia (EP) Reference Standard', \"4H -Dithieno[3,2-b :2',3'-d ]pyrrole, 4-(1-octylnonyl)-\", 'Cimetidine, United States Pharmacopeia (USP) Reference Standard', '1-Ethyl-2,3-dimethylimidazolium tosylate, 98% [EDiMIM] [TOS]', '1-Cyan-2-methyl-3-(2-{[(5-methylimidazol-4-yl)methyl]thio}ethyl)guanidin', 'Cimetidine, Pharmaceutical Secondary Standard; Certified Reference Material', 'N\"-cyano-N-methyl-N\\'-[2-(5-methylimidazol-4-ylmethylthio)ethyl]-guanidine', 'N\"-cyano-N-methyl-N\\'-[2-(5-methylimidazol-4-ylmethylthio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((4-methyl-5-imidazolyl)methylthio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((5-methyl-4-imidazolyl)methylthio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-(5-methyl-4-imidazolylmethylthio)ethyl]guanidine', '(Z)-1-cyano-2-methyl-3-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]sulfanyl}ethyl)guanidine', '2-Chloro-5-(1-hydroxy-3-oxo-2,3-dihydro-1H-isoindol-1-yl)-benzenesulfonamide(Cimetidine)', '2-Methyl-8-phenethyl-imidazo[1,2-a]pyridine-3-carboxylic acid methyl ester(cimetidine)', '2-methylamino-2-[2-(4-methyl-1H-5-imidazolylmethylsulfanyl)ethylamino]-(E)-1-imino cyanide', '3-cyano-2-methyl-1-[2-[(5-methyl-1H-imidazol-4-yl)methylsulfanyl]ethyl]guanidine', '4-(((2-(((cyanoamino)(methylamino)methylene)amino)ethyl)thio)methyl)-5-methyl-1H-imidazole', 'Cimetidine for peak identification, European Pharmacopoeia (EP) Reference Standard', 'Cimetidine for system suitability, European Pharmacopoeia (EP) Reference Standard', \"Guanidine, N-cyano-N'-methyl-N''-[2-[[5-methyl-1H-imidazol-4-yl)methyl]thio]ethyl]-\", \"N''-cyano-N-methyl-N'-(2-((5-methyl-1h-imidazol-4-yl)-methylthio)ethyl)guanidine\", 'N-cyano-N\\'-methyl-N\"- [2-((5-methyl-4-imidazolyl)methylthio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((4-methyl-5-imidazolyl) methylthio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((4-methyl-5-imidazolyl)- methylthio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((4-methyl-5-imidazolyl)-methylthio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((4-methyl-5-imidazolyl)methyl-thio)ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((4-methyl-5-imidazolyl)methylthio)ethyl) guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((5-methyl-4-imidazolyl)methylthio)-ethyl]guanidine', 'N-cyano-N\\'-methyl-N\"-[2-((5-methyl-4-imidazolyl)methylthio)ethyl]-guanidine', 'N-cyano-N\\'-methyl-N\"-[2-{(5-methyl-1H-imidazol-4-yl)methylthio}ethyl]guanidine', \"N-Cyano-N'-methyl-N''-(2-([(5-methyl-1H-imidazol-4-yl)methyl]sulfanyl)ethyl)guanidine #\", \"N-Cyano-N'-methyl-N''-[2-[(5-methyl-1H-imidazol-4-yl)methyl]thio]ethyl]guanidine\", \"N-cyano-N'-methyl-N''-[2-[[(5-methylimidazol-4-yl]methyl]thio]ethyl)guanidine\", 'N-cyano-N\\'-methyl-N-\"-[2-((4-methyl-5-imidazolyl)methylthio)ethyl]guanidine', 'N-methyl-N\\'-{2-[(5-methylimidazol-4-yl)-methylthio]-ethyl}-N\"-cyanoguanidine', 'N-methyl-N-[2-(5-methyl-1H-4-imidazolylmethylsulfanyl)ethyl]-1-cyanoiminomethanediamine', 'N-methyl-N-[2-(5-methyl-1H-4-imidazolylmethylsulfanyl)ethyl]imino(-N-cyano)methanediaminem', \"N-tert-Butyl-N''''''''-[4-(1H-imidazol-4-yl)-phenyl]-formamidine(cimetidine)\", \"(Cimetidine) N-Methyl-N''''''''-[2-(5-methyl-1H-imidazol-4-ylmethylsulfanyl)-ethyl]-guanidine,cyanide\", '(cimetidine) N-methyl-N-[2-(5-methyl-1H-4-imidazolylmethylsulfanyl)ethyl]cyanoiminomethanediamine', '(Cimetidine)N-methyl-N-[2-(5-methyl-1H-4-imidazolylmethylsulfanyl)ethyl]cyanomethyliminomethanediamine', '2-methylamino-2-[2-(5-methyl-1H-4-imidazolylmethylsulfanyl)ethylamino]-(Z)-1-imino cyanide(cimetidine)', \"Guanidine,N-cyano-N'-Methyl-N''-[2-[[(5-Methyl-1H-iMidazol-4-yl)Methyl]thio]ethyl]-,(Z)-\", \"N''''''''''''''''''''''''''''''''-cyano-N-methyl-N''''''''''''''''-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]thio}ethyl)guanidine\", \"N''''''''''''''''-cyano-N-methyl-N''''''''-({[(5-methyl-1H-imidazol-4-yl)methyl]thio}methyl)guanidine(cimetidine)\", \"N''''''''''''''''-cyano-N-methyl-N''''''''-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]-lambda~4~-sulfanyl}ethyl)guanidine\", \"N''''''''''''''''-cyano-N-methyl-N''''''''-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]thio}ethyl)guanidine\", \"N''''''''''''''''-cyano-N-methyl-N''''''''-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]thio}ethyl)guanidine (Cimetidine)\", \"N''''''''''''''''-cyano-N-methyl-N''''''''-(2-{[(5-methyl-1H-imidazol-4-yl)methyl]thio}ethyl)guanidine(cimetidine)\", \"N-Cyano-N''''''''-methyl-N''''''''''''''''-(2-(((5-methyl-1H-imidazol-4-yl) methyl)thio)ethyl)guanidine(Cimetidine)\", \"N-cyanomethyl-N''''''''-methyl-N''''''''''''''''-[2-(5-methyl-1H-imidazol-4-ylmethylsulfanyl)-ethyl]-guanidine ( Cimetidine)\", \"N-Methyl-N''''''''-[2-(5-methyl-1H-imidazol-4-ylmethylsulfanyl)-ethyl]-cyanoguanidine(cimetidine)\", \"N-Methyl-N''''''''-[2-(5-methyl-1H-imidazol-4-ylmethylsulfanyl)-ethyl]-N''''''''''''''''-Cyano-guanidine\", \"N-Methyl-N''''''''-[2-(5-methyl-1H-imidazol-4-ylmethylsulfanyl)-ethyl]-N''''''''''''''''-cyano-guanidine(Cimetidine)\", \"N-methyl-N''''''''-cyano-N''''''''''''''''-[2-(5-methyl-1H-imidazol-4-ylmethylsulfanyl)-ethyl]-guanidine\", 'N-methyl-N-[2-(5-methyl-1H-4-imidazolylmethylsulfanyl)ethyl]cyanoiminomethanediamine (cimetidine)']\n",
"XAV-939\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"['284028-89-3', 'XAV-939', 'XAV939', 'XAV 939', '3,5,7,8-Tetrahydro-2-[4-(trifluoromethyl)phenyl]-4H-thiopyrano[4,3-d]pyrimidin-4-one', '2-[4-(trifluoromethyl)phenyl]-1,5,7,8-tetrahydrothiopyrano[4,3-d]pyrimidin-4-one', 'CHEBI:62878', 'CID 2726824', 'C14H11F3N2OS', 'CHEMBL1086580', '2-(4-(trifluoromethyl)phenyl)-7,8-dihydro-5H-thiopyrano[4,3-d]pyrimidin-4-ol', 'MFCD16879017', '2-[4-(trifluoromethyl)phenyl]-7,8-dihydro-5H-thiino[4,3-d]pyrimidin-4-ol', '2-[4-(Trifluoromethyl)phenyl]-7,8-Dihydro-5h-Thiopyrano[4,3-D]pyrimidin-4-Ol', 'NVP-XAV-939', '2-(4-(trifluoromethyl)phenyl)-7,8-dihydro-3H-thiopyrano[4,3-d]pyrimidin-4(5H)-one', 'NVP-XAV 939', 'XAV', '3kr8', '3uh4', 'Maybridge3_005018', 'NVP-XAV939', 'cc-343', 'MLS006012021', 'SCHEMBL7783488', 'TB3748-GMP', 'SCHEMBL15315468', 'AOB4150', 'DTXSID60369423', 'XAV939,XAV-939', 'BCPP000009', 'HMS1445E02', 'HMS3414D07', 'HMS3648B17', 'HMS3654O16', 'HMS3678D07', 'HMS3743E05', 'BCP02128', 'EX-A1760', 'BDBM50188594', 'BDBM50318567', 'NSC755761', 's1180', 'ZINC13467799', 'AKOS015954858', 'AKOS024457786', 'AKOS026750243', 'CCG-208105', 'CS-0494', 'MCULE-6143908878', 'NSC-755761', 'SB19432', 'IDI1_016405', 'NCGC00250397-01', 'NCGC00484998-01', 'AC-28393', 'CS-10386', 'HY-15147', 'SMR003874205', 'XAV939, >=98% (HPLC)', 'DB-067924', 'FT-0675873', 'SW218311-2', 'X7558', 'A25698', 'SR-01000946403', 'J-511234', 'SR-01000946403-1', 'BRD-K12762134-001-01-3', 'BRD-K12762134-001-05-4', 'Q27132250', '6,8-Dihydro-2-[4-(trifluoromethyl)phenyl]-5H-thiopyrano[3,4-d]pyrimidine', '2-(4-(trifluoromethyl)phenyl)-7,8-dihydro-1H-thiopyrano[4,3-d]pyrimidin-4(5H)-one', '2-(4-(Trifluoromethyl)phenyl)-7,8-dihydro-5H-thiopyrano-[4,3-d]pyrimidin-4-ol', '2-[4-(trifluoromethyl)phenyl]-1H,4H,5H,7H,8H-thiopyrano[4,3-d]pyrimidin-4-one']\n",
"BMS-536924\n",
"Vandetanib\n",
"Mercaptopurine\n",
"['6-Mercaptopurine', 'mercaptopurine', '50-44-2', 'Purinethol', 'Mercapurin', '6-Thiopurine', 'Leukerin', 'Leupurin', 'Mercaleukin', '6-Thioxopurine', 'Puri-Nethol', 'Ismipur', '7H-purine-6-thiol', 'Mern', '6-Thiohypoxanthine', '6-Mercaptopurin', '6-Purinethiol', 'Purimethol', 'Purinethiol', '6-MP', '1,9-dihydro-6H-purine-6-thione', 'Purine-6-thiol', '3H-Purine-6-thiol', '6 MP', '9H-Purine-6-thiol', 'Mercaleukim', '3,7-dihydropurine-6-thione', '1,7-Dihydro-6H-purine-6-thione', 'Hypoxanthine, thio-', 'Mercaptopurine (6-MP)', '6H-Purine-6-thione, 1,7-dihydro-', 'Mercaptopurin', 'Mercaptopurina', 'Mercaptopurinum', 'Merkaptopuryna', 'Xaluprine', '6-Merkaptopurin', 'Purine, 6-mercapto-', '9H-Purine-6(1H)-thione', 'Mercaptopurine anhydrous', 'Purine-6(1H)-thione', 'NCI-C04886', '7-Mercapto-1,3,4,6-tetrazaindene', '1H-Purine, 6-mercapto-', 'NSC 755', 'U-4748', 'NSC-755', 'UNII-PKK6MUZ20G', 'Mercaptopurine;6-MP', 'NSC755', '3,7-dihydro-6H-purine-6-thione', 'Purinethol (TN)', 'PKK6MUZ20G', '1,9-dihydropurine-6-thione', '1H-purine-6(7H)-thione.', 'CHEBI:2208', '157930-13-7', 'Mercaptopurine (VAN)', 'DSSTox_CID_810', 'Mercaptopurin [German]', 'Merkaptopuryna [Polish]', '6-Merkaptopurin [Czech]', 'DSSTox_RID_75801', 'DSSTox_GSID_20810', 'Mercaptopurine (anhydrous)', '157930-14-8', 'Mercaptopurinum [INN-Latin]', 'Mercaptopurina [INN-Spanish]', 'Purixan', 'thiohypoxanthine', 'Purine-6-thiol, monohydrate', 'CAS-50-44-2', 'SMR000544948', 'Mercaptopurine, 6-', 'CCRIS 2761', 'Mercaptopurine (INN)', 'HSDB 3235', 'SR-05000001925', '1194-62-3', 'EINECS 200-037-4', 'NCIMech_000025', '9H-Purin-6-yl hydrosulfide', 'a thiopurine', 'Mercaptopurine;', 'Mercaptopurine [USAN:USP:INN]', 'Spectrum_000921', 'ACMC-1AUNA', 'Spectrum2_000060', 'Spectrum3_000491', 'Spectrum4_000857', 'Spectrum5_000950', 'M0063', 'H-Purine-6(1H)-thione', 'Azathioprine EP Impurity B', 'SCHEMBL3893', 'CHEMBL1425', 'BSPBio_001981', 'KBioGR_001493', 'KBioGR_002363', 'KBioSS_001401', 'KBioSS_002366', 'AG-670/31547064', 'MLS001066623', 'MLS001304020', 'MLS001304953', 'MLS006011869', 'ARONIS27054', 'DivK1c_000493', 'SPECTRUM1500387', 'SPBio_000219', 'GTPL7226', 'SCHEMBL2790086', '7H-Purin-6-yl hydrosulfide #', 'DTXSID0020810', 'SCHEMBL12683725', 'CHEBI:50667', 'CHEBI:94796', 'HMS501I15', 'KBio1_000493', 'KBio2_001401', 'KBio2_002363', 'KBio2_003969', 'KBio2_004931', 'KBio2_006537', 'KBio2_007499', 'KBio3_001481', 'KBio3_002842', '7-Mercapto-1,4,6-tetrazaindene', 'cMAP_000033', 'NINDS_000493', '6,7-dihydro-3H-purine-6-thione', 'HMS1920L07', 'HMS2091B20', 'HMS2236L06', 'HMS3259N03', 'HMS3369M05', 'HMS3651G07', 'HMS3713N10', 'HMS3747A17', 'HMS3872N13', 'Pharmakon1600-01500387', 'ACT11542', 'EBD16256', 'ZINC4658290', 'Tox21_111158', 'Tox21_202591', '6450AJ', 'BBL033743', 'BDBM50423778', 'CCG-35344', 'CCG-39915', 'EBD540779', 'MFCD00233552', 'NSC759614', 's1305', 'SBB037953', 'SK5357', 'STK727062', 'STL257085', '6-Mercaptopurine, analytical standard', 'WLN: T56 BM DN FN HNJ ISH', 'AKOS000170222', 'AKOS000275858', 'AKOS005224624', 'AKOS008901311', 'AKOS016903205', 'Tox21_111158_1', 'AM81386', 'CCG-266232', 'CS-1499', 'DB01033', 'LS20858', 'MCULE-4811219863', 'NC00613', 'NSC-759614', 'IDI1_000493', 'NCGC00091641-02', 'NCGC00091641-03', 'NCGC00091641-04', 'NCGC00091641-16', 'NCGC00094717-01', 'NCGC00094717-02', 'NCGC00094717-03', 'NCGC00094717-05', 'NCGC00094717-06', 'NCGC00188973-01', 'NCGC00188973-02', 'NCGC00260139-01', 'AC-11464', 'AS-13109', 'H348', 'HY-13677', 'NCI60_041653', 'SMR004703503', 'ST086505', 'ST086506', 'SBI-0051437.P004', 'AB0013000', 'AB0119973', 'DB-026398', 'BB 0241023', 'FT-0621175', 'SW199090-2', 'EN300-61517', '1766-EP2270008A1', '1766-EP2272827A1', '1766-EP2272832A1', '1766-EP2277876A1', '1766-EP2292614A1', '1766-EP2292617A1', '1766-EP2295409A1', '1766-EP2295426A1', '1766-EP2295427A1', '1766-EP2298768A1', '1766-EP2298778A1', '1766-EP2308833A2', '1766-EP2308855A1', '1766-EP2308861A1', '1766-EP2314590A1', '1766-EP2316834A1', '1766-EP2374454A1', '50M442', 'C01756', 'C02380', 'D04931', '15150-EP2272827A1', '15150-EP2275420A1', '15150-EP2295055A2', '15150-EP2295416A2', '15150-EP2298748A2', '15150-EP2298764A1', '15150-EP2298765A1', '15150-EP2305642A2', '15150-EP2305679A1', '15150-EP2308833A2', '15150-EP2311453A1', '15150-EP2311825A1', '15150-EP2311840A1', '15150-EP2311842A2', '15150-EP2316832A1', '15150-EP2316833A1', '21414-EP2270006A1', '21414-EP2270014A1', '21414-EP2272509A1', '21414-EP2272847A1', '21414-EP2275413A1', '21414-EP2277874A1', '21414-EP2284158A1', '21414-EP2287156A1', '21414-EP2287159A1', '21414-EP2295439A1', '21414-EP2311818A1', '21414-EP2314295A1', 'AB00171799_05', 'AB00641894-03', 'AB00641894-04', 'AB00641894_05', 'AB00876276-13', '233D552', '462M721', '599M524', 'A828129', 'Q418529', 'SR-05000001925-1', 'SR-05000001925-2', 'W-105961', 'purine antimetabolite: inhibits nucleic acid replication', '1,9-Dihydropurine-6-thione DISCONTINUED, see M225450', 'Mercaptopurine; 7H-Purine-6-thiol; Azathioprine BP Impurity B', '157930-11-5']\n",
"Quercetin\n",
"TG101209\n",
"Amisulpride\n",
"Aminoglutethimide \n",
"['aminoglutethimide', '125-84-8', 'dl-Aminoglutethimide', 'Cytadren', 'Orimeten', 'p-Aminoglutethimide', 'Elipten', '3-(4-aminophenyl)-3-ethylpiperidine-2,6-dione', '3-(4-Aminophenyl)-3-ethyl-2,6-piperidinedione', '2,6-Piperidinedione, 3-(4-aminophenyl)-3-ethyl-', 'Aminoglutetimida', 'Aminoglutethimidum', '2-(p-Aminophenyl)-2-ethylglutarimide', 'Ba-16038', '3-Ethyl-3-(p-aminophenyl)-2,6-dioxopiperidine', '(+/-)-p-AMINOGLUTETHIMIDE', 'Glutethimide, para-amino', 'Glutarimide, 2-(p-aminophenyl)-2-ethyl-', 'AG-1', 'MFCD00010122', '3-(4-aminophenyl)-3-ethyl-piperidine-2,6-dione', 'CHEMBL488', 'NSC-330915', 'CHEBI:2654', 'alpha-(p-Aminophenyl)-alpha-ethylglutarimide', 'DSSTox_CID_2589', 'DSSTox_RID_76647', '.alpha.-(p-Aminophenyl)-.alpha.-ethylglutarimide', 'DSSTox_GSID_22589', '(RS)-2-(4-Amino-phenyl)-2-ethyl-glutarimide;(RS)-3-(4-Amino-phenyl)-3-ethyl-2,6-dioxo-piperidine', 'Aminoglutethimidum [INN-Latin]', 'Aminoglutetimida [INN-Spanish]', 'Aminoglutetimide', 'Ba 16038', 'Cytadren (TN)', 'SMR000326785', 'C 16038-BA', 'CCRIS 7562', 'aminoglutethimide (AG)', 'SR-01000075596', '3-(4-Aminophenyl)-3-ethyl-2,6-piperidindion', 'EINECS 204-756-4', 'BRN 0210656', 'Aminoglutethimide (USP/INN)', 'HSDB 7494', '3-(p-Aminophenyl)-3-ethylpiperidine-2,6-dione', 'Aminoglutethimide [USP:INN:BAN]', 'NCGC00016379-01', 'CAS-125-84-8', 'Prestwick_243', 'Spectrum_000040', '(y)-p-Aminoglutethimide', 'Aminoglutethimide AG, 4', 'Aminoglutethimide- Bio-X', '(?)-p-Aminoglutethimide', 'Prestwick0_000244', 'Prestwick1_000244', 'Prestwick2_000244', 'Prestwick3_000244', 'Spectrum2_000093', 'Spectrum3_000296', 'Spectrum4_000144', 'Spectrum5_000802', '3-Carboxy-1,1-dimethyl-, (E)-2-propenyl', 'A 9657', 'SCHEMBL4306', 'Aminoglutethimide (Cytadren)', 'Lopac0_000124', 'BSPBio_000028', 'BSPBio_001832', 'KBioGR_000588', 'KBioSS_000400', '(A+/-)-p-Aminoglutethimide', 'MLS000859924', 'MLS001213216', 'DivK1c_000884', 'SPECTRUM1500115', 'SPBio_000046', 'SPBio_002247', 'BDBM9460', 'BPBio1_000032', 'GTPL7054', 'DTXSID8022589', 'HMS502M06', 'KBio1_000884', 'KBio2_000400', 'KBio2_002968', 'KBio2_005536', 'KBio3_001332', 'NINDS_000884', 'HMS1568B10', 'HMS1920C09', 'HMS2090I05', 'HMS2091I09', 'HMS2095B10', 'HMS2231M19', 'HMS3259H10', 'HMS3260I10', 'HMS3372M07', 'HMS3655O17', 'HMS3712B10', 'Pharmakon1600-01500115', '57288-03-6', 'AMY33415', 'BCP28501', 'EBD40055', 'HY-B0237', '2, 3-(4-aminophenyl)-3-ethyl-', 'Tox21_110406', 'Tox21_303497', 'Tox21_500124', 'BBL010961', 'CCG-38911', 'NSC330915', 'NSC755868', 'SBB000711', 'STK802074', '2-(4-aminophenyl)-2-ethylglutarimide', 'AKOS004120070', 'AKOS022060651', 'Tox21_110406_1', 'AT-2947', 'DB00357', 'LP00124', 'MCULE-9118268281', 'NC00714', 'NSC 330915', 'NSC 755868', 'NSC-755868', 'SDCCGSBI-0050112.P005', 'IDI1_000884', 'SMP1_000017', 'NCGC00015110-02', 'NCGC00015110-03', 'NCGC00015110-04', 'NCGC00015110-05', 'NCGC00015110-06', 'NCGC00015110-07', 'NCGC00015110-09', 'NCGC00015110-12', 'NCGC00015110-21', 'NCGC00093615-01', 'NCGC00093615-02', 'NCGC00093615-03', 'NCGC00093615-04', 'NCGC00093615-05', 'NCGC00257263-01', 'NCGC00260809-01', 'AC-12456', 'AS-13282', 'BA164155', 'H801', 'NCI60_002900', 'SBI-0050112.P004', 'AB0013271', 'DB-021640', 'DB-072002', 'DB-072275', 'AB00051935', 'EU-0100124', 'FT-0773944', 'S1672', 'SW196550-3', '( inverted question mark)-p-Aminoglutethimide', 'EN300-53368', 'VU0243029-3', 'C07617', 'D00574', 'D88489', 'AB00051935-09', 'AB00051935-11', 'AB00051935_12', 'AB00051935_13', '125A848', 'A805433', 'Q241150', '3-(4-aminophenyl)-3-ethylazaperhydroine-2,6-dione', 'SR-01000075596-1', 'SR-01000075596-4', 'SR-01000075596-6', 'W-108399', 'BRD-A25234499-001-05-0', 'BRD-A25234499-001-09-2', 'Z1259341083', 'Aminoglutethimide, European Pharmacopoeia (EP) Reference Standard', 'Aminoglutethimide, United States Pharmacopeia (USP) Reference Standard']\n",
"PD173074\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"['219580-11-7', 'PD173074', 'PD 173074', 'PD-173074', '1-(tert-Butyl)-3-(2-((4-(diethylamino)butyl)amino)-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl)urea', '1-tert-butyl-3-[2-{[4-(diethylamino)butyl]amino}-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]urea', 'UNII-A4TLL8634Y', 'A4TLL8634Y', 'CHEMBL189584', 'PD-0173074', 'CHEBI:63448', 'C28H41N7O3', 'MFCD08705327', '1-tert-butyl-3-(2-(4-(diethylamino)butylamino)-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl)urea', '1-tert-butyl-3-[2-[4-(diethylamino)butylamino]-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]urea', '1-tert-butyl-3-[6-(3,5-dimethoxy-phenyl)-2-(4-diethylamino-butylamino)-pyrido[2,3-d]pyrimidin-7-yl]-urea', '3-tert-butyl-1-(2-{[4-(diethylamino)butyl]amino}-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl)urea', '2fgi', 'SMR000568412', 'FGF/VEGF Receptor Tyrosine Kinase Inhibitor, PD173074', 'cc-523', 'MLS001074892', 'MLS006011101', 'SCHEMBL177946', 'Pyrido[2,3-d]pyrimidine 12', 'BDBM6190', 'GTPL5037', 'AOB2517', 'DTXSID30176363', 'EX-A197', 'SYN1176', 'BCPP000121', 'HMS2233G17', 'HMS3265E09', 'HMS3265E10', 'HMS3265F09', 'HMS3265F10', 'HMS3371E08', 'HMS3648A10', 'HMS3654L09', 'BCP02368', 'ZINC3870533', 'NSC766908', 's1264', 'AKOS016008595', 'BCP9001065', 'CCG-264881', 'CS-0182', 'NSC-766908', 'QC-7737', 'SB19382', 'NCGC00165863-01', 'NCGC00165863-02', 'NCGC00165863-17', '1-t-Butyl-3-(6-(3,5-dimethoxyphenyl)-2-(4-diethylaminobutylamino)-pyrido[2,3-d]pyrimidin-7-yl)urea', 'AC-24850', 'AS-16310', 'BP162784', 'HY-10321', \"N-[2-[[4-(Diethylamino)butyl]amino] -6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-y l]-N'-(1,1-dimethylethyl)urea\", 'AB0033759', 'FT-0673540', 'P2474', 'SW218104-2', 'X7486', 'PD 173074, >=96% (HPLC), powder', 'A25450', 'SR-01000837541', 'J-014372', 'J-523314', 'SR-01000837541-2', 'Q27088276', 'FGF/VEGF Receptor Tyrosine Kinase Inhibitor, PD173074 - CAS 219580-11-7', '1-(tert-Butyl)-3-[7-[[4-(diethylamino)butyl]amino]-3-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-2-yl]urea', '1-tert-Butyl-3-(6-(3,5-dimethoxyphenyl)-2-(4-diethylaminobutylamino)pyrido(2,3-d)pyrimidin-7-yl)urea', 'N-(tert-Butyl)-N -[2-[[4-(diethylamino)butyl]amino]-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]urea', \"N-[2-[[4-(Dethylamno)butyl]amno]-6-(3,5-dmethoxyphenyl)pyrdo[2,3-d ]pyrmdn-7-yl]-n'-(1,1-dmethylethyl)urea\", \"N-[2-[[4-(Diethylamino)butyl]amino-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]-N'-(1,1-dimethylethyl)urea\", \"N-[2-[[4-(Diethylamino)butyl]amino]-6-(3,5- dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]-N'-(1,1- dimethylethyl)urea\", \"N-[2-[[4-(diethylamino)butyl]amino]-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]-N'-(1,1-dimethylethyl)-urea\", \"N-[2-[[4-(Diethylamino)butyl]amino]-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]-N'-(1,1-dimethylethyl)urea\", \"PD 173074;n-[2-[[4-(diethylamino)butyl]amino-6-(3,5-dimethoxyphenyl)pyrido[2,3-d]pyrimidin-7-yl]-n'-(1,1-dimethylethyl)urea\"]\n",
"Nilotinib\n",
"Lomustine \n",
"['lomustine', '13010-47-4', '1-(2-Chloroethyl)-3-cyclohexyl-1-nitrosourea', 'CCNU', 'Belustine', 'CeeNU', 'Cecenu', 'CINU', 'Chloroethylcyclohexylnitrosourea', \"Urea, N-(2-chloroethyl)-N'-cyclohexyl-N-nitroso-\", 'Lomustina', 'Lomustinum', 'Lomustinum [INN-Latin]', 'Lomustina [INN-Spanish]', \"N-(2-Chloroethyl)-N'-cyclohexyl-N-nitrosourea\", '1-(2-Chloroethyl)-3-cyclohexylnitrosourea', 'NSC 79037', 'Gleostine', 'Cyclohexyl chloroethyl nitrosourea', 'SRI 2200', 'NSC-79037', 'ICIG 1109', 'NCI-C04740', '(Chloro-2-ethyl)-1-cyclohexyl-3-nitrosourea', 'RB 1509', '(Cloro-2-etil)-1-cicloesil-3-nitrosourea', 'UNII-7BRF0Z81KG', 'NSC79037', 'Lomustine (CeeNU)', '1-Nitrosourea, 1-(2-chloroethyl)-3-cyclohexyl-', 'CHEBI:6520', 'Urea, 1-(2-chloroethyl)-3-cyclohexyl-1-nitroso-', '7BRF0Z81KG', 'CCNU; NSC 79037', '1-(2-chloroethyl)-3-cyclohexyl-1-nitroso-urea', 'NCGC00167466-01', 'DSSTox_CID_3222', '3-(2-chloroethyl)-1-cyclohexyl-3-nitrosourea', 'DSSTox_RID_76930', 'DSSTox_GSID_23222', 'C9H16ClN3O2', 'CCRIS 860', 'CAS-13010-47-4', 'CCNU [Chloroethyl nitrosoureas]', 'HSDB 6519', 'SR-05000001497', 'EINECS 235-859-2', 'BRN 2125058', '(Cloro-2-etil)-1-cicloesil-3-nitrosourea [Italian]', 'Lomustine [USAN:INN:BAN]', 'AI3-52779', 'Gleostine (TN)', 'Lomustine- Bio-X', 'Lomustine, >=98%', 'Lomustine (USP/INN)', 'CCN-U', '1-(2-Chloroethyl)-3-cyclohexyl-1-nitrosourea [Chloroethyl nitrosoureas]', 'CHEMBL514', 'NCIMech_000220', 'SCHEMBL3995', 'WLN: L6TJ AMVNNO&2G', 'GTPL7214', 'DTXSID2023222', 'HMS2090A17', 'HMS3655I16', 'Pharmakon1600-01502301', 'BCP06551', 'ZINC3831006', 'Tox21_112470', 'BDBM50247919', 'MFCD00012392', 'NSC759635', 's1840', 'AKOS005766022', 'Tox21_112470_1', 'AC-8062', 'ACN-048517', 'CCG-213022', 'CS-1461', 'DB01206', 'DS-1269', 'NSC-759635', 'NCGC00167466-02', 'NCGC00167466-03', 'BL164634', 'H651', 'HY-13669', 'NCI60_041743', 'AB0013165', 'DB-017097', 'AM20070540', 'FT-0627972', 'L0251', 'SW220040-1', 'C07079', 'D00363', 'AB00173884-02', 'AB00173884-03', 'AB00173884-04', 'AB00173884_05', 'AB00173884_06', '010L474', 'A806019', 'Q415378', 'SR-05000001497-1', 'SR-05000001497-3', 'Urea, 1-(2-chloroethyl)-3-cyclohexyl)-1-nitroso-', 'W-108355', 'Lomustine, European Pharmacopoeia (EP) Reference Standard', 'Lomustine, United States Pharmacopeia (USP) Reference Standard', '1-(2-Chloroethyl)-1-[(cyclohexylamino)carbonyl]-2-oxohydrazine #', '2-chloro-N-(cyclohexyl-C-hydroxycarbonimidoyl)-N-nitrosoethan-1-amine', '1-(2-Chloroethyl)-3-cyclohexyl-1-nitrosourea1-(2-chloroethyl)-3-cyclohexyl-1-nitroso-urea13010-47-4NCI60_0417431-(2-Chloroethyl)-3-cyclohexylnitrosourea1-Nitrosourea, 1-(2-chloroethyl)-3-cyclohexyl-Be']\n",
"SL-327\n",
"['SL327', '305350-87-2', 'SL-327', 'MEK1/2 Inhibitor', 'SL 327', 'C16H12F3N3S', '3-Amino-3-((4-aminophenyl)thio)-2-(2-(trifluoromethyl)phenyl)acrylonitrile', 'MFCD06411432', '(E)-3-amino-3-(4-aminophenyl)sulfanyl-2-[2-(trifluoromethyl)phenyl]prop-2-enenitrile', '(Z)-3-Amino-3-(4-aminophenyl)sulfanyl-2-[2-(trifluoromethyl)phenyl]prop-2-enenitrile', '(Z)-3-amino-3-(4-aminophenylthio)-2-(2-(trifluoromethyl)phenyl)acrylonitrile', 'alpha-[amino[(4-aminophenyl)thio]methylene]-2-(trifluoromethyl)benzeneacetonitrile', 'alpha-{amino[(4-aminophenyl)thio]methylene}-2-(trifluoromethyl)benzeneacetonitrile', 'K00090', 'SCHEMBL570317', 'SCHEMBL570318', 'GTPL6008', 'CHEBI:92211', 'AOB5954', 'DTXSID90429549', 'alpha-[Amino-(4-aminophenylthio)methylene)-2-(trifluoromethyl)phenylacetonitrile', 'HMS3229K18', 'HMS3414M21', 'HMS3678M21', 'HMS3884G03', 'BCP05310', 'EX-A1069', 'ZINC1910234', 'HSCI1_000044', 's1066', 'AKOS024456884', 'CCG-206867', 'CS-0910', 'Z-& E-alpha-(Amino-((4-aminophenyl)thio)methylene)-2-(trifluoromethyl)benzeneacetonitrile', 'NCGC00092290-01', 'NCGC00092290-02', 'NCGC00092290-09', 'AC-33170', 'BS-16906', 'HY-15437', 'SW219839-1', 'X3440', 'EC-000.2354', 'A876156', 'J-018001', 'BRD-K12244279-001-01-7', 'Q27084156', 'SL327, >=98% (HPLC), Mixture of E & Z isomers, solid', '(2Z)-3-amino-3-[(4-aminophenyl)sulfanyl]-2-[2-(trifluoromethyl)phenyl]prop-2-enenitrile', '(Z)-3-Amino-3-((4-aminophenyl)thio)-2-(2-(trifluoromethyl)phenyl)acrylonitrile', '3-amino-3-(4-aminophenyl)sulfanyl-2-[2-(trifluoromethyl)phenyl]prop-2-enenitrile', '3-amino-3-[(4-aminophenyl)sulfanyl]-2-[2-(trifluoromethyl)phenyl]acrylonitrile', '3-amino-3-[(4-aminophenyl)thio]-2-[2-(trifluoromethyl)phenyl]-2-propenenitrile', 'Benzeneacetonitrile, alpha-[amino[(4-aminophenyl)thio]methylene]-2-(trifluoromethyl)-', 'E/Z-a-[amino[(4-aminophenyl)thio]methylen]-2-(trifluoromethyl)benzeneacetonitrile', 'Z-& E-a-(Amino-((4-aminophenyl)thio)methylene)-2-(trifluoromethyl)benzeneacetonitrile', '297744-39-9']\n",
"Rucaparib\n",
"AICAR\n",
"[17513, 266934, 46780289, 53298813]\n",
"Entinostat\n",
"Clevudine \n",
"[73115, 72327, 67236438, 5270576, 352992]\n",
"Entacapone\n",
"A-366\n",
"Ivosidenib\n",
"PD98059\n",
"['167869-21-8', 'PD98059', 'PD 98059', '2-(2-amino-3-methoxyphenyl)-4H-chromen-4-one', 'PD 98,059', 'PD-98059', '2-(2-Amino-3-methoxyphenyl)-4H-1-benzopyran-4-one', '2-(2-amino-3-methoxyphenyl)chromen-4-one', \"2'-AMINO-3'-METHOXYFLAVONE\", 'PD-098059', '4H-1-Benzopyran-4-one, 2-(2-Amino-3-methoxyphenyl)-', 'UNII-SJE1IO5E3I', 'SJE1IO5E3I', 'CHEMBL35482', 'C16H13NO3', 'CHEBI:77954', 'MFCD00671789', '2-(2-Amino-3-methoxy-phenyl)-chromen-4-one', 'SR-01000076097', 'PD 098059', '2-(2-Amino-3-methoxyphenyl)-chromen-4-one', 'NSC 679829', '2′-Amino-3′-methoxyflavone', 'Tocris-1213', 'PD098059', 'Lopac-P-215', 'BiomolKI_000001', '2-(2-amino-3-methoxy-phenyl)chromen-4-one', 'BiomolKI2_000011', 'PD 98,059, solid', 'Lopac0_001028', 'BMK1-B1', 'BSPBio_000996', 'KBioGR_000336', 'KBioSS_000336', \"2-(2'-amino-3'-methoxyphenyl)oxanaphthalen-4-one\", 'cc-461', 'MLS006010134', 'SCHEMBL157826', '4H-1-Benzopyran-4-one,2-(2-amino-3-methoxyphenyl)-', 'GTPL5241', 'QCR-14', \"2''-amino-3''-methoxyflavone\", 'BCBcMAP01_000049', 'KBio2_000336', 'KBio2_002904', 'KBio2_005472', 'KBio3_000671', 'KBio3_000672', 'AOB2598', 'DTXSID40168416', 'BCPP000123', 'Bio1_000475', 'Bio1_000964', 'Bio1_001453', 'Bio2_000338', 'Bio2_000818', 'HMS1362B17', 'HMS1792B17', 'HMS1990B17', 'HMS3229M08', 'HMS3263M17', 'HMS3267D03', 'HMS3403B17', 'HMS3412O09', 'HMS3649N14', 'HMS3654I16', 'HMS3676O09', 'BCP02423', 'EX-A2127', 'ZINC1420826', 'Tox21_501028', 'BDBM50108771', 'NSC679828', 's1177', 'AKOS015995212', 'BCP9001060', 'BP34124', 'CCG-100605', 'CS-0169', 'LP01028', 'NSC 679828', 'NSC-679828', 'SB16629', 'SDCCGSBI-0051000.P003', 'IDI1_002093', 'SMP2_000052', 'NCGC00015790-01', 'NCGC00015790-02', 'NCGC00015790-03', 'NCGC00015790-04', 'NCGC00015790-05', 'NCGC00015790-06', 'NCGC00015790-07', 'NCGC00015790-08', 'NCGC00025045-01', 'NCGC00025045-02', 'NCGC00025045-03', 'NCGC00025045-04', 'NCGC00025045-05', 'NCGC00179347-01', 'NCGC00261713-01', 'AC-28412', 'AS-19374', 'HY-12028', 'NCI60_028554', 'SMR001456459', 'AB0033706', 'EU-0101028', 'FT-0716482', 'P-215', 'SW218254-2', 'X7398', 'EC-000.2425', 'A25454', 'P-4313', 'PD 98059 & Z-100', 'InSolution PD 98059 - CAS 167869-21-8', 'J-505513', 'SR-01000076097-1', 'SR-01000076097-3', 'SR-01000076097-6', '2-(2-amino-3-methoxyphenyl)-4-oxo-4H-[1]benzopyran', 'BRD-K62810658-001-05-6', 'BRD-K62810658-001-06-4', 'Q27088281', '2-(2-Amino-3-methoxy-phenyl)-chromen-4-one(PD98059)', 'PD 98059 - CAS 167869-21-8', '4H-1-Benzopyran-4-one, 2-(2-amino-3-methoxyphenyl)- & Z-100']\n",
"AMG-900\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Busulfan \n",
"['busulfan', '55-98-1', 'Myleran', 'Busulphan', 'Sulphabutin', 'Myelosan', 'Leucosulfan', 'Busulfex', 'Citosulfan', 'Mielucin', 'Misulban', 'Mitostan', 'Myeloleukon', 'Mylecytan', 'Sulfabutin', 'Mablin', 'Mielevcin', 'Milecitan', 'Mielosan', 'Mileran', 'butane-1,4-diyl dimethanesulfonate', 'Buzulfan', '1,4-Dimesyloxybutane', '1,4-BUTANEDIOL DIMETHANESULFONATE', 'Myeleukon', '1,4-Dimethanesulfonoxybutane', 'Tetramethylene dimethane sulfonate', '1,4-Butanediol, dimethanesulfonate', 'Busulfano', 'Busulfanum', 'Busulphane', '1,4-Dimethylsulfonyloxybutane', '1,4-Dimethanesulfonyloxybutane', '1,4-Bis(methanesulfonoxy)butane', '1,4-Butanediol dimethylsulfonate', '1,4-Dimethylsulfonoxybutane', '1,4-Bis(methanesulfonyloxy)butane', 'GT 41', 'NCI-C01592', '4-methylsulfonyloxybutyl methanesulfonate', 'CB 2041', 'AN 33501', 'Methanesulfonic acid, tetramethylene ester', 'Tetramethylene bis(methanesulfonate)', '1,4-Dimethanesulphonyloxybutane', 'NSC 750', 'NSC-750', '1,4-Butanediol dimethanesulphonate', 'Tetramethylenester kyseliny methansulfonove', 'C.B. 2041', 'X 149', 'GT 2041', 'Tetramethylene bis[methanesulfonate]', 'UNII-G1LN9045DK', 'NSC750', '1,4-Bis[methanesulfonoxy]butane', 'CHEBI:28901', '2041 C. B.', 'G.T. 41', 'G1LN9045DK', '4-(methanesulfonyloxy)butyl methanesulfonate', 'MFCD00007562', 'NCGC00090905-06', 'Busilvex', 'Mitosan', 'DSSTox_CID_910', 'Busulfanum [INN-Latin]', 'DSSTox_RID_75857', 'Busulfano [INN-Spanish]', 'DSSTox_GSID_20910', 'Methanesulfonic', 'C6H14O6S2', 'CAS-55-98-1', 'CCRIS 418', 'SR-01000765405', 'EINECS 200-250-2', 'BRN 1791786', 'Bisulfex', 'AI3-25012', 'Busulfan;', 'Busulfan/Myleran', 'Busulfan solution', 'Busulfex IV', 'Busulfan [USP:INN:BAN:JAN]', 'HSDB 7605', 'Tetramethylenester kyseliny methansulfonove [Czech]', 'Prestwick_989', 'ACMC-20aljs', 'Tetramethylene {bis[methanesulfonate]}', 'Spectrum_000092', '2041 C.B.', 'Spectrum2_000067', 'Spectrum3_000320', 'Spectrum4_000259', 'Spectrum5_000928', 'CHEMBL820', 'NCIMech_000192', 'SCHEMBL4373', 'WLN: WS1&O4OSW1', 'BSPBio_001920', 'KBioGR_000698', 'KBioSS_000512', 'MLS001076666', 'Busulfan (Myleran, Busulfex)', 'DivK1c_000847', 'SPECTRUM1500152', 'Busulfan (JP17/USP/INN)', 'SPBio_000253', 'GTPL7136', 'DTXSID3020910', 'COVZYZSDYWQREU-UHFFFAOYSA-', 'HMS502K09', 'KBio1_000847', 'KBio2_000512', 'KBio2_003080', 'KBio2_005648', 'KBio3_001420', 'NINDS_000847', 'HMS1920I07', 'HMS2091O09', 'HMS2233H04', 'HMS3259G15', 'HMS3370E11', 'HMS3655A21', 'HMS3712A20', 'Pharmakon1600-01500152', 'AMY33355', 'HY-B0245', 'ZINC1530572', 'Tox21_111038', 'Tox21_201848', 'Tox21_300318', '1, {4-Bis[methanesulfonoxy]butane}', '2041CB', 'AC-198', 'BDBM50237623', 'CCG-35458', 'NSC755916', 's1692', 'AKOS003614975', 'Tox21_111038_1', 'DB01008', 'KS-5212', 'MCULE-1840882522', 'NC00498', 'NSC-755916', 'IDI1_000847', 'NCGC00090905-01', 'NCGC00090905-02', 'NCGC00090905-03', 'NCGC00090905-04', 'NCGC00090905-05', 'NCGC00090905-07', 'NCGC00090905-08', 'NCGC00090905-09', 'NCGC00090905-10', 'NCGC00090905-11', 'NCGC00090905-12', 'NCGC00254038-01', 'NCGC00259397-01', '4-(methylsulfonyloxy)butyl methylsulfonate', 'NCI60_041640', 'O994', 'SMR000058613', 'SBI-0051300.P003', 'AB0006846', 'FT-0623291', 'FT-0663910', 'ST45022142', 'SW198555-3', 'C06862', 'D00248', 'D88731', '15167-EP2272827A1', '15167-EP2272832A1', '15167-EP2275420A1', '15167-EP2295055A2', '15167-EP2295416A2', '15167-EP2295426A1', '15167-EP2295427A1', '15167-EP2298748A2', '15167-EP2298764A1', '15167-EP2298765A1', '15167-EP2298778A1', '15167-EP2305642A2', '15167-EP2308833A2', '15167-EP2308861A1', '15167-EP2311453A1', '15167-EP2311825A1', '15167-EP2311842A2', '15167-EP2316832A1', '15167-EP2316833A1', '32314-EP2280012A2', '32314-EP2281815A1', '32314-EP2292595A1', '32314-EP2292615A1', '32314-EP2301928A1', '32314-EP2301933A1', '32314-EP2305640A2', '32314-EP2305671A1', '32314-EP2311827A1', '32314-EP2311840A1', '4-[(Methylsulfonyl)oxy]butyl methanesulfonate #', 'AB00051929-10', 'AB00051929-11', 'AB00051929_12', 'AB00051929_14', 'Busulfan, analytical standard, for drug analysis', 'Q348922', 'SR-01000765405-2', 'SR-01000765405-3', 'SR-01000765405-7', 'Busulfan, European Pharmacopoeia (EP) Reference Standard', 'Z276508890', '129316-96-7']\n",
"Cyclocytidine \n",
"[25051, 25050]\n",
"Danusertib\n",
"Ki8751\n",
"EED226\n",
"Rigosertib\n",
"Pirarubicin\n",
"[11296583, 636397, 4844, 3033521, 6917695, 45358767, 6712062, 122173004, 131750285, 134692159, 137704806]\n",
"Daphnetin\n",
"Fulvestrant\n",
"Barasertib\n",
"CUDC-907\n",
"SRT1720 \n",
"[25232708, 24180125]\n",
"Zileuton\n",
"PFI-1\n",
"Dasatinib\n",
"AG-14361\n",
"['AG14361', '328543-09-5', 'AG-14361', 'AG 14361', 'UNII-48N0U0K50I', 'CHEMBL65892', 'Imidazo[4,5,1-jk][1,4]benzodiazepin-7(4H)-one, 2-[4-[(dimethylamino)methyl]phenyl]-5,6-dihydro-', '48N0U0K50I', '1-(4-((dimethylamino)methyl)phenyl)-8,9-dihydro-2,7,9a-triazabenzo[cd]azulen-6(7H)-one', 'AG-014361', '1-(4-((dimethylamino)methyl)phenyl)-8,9-dihydro-2,7,9a-triazabenzo[cd]azulen-6(7H)-one.', 'Imidazo(4,5,1-jk)(1,4)benzodiazepin-7(4H)-one, 2-(4-((dimethylamino)methyl)phenyl)-5,6-dihydro-', 'SMR000486393', 'cc-486', 'MLS001065917', 'MLS006011157', 'GTPL8094', 'SCHEMBL6196282', 'CHEBI:92015', 'cid_9840076', 'DTXSID80186513', 'TBI-361', 'HMS2210M16', 'HMS3349J15', 'HMS3655J06', 'BCP02449', 'EX-A2376', 'ZINC3819893', 'BDBM50122776', 'MFCD18385009', 's2178', 'CCG-264937', 'CS-0175', 'QC-8168', 'NCGC00168108-02', 'NCGC00168108-03', 'NCGC00168108-05', '2-[4-[(Dimethylamino)methyl]phenyl]-5,6-dihydroimidazo[4,5,1-jk][1,4]benzodiazepin-7(4H)-one', 'AC-33043', 'AS-19398', 'HY-12032', 'AB0033789', 'AG 14361;AG-14361', 'SW219936-1', 'X7542', 'F52499', 'J-507662', 'Q27074337', '1-(4-Dimethylaminomethyl-phenyl)-8,9-dihydro-7H-2,7,9a-triaza-benzo[cd]azulen-6-one', '2-[4-[(dimethylamino)methyl]phenyl]-1,3,10-triazatricyclo[6.4.1.0^{4,13]trideca-2,4,6,8(13)-tetraen-9-one', '2-[4-[(dimethylamino)methyl]phenyl]-1,3,10-triazatricyclo[6.4.1.04,13]trideca-2,4,6,8(13)-tetraen-9-one', '2-[4-[(Dimethylamino)methyl]phenyl]-5,6-dihydro-imidazo[4,5,1-jk][1,4]benzodiazepin-7(4H)-one']\n",
"TAK-901\n",
"Prednisone \n",
"['prednisone', '53-03-2', 'Dehydrocortisone', 'Decortin', 'Deltasone', 'Meticorten', 'Orasone', 'Rectodelt', 'Ultracorten', 'Dacortin', 'Encorton', '1,2-Dehydrocortisone', 'Deltacortisone', 'Deltacortone', 'Ancortone', 'Colisone', 'Decortancyl', 'Decortisyl', 'Deltison', 'Encortone', 'Paracort', 'Prednilonga', 'Prednison', 'Sterapred', 'Cortan', 'Liquid Pred', 'Di-Adreson', 'Bicortone', 'Cortidelt', 'Dekortin', 'Diadreson', 'Enkorton', 'Hostacortin', 'Lisacort', 'Panafcort', 'Prednisonum', 'Prednizon', 'Pronison', 'Servisone', 'Supercortil', 'Ultracortene', 'Zenadrid', 'Adasone', 'Cotone', 'Deltra', 'Juvason', 'Lodotra', 'Nurison', 'Winpred', 'Wojtab', 'Metacortandracin', 'Delta-Cortelan', 'Prednicen-M', 'Delta-Dome', 'Delta E', 'In-Sone', '17,21-Dihydroxypregna-1,4-diene-3,11,20-trione', 'Cartancyl', 'Deltisona', 'SK-Prednisone', 'Prednisona', 'Prednisonum [INN-Latin]', 'Prednisona [INN-Spanish]', '1,4-Pregnadiene-17alpha,21-diol-3,11,20-trione', 'Deltisone', 'Pregna-1,4-diene-3,11,20-trione, 17,21-dihydroxy-', 'Zenadrid (veterinary)', 'Fernisone', 'NCI-C04897', 'UNII-VB0R961HZT', '1-Dehydrocortisone', 'NSC 10023', 'U 6020', 'Prednidib', 'Panasol', 'delta-Cortisone', 'Sone', 'Zenadrid [veterinary]', 'Apo-Prednisone', 'Novoprednisone', 'Dellacort', 'Deltacortene', 'Econosone', 'Incocortyl', 'Parmenison', 'Predeltin', 'Prednicorm', 'Prednicort', 'Prednicot', 'Prednitone', 'Prednovister', 'Retrocortine', 'Dacorten', 'Fiasone', 'MFCD00003608', 'NSC-10023', 'Pehacort', 'Presone', 'delta cortelan', 'Nisona', 'Nizon', 'Dellacort A', 'VB0R961HZT', 'Me-Korti', 'Origen Prednisone', 'CHEBI:8382', 'Prednisone Intensol', '(8S,9S,10R,13S,14S,17R)-17-hydroxy-17-(2-hydroxyacetyl)-10,13-dimethyl-6,7,8,9,12,14,15,16-octahydrocyclopenta[a]phenanthrene-3,11-dione', '.delta.-Cortisone', '.delta.1-Cortisone', 'delta-1-Cortisone', 'NCGC00090766-01', 'Precort', '.delta.1-Dehydrocortisone', 'DSSTox_CID_1185', '1-Cortisone', 'Meticorten (Veterinary)', 'delta(sup 1)-Cortisone', 'delta-1-Dehydrocortisone', 'DSSTox_RID_75997', 'DSSTox_GSID_21185', 'delta(sup 1)-Dehydrocortisone', 'Lodtra', 'Rayos', '(8S,9S,10R,13S,14S,17R)-17-Hydroxy-17-(2-hydroxyacetyl)-10,13-dimethyl-7,8,9,10,12,13,14,15,16,17-decahydro-3H-cyclopenta[a]phenanthrene-3,11(6H)-dione', 'SMR000718760', 'SMR001227202', 'Delta E.', 'CCRIS 2646', 'HSDB 3168', 'MLS002638114', 'EINECS 200-160-3', 'Prednisone [USP:INN:BAN]', '1,4-Pregnadiene-17-alpha,21-diol-3,11,20-trione', 'AI3-52939', '.delta.sone', '.delta.-Cortone', 'Prednisone tablets', '.delta.-Cortelan', 'CAS-53-03-2', 'Deltadehydrocortisone', 'Prednisone(Adasone)', 'Prestwick_405', '.delta. E', '.delta.-E', 'Prednisone (Adasone)', 'Prednisone, >=98%', 'Prestwick0_000077', 'Prestwick1_000077', 'Prestwick2_000077', 'Prestwick3_000077', '.delta.(sup1)-Cortisone', 'P1276', 'modified-release prednisone', 'CHEMBL635', 'SCHEMBL3288', 'BSPBio_000293', 'MLS001061265', 'MLS001304073', 'MLS001335907', 'MLS001335908', 'MLS002154191', 'MLS002207083', 'MLS002548880', 'SPBio_002214', 'BPBio1_000323', 'GTPL7096', 'MEGxm0_000443', '17alpha,21-Dihydroxy-1,4-pregnadiene-3,11,20-trione', 'DTXSID4021185', 'ACon0_000082', 'ACon1_000297', 'HMS1568O15', 'HMS2090J13', 'HMS2095O15', 'HMS2231I24', 'HMS3039K07', 'HMS3259I09', 'HMS3712O15', 'HMS3884C04', '1,21-diol-3,11,20-trione', 'BCP09049', 'HY-B0214', 'NSC10023', 'Pregna-1,4-diene-3,11,20-trione monohydrate, 17,21-dihydroxy-', 'ZINC3875357', 'Tox21_111014', 'Tox21_201564', 'Tox21_300196', 'LMST02030180', 's1622', 'AKOS005267096', 'AKOS007930684', 'Tox21_111014_1', 'CCG-220077', 'DB00635', 'MCULE-2603291254', 'NC00475', 'NCGC00090766-02', 'NCGC00090766-03', 'NCGC00090766-04', 'NCGC00090766-05', 'NCGC00090766-07', 'NCGC00254096-01', 'NCGC00259113-01', 'Prednisone, tested according to Ph.Eur.', 'AC-11112', 'AS-11685', 'NCI60_000008', 'Pregna-1,11,20-trione, 17,21-hydroxy-', 'EN300-52605', 'Pregna-1,11,20-trione, 17,21-dihydroxy-', '7077-EP2269977A2', '7077-EP2270014A1', '7077-EP2275413A1', '7077-EP2275420A1', '7077-EP2277565A2', '7077-EP2277566A2', '7077-EP2277567A1', '7077-EP2277568A2', '7077-EP2277569A2', '7077-EP2277570A2', '7077-EP2281815A1', '7077-EP2286811A1', '7077-EP2287156A1', '7077-EP2289892A1', '7077-EP2289894A2', '7077-EP2292280A1', '7077-EP2295055A2', '7077-EP2295409A1', '7077-EP2295416A2', '7077-EP2295426A1', '7077-EP2295427A1', '7077-EP2298743A1', '7077-EP2298748A2', '7077-EP2298764A1', '7077-EP2298765A1', '7077-EP2301933A1', '7077-EP2305642A2', '7077-EP2305660A1', '7077-EP2308812A2', '7077-EP2308833A2', '7077-EP2308855A1', '7077-EP2311453A1', '7077-EP2311807A1', '7077-EP2311827A1', '7077-EP2311840A1', '7077-EP2314590A1', 'C07370', 'J10219', '003P608', 'Q424972', 'SR-01000837536', 'SR-01000837536-3', 'BRD-K85883481-001-04-2', 'BRD-K85883481-001-08-3', 'BRD-K85883481-001-25-7', '17alpha,21-dihydroxypregna-1,4-diene-3,11,20-trione', 'WLN: L E5 B666 CV OV AHTTT&J A1 E1 FV1Q FQ', 'Prednisone, British Pharmacopoeia (BP) Reference Standard', 'Prednisone, European Pharmacopoeia (EP) Reference Standard', 'Prednisone, United States Pharmacopeia (USP) Reference Standard', 'Prednisone, Pharmaceutical Secondary Standard; Certified Reference Material', 'Prednisone for peak identification, European Pharmacopoeia (EP) Reference Standard', 'Prednisone, pharmaceutical secondary standard; traceable to USP, PhEur and BP', '(8S,10R,13S,17R)-17-Hydroxy-17-(2-hydroxy-acetyl)-10,13-dimethyl-7,8,9,10,12,13,14,15,16,17-decahydro-6H-cyclopenta[a]phenanthrene-3,11-dione', 'Prednisone solution, 100 mug/mL in acetonitrile, ampule of 1 mL, certified reference material']\n",
"JNJ-7706621\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Disulfiram \n",
"['disulfiram', 'Tetraethylthiuram disulfide', '97-77-8', 'Antabuse', 'Bis(diethylthiocarbamoyl) disulfide', 'Antabus', 'TETD', 'Alcophobin', 'Anticol', 'Esperal', 'Teturam', 'Dicupral', 'Exhorran', 'Hoca', 'Ethyldithiurame', 'Abstensil', 'Antaethyl', 'Antietanol', 'Antivitium', 'Contralin', 'Tetradine', 'Tetraetil', 'Teturamin', 'Abstinil', 'Abstinyl', 'Antadix', 'Antalcol', 'Antetan', 'Antetil', 'Antietil', 'Antikol', 'Aversan', 'Averzan', 'Cronetal', 'Krotenal', 'Refusal', 'Etabus', 'Ethyl tuads', 'Ethyl Thiram', 'Ethyl Thiurad', 'Ethyl Tuex', 'Antaenyl', 'Antaetil', 'Antiaethan', 'Contrapot', 'Disulfan', 'Disulfuram', 'Ephorran', 'Stopetyl', 'Thiuranide', 'Anteyl', 'Bonibal', 'Disetil', 'Nocbin', 'Tenurid', 'Tenutex', 'Tetidis', 'Ekagom TEDS', 'Ekagom TETDS', 'Ethyldithiourame', 'Noxal', 'Anti-ethyl', 'Alk-aubs', 'Thiuram E', 'TATD', 'Soxinol TET', 'Tetraethylthiram disulfide', 'Ekagom DTET', 'Accel TET', 'Espenal', 'Exhoran', 'Sanceler TET-G', 'Ro-sulfiram', 'Tetraethylthiuram disulphide', 'Tetraethylthiuram', 'Tuads, ethyl', 'Usaf B-33', 'Sanceler TET', 'Tetraethylthioperoxydicarbonic diamide', 'Stopaethyl', 'Thireranide', 'Antaethan', 'Antethyl', 'Tetradin', 'Tillram', 'Accel TET-R', 'Ethyl Thiudad', 'Dupon 4472', 'Tetraethylthiuran disulfide', 'Anthethyl', 'Disulphuram', 'Dupont fungicide 4472', 'Hocakrotenalnci-C02959', 'Tetraethylthiram disulphide', 'Bis(diethylthiocarbamyl) disulfide', 'Tetraethylthiuram sulfide', 'Thiuram disulfide, tetraethyl-', \"N,N,N',N'-Tetraethylthiuram disulfide\", 'Antabuse (TN)', 'Bis(N,N-diethylthiocarbamoyl) disulfide', 'C10H20N2S4', \"1,1'-Dithiobis(N,N-diethylthioformamide)\", 'Disulfide, bis(diethylthiocarbamoyl)', 'diethylcarbamothioylsulfanyl N,N-diethylcarbamodithioate', 'ENT 27,340', 'NSC 190940', 'UNII-TR3MLJ1UAI', 'Thioperoxydicarbonic diamide, tetraethyl-', 'Bis(diethylthiocarbamoyl)disulphide', 'NCI-C02959', 'TTS', 'Bis(N,N-diethylthiocarbamoyl)disulphide', \"N,N,N',N'-Tetraethylthiuram disulphide\", 'Bis((diethylamino)thioxomethyl)disulphide', 'Bis((diethylamino)thioxomethyl) disulfide', 'Tetraethylthiuram disulfide;TETD', 'Disulfiram (Antabuse)', 'TR3MLJ1UAI', 'N,N-diethyl[(diethylcarbamothioyl)disulfanyl]carbothioamide', 'MFCD00009048', 'NSC-25953', 'Thioperoxydicarbonic diamide ([(H2N)C(S)]2S2), tetraethyl-', 'CHEMBL964', 'MLS000069818', 'CHEBI:4659', 'Bis(diethylthiocarbamyoyl)disulfide', \"1,1',1'',1'''-[disulfanediylbis(carbonothioylnitrilo)]tetraethane\", 'NSC25953', 'Esperal [France]', 'CAS-97-77-8', 'NCGC00016000-08', 'NCGC00016000-13', 'SMR000059171', 'Thioperoxydicarbonic diamide (((H2N)C(S))2S2), tetraethyl-', 'DSSTox_CID_1322', 'Ancazide ET', 'Akrochem TETD', 'Perkacit TETD', 'Ekaland TETD', 'Perkait TETD', 'DSSTox_RID_76082', 'DSSTox_GSID_21322', 'Ethyl Tuads Rodform', 'Disulfiramum [INN-Latin]', \"Thioperoxydicarbonic diamide ([(H2N)C(S)]2S2), N,N,N',N'-tetraethyl-\", 'Disulfiramo [INN-Spanish]', 'Bis[(diethylamino)thioxomethyl] disulfide', 'CCRIS 582', \"1,1'-Dithiobis[N,N-diethylthioformamide]\", 'HSDB 3317', 'SR-01000076145', 'EINECS 202-607-8', 'NSC 25953', 'Disulfarim', 'AI3-27340', \"Formamide, 1,1'-dithiobis(N,N-diethylthio-\", \"Thioperoxydicarbonic diamide (((H2N)C(S))2S2), N,N,N',N'-tetraethyl-\", 'Disulfiram [USP:INN:BAN:JAN]', 'Prestwick_182', 'Spectrum_001010', 'CPD000059171', 'Opera_ID_224', 'Prestwick0_000097', 'Prestwick1_000097', 'Prestwick2_000097', 'Prestwick3_000097', 'Spectrum2_001176', 'Spectrum3_000405', 'Spectrum4_000228', 'Spectrum5_001590', 'Lopac-T-1132', '1,N-diethylthioformamide]', \"Formamide, 1,1'-dithiobis(N,N-diethylthio)-\", 'UPCMLD-DP090', 'EC 202-607-8', 'T 1132', 'tetraethyl thiuram disulfide', 'Tetraethyldithiuram disulfide', 'Lopac0_001164', 'SCHEMBL27213', 'BSPBio_000054', 'BSPBio_001930', 'KBioGR_000895', 'KBioSS_001490', 'MLS000758264', 'MLS001076475', 'MLS001423963', 'ARONIS24121', 'SPECTRUM1500262', 'SPBio_001191', 'SPBio_001993', 'ACMC-209s92', 'BPBio1_000060', 'Disulfiram (JP17/USP/INN)', 'GTPL7168', 'ORA102', 'DTXSID1021322', 'UPCMLD-DP090:001', 'KBio2_001490', 'KBio2_004058', 'KBio2_006626', 'KBio3_001150', 'ORA-102', 'Thioperoxydicarbonic diamide ((H2N)C(S))2S2, tetraethyl-', 'HMS1568C16', 'HMS1920I16', 'HMS2051M17', 'HMS2090C18', 'HMS2091O22', 'HMS2095C16', 'HMS2230K06', 'HMS3263J09', 'HMS3371B21', 'HMS3393M17', 'HMS3655I19', 'HMS3712C16', 'HMS3867H13', 'Pharmakon1600-01500262', 'BCP07331', 'HY-B0240', 'ZINC1529266', 'bis-(diethyl-thiocarbamyl)-disulfide', 'Tox21_110280', 'Tox21_300403', 'Tox21_400072', 'Tox21_501164', 'BDBM50058655', 'CCG-39549', 'DL-379', \"N,N',N'-Tetraethylthiuram disulfide\", 'NSC756748', 'NSC800739', 's1680', 'SBB058706', 'STL069539', \"1,1',1'',1'''-{disulfanediylbis[(thioxomethylene)-nitrilo]}tetraethane\", 'AKOS000120201', 'Tox21_110280_1', 'AT13284', 'DB00822', 'HS-0057', 'LP01164', 'MCULE-1443050857', 'NC00063', 'NSC-756748', 'NSC-800739', 'SDCCGSBI-0051131.P005', 'WLN: 2N2 & YUS & S 2', 'NCGC00016000-01', 'NCGC00016000-02', 'NCGC00016000-03', 'NCGC00016000-04', 'NCGC00016000-05', 'NCGC00016000-06', 'NCGC00016000-07', 'NCGC00016000-09', 'NCGC00016000-10', 'NCGC00016000-11', 'NCGC00016000-12', 'NCGC00016000-14', 'NCGC00016000-15', 'NCGC00016000-18', 'NCGC00016000-29', 'NCGC00094423-01', 'NCGC00094423-02', 'NCGC00094423-03', 'NCGC00094423-05', 'NCGC00094423-06', 'NCGC00094423-07', 'NCGC00254447-01', 'NCGC00261849-01', \"N,N,N'',N''-tetraethylthiuram disulfide\", 'R531', \"Formamide,1'-dithiobis(N,N-diethylthio)-\", 'SBI-0051131.P004', \"1,1''-dithiobis(N,N-diethylthioformamide)\", 'DB-057683', 'AB00051976', 'B0479', 'EU-0101164', 'FT-0631502', 'FT-0667720', 'SW196492-4', 'Tetraethylthiuram disulfide, >=97.0% (S)', 'W0030', 'C01692', 'D00131', 'S00294', 'AB00051976-20', 'AB00051976-21', 'AB00051976-23', 'AB00051976_22', 'AB00051976_25', 'A845750', 'Q409665', 'Q-201812', 'SR-01000076145-1', 'SR-01000076145-5', 'SR-01000076145-8', 'BRD-K32744045-001-05-6', 'BRD-K32744045-001-17-1', 'Z1522553469', 'Disulfiram, British Pharmacopoeia (BP) Reference Standard', 'Disulfiram, European Pharmacopoeia (EP) Reference Standard', \"1,1',1'',1'''-[disulfanediylbis(carbonothioylnitrilo)]tetra\", 'Disulfiram, United States Pharmacopeia (USP) Reference Standard', '(diethylamino){[(diethylamino)thioxomethyl]disulfanyl}methane-1-thione', \"1,1'',1'''',1''''''-[disulfanediylbis(carbonothioylnitrilo)]tetraethane\", 'Disulfiram, Pharmaceutical Secondary Standard; Certified Reference Material', 'N,N-diethylcarbamodithioic acid [[diethylamino(sulfanylidene)methyl]thio] ester']\n",
"GSK1070916\n",
"TMP195\n",
"Pelitinib\n",
"AZ 960\n",
"['905586-69-8', 'AZ 960', 'AZ-960', 'AZ960', 'UNII-M63IS9PTJF', '(S)-5-Fluoro-2-(1-(4-fluorophenyl)ethylamino)-6-(5-methyl-1H-pyrazol-3-ylamino)nicotinonitrile', 'M63IS9PTJF', 'CHEMBL1774055', '(S)-5-fluoro-2-((1-(4-fluorophenyl)ethyl)amino)-6-((5-methyl-1H-pyrazol-3-yl)amino)nicotinonitrile', '5-Fluoro-2-[[(1S)-1-(4-fluorophenyl)ethyl]amino]-6-[(5-methyl-1H-pyrazol-3-yl)amino]-3-pyridinecarbonitrile', '5-fluoro-2-[[(1S)-1-(4-fluorophenyl)ethyl]amino]-6-[(5-methyl-1H-pyrazol-3-yl)amino]pyridine-3-carbonitrile', 'C18H16F2N6', '5-fluoro-2-{[(1S)-1-(4-fluorophenyl)ethyl]amino}-6-[(5-methyl-1H-pyrazol-3-yl)amino]pyridine-3-carbonitrile', 'cc-210', 'MLS006011063', 'GTPL8476', 'SCHEMBL14840365', 'DTXSID60238201', 'SYN1015', 'BCPP000371', 'BCP27683', 'EX-A1802', 'AZ 960;AZ960', 'BDBM50343725', 's2214', 'ZINC43205072', 'AKOS027420925', 'BCP9000348', 'CCG-268082', 'CS-6209', 'NCGC00346581-01', 'NCGC00346581-02', 'NCGC00346581-04', 'NCGC00346581-06', '3-Pyridinecarbonitrile, 5-fluoro-2-(((1S)-1-(4-fluorophenyl)ethyl)amino)-6-((5-methyl-1H-pyrazol-3-yl)amino)-', 'AC-32981', 'AS-74896', 'HY-10411', 'SMR004702855', 'SW219623-1', 'X7504', 'A19389', 'C77068', '586F698', 'J-502242', 'Q27074679', '(R)-5-fluoro-2-(1-(4-fluorophenyl)ethylamino)-6-(5-methyl-1H-pyrazol-3-ylamino)nicotinonitrile', '(S)-5-Fluoro-2-(1-(4-fluorophenyl)ethylamino)-6-(5-methyl-1H-pyrazol-3-ylamino) nicotinonitrile', '(S)-5-fluoro-2-(1-(4-fluorophenyl)ethylamino)-6-(5-methyl-1H-pyrazol-3-ylamino)nicotinonitrile;AZ 960']\n",
"Anacardic Acid\n",
"Tubastatin A \n",
"['Tubastatin A', '1252003-15-8', 'Tubastatin-A', 'Tubastatin A BASE', 'Tubastatin A (free base)', 'N-hydroxy-4-((2-methyl-3,4-dihydro-1H-pyrido[4,3-b]indol-5(2H)-yl)methyl)benzamide', 'Tubastatin A (trifluoroacetate)', 'Tubastatin A(free base)', 'UNII-2XTSOX1NF8', '2XTSOX1NF8', 'N-hydroxy-4-[(2-methyl-3,4-dihydro-1H-pyrido[4,3-b]indol-5-yl)methyl]benzamide', 'CHEMBL2018302', '1252003-15-8 (free base)', 'Tubastatin A Trifluoroacetate', '4-[(2-methyl-3,4-dihydro-1~{H}-pyrido[4,3-b]indol-5-yl)methyl]-~{N}-oxidanyl-benzamide', 'Benzamide, N-hydroxy-4-((1,2,3,4-tetrahydro-2-methyl-5H-pyrido(4,3-b)indol-5-yl)methyl)-', 'Benzamide, N-hydroxy-4-[(1,2,3,4-tetrahydro-2-methyl-5H-pyrido[4,3-b]indol-5-yl)methyl]-', 'N9W', 'MLS006011088', 'GTPL9702', 'SCHEMBL1057119', 'CHEBI:94186', 'AOB6340', 'EX-A685', 'HMS3656P20', 'HMS3744E15', 'BCP09011', 'CAC00315', '2771AH', 'BDBM50380399', 'HY-13271A', 'MFCD18071463', 's8049', 'ZINC51951670', 'AKOS027422742', 'CCG-267860', 'CS-5376', 'SB19289', 'NCGC00263606-03', 'NCGC00263606-15', 'AS-16945', 'DA-46698', 'SMR004702876', 'FT-0700144', 'SW219287-2', 'EC-000.2473', 'US8748451, 6', 'J-690100', 'BRD-K00627859-001-01-5', 'Q27165946', '4-[(2-methyl-3,4-dihydro-1H-pyrido[4,3-b]indol-5-yl)methyl]benzenecarbohydroxamic acid', 'N-Hydroxy-4-((1,2,3,4-tetrahydro-2-methyl-5H-pyrido(4,3-b)indol-5-yl)methyl)benzamide', 'N-hydroxy-4-(2-methyl-1,2,3,4-tetrahydro-pyrido[4,3-b]indol-5-ylmethyl)benzamide', 'N-hydroxy-4-[(2-methyl-1,2,3,4-tetrahydro-5H-pyrido[4,3-b]indol-5-yl)methyl]benzamide', 'N-Hydroxy-4-[(2-methyl-1,2,3,4-tetrahydro-5H-pyrido[4,3-b]indole-5-yl)methyl]benzamide', '1-(4-{[2-(1H-Indazol-4-yl)-4-(4-morpholinyl)thieno[3,2-d]pyrimidin-6-yl]methyl}-1-piperazinyl)-6-methyl-5-heptene-1,4-dione']\n",
"Andarine\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"Meprednisone\n",
"Luminespib\n",
"Cediranib\n",
"SGI-1776 free base\n",
"['SGI-1776', '1025065-69-3', 'SGI-1776 free base', 'N-[(1-methylpiperidin-4-yl)methyl]-3-[3-(trifluoromethoxy)phenyl]imidazo[1,2-b]pyridazin-6-amine', 'SGI1776', 'SGI 1776', 'N-((1-methylpiperidin-4-yl)methyl)-3-(3-(trifluoromethoxy)phenyl)imidazo[1,2-b]pyridazin-6-amine', 'UNII-72AUA0603W', 'N-[(1-Methyl-4-piperidinyl)methyl]-3-[3-(trifluoromethoxy)phenyl]-imidazo[1,2-b]pyridazin-6-amine', 'CHEMBL1952329', '72AUA0603W', 'CHEMBL1952141', 'Imidazo[1,2-b]pyridazin-6-amine, N-[(1-methyl-4-piperidinyl)methyl]-3-[3-(trifluoromethoxy)phenyl]-;Imidazo[1,2-b]pyridazin-6-amine, N-[(1-methyl-4-piperidinyl)methyl]-3-[3-(trifluoromethoxy)phenyl]-', 'Imidazo(1,2-b)pyridazin-6-amine, N-((1-methyl-4-piperidinyl)methyl)-3-(3-(trifluoromethoxy)phenyl)-', 'Imidazo[1,2-b]pyridazin-6-amine, N-[(1-methyl-4-piperidinyl)methyl]-3-[3-(trifluoromethoxy)phenyl]-', 'N-((1-Methylpiperidin-4-yl)methyl)-3-(3-(trifluoromethoxy)phenyl)imidazo(1,2-b)pyridazin-6-amine', 'Pim-Kinase Inhibitor IX', 'SGI 1776 free base', 'cc-574', 'MLS006011076', 'SCHEMBL102498', 'GTPL8784', 'CHEBI:95061', 'AOB2259', 'DTXSID10647329', 'QCR-216', 'HMS3655P08', 'HMS3672I15', 'HMS3747C17', 'BCP02279', 'EX-A1373', 'SGI 1776;SGI1776', 'BDBM50364776', 'MFCD16659064', 'NSC757333', 'NSC800883', 's2198', 'ZINC68205235', 'AKOS026750649', 'CCG-264941', 'CS-0513', 'DB12494', 'NSC-757333', 'NSC-800883', 'SB19298', 'NCGC00263186-01', 'NCGC00263186-02', 'NCGC00263186-11', 'AC-28432', 'AS-16326', 'HY-13287', 'SMR004702864', 'DB-058820', 'FT-0702224', 'SW218133-2', 'X7567', 'A25500', 'J-000709', 'J-523286', 'Q27088795', 'N-[(1-methyl-4-piperidinyl)methyl]-3-[3-(trifluoromethoxy)phenyl]-imidazo[1,2-beta]pyridazin-6-amine', 'N-[(1-methylpiperidin-4-yl)methyl]-3-[3-(trifluoromethoxy)phenyl]imidazo[2,1-f]pyridazin-6-amine']\n",
"Resveratrol\n",
"Costunolide\n",
"[5281437, 5458201, 6436243, 556919, 5380858, 5367559, 73164, 133640194, 6180985, 12304109]\n",
"SRT2104\n",
"['1093403-33-8', 'SRT2104', 'sirtuin modulator', 'SRT-2104', 'SRT2104 (GSK2245840)', 'SRT 2104', 'GSK2245840', '4-methyl-n-(2-(3-(morpholinomethyl)imidazo[2,1-b]thiazol-6-yl)phenyl)-2-(pyridin-3-yl)thiazole-5-carboxamide', 'UNII-4521NR0J09', '4521NR0J09', '4-Methyl-N-(2-{3-[(morpholin-4-yl)methyl]imidazo[2,1-b][1,3]thiazol-6-yl}phenyl)-2-(pyridin-3-yl)-1,3-thiazole-5-carboxamide', '4-methyl-N-[2-[3-(morpholin-4-ylmethyl)imidazo[2,1-b][1,3]thiazol-6-yl]phenyl]-2-pyridin-3-yl-1,3-thiazole-5-carboxamide', '5-Thiazolecarboxamide, 4-methyl-N-[2-[3-(4-morpholinylmethyl)imidazo[2,1-b]thiazol-6-yl]phenyl]-2-(3-pyridinyl)-', 'C26H24N6O2S2', '5-Thiazolecarboxamide,4-methyl-N-[2-[3-(4-morpholinylmethyl)imidazo[2,1-b]thiazol-6-yl]phenyl]-2-(3-pyridinyl)-', '4-methyl-N-[2-[3-(morpholinomethyl)imidazo[2,1-b]thiazol-6-yl]phenyl]-2-(pyridin-3-yl)thiazole-5-carboxamide', 'SCHEMBL964014', 'GTPL9515', 'CHEMBL4297436', 'DTXSID00648729', 'BCP17468', 'EX-A1287', '4043AH', 'compound 4 [Ng et al., 2013]', 's7792', 'ZINC43202455', 'CCG-269826', 'CS-0955', 'DB12186', 'NCGC00379071-01', 'AC-33074', 'AS-57311', 'HY-15262', 'A14188', 'A921925', 'Q27258795']\n",
"Tanespimycin\n",
"MK-0752\n",
"Carmofur\n",
"Cerdulatinib\n",
"PF-3845\n",
"ITSA-1\n",
"Alendronate sodium trihydrate\n",
"['121268-17-5', 'Alendronate sodium trihydrate', 'Alendronate monosodium trihydrate', 'Fosamax', 'Alendronate sodium hydrate', 'Alendros', 'Adronat', 'UNII-2UY4M2U3RA', 'MFCD01748233', '2UY4M2U3RA', 'CHEBI:2566', 'MK-217', 'Monosodium (4-amino-1-hydroxybutylidene)bisphosphonate trihydrate', 'SODIUM ALENDRONATE TRIHYDRATE', 'Arendal', 'Sodium alendronate', 'Elandor', 'Fosalan', 'Dronal', 'G-704,650', 'sodium;(4-amino-1-hydroxy-1-phosphonobutyl)-hydroxyphosphinate;trihydrate', 'Alendronate (Fosamax)', 'DSSTox_CID_27778', 'DSSTox_RID_82554', 'Sodium alendronate hydrate', 'C4H18NNaO10P2', 'DSSTox_GSID_47801', '(4-amino-1-hydroxybutylidene) bisphosphonic acid monosodium salt trihydrate.', 'CAS-121268-17-5', 'MK 217', 'NCGC00096054-03', 'Alendronic acid monosodium salt trihydrate', 'Alendronate sodium [USAN:USP]', 'Binosto (TN)', 'Fosamax (TN)', 'Aminohydroxybutylidene biphosphonate monosodium salt trihydrate', 'Alendronate sodium (USP)', 'G-704650 Adronat', 'Sodium trihydrogen (4-amino-1-hydroxybutylidene)diphosphonate, trihydrate', 'CHEMBL2367465', 'DTXSID7047801', 'Alendronate sodium hydrate (JP17)', 'BCP22746', 'Tox21_111553', 'AKOS015960820', 'AKOS016010492', 'Tox21_111553_1', '129318-43-0 (anhyd.)', 'AB09896', 'AC-8070', 'DS-2820', 'NSC 722597', 'NSC 758931', 'Phosphonic acid, (4-amino-1-hydroxybutylidene)bis-, monosodium salt, trihydrate', 'ALENDRONATE SODIUM SALT TRIHYDRATE', 'NCGC00263967-02', 'BA164144', 'I914', 'SY070842', 'AB0013933', 'ALENDRONATE MONOSODIUM SALT TRIHYDRATE', 'FT-0601586', 'C90614', 'D00939', 'J10154', 'A804705', 'Q-200606', 'Alendronate sodium trihydrate, >=97% (NMR), powder', 'Q27105722', 'Sodium;(4-amino-1-hydroxy-1-phosphonobutyl)phosphonic acid', '4-amino-1-hydroxy-1-phosphonobutyl phosphonic acid, monosodium', '4-Amino-1-hydroxy-1-phosphonobutyl phosphonic acid monosodium trihydrate', 'Alendronate sodium, United States Pharmacopeia (USP) Reference Standard', 'sodium hydrogen (4-amino-1-hydroxy-1-phosphonobutyl)phosphonate trihydrate', 'sodium trihydrogen 4-amino-1-hydroxybutylidenediphosphonate trihydrate', 'Alendronate Sodium, Pharmaceutical Secondary Standard; Certified Reference Material', 'Sodium alendronate trihydrate, European Pharmacopoeia (EP) Reference Standard']\n",
"Givinostat\n",
"SB431542\n",
"['301836-41-9', 'SB-431542', 'SB 431542', '4-(4-(benzo[d][1,3]dioxol-5-yl)-5-(pyridin-2-yl)-1H-imidazol-2-yl)benzamide', 'SB431542', 'UNII-E1557V1V0N', '4-[4-(1,3-BENZODIOXOL-5-YL)-5-(2-PYRIDINYL)-1H-IMIDAZOL-2-YL]BENZAMIDE', 'SB 431542 hydrate', 'CHEMBL440084', 'C22H16N4O3', 'E1557V1V0N', '4-[4-(1,3-benzodioxol-5-yl)-5-pyridin-2-yl-1H-imidazol-2-yl]benzamide', '4-(4-(1,3-Benzodioxole-5-yl)-5-(2-pyridyl)-1H-imidazole-2-yl)benzamide', '4-(5-benzo[1,3]dioxol-5-yl-4-pyridin-2-yl-1h-imidazol-2-yl)-benzamide', '4-[5-(1,3-Benzodioxol-5-Yl)-4-(Pyridin-2-Yl)-1h-Imidazol-2-Yl]benzamide', 'Benzamide, 4-(4-(1,3-benzodioxol-5-yl)-5-(2-pyridinyl)-1H-imidazol-2-yl)-', 'SB-431542-A', 'SR-01000597591', '3tzm', 'Benzamide, 4-[4-(1,3-benzodioxol-5-yl)-5-(2-pyridinyl)-1H-imidazol-2-yl]-', 'Bio2_000852', 'Kinome_3428', '4-[4-(1,3-Benzodioxol-5-yl)-5-(2-pyridinyl)-1H-imidazol-2-yl]-benzamide hydrate', 'J1.722.247C', '4-[4-(3,4-Methylenedioxyphenyl)-5-(2-pyridyl)-1H-imidazol-2-yl]benzamide', 'BSPBio_001064', 'KBioGR_000404', 'KBioSS_000404', 'MLS006010130', 'SCHEMBL155156', 'GTPL8216', 'QCR-42', 'TB1614-GMP', 'DTXSID7042693', 'BCBcMAP01_000166', 'CHEBI:91108', 'cid_4521392', 'KBio2_000404', 'KBio2_002972', 'KBio2_005540', 'KBio3_000767', 'KBio3_000768', 'AOB6359', 'EX-A144', 'BCPP000076', 'BDBM476220', 'Bio2_000372', 'HMS1362F05', 'HMS1792F05', 'HMS1990F05', 'HMS3268G21', 'HMS3403F05', 'HMS3412L21', 'HMS3648A08', 'HMS3654O13', 'HMS3676L21', 'ZINC603769', 'BCP01765', 'BDBM50110208', 'CC-103', 'MFCD05865244', 'MFCD11045982', 'NSC756453', 'NSC756649', 's1067', '4-(4-Benzo[1,3]dioxol-5-yl-5-pyridin-2-yl-1H-imidazol-2-yl)-benzamide', '4-(5-benzo(1,3)dioxol-5-yl-4-pyridin-2-yl-1H-imidazol-2-yl)benzamide', 'AKOS016003159', 'AM81241', 'CCG-264802', 'CS-0135', 'NSC-756453', 'NSC-756649', 'SB19480', 'VZ27752', '4-[4-(2H-1,3-benzodioxol-5-yl)-5-(pyridin-2-yl)-1H-imidazol-2-yl]benzamide', 'IDI1_002127', 'NCGC00025230-01', 'NCGC00025230-02', 'NCGC00025230-03', 'NCGC00025230-04', 'NCGC00025230-05', 'NCGC00025230-06', 'NCGC00025230-21', 'AC-23169', 'AS-16946', 'HY-10431', 'SMR004701258', 'US10865384, Compound SB431542', 'AB0033746', 'FT-0727008', 'SW212665-2', 'X7468', 'SB431542,SB-431542', 'A25496', 'W12958', 'AB01092258-01', 'J-017814', 'J-514238', 'Q7388913', 'SR-01000597591-1', 'SR-01000597591-2', 'BRD-K67298865-001-02-5', '4-(4-Benzo[1,3]dioxol-5-yl-5-pyridin-2-yl-1H-imidazol-2-yl)benzamide', '4-[4-(1,3-benzodioxol-5-yl)-5-(2-pyridinyl)-1h-imidazol-2-yl]-benzamide', '4-(5-(benzo[d][1,3]dioxol-5-yl)-4-(pyridin-2-yl)-1H-imidazol-2-yl)benzamide', '4-(5-Benzol[1,3]dioxol-5-yl-4-pyrldin-2-yl-1H-imidazol-2-yl)-benzamide hydrate', '4-[4-(3,4-Methylenedioxyphenyl)-5-(2-pyridyl)-1H-imidazol-2-yl]-benzamide hydrate']\n",
"Ramelteon\n",
"Iniparib\n"
]
},
{
"name": "stdout",
"output_type": "stream",
"text": [
"['4-Iodo-3-nitrobenzamide', 'Iniparib', '160003-66-7', 'BSI-201', 'Iniparib (BSI-201)', 'BSI 201', 'SAR240550', 'Benzamide, 4-iodo-3-nitro-', 'IND-71677', 'BSI201', 'UNII-2ZWI7KHK8F', 'NSC-746045', '2ZWI7KHK8F', 'NIBA', 'INO2BA', 'Iniparib [USAN:INN]', '4tki', 'SAR-240550', 'Iniparib (USAN/INN)', 'BSI-201 - Iniparib', '4-iodo-5-nitro-benzamide', 'C7H5IN2O3', 'cc-485', 'MLS006010066', 'SCHEMBL242006', 'GTPL8360', 'CHEMBL1170047', 'SCHEMBL15427439', 'CHEBI:95067', 'AOB6726', 'DTXSID30166784', 'BCPP000313', 'HMS3426C05', 'HMS3654K17', 'ACT06800', 'BCP01784', 'MFCD11110639', 'NSC752493', 's1087', 'ZINC33963533', '4-Iodo-3-nitro-benzamide;BSI-201', 'AKOS015853763', 'AKOS032949733', 'AS05898', 'BCP9000455', 'CCG-264813', 'CM13181', 'CS-0145', 'DB13877', 'GS-4311', 'LS10089', 'NSC-752493', 'QC-4931', 'NCGC00263096-01', 'AC-26931', 'AM803278', 'HY-12015', 'SMR004701226', 'AB0021197', 'DB-064321', 'FT-0670350', 'SW218112-2', 'V2440', '4-Oxo-1,4-dihydro-quinoline-6-carboxylicacid', 'EC-000.2329', 'D09913', 'Q260286', 'J-515558', 'BRD-K11153516-001-01-4', '33E']\n",
"Tucidinostat\n",
"PCI-34051\n",
"Epothilone A\n",
"Thiotepa\n",
"YM155\n",
"['Sepantronium bromide', '781661-94-7', 'YM155', 'YM-155', 'Ym 155', 'YM155 (Sepantronium Bromide)', 'UNII-7H5Q4J1CM5', '4,9-Dihydro-1-(2-methoxyethyl)-2-methyl-4,9-dioxo-3-(2-pyrazinylmethyl)-1H-naphth[2,3-d]imidazolium bromide', '7H5Q4J1CM5', '1-(2-methoxyethyl)-2-methyl-4,9-dioxo-3-(pyrazin-2-ylmethyl)-4,9-dihydro-1h-naphtho[2,3-d]imidazol-3-ium bromide', '3-(2-METHOXYETHYL)-2-METHYL-4,9-DIOXO-1-(PYRAZIN-2-YLMETHYL)NAPHTHO[2,3-D]IMIDAZOL-1-IUM BROMIDE', '1-(2-methoxyethyl)-2-methyl-3-(pyrazin-2-ylmethyl)benzo[f]benzimidazol-3-ium-4,9-dione;bromide', '3-(2-methoxyethyl)-2-methyl-4,9-dioxo-1-(pyrazin-2-ylmethyl)-4,9-dihydro-1H-naphtho[2,3-d]imidazol-3-ium bromide.', 'Sepantronium bromide [USAN:INN]', 'sepantronii bromidum', 'bromuro de sepantronio', 'bromure de sepantronium', 'MLS006010288', 'SCHEMBL727997', 'YM-155; Sepantronium bromide', 'CHEMBL2105734', 'SCHEMBL16584072', 'DTXSID90228817', 'CHEBI:139608', 'Sepantronium bromide (JAN/USAN)', 'BCPP000007', 'HMS3654A08', 'AMY10848', 'AOB87756', 'BCP01864', 'EX-A2187', 'BDBM50468263', 'MFCD11983133', 's1130', 'CCG-264831', 'CS-0336', 'AC-26890', 'AS-17057', 'HY-10194', 'SMR004701357', 'AB0008055', 'FT-0660380', 'SW219422-1', 'X7538', 'D10164', 'J-514184', 'Q27268284', '1H-Naphth(2,3-d)imidazolium, 4,9-dihydro-1-(2-methoxyethyl)-2-methyl-4,9-dioxo-3-(pyrazinylmethyl)-, bromide', '1H-Naphth[2,3-d]imidazolium, 4,9-dihydro-1-(2-methoxyethyl)-2-methyl-4,9-dioxo-3-(2-pyrazinylmethyl)-, bromide', '1H-Naphth[2,3-d]imidazolium,4,9-dihydro-1-(2-methoxyethyl)-2-methyl-4,9-dioxo-3-(2-pyrazinylmethyl)-,bromide (1:1)', '3-(2-methoxyethyl)-2-methyl-4,9-dioxo-1-(pyrazin-2-ylmethyl)-4,9-dihydro-1H-naphtho[2,3-d]imidazol-3-ium bromide', '3-(2-Methoxyethyl)-2-methyl-4,9-dioxo-1-pyrazin-2-ylmethyl-4,9-dihydro-3H-naphtho[2,3-d]imidazol-1-ium bromide']\n",
"PHA-680632\n",
"CPU times: user 8.82 s, sys: 786 ms, total: 9.61 s\n",
"Wall time: 4min 56s\n"
]
}
],
"source": [
"%%time\n",
"for p in adata[adata.obs.dataset == 'Srivatsan_2019'].obs.perturbation_name.unique():\n",
" print(p)\n",
" try:\n",
" cid = pcp.get_cids(p, 'name', list_return='flat')\n",
" if len(cid) > 1:\n",
" print(cid)\n",
" elif len(cid) == 0:\n",
" print(f'oh no, nothing found for {p}')\n",
" else:\n",
" cmpd = pcp.Compound.from_cid(cid)\n",
" if p.lower() != cmpd.synonyms[0].lower():\n",
" print(cmpd.synonyms[:10])\n",
" except:\n",
" continue"
]
},
{
"cell_type": "code",
"execution_count": 23,
"id": "a7dde500",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"[176167]"
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cid"
]
},
{
"cell_type": "code",
"execution_count": 14,
"id": "ef142b5a",
"metadata": {},
"outputs": [],
"source": [
"cid = pcp.get_cids('panobinostat', 'name', list_return='flat')[0]\n",
"cmpd = pcp.Compound.from_cid(cid)"
]
},
{
"cell_type": "code",
"execution_count": 16,
"id": "a876ce47",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"['Panobinostat',\n",
" '404950-80-7',\n",
" 'LBH589',\n",
" 'Farydak',\n",
" 'LBH-589',\n",
" 'Faridak',\n",
" 'LBH 589',\n",
" 'Panobinostat (LBH589)',\n",
" '(E)-N-Hydroxy-3-(4-(((2-(2-methyl-1H-indol-3-yl)ethyl)amino)methyl)phenyl)acrylamide',\n",
" 'NVP-LBH589',\n",
" 'NVP-LBH-589',\n",
" 'UNII-9647FM7Y3Z',\n",
" 'LBH-589B',\n",
" 'CHEBI:85990',\n",
" '9647FM7Y3Z',\n",
" '404950-80-7 (free base)',\n",
" '(E)-N-HYDROXY-3-(4-{[2-(2-METHYL-1H-INDOL-3-YL)-ETHYLAMINO]-METHYL}-PHENYL)-ACRYLAMIDE',\n",
" '(E)-N-hydroxy-3-[4-[[2-(2-methyl-1H-indol-3-yl)ethylamino]methyl]phenyl]prop-2-enamide',\n",
" 'Farydak (TN)',\n",
" '(2E)-N-hydroxy-3-[4-({[2-(2-methyl-1H-indol-3-yl)ethyl]amino}methyl)phenyl]acrylamide',\n",
" '(2E)-N-hydroxy-3-[4-({[2-(2-methyl-1H-indol-3-yl)ethyl]amino}methyl)phenyl]prop-2-enamide',\n",
" '(E)-N-hydroxy-3-(4-((2-(2-methyl-1H-indol-3-yl)ethylamino)methyl)phenyl)acrylamide',\n",
" '2-Propenamide, N-hydroxy-3-[4-[[[2-(2-methyl-1H-indol-3-yl)ethyl]amino]methyl]phenyl]-, (2E)-',\n",
" 'Panobinostat [USAN:INN]',\n",
" '2-Propenamide, N-hydroxy-3-(4-(((2-(2-methyl-1H-indol-3-yl)ethyl)amino)methyl)phenyl)-, (2E)-',\n",
" 'N-hydroxy-3-[4-[[[2-(2-methyl-1H-indol-3-yl)-ethyl]-amino]methyl]phenyl]-2E-2-propenamide',\n",
" 'Panobinostat(LBH589)',\n",
" 'LBH589 - Panobinostat',\n",
" 'Panobinostat (USAN/INN)',\n",
" 'N-Hydroxy-3-[4-[2-(2-methyl-1H-indol-3-yl)ethylaminomethyl]phenyl]-2(E)-propenamide',\n",
" 'cc-487',\n",
" 'MLS006011216',\n",
" 'NVP-LBH 589',\n",
" 'SCHEMBL164801',\n",
" 'SCHEMBL183197',\n",
" 'CHEMBL483254',\n",
" 'GTPL7489',\n",
" 'SCHEMBL22773814',\n",
" 'BDBM29589',\n",
" 'CHEBI:93774',\n",
" 'DTXSID40193506',\n",
" 'EX-A169',\n",
" 'BCPP000187',\n",
" 'BDBM198124',\n",
" 'AOB87727',\n",
" 'BCP01816',\n",
" 'LBH58,9NVP-LBH589,Panobinostat',\n",
" 'MFCD09833242',\n",
" 'NSC761190',\n",
" 's1030',\n",
" 'ZINC22010649',\n",
" 'AKOS005146046',\n",
" 'ACN-025765',\n",
" 'BCP9000844',\n",
" 'CCG-208762',\n",
" 'CS-0267',\n",
" 'DB06603',\n",
" 'EX-8456',\n",
" 'NSC-761190',\n",
" '(2E)-N-Hydroxy-3-[4-[[[2-(2-methyl-1H-indol-3-yl)ethyl]amino]methyl]phenyl]-2-propenamide',\n",
" '(E)-3-[4-[[2-(2-methyl-1H-indol-3-yl)ethylamino]methyl]phenyl]prop-2-enehydroxamic acid',\n",
" 'NCGC00263117-05',\n",
" 'NCGC00263117-07',\n",
" '2-Propenamide, N-hydroxy-3-(4-(((2-(2-methyl-1H-indol-3-yl)ethyl)amino) methyl)phenyl)-, (2E)-',\n",
" 'AC-28652',\n",
" 'AM808102',\n",
" 'AS-17046',\n",
" 'HY-10224',\n",
" 'QC-10419',\n",
" 'SMR004702978',\n",
" 'AB0007883',\n",
" 'DB-025426',\n",
" 'SW219369-1',\n",
" 'W6096',\n",
" 'EC-000.2287',\n",
" 'A25218',\n",
" 'D10319',\n",
" '139304-EP2270008A1',\n",
" '139304-EP2292617A1',\n",
" 'J-523585',\n",
" 'Q7131441',\n",
" 'BRD-K02130563-001-07-2',\n",
" '(E)-N-Hydroxy-3-[4-[[[2-(2-methyl-1H-indole-3-yl)ethyl]amino]methyl]phenyl]acrylamide',\n",
" 'N-hydroxy-3 -[4-[[[2-(2-methyl-1H-indol-3-yl)ethyl]amino]methyl]phenyl]-2E-2-propenamide',\n",
" 'N-hydroxy-3-[4-[[[2-(2-methyl-1H-indol-3-yl)ethyl]amino]methyl]phenyl]-2E-2-propenamide',\n",
" 'Panobinostat;(E)-N-hydroxy-3-(4-((2-(2-methyl-1H-indol-3-yl)ethylamino)methyl)phenyl)acrylamide']"
]
},
"execution_count": 16,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"cmpd.synonyms"
]
},
{
"cell_type": "markdown",
"id": "ff41cfc1",
"metadata": {},
"source": [
"## Train a model"
]
},
{
"cell_type": "markdown",
"id": "732b2714",
"metadata": {},
"source": [
"Let's train the simplest model we can - a sgRNA classifier. From the weights of the model, you could extract common features of the sgRNA's effect."
]
},
{
"cell_type": "code",
"execution_count": 43,
"id": "ddebf146",
"metadata": {},
"outputs": [],
"source": [
"# subset data\n",
"subset = adata[\n",
" adata.obs.perturbation_name.isin(['EGR1', 'IRF1', 'NCL', 'SET'])]"
]
},
{
"cell_type": "code",
"execution_count": 6,
"id": "d146a9cb",
"metadata": {},
"outputs": [],
"source": [
"# prepare train/test split\n",
"from sklearn.model_selection import train_test_split\n",
"test_idx, train_idx = train_test_split(subset.obs.index, test_size=.2)\n",
"\n",
"test = subset[test_idx]\n",
"train = subset[train_idx]"
]
},
{
"cell_type": "code",
"execution_count": 7,
"id": "ab03f019",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"LogisticRegression()"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# train classifier\n",
"clf = sk.linear_model.LogisticRegression()\n",
"clf.fit(train.X, train.obs.perturbation_name.values)"
]
},
{
"cell_type": "code",
"execution_count": 10,
"id": "9c486438",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" precision recall f1-score support\n",
"\n",
" EGR1 0.62 0.66 0.64 5246\n",
" IRF1 0.43 0.38 0.40 3368\n",
" NCL 0.47 0.22 0.30 290\n",
" SET 0.79 0.91 0.84 1115\n",
"\n",
" accuracy 0.58 10019\n",
" macro avg 0.58 0.54 0.55 10019\n",
"weighted avg 0.57 0.58 0.57 10019\n",
"\n"
]
}
],
"source": [
"# evaluate prediction\n",
"print(sk.metrics.classification_report(\n",
" test.obs.perturbation_name.values,\n",
" clf.predict(test.X)\n",
"))"
]
},
{
"cell_type": "markdown",
"id": "62bd2adb",
"metadata": {},
"source": [
"Not bad for a 4-class classification problem.\n",
"\n",
"Much harder case: let's try leaving out one Norman et al. 2019 and only learn the treatments from the other two datasets. We've performed no batch correction between datasets so we would expect this to be extremely difficult for a linear model."
]
},
{
"cell_type": "code",
"execution_count": 11,
"id": "ae5bd36a",
"metadata": {},
"outputs": [],
"source": [
"test = subset[subset.obs.dataset == 'Norman_2019']\n",
"train = subset[subset.obs.dataset != 'Norman_2019']"
]
},
{
"cell_type": "code",
"execution_count": 12,
"id": "28fcb5b3",
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"LogisticRegression()"
]
},
"execution_count": 12,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"clf = sk.linear_model.LogisticRegression()\n",
"clf.fit(train.X, train.obs.perturbation_name.values)"
]
},
{
"cell_type": "code",
"execution_count": 13,
"id": "554559ea",
"metadata": {},
"outputs": [
{
"name": "stdout",
"output_type": "stream",
"text": [
" precision recall f1-score support\n",
"\n",
" EGR1 0.14 0.46 0.22 321\n",
" IRF1 0.17 0.37 0.23 427\n",
" NCL 0.00 0.00 0.00 237\n",
" SET 0.00 0.00 0.00 985\n",
"\n",
" accuracy 0.16 1970\n",
" macro avg 0.08 0.21 0.11 1970\n",
"weighted avg 0.06 0.16 0.09 1970\n",
"\n"
]
}
],
"source": [
"print(sk.metrics.classification_report(\n",
" test.obs.perturbation_name.values,\n",
" clf.predict(test.X)\n",
"))"
]
},
{
"cell_type": "markdown",
"id": "37d47150",
"metadata": {},
"source": [
"Indeed, we see that the linear model is not at all predictive due to the batch effect across datasets."
]
}
],
"metadata": {
"kernelspec": {
"display_name": "Python 3 (ipykernel)",
"language": "python",
"name": "python3"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.7.0"
}
},
"nbformat": 4,
"nbformat_minor": 5
}