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d24bcd136c9baa600f332b2f8b973d62
mooc-rr
Commits
3d869708
Commit
3d869708
authored
Dec 13, 2022
by
d24bcd136c9baa600f332b2f8b973d62
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mooc
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cbab3d75
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exercice.mooc.ipynb
module3/exo3/exercice.mooc.ipynb
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module3/exo3/exercice.mooc.ipynb
View file @
3d869708
...
@@ -849,41 +849,6 @@
...
@@ -849,41 +849,6 @@
"pyo.init_notebook_mode()\n"
"pyo.init_notebook_mode()\n"
]
]
},
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"status\n",
"0 AxesSubplot(0.125,0.125;0.775x0.755)\n",
"1 AxesSubplot(0.125,0.125;0.775x0.755)\n",
"Name: Age, dtype: object"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
"image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
},
"metadata": {
"needs_background": "light"
},
"output_type": "display_data"
}
],
"source": [
"df.groupby('status').Age.plot(kind='kde')"
]
},
{
{
"cell_type": "code",
"cell_type": "code",
"execution_count": 18,
"execution_count": 18,
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