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3177f1da89e77b25849339303ddf1357
mooc-rr
Commits
14859a08
Commit
14859a08
authored
Jan 30, 2021
by
3177f1da89e77b25849339303ddf1357
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v2
parent
f1a2e82a
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exercice.ipynb
module2/exo3/exercice.ipynb
+3
-3
No files found.
module2/exo3/exercice.ipynb
View file @
14859a08
...
@@ -21,7 +21,7 @@
...
@@ -21,7 +21,7 @@
},
},
{
{
"cell_type": "code",
"cell_type": "code",
"execution_count": 2
3
,
"execution_count": 2
4
,
"metadata": {},
"metadata": {},
"outputs": [
"outputs": [
{
{
...
@@ -38,7 +38,7 @@
...
@@ -38,7 +38,7 @@
},
},
{
{
"data": {
"data": {
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GtfGjRtDlxAF5uT3+gxfvtJgL9nc9q4SkadFZERERnK5HGZnZ5HL5TAzM4O5uTmk02mUSiVMTk4iSZIrJ4WtHTsbGxtDkiSYnJxEqVRCOp3G3NwcZmZmULu/TCaDYrGIVCqFcrmM8fHxa+6jdjkxMYH5+XlMTU2hUCggm80in88jn88jm82iUChgamoK8/PzV1YGV99HNpvF+Pg4yuUyUqkUisUiMplM1I8JQN0fUzqdXtRjOrBhAcubHfZ2J1i/zGH36gQPfqjyb/fqynV7uxMsb3ZXVrq1Y9K1y4P9C2htctjXk2B1m8OeNQkG7nXYsjLBjlUJetsdHlmXoKPVYX/vAprgrpy4+cnqfRwaqFy/v3cBHa2V2/e2O+xYlWDLysr97VlTuf99PQlamxwO9r9/Pdc/pv/YH/4xxdB777333l3/fCqVStAS5/wfQRaRPgDDzrkt1e/fA/Bx51xORNYD+IVz7kHf/QwNDbmRkRF1cY2mUChgxYoVoctoeIvJqe/Iq3WupjGtX+aQuxj206KZ5z4T9Pdr8DlXISKjzrkh3+1udYV+FMBT1a+fAvDKLd5PVC5cuBC6hCgwJ7+e5dzLRYO9ZKN52+JPAPwTgAdFZFpE/hDAcwA+JSJTAD5V/X7Ja2trC11CFJiTX+E3oSuIA3vJptl3A+fc527wnz5Z51qIiGgR+FK7waVLl0KXEAXm5LeiNXQFcWAv2XCgG3R0dIQuIQrMyW/637l9rgZ7yYYD3eDcuXOhS4gCc/L7SAdfFNVgL9lwoBv09vaGLiEKzMnvrTxX6BrsJRvvi6L0WydPnsTWrVtDl3HbLfa94Ac2LODlM9yr5GYevS8JnlHI9/xr3wN/tzzn6oUrdAM2lk7oQRUDZqTD55wNB7oBt/LU4dawfsxIh885Gw50A27lqcOtYf2YkQ6fczYc6AZcLehw9enHjHT4nLPhQDfgakGHq08/ZqTD55wNB7pBbctNurnaFrJ0Y8xIh885Gw50g82bN4cuIQqvnGFb+TAjHT7nbNhVBqdOnQpdQhT2dvNTkD7MSIfPORt+sMigp6cndAlRGJ3lpyB97vaMtB9qWt3m8K+X0nX7vTGc1GMxuEI3mJ2dDV1CFAZXcPXpw4x0mJMNB7pBe3t76BKikC/d3atPDWakw5xsONANLl++HLqEKNzTzFWVDzPSYU42HOgGSZKELiEKLewqL2akw5xsGJfBsmXLQpcQhV/P889kH2akw5xsONANzp8/H7qEKPS1889kH2akw5xsONANuru7Q5cQhbfPc1Xlw4x0mJMNB7rB6dOnQ5cQhYfX8bUGH2akw5xsONANNm3aFLqEKLyWZVv5MCMd5mTDtAyOHz8euoQoPDHAVZUPM9JhTjYc6AY7d+4MXUIUXkxza1gfZqTDnGw40A242b7Okzx5gxcz0mFONhzoBtxsX+fHPHmDFzPSYU42HOgGY2NjoUuIwqEBrqp8mJEOc7LhQDfYvn176BKi8FKabeXDjHSYkw3TMkilUqFLiMJjvXxngg8z0mFONhzoBv39/aFLiMKbv2Jb+TAjHeZkw7QMzp49G7qEKHy0k/tv+DAjHeZkw4Fu0NnZGbqEKGSK3H/DhxnpMCcbDnSDixcvhi4hCqs+yFWVDzPSYU42HOgGTU2MS+MyX8fyYkY6zMmGE8qgpaUldAlRKJX5Z7IPM9JhTjYc6AbFYjF0CVFYcw//TPZhRjrMyYYD3aCrqyt0CVE4VeCqyocZ6TAnm0UNdBHJiMiEiBwXkZF6FdWopqenQ5cQhV1dXFX5MCMd5mTTXIf7+IRzbrYO99PwBgcHQ5cQhZ+f5arKhxnpMCcbHnIxOHHiROgSovD4Br41wYcZ6TAnm8UOdAfgdREZFZGn61FQI9u2bVvoEqLw09Pc8tSHGekwJ5vFDvSPOed2AvgDAF8UkUeuv4GIPC0iIyIyksvlMDs7i1wuh5mZGczNzSGdTqNUKmFychJJklzZorZ2MomxsTEkSYLJyUmUSiWk02nMzc1hZmYGtfvLZDIoFotIpVIol8sYHx+/5j5qlxMTE5ifn8fU1BQKhQKy2Szy+Tzy+Tyy2SwKhQKmpqYwPz+PiYmJ37mP0dFRjI+Po1wuI5VKoVgsIpPJ3LbHtPvZYXzhr45h4zPD+Op3jqLvyKv40+9de/mV549i89eG8flvH8OePx/GwW8ew6e/Ufl38JuV6z7/7WPY/LVhfOX597+Pr37nKDY+U/ldu58dxp41CQbuddiyMsGOVQl62x0eWZego9Vhf+8CmuCubGtaOwHBoYHK9ft7F/D5jWU8sq7ycztWJdiysnJ/e9YkWN3msK8nQWuTw8H+ys8eHrz28sCGBSxvdtjbnWD9MofdqxM8+KHKv92rK9ft7U6wvNnhwIb3v4+D/Qtobar8rtVtbtGPqaPV1fUxfXlzeck9ptvx/+kLm8p1fUy3e0YAuC0zQkucq8+LDiLyLICic+6/3+g2Q0NDbmRkyb92Wjd9R14NXQLRkpJ57jOhS7glIjLqnBvy3e6WV+gislxE7q19DeBRAO/c6v3FgKeg0znM04Z5MSMd5mSzmHe5rAXwsojU7udF59zf16WqBsVT0On8iKcN82JGOszJ5pZX6M65f3bObav+2+yc+3o9C2tEtWNmdHO146V0Y8xIhznZ8G2LBhs3bgxdQhRen2Fb+TAjHeZkw7QMstls6BKi8Htr+Ok+H2akw5xsONAN1q5dG7qEKLx7gZ/u82FGOszJhgPd4MKFC6FLiELPcq6qfJiRDnOyqcdeLndEyPdk19672tbWFqyGmBR+E7qCxseMdOqdUyPMkduJK3QioiWCA93g0qVLoUuIworW0BU0Pmakw5xsONANOjo6QpcQhel/5wtZPsxIhznZcKAbnDt3LnQJUfhIB1/I8mFGOszJhgPdoLe3N3QJUXgrz1WVDzPSYU42HOgGJ0+eDF1CFB69jycl8GFGOszJhgPdYOvWraFLiMLLZ7ihkg8z0mFONhzoBtw+V4dbnvoxIx3mZMOBbsDtc3W45akfM9JhTjbRfFI0pNqnyw4PLrDBFJiTHzPSYU42XKEbsLF0mJMfM9JhTjYc6Aa1k+XSzTEnP2akw5xsONANXjnDuDSYkx8z0mFONkzLYG83P7WmwZz8mJEOc7LhQDcYneWn1jSYkx8z0mFONhzoBoMruFrQYE5+zEiHOdlwoBvkS1wtaDAnP2akw5xsONAN7mnmakGDOfkxIx3mZMOBbtDCtFSYkx8z0mFONozL4Nfz/PNPgzn5MSMd5mTDgW7Q184//zSYkx8z0mFONhzoBm+f52pBgzn5MSMd5mTDgW7w8Dputq/BnPyYkQ5zsuFAN3gty7g0mJMfM9JhTjZMy+CJAa4WNJiTHzPSYU42HOgGL6a5lacGc/JjRjrMyYYD3eBJng5LhTn5MSMd5mTDgW7wY262r8Kc/JiRDnOy4UA3ODTA1YIGc/JjRjrMyYYD3eClNOPSYE5+zEiHOdkwLYPHevmKuwZz8mNGOszJhgPd4M1fMS4N5uTHjHSYkw3TMvhoJ/eV0GBOfsxIhznZLGqgi8g+EXlPRE6JyJF6FdWoMkXuK6HBnPyYkQ5zsrnlgS4iHwDwPwH8AYCHAHxORB6qV2GNaNUHuVrQYE5+zEiHOdksZoX+HwCccs79s3PuNwBeAvB4fcpqTJf5+owKc/JjRjrMyWYxA/0+AP9y1ffT1euWrFKZf/5pMCc/ZqTDnGyaF/Gz75f07/x9JCJPA3i6+m1RRN5bxO8M6gzQBWA2dB2Njjn5MSOdpZST/MWifnyD5kaLGejTAD581fc9AM5efyPn3F8D+OtF/J6GISIjzrmh0HU0Oubkx4x0mJPNYg65/D8AD4hIv4i0AngCwNH6lEVERFa3vEJ3zpVF5EsA/gHABwD8wDl3om6VERGRyWIOucA59xqA1+pUSwyWxKGjO4A5+TEjHeZkIM7xfZ5EREsBP/pPRLREcKAriEhGRCZE5LiIjISup1GIyA9EJC8i71x1XaeI/ExEpqqXK0PW2AhukNOzIjJT7anjIvJYyBobgYh8WET+UUTeFZETIvLH1evZU0oc6HqfcM5t51uorvFDAPuuu+4IgDeccw8AeKP6/d3uh/jdnADgL6s9tb36etTdrgzgT5xzHwHw+wC+WN1OhD2lxIFOt8w590sA56+7+nEAL1S/fgHAZ+9oUQ3oBjnRdZxzOefcWPXrfwPwLiqfPmdPKXGg6zgAr4vIaPWTr3Rja51zOaDyBAWwJnA9jexLIvJ29ZAMDyNcRUT6AOwA8BbYU2oc6Dofc87tRGVnyS+KyCOhC6LoPQ9gAMB2ADkA3wxbTuMQkXYAfwvgy865Quh6YsKBruCcO1u9zAN4GZWdJun9nROR9QBQvcwHrqchOefOOecWnHMJgO+CPQUAEJEWVIb53zjn/k/1avaUEge6h4gsF5F7a18DeBTAOzf/qbvaUQBPVb9+CsArAWtpWLUBVXUA7CmIiAD4PoB3nXPfuuo/saeU+MEiDxG5H5VVOVD5ZO2LzrmvByypYYjITwB8HJUd8c4B+M8A/g7A/wbQCyAL4KBz7q5+QfAGOX0clcMtDkAGwB/VjhPfrUTkYQD/F8AEgNpO6M+gchydPaXAgU5EtETwkAsR0RLBgU5EtERwoBMRLREc6ERESwQHOhHREsGBTkS0RHCgExEtERzoRERLxP8HP/wfUsr/BvIAAAAASUVORK5CYII=
\n",
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
\n",
"text/plain": [
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
"<Figure size 432x288 with 1 Axes>"
]
]
...
@@ -57,7 +57,7 @@
...
@@ -57,7 +57,7 @@
"plt.clf()\n",
"plt.clf()\n",
"plt.cla()\n",
"plt.cla()\n",
"plt.close()\n",
"plt.close()\n",
"plt.hist(data)\n",
"plt.hist(data
, edgecolor='black', linewidth=1.2
)\n",
"plt.grid(ls = 'dotted')\n",
"plt.grid(ls = 'dotted')\n",
"plt.show()"
"plt.show()"
]
]
...
...
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