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Datepptmaxtminpp.1tmax.1tmin.1
010.0033190.003428
120.0732250.043628
231.1130220.843026
340.0029-10.002919
450.002540.003016
560.0030140.003524
670.0037210.024426
780.0437220.053824
890.0229230.013124
9100.0530270.093329
10110.3436290.183929
11120.0632250.043327
12130.1833290.043431
13140.0234150.003926
14150.0253290.065138
15160.0045240.034423
16170.002500.042513
17180.002820.003414
18190.0032260.003628
19200.4527170.352919
20210.0026190.022719
21220.002890.012917
22230.7024200.352722
23240.0026-60.08242
24250.009-130.00114
25260.0022-130.00215
26270.0017-110.00197
27280.0026-40.00268
28290.0127-40.012814
29300.0330110.013114
30310.0534230.133823
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" ], "text/plain": [ " Date pp tmax tmin pp.1 tmax.1 tmin.1\n", "0 1 0.00 33 19 0.00 34 28\n", "1 2 0.07 32 25 0.04 36 28\n", "2 3 1.11 30 22 0.84 30 26\n", "3 4 0.00 29 -1 0.00 29 19\n", "4 5 0.00 25 4 0.00 30 16\n", "5 6 0.00 30 14 0.00 35 24\n", "6 7 0.00 37 21 0.02 44 26\n", "7 8 0.04 37 22 0.05 38 24\n", "8 9 0.02 29 23 0.01 31 24\n", "9 10 0.05 30 27 0.09 33 29\n", "10 11 0.34 36 29 0.18 39 29\n", "11 12 0.06 32 25 0.04 33 27\n", "12 13 0.18 33 29 0.04 34 31\n", "13 14 0.02 34 15 0.00 39 26\n", "14 15 0.02 53 29 0.06 51 38\n", "15 16 0.00 45 24 0.03 44 23\n", "16 17 0.00 25 0 0.04 25 13\n", "17 18 0.00 28 2 0.00 34 14\n", "18 19 0.00 32 26 0.00 36 28\n", "19 20 0.45 27 17 0.35 29 19\n", "20 21 0.00 26 19 0.02 27 19\n", "21 22 0.00 28 9 0.01 29 17\n", "22 23 0.70 24 20 0.35 27 22\n", "23 24 0.00 26 -6 0.08 24 2\n", "24 25 0.00 9 -13 0.00 11 4\n", "25 26 0.00 22 -13 0.00 21 5\n", "26 27 0.00 17 -11 0.00 19 7\n", "27 28 0.00 26 -4 0.00 26 8\n", "28 29 0.01 27 -4 0.01 28 14\n", "29 30 0.03 30 11 0.01 31 14\n", "30 31 0.05 34 23 0.13 38 23" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#Prob en Ithaca, NY, USA\n", "#llamamos algunas librerias\n", "%reset -sf\n", "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "\n", "file=\"Table1.xls\"\n", "data=pd.read_excel(file)\n", "data" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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pptmax
00.0033
10.0732
21.1130
30.0029
40.0025
50.0030
60.0037
70.0437
80.0229
90.0530
100.3436
110.0632
120.1833
130.0234
140.0253
150.0045
160.0025
170.0028
180.0032
190.4527
200.0026
210.0028
220.7024
230.0026
240.009
250.0022
260.0017
270.0026
280.0127
290.0330
300.0534
\n", "
" ], "text/plain": [ " pp tmax\n", "0 0.00 33\n", "1 0.07 32\n", "2 1.11 30\n", "3 0.00 29\n", "4 0.00 25\n", "5 0.00 30\n", "6 0.00 37\n", "7 0.04 37\n", "8 0.02 29\n", "9 0.05 30\n", "10 0.34 36\n", "11 0.06 32\n", "12 0.18 33\n", "13 0.02 34\n", "14 0.02 53\n", "15 0.00 45\n", "16 0.00 25\n", "17 0.00 28\n", "18 0.00 32\n", "19 0.45 27\n", "20 0.00 26\n", "21 0.00 28\n", "22 0.70 24\n", "23 0.00 26\n", "24 0.00 9\n", "25 0.00 22\n", "26 0.00 17\n", "27 0.00 26\n", "28 0.01 27\n", "29 0.03 30\n", "30 0.05 34" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "date1 = '1987-01-01'\n", "date2 = '1987-01-31'\n", "mydates = pd.date_range(date1, date2)\n", "data[\"Date\"]=mydates\n", "data\n", "data[[\"pp\",\"tmax\"]]\n" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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pptmaxtminpp.1tmax.1tmin.1
Date
1987-01-010.0033190.003428
1987-01-020.0732250.043628
1987-01-031.1130220.843026
1987-01-040.0029-10.002919
1987-01-050.002540.003016
1987-01-060.0030140.003524
1987-01-070.0037210.024426
1987-01-080.0437220.053824
1987-01-090.0229230.013124
1987-01-100.0530270.093329
1987-01-110.3436290.183929
1987-01-120.0632250.043327
1987-01-130.1833290.043431
1987-01-140.0234150.003926
1987-01-150.0253290.065138
1987-01-160.0045240.034423
1987-01-170.002500.042513
1987-01-180.002820.003414
1987-01-190.0032260.003628
1987-01-200.4527170.352919
1987-01-210.0026190.022719
1987-01-220.002890.012917
1987-01-230.7024200.352722
1987-01-240.0026-60.08242
1987-01-250.009-130.00114
1987-01-260.0022-130.00215
1987-01-270.0017-110.00197
1987-01-280.0026-40.00268
1987-01-290.0127-40.012814
1987-01-300.0330110.013114
1987-01-310.0534230.133823
\n", "
" ], "text/plain": [ " pp tmax tmin pp.1 tmax.1 tmin.1\n", "Date \n", "1987-01-01 0.00 33 19 0.00 34 28\n", "1987-01-02 0.07 32 25 0.04 36 28\n", "1987-01-03 1.11 30 22 0.84 30 26\n", "1987-01-04 0.00 29 -1 0.00 29 19\n", "1987-01-05 0.00 25 4 0.00 30 16\n", "1987-01-06 0.00 30 14 0.00 35 24\n", "1987-01-07 0.00 37 21 0.02 44 26\n", "1987-01-08 0.04 37 22 0.05 38 24\n", "1987-01-09 0.02 29 23 0.01 31 24\n", "1987-01-10 0.05 30 27 0.09 33 29\n", "1987-01-11 0.34 36 29 0.18 39 29\n", "1987-01-12 0.06 32 25 0.04 33 27\n", "1987-01-13 0.18 33 29 0.04 34 31\n", "1987-01-14 0.02 34 15 0.00 39 26\n", "1987-01-15 0.02 53 29 0.06 51 38\n", "1987-01-16 0.00 45 24 0.03 44 23\n", "1987-01-17 0.00 25 0 0.04 25 13\n", "1987-01-18 0.00 28 2 0.00 34 14\n", "1987-01-19 0.00 32 26 0.00 36 28\n", "1987-01-20 0.45 27 17 0.35 29 19\n", "1987-01-21 0.00 26 19 0.02 27 19\n", "1987-01-22 0.00 28 9 0.01 29 17\n", "1987-01-23 0.70 24 20 0.35 27 22\n", "1987-01-24 0.00 26 -6 0.08 24 2\n", "1987-01-25 0.00 9 -13 0.00 11 4\n", "1987-01-26 0.00 22 -13 0.00 21 5\n", "1987-01-27 0.00 17 -11 0.00 19 7\n", "1987-01-28 0.00 26 -4 0.00 26 8\n", "1987-01-29 0.01 27 -4 0.01 28 14\n", "1987-01-30 0.03 30 11 0.01 31 14\n", "1987-01-31 0.05 34 23 0.13 38 23" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data=data.set_index('Date')\n", "#data.reset_index\n", "data" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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\n", 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\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure()\n", "ax=data.pp.plot(style=\"r\",figsize=(10,8))\n", "data.tmin.plot(secondary_y=True, style='g')\n", "ax.set_ylabel('PP')\n", "ax.right_ax.set_ylabel('TMIN')\n", "ax.set_title('PP VS TMIN, ITHACA')\n", "plt.savefig(\"ithaca\"+'_pp_vs_tmin.png',dpi =300)" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "image/png": 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ANT3m3VhwX2cjExGJkR8OKrR2a8OwJgMdWSwikmItbR3UNuxjWXUFu29ewLLqCmob9tHS1jFsr2H5LdGjRVVVldfX1ycdhgxE/syjs2YlG4fIKNXc2k5ZaQlmhrvT0tbB5EkTB/QcZvasu1cVW6azj0p4SgAiQ1L4o29mA04CfdHQkIRXWxsVEUkl9QgkvHXroltdqUwkldQjEBHJOCUCEZGMUyIQEck4JQIRkYzTxmIJ7667ko5ARGIoEUh4Z56ZdAQiEkNDQxLeQw9FRURSST0CCe/WW6Pb889PNg4RKUo9AhGRjFMiEBEZgNCXjUyCEoGISD+NxGUjk6BtBCIi/VRWWsIfnj6l22Uj//fZ04f1spFJUCKQ8O65J+kIRLoZ7Pn9W9o6eKLxQLd5TzQe6Nfjh+OaAqFoaEjCmzYtKiIpMJThneOPncBxx3T//3zcMRM4/tj4/9RpH1JSj0DCu//+6HbJkmTjkEzp7R94WWkJcytP6ja8s6y6ol/DO++828k773b0mNfBO+92xv67H8prjgT1CCS8O++MisgIifsHbmasXljZrX5/LwRfVlrCH51R3m3eH51R3ucP+lBecyQoEYik1FjcTXGkFP4Dr1hVw6a63cytPImy0pIjiaFQPmH0paWtgyd+daDbheSf+NWBPi8kP5TXHAlKBCIplPYx5bSL+wfe0tZBbcO+bj/mtQ37+vwxh+jawVtWVB95rtULK9myorrPjb5Dec2RYGnJSP1VVVXl9fX1SYchAzF7dnS7fXuSUYwq+R///HgyRGPKoYcT0rxny0D01X57Dv6Wae8vZdy4cXR1dbH37TY+dOL7gsY0lLYdjvViZs+6e1WxZeoRZIiGGkaPJMaUx1IvJO4feHNrO5d9+2es+/FLuDvrfvwSl337Z8Hf5+RJE4+sPzMbUBIIvV6011BG5D9McytPYvXCStZubaC2YV+/urVD9sADYZ9/DOptTDlkMkj7ni0DkR/Cyf+LXr2wkqvnnM7kSRNx91H1PkdivQQdGjKzecA/AuOBf3b3r/VYfgzwXeATwEFgibv/V9xzVh13nNd/4hPdZ150EVx1FbS2woIFRz3mwOKLOeGqKxn31lv44sUc6jjMsSXj36vw+c9Huzbu3QuXXdbtsZ1dzvhrr8EWLcJfeonDyz/HhHE9vog33ABz58KOHbBy5dFB33QTnHcePPkkXH/90ctvvx1mzYLaWli37ujld90VndP/oYfo/MYtjB9nGODA4S5nwr/eG+2nf//9xffOeeAB/MQTefDqrzL1R/cfmf2B44+lYsr7sJoamDQJNmyAzZuPfnx+SOeWW2Dr1m6LOiYew4RH/iPqsq5Zw+Hax7q1T/vk91Py7z+Ill93HYeffKp7+02dCvfeG91fuTJqQ3LtPs6wM87A77or6gqvXAEvv9w9tlmzovYDuPRSOl/d2619DlWdzbG3fD1a/pnPwMGD3R8/Zw6sXh3dnz8f2tq6L1+4EK69NrqfH+Iq1Mdnj8svp/miSyj7bQt24YXvrbN8G/Ty2evscp5/rYWdl1zJkjVXseFbNZx3y5f5yCll3dtvEJ+9I20L+G230XLmWUx+8nFYtw4Hnt71Xhud8+j3sd/7veg04vmzyBa6554+P3tMmQJ33x2Vnmpq2NPmTLvvbsZ9//vROiv8fsZ89igtpfnBH0U/9uvW4Y891r1tTzwRHnwwur9qFTz11JGHOvDD/caXzo/W7e62R7HnnuvePgP87NHU1L1tzz2XlhvXRH+0hvjZ89mzu6+X007E+vHZ4/LL4cABWLwY+8lPRn5oyMzGA3cA84GZwMVmNrNHtSuAt939dOA24B+GO453Ow7z9f94ifO/WUdXVxfPN7XwXFML73Yc7vOx+S/j/c/sxd3ZsO0Vnn+thc6uZLar/OZQB8+/1sKeg604sOdgK8+/1kJLW99dxJa2Dl7+73e6z2vt4PAQ3ktnl/PsnuYjXdbtO/d3a5/OLuepVw6y5Us34f/yL9Q1HuxX++Xbfc/B1m5d4UOd8eusvbPrqPZ54NmmRIc2Wg91smh9Hbc8+nK3ddZXG0wYZ3zklDKW/P40zIyrPvW7RyeBQejWtsDGx3exaH0dv3m340h8hTZseyXoni2vHvwtc279Cd/a/goOA/p+dhzu6jZk0t+2LfY+n979Fs7gP3v0fCxQ13hwWIZw8u+tUD6+4RKsR2BmnwS+4u6fzk2vAnD3mwvqPJKr85SZTQD+Gyj3mKAGurG4q6uL879ZxwtvvPcjeNbJx/PQF6sZNy4+Dya1wS5EPENph8HGk1/+p1+IDiRbesnX+hXvYN9n2tZXGmOKi6elrWPEhw+T+H7GDZOWlZYMen2FWtfDNawbt7E4ZCJYDMxz9/+bm74MOMfdVxTU+WWuTlNu+pVcnQM9nms5sBxg+vTpn9izZ8+AYunq6uK06x8+Mr3rpvn9/vFzdypW1RyZ3n3zgkQPAhlsPPkP06tvvffPYvoJk4b8Je8rHnfn6Q99FIgSQX/jHez7TNv6gvTFFBdPEnsNJfH9jHufQ1lfodb1aN5rqNi775l1+lMHd9/o7lXuXlVeXl7kIb3L/+MolB8m6kvaDgIZSjz5syYW+sPTpwxpg1Nf8Qw23pF+XEhpi6mveAa7Z8tgJfX97O19DuU5Q67r0OslZCJoAgrPNDYVeL23OrmhoTLgreEMYu/bbezc92vOOvl4dt00n7NOPp6d+37N3rfb+nxs2g4CGUo8+bMmdjsisrHvIyKHEk9++QfLSjnntBP7He9g32fa1lcaY0pbPGn7fg71O5amth2IkENDE4CXgTnAa8AzwCXu/kJBnS8AH3H3vzKzpcBfuPtFcc87mAPKhnLwSNoOsEn6oJSBPmdzaztlC/402oti27Z+v+ZgY03b+kpjTGmLJ23fz7R9x4ZLItsIci+8ALidaPfRTe7+VTNbA9S7+xYzOxa4B/g4UU9gqbvvintOHVk8CrXmtktMmpRsHCIZFpcIgh5Q5u41QE2PeTcW3H8XuDBkDJICSgAiqaZTTEh4GzZERURSSYlAwtu8ufgRyyKSCkoEIiIZp0QgIpJxSgQiIhmnRCAiknGj7gplZrYfGNjJhsKbAhzos1a2qY3iqX3iqX361lcbfcjdi56jZ9QlgjQys/reDtSQiNoontonntqnb0NpIw0NiYhknBKBiEjGKREMj41JBzAKqI3iqX3iqX36Nug20jYCEZGMU49ARCTjlAhERDJOiWAIzOxCM3vBzLrMrKrHslVm1mhmO83s00nFmDQzm5drg0Yzuy7peNLAzDaZ2Zu5a3bn551gZv9pZr/K3b4/yRiTZGbTzGybmTXkvl9/nZuvNgLM7Fgz+5mZPZdrn7/Pza8ws6dz7XO/mfX7ijhKBEPzS+AvgMcLZ5rZTGApcBYwD9hgZuNHPrxk5d7zHcB8YCZwca5tsu5uos9FoeuAx9x9BvBYbjqrOoFr3L0SOBf4Qu5zozaKHAL+2N0/BswC5pnZucA/ALfl2udt4Ir+PqESwRC4e4O77yyy6ALgPnc/5O67gUbg7JGNLhXOBhrdfZe7twP3EbVNprn74xx9be4LgO/k7n8H+LMRDSpF3P0Nd///ufu/BhqAU1AbAeCR3+QmS3LFgT8GHsjNH1D7KBGEcQqwt2C6KTcva9QO/XeSu78B0Q8h8IGE40kFMzuV6FK2T6M2OsLMxpvZDuBN4D+BV4Bmd+/MVRnQdy3opSrHAjOrBT5YZNGX3f1HvT2syLws7qerdpBBM7PfAR4EVrr7O2bFPk7Z5O6HgVlmNhn4d6CyWLX+Pp8SQR/cfe4gHtYETCuYngq8PjwRjSpqh/7bZ2Ynu/sbZnYy0T+9zDKzEqIk8K/u/oPcbLVRD+7ebGbbibalTDazCblewYC+axoaCmMLsNTMjjGzCmAG8LOEY0rCM8CM3N4ME4k2oG9JOKa02gL8Ze7+XwK99TbHPIv++n8baHD3/1ewSG0EmFl5rieAmZUCc4m2o2wDFueqDah9dGTxEJjZnwPfBMqBZmCHu386t+zLwDKiPSBWuvvDiQWaIDNbANwOjAc2uftXEw4pcWb2PWA20WmD9wF/B/wQ2AxMB14FLnT3nhuUM8HM/gB4Ange6MrNvp5oO0Hm28jMPkq0MXg80Z/5ze6+xsxOI9oh4wTg58Cl7n6oX8+pRCAikm0aGhIRyTglAhGRjFMiEBHJOCUCEZGMUyIQEck4JQKRGGY22cyuGuBj/srMPhsqJpHhpt1HRWLkznWz1d0/nHAoIsHoFBMi8b4G/G7uBF8dQCvRQWCzgB8QHfT010Ap8Gfu/oqZfQX4jbvfkjv8/2ngU8Bk4Ap3f2LE34VIDA0NicS7DnjF3WcBfwt8jOiH/yPAZcAZ7n428M/AF3t5jgm5OiuJjiIWSRUlApGBeSZ3vvxDRKf+fTQ3/3ng1F4ekz9p2rMxdUQSo0QgMjCF527pKpjuoveh1nydwzF1RBKjRCAS79fAcUkHIRKS/p2IxHD3g2ZWl7vQfBvRhmKRMUW7j4qIZJyGhkREMk6JQEQk45QIREQyTolARCTjlAhERDJOiUBEJOOUCEREMu5/AOxErKXpdkkDAAAAAElFTkSuQmCC\n", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# SCATTER PLOT TMIN Y PP, tmin VS pp\n", "\n", "ax=data.plot.scatter(x=\"tmin\",y=\"pp\",marker=\"x\")\n", "ax.axvline(0,color=\"red\",linestyle=\"dashed\")\n", "ax.axhline(0.01,color=\"red\",linestyle=\"dashed\")\n", "plt.savefig(\"ithaca\"+'_pp_vs_tmin_scatterplot.png',dpi =300)" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "numero de dias donde tmin >=0: 24\n", "numero de dias donde PP>=0.01, dado que tmin >=0: 14\n", "Prob objetivo es: 58.333333333333336\n" ] } ], "source": [ "#EJERCICIO DE PROBABILIDAD 1\n", "## pp>=0.01 ! tmin >= 0\n", "tminpos=data[(data[\"tmin\"] >= 0)]\n", "print(\"numero de dias donde tmin >=0:\", len(tminpos))\n", "pptarget=tminpos[(tminpos[\"pp\"] >= 0.01) ]\n", "print(\"numero de dias donde PP>=0.01, dado que tmin >=0:\", len(pptarget))\n", "\n", "Ptarget=len(pptarget)/len(tminpos)\n", "print(\"Prob objetivo es:\", Ptarget*100)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " pp_hoy pp_mañana\n", "0 0.00 0.07\n", "1 0.07 1.11\n", "2 1.11 0.00\n", "3 0.00 0.00\n", "4 0.00 0.00\n", "5 0.00 0.00\n", "6 0.00 0.04\n", "7 0.04 0.02\n", "8 0.02 0.05\n", "9 0.05 0.34\n", "10 0.34 0.06\n", "11 0.06 0.18\n", "12 0.18 0.02\n", "13 0.02 0.02\n", "14 0.02 0.00\n", "15 0.00 0.00\n", "16 0.00 0.00\n", "17 0.00 0.00\n", "18 0.00 0.45\n", "19 0.45 0.00\n", "20 0.00 0.00\n", "21 0.00 0.70\n", "22 0.70 0.00\n", "23 0.00 0.00\n", "24 0.00 0.00\n", "25 0.00 0.00\n", "26 0.00 0.00\n", "27 0.00 0.01\n", "28 0.01 0.03\n", "29 0.03 0.05\n", "# de eventos donde hoy hubo precipitacion 14\n", "# de eventos donde hubo precipitacion al dia siguiente 10\n", "Prob. de que mañana llueva, sabiendo de llovio hoy 71.42857142857143\n" ] } ], "source": [ "#EJERCICIO DE PROBABILIDAD 2\n", "## pp mañana > 0 ! ppayer > 0\n", "\n", "col1=data.pp[0:30].reset_index(drop=True).rename(\"pp_hoy\")\n", "col2=data.pp[1:31].reset_index(drop=True).rename(\"pp_mañana\")\n", "\n", "newdata = pd.concat([ col1, col2 ],axis=1)\n", "print(newdata)\n", "print(\"# de eventos donde hoy hubo precipitacion\",len(newdata[newdata[\"pp_hoy\"] > 0]))\n", "\n", "target=newdata[(newdata[\"pp_hoy\"] > 0) & (newdata[\"pp_mañana\"] > 0 )]\n", "\n", "print(\"# de eventos donde hubo precipitacion al dia siguiente\",len(target))\n", "\n", "Prob=len(target)/len(newdata[newdata[\"pp_hoy\"]>0])\n", "print(\"Prob. de que mañana llueva, sabiendo de llovio hoy\",Prob*100)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.7.6" } }, "nbformat": 4, "nbformat_minor": 4 }