diff --git a/module3/exo2/exercice.ipynb b/module3/exo2/exercice.ipynb index f53121e4f11d5358cd592d433f7c1f5868f37a7f..c0a77fd732ff78adc5f80c7daa44dd10aa2f5369 100644 --- a/module3/exo2/exercice.ipynb +++ b/module3/exo2/exercice.ipynb @@ -3203,18 +3203,18 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 44, "metadata": {}, "outputs": [], "source": [ "first_september_week = [pd.Period(pd.Timestamp(y, 9, 1), 'w')\n", - " for y in range(sorted_data.index[0].year,\n", + " for y in range(1985,\n", " sorted_data.index[-1].year)]" ] }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 45, "metadata": {}, "outputs": [], "source": [ @@ -3229,7 +3229,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 46, "metadata": {}, "outputs": [], "source": [ @@ -3240,22 +3240,22 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 47, "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "" + "" ] }, - "execution_count": 34, + "execution_count": 47, "metadata": {}, "output_type": "execute_result" }, { "data": { - "image/png": "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\n", + "image/png": "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\n", "text/plain": [ "
" ] @@ -3274,7 +3274,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 48, "metadata": {}, "outputs": [ { @@ -3315,11 +3315,10 @@ "1986 5050543\n", "1990 5214494\n", "1989 5461328\n", - "1985 5849684\n", "dtype: int64" ] }, - "execution_count": 35, + "execution_count": 48, "metadata": {}, "output_type": "execute_result" } @@ -3329,36 +3328,6 @@ "yearly_incidence.sort_values()" ] }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": {}, - "outputs": [ - { - "ename": "NameError", - "evalue": "name 'first_september_week' is not defined", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mNameError\u001b[0m Traceback (most recent call last)", - "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 8\u001b[0m \u001b[0myear\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 9\u001b[0m \u001b[0myearly_incidence\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 10\u001b[0;31m for week1, week2 in zip(first_september_week[:-1],\n\u001b[0m\u001b[1;32m 11\u001b[0m first_september_week[1:]):\n\u001b[1;32m 12\u001b[0m \u001b[0mone_year\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0msorted_data\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'inc'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mweek1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0mweek2\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", - "\u001b[0;31mNameError\u001b[0m: name 'first_september_week' is not defined" - ] - } - ], - "source": [ - "\n", - "\n", - "\n" - ] - }, { "cell_type": "code", "execution_count": null, diff --git a/module3/exo3/exercice.ipynb b/module3/exo3/exercice.ipynb index 0bbbe371b01e359e381e43239412d77bf53fb1fb..64769f1043dd368f399f29be642e45cab600bc27 100644 --- a/module3/exo3/exercice.ipynb +++ b/module3/exo3/exercice.ipynb @@ -1,5 +1,20 @@ { - "cells": [], + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Sujet 2 : le pouvoir d'achat des ouvriers anglais du XVIe au XIXe siècle" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], "metadata": { "kernelspec": { "display_name": "Python 3", @@ -16,10 +31,9 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.6.3" + "version": "3.6.4" } }, "nbformat": 4, "nbformat_minor": 2 } -