diff --git a/data/countries.json b/data/countries.json
new file mode 120000
index 00000000..f22cc34f
--- /dev/null
+++ b/data/countries.json
@@ -0,0 +1 @@
+../maps/data/countries.json
\ No newline at end of file
diff --git a/data/final_raw_sample_0_percent.csv b/data/final_raw_sample_0_percent.csv
new file mode 120000
index 00000000..76e9f828
--- /dev/null
+++ b/data/final_raw_sample_0_percent.csv
@@ -0,0 +1 @@
+../stats/data/final_raw_sample_0_percent.csv
\ No newline at end of file
diff --git a/data/morts_par_jour-1970-1979.pkl b/data/morts_par_jour-1970-1979.pkl
deleted file mode 120000
index 22252296..00000000
--- a/data/morts_par_jour-1970-1979.pkl
+++ /dev/null
@@ -1 +0,0 @@
-../deces/data/morts_par_jour-1970-1979.pkl
\ No newline at end of file
diff --git a/data/morts_par_jour-1980-1989.pkl b/data/morts_par_jour-1980-1989.pkl
deleted file mode 120000
index 93012fbd..00000000
--- a/data/morts_par_jour-1980-1989.pkl
+++ /dev/null
@@ -1 +0,0 @@
-../deces/data/morts_par_jour-1980-1989.pkl
\ No newline at end of file
diff --git a/data/morts_par_jour-1990-1999.pkl b/data/morts_par_jour-1990-1999.pkl
deleted file mode 120000
index 646fd9c1..00000000
--- a/data/morts_par_jour-1990-1999.pkl
+++ /dev/null
@@ -1 +0,0 @@
-../deces/data/morts_par_jour-1990-1999.pkl
\ No newline at end of file
diff --git a/data/morts_par_jour-2000-2009.pkl b/data/morts_par_jour-2000-2009.pkl
deleted file mode 120000
index 499adea8..00000000
--- a/data/morts_par_jour-2000-2009.pkl
+++ /dev/null
@@ -1 +0,0 @@
-../deces/data/morts_par_jour-2000-2009.pkl
\ No newline at end of file
diff --git a/data/morts_par_jour-2010-2019.pkl b/data/morts_par_jour-2010-2019.pkl
deleted file mode 120000
index 778a78d3..00000000
--- a/data/morts_par_jour-2010-2019.pkl
+++ /dev/null
@@ -1 +0,0 @@
-../deces/data/morts_par_jour-2010-2019.pkl
\ No newline at end of file
diff --git a/data/morts_par_jour-2020-2022.pkl b/data/morts_par_jour-2020-2022.pkl
deleted file mode 120000
index 4aaafa0e..00000000
--- a/data/morts_par_jour-2020-2022.pkl
+++ /dev/null
@@ -1 +0,0 @@
-../deces/data/morts_par_jour-2020-2022.pkl
\ No newline at end of file
diff --git a/data/pegase_import_petrole.csv b/data/pegase_import_petrole.csv
deleted file mode 120000
index 63242b4f..00000000
--- a/data/pegase_import_petrole.csv
+++ /dev/null
@@ -1 +0,0 @@
-../energies/data/pegase_import_petrole.csv
\ No newline at end of file
diff --git a/data/pegase_prix_bois_particulier.csv b/data/pegase_prix_bois_particulier.csv
deleted file mode 120000
index 82649f6f..00000000
--- a/data/pegase_prix_bois_particulier.csv
+++ /dev/null
@@ -1 +0,0 @@
-../energies/data/pegase_prix_bois_particulier.csv
\ No newline at end of file
diff --git a/data/pegase_prix_petrole_particulier.csv b/data/pegase_prix_petrole_particulier.csv
deleted file mode 120000
index 5f045885..00000000
--- a/data/pegase_prix_petrole_particulier.csv
+++ /dev/null
@@ -1 +0,0 @@
-../energies/data/pegase_prix_petrole_particulier.csv
\ No newline at end of file
diff --git a/data/prix_reglemente_electricite.csv b/data/prix_reglemente_electricite.csv
deleted file mode 120000
index 1a7fa31e..00000000
--- a/data/prix_reglemente_electricite.csv
+++ /dev/null
@@ -1 +0,0 @@
-../energies/data/prix_reglemente_electricite.csv
\ No newline at end of file
diff --git a/data/subWDIdata.pkl b/data/subWDIdata.pkl
deleted file mode 120000
index 48212d77..00000000
--- a/data/subWDIdata.pkl
+++ /dev/null
@@ -1 +0,0 @@
-../population/data/subWDIdata.pkl
\ No newline at end of file
diff --git a/deces/data/get_data.ipy b/deces/data/get_data.ipy
deleted file mode 100755
index bff01d6c..00000000
--- a/deces/data/get_data.ipy
+++ /dev/null
@@ -1,128 +0,0 @@
-#!/usr/bin/env ipython
-
-import pandas as pd
-import datetime
-import dateutil as du
-import requests
-import json
-import sys
-import pathlib
-import re
-import glob
-
-def parse_date_with_00(s):
- try:
- res = du.parser.parse(s)
- except:
- s = s[:4] + max(s[4:6], "01") + max(s[6:8], "01") + " 06" # 6 h pour indiquer que la date est fausse
- res = du.parser.parse(s)
- return res
-
-def death_dataframe(data):
- res = []
- for li in data.split('\n'):
- try:
- nom_prenom = li[:80].split('/')[0]
- nom = nom_prenom.split('*')[0]
- prenoms = nom_prenom.split('*')[1].split(' ')
- sexe = li[80] == "1" # True si homme, False si femme (1 et 0 en informatique)
- naissance = parse_date_with_00(li[81:89])
- code_postal_naissance = li[89:94]
- commune_naissance = li[94:124].strip()
- pays_naissance = li[124:154].strip()
- deces = parse_date_with_00(li[154:162])
- code_postal_deces = li[162:167]
- acte_deces = li[167:176].strip()
- res.append([ nom,prenoms[0],sexe, naissance, code_postal_naissance, commune_naissance, pays_naissance,
- deces, code_postal_deces, acte_deces ])
- except Exception as e:
- print(e, '\n ', li)
- return pd.DataFrame(res, columns=['nom', 'prenom', 'sexe', 'naissance', 'cp_naissance', 'ville_naissance',
- 'pays_naissance', 'deces', 'cp_deces', 'acte'])
-
-def get_file(url, filename):
- try:
- data = requests.get(url)
- res = death_dataframe(data.content.decode('UTF-8'))
- except: # parfois il y a un problème de formatage
- !wget -O /tmp/{filename} {url}
- with open(f"/tmp/{filename}", encoding='ISO-8859-1') as f:
- res = death_dataframe(f.read())
- !rm -f /tmp/{filename}
- return res
-
-#-------------------------------------------------------------------------
-# main
-#-------------------------------------------------------------------------
-
-# we use data.gouv.fr API
-url = "https://www.data.gouv.fr/api/1/datasets/fichier-des-personnes-decedees/"
-deces_ressource = requests.get(url).content # json
-deces_ressource = json.loads(deces_ressource) # dict
-#
-# get list of url to download
-#
-filenames = {d['title']:d['url'] for d in deces_ressource['resources']}
-#
-# get years data and save each decade of data
-#
-current_year = datetime.datetime.now().year
-for decade in range(1970, current_year, 10):
- backup = f"deces-{decade}-{min(current_year-1,decade+9)}.pkl"
- if pathlib.Path(backup).is_file() or pathlib.Path(backup+'.bz2').is_file():
- continue
- res = []
- for year in range(decade, min(decade+10, current_year)):
- filename = f"deces-{year}.txt"
- print(filename)
- res.append(get_file(filenames[filename], filename))
- df = pd.concat(res)
- print(f"sauvegarde {backup}")
- df.to_pickle(backup)
- !bzip2 {backup}
-#
-# get months data of current year and update current decade of data
-#
-backup = f"deces-{(current_year // 10)*10}-{current_year}.pkl"
-if not(pathlib.Path(backup).is_file() or pathlib.Path(backup+'.bz2').is_file()):
- res = []
- decade = (current_year // 10)*10
- decade_name = glob.glob(f'deces-{decade}-{current_year-1}*')
- if len(decade_name) > 0:
- res.append(pd.read_pickle(decade_name[0]))
- for month in range(1,13): # les mois de l'année courante
- filename = f"deces-{current_year}-m{month:02}.txt"
- print(filename)
- try:
- res.append(get_file(filenames[filename], filename))
- except:
- print(' pas disponible')
- df = pd.concat(res)
- df = df.drop_duplicates()
- print(f"sauvegarde {backup}")
- df.to_pickle(backup)
- !bzip2 {backup}
- if len(decade_name) > 0:
- !rm -f decade_name[0]
-#
-# Extract from decade files a small dataframe with number of deads each day
-#
-for decade in range(1970, current_year+1, 10):
- backup = f"deces-{decade}-{min(current_year,decade+9)}.pkl"
- short = f"morts_par_jour-{decade}-{min(current_year,decade+9)}.pkl"
- if pathlib.Path(short).is_file() or pathlib.Path(short+'.bz2').is_file():
- continue
- try:
- df = pd.read_pickle(backup)[['sexe', 'deces']]
- except:
- df = pd.read_pickle(backup+'.bz2')[['sexe', 'deces']]
- df['hour'] = df.deces.apply(lambda x: x.hour)
- df = df[df.hour != 6] # on retire les dates de décès imprécises
- df.drop(columns = ['hour'], inplace = True)
- df.rename(columns={'sexe':'morts'}, inplace=True)
- df = df.set_index('deces')
- df.sort_index(inplace=True)
- df = df.groupby(pd.Grouper(freq='D')).count()
- print(f"sauvegarde {short}")
- df.to_pickle(short)
-
diff --git a/deces/data/morts_par_jour-1970-1979.pkl b/deces/data/morts_par_jour-1970-1979.pkl
deleted file mode 100644
index f17418f5..00000000
Binary files a/deces/data/morts_par_jour-1970-1979.pkl and /dev/null differ
diff --git a/deces/data/morts_par_jour-1980-1989.pkl b/deces/data/morts_par_jour-1980-1989.pkl
deleted file mode 100644
index faff2ee8..00000000
Binary files a/deces/data/morts_par_jour-1980-1989.pkl and /dev/null differ
diff --git a/deces/data/morts_par_jour-1990-1999.pkl b/deces/data/morts_par_jour-1990-1999.pkl
deleted file mode 100644
index 646ae5aa..00000000
Binary files a/deces/data/morts_par_jour-1990-1999.pkl and /dev/null differ
diff --git a/deces/data/morts_par_jour-2000-2009.pkl b/deces/data/morts_par_jour-2000-2009.pkl
deleted file mode 100644
index 4ac5ffa4..00000000
Binary files a/deces/data/morts_par_jour-2000-2009.pkl and /dev/null differ
diff --git a/deces/data/morts_par_jour-2010-2019.pkl b/deces/data/morts_par_jour-2010-2019.pkl
deleted file mode 100644
index ebefff91..00000000
Binary files a/deces/data/morts_par_jour-2010-2019.pkl and /dev/null differ
diff --git a/deces/data/morts_par_jour-2020-2022.pkl b/deces/data/morts_par_jour-2020-2022.pkl
deleted file mode 100644
index 2da89daa..00000000
Binary files a/deces/data/morts_par_jour-2020-2022.pkl and /dev/null differ
diff --git a/deces/deces.py b/deces/deces.py
deleted file mode 100644
index efafdb5b..00000000
--- a/deces/deces.py
+++ /dev/null
@@ -1,119 +0,0 @@
-import sys
-import glob
-import dash
-import flask
-from dash import dcc
-from dash import html
-import pandas as pd
-import numpy as np
-import plotly.graph_objs as go
-import plotly.express as px
-import dateutil as du
-from scipy import stats
-from scipy import fft
-import datetime
-
-class Deces():
- def __init__(self, application = None):
- df = pd.concat([pd.read_pickle(f) for f in glob.glob('data/morts_par_jour-*')])
- df = df.groupby('deces').sum()
- df.sort_index(inplace=True)
- last_month = "02/2022"
- now = np.datetime64(datetime.datetime.now()).astype('datetime64[M]')
- df = df.loc['1973':now - np.timedelta64(2, 'M')]
-
- # calcul de la moyenne journalière avec des fenêtres
- # 2 passages pour retirer les valeurs qui dépassent l'écart type par rapport au sinus
- width = 10
- df2 = df.copy()
- for _ in range(2):
- prediction = pd.DataFrame({'x':np.zeros(len(df))}, index=df.index)
- prediction_nb = pd.DataFrame({'x':np.zeros(len(df))}, index=df.index)
- for step in range(1970, df.index[-1].year - width + 1):
- dfp = df2.loc[f'{step}':f'{step+width}']
- pente, v0 = np.polyfit(np.arange(len(dfp)), dfp.morts.values, 1)
- y = fft.fft(dfp.morts)
- y[y<30*len(dfp)] = 0
- pred = fft.ifft(y)
- pred -= dfp.morts.mean() - v0
- pred += np.cumsum([pente,]*len(dfp))
- prediction.loc[f'{step}':f'{step+width}', 'x'] += pred
- prediction_nb.loc[f'{step}':f'{step+width}','x'] += 1
- prediction = np.array([p.real for p in prediction.x]) / prediction_nb.x
- std = np.std(df.morts - prediction)
- df2.morts[df2.morts > prediction + std] = prediction.astype('int') + int(std)
- df2.morts[df2.morts < prediction - std] = prediction.astype('int') - int(std)
- del df2
-
- self.df = df
- self.day_mean = prediction
-
- self.main_layout = html.Div(children=[
- html.H3(children='Nombre de décès par jour en France'),
- html.Div([ dcc.Graph(id='mpj-main-graph'), ], style={'width':'100%', }),
- html.Div([ dcc.RadioItems(id='mpj-mean',
- options=[{'label':'Courbe seule', 'value':0},
- {'label':'Courbe + Tendence générale', 'value':1},
- {'label':'Courbe + Moyenne journalière (les décalages au 1er janv. indique la tendence)', 'value':2}],
- value=2,
- labelStyle={'display':'block'}) ,
- ]),
- html.Br(),
- dcc.Markdown("""
- Le graphique est interactif. En passant la souris sur les courbes vous avez une infobulle.
- En utilisant les icônes en haut à droite, on peut agrandir une zone, déplacer la courbe, réinitialiser.
-
- Notes :
- * La grippe de l'hiver 1989-1990 a fait 20 000 morts (4,6 millions de malades en 11 semaines). La chute de la courbe au premier janvier 1990 est quand même très surprenante.
- * On repère bien les hivers avec grippe.
- * L'année 1997 est étrange, peut-être un problème de recensement.
- * La canicule d'août 2003 a fait 15 000 morts (ce qui a généré la journée de travail non payé dite journée Raffarin).
- * Les 120 000 morts dus au Covid-19 en 2020 et 2021 sont bien visibles, d'autant qu'il n'y a pas eu de grippe durant les hivers 19-20 et 20-21.
- * On note une progression constante du nombre de morts, avec environ 1000 morts par jour en dehors de pics durant les années 70
- pour environ 1700 morts par jour après 2015. Il s'agit d'une augmentation de plus de 70 %, soit plus du double que l'augmentation de la population sur la même période. Le saut visible en 1990 peut aussi traduire un recensement plus complet après cette année.
- * Les derniers mois doivent être pris avec précaution car tous les morts ne sont pas encore recensés.
-
- #### À propos
-
- * Sources : https://www.data.gouv.fr/fr/datasets/fichier-des-personnes-decedees/
- * (c) 2022 Olivier Ricou
- """)
- ], style={
- 'backgroundColor': 'white',
- 'padding': '10px 50px 10px 50px',
- }
- )
-
- if application:
- self.app = application
- # application should have its own layout and use self.main_layout as a page or in a component
- else:
- self.app = dash.Dash(__name__)
- self.app.layout = self.main_layout
-
- self.app.callback(
- dash.dependencies.Output('mpj-main-graph', 'figure'),
- dash.dependencies.Input('mpj-mean', 'value'))(self.update_graph)
-
- def update_graph(self, mean):
- fig = px.line(self.df, template='plotly_white')
- fig.update_traces(hovertemplate='%{y} décès le %{x:%d/%m/%y}', name='')
- fig.update_layout(
- #title = 'Évolution des prix de différentes énergies',
- xaxis = dict(title=""), # , range=['2010', '2021']),
- yaxis = dict(title="Nombre de décès par jour"),
- height=450,
- showlegend=False,
- )
- if mean == 1:
- reg = stats.linregress(np.arange(len(self.df)), self.df.morts)
- fig.add_scatter(x=[self.df.index[0], self.df.index[-1]], y=[reg.intercept, reg.intercept + reg.slope * (len(self.df)-1)], mode='lines', marker={'color':'red'})
- elif mean == 2:
- fig.add_scatter(x=self.df.index, y=self.day_mean, mode='lines', marker={'color':'red'})
-
- return fig
-
-
-if __name__ == '__main__':
- mpj = Deces()
- mpj.app.run_server(debug=True, port=8051)
diff --git a/delta.py b/delta.py
index 5815a655..61492814 100644
--- a/delta.py
+++ b/delta.py
@@ -1,17 +1,15 @@
import dash
from dash import dcc
from dash import html
-from energies import energies
-from population import population
-from deces import deces
+from stats import stats
+from maps import maps
# external_stylesheets = ['https://codepen.io/chriddyp/pen/bWLwgP.css']
app = dash.Dash(__name__, title="Delta", suppress_callback_exceptions=True) # , external_stylesheets=external_stylesheets)
server = app.server
-pop = population.WorldPopulationStats(app)
-nrg = energies.Energies(app)
-dec = deces.Deces(app)
+maps = maps.MapStats(app)
+stats = stats.Stats(app)
main_layout = html.Div([
html.Div(className = "row",
@@ -19,16 +17,13 @@
dcc.Location(id='url', refresh=False),
html.Div(className="two columns",
children = [
- html.Center(html.H2("Δelta δata")),
- dcc.Link(html.Button("Prix d'énergies", style={'width':"100%"}), href='/energies'),
+ html.Center(html.H2("$$$ for environment")),
+ dcc.Link(html.Button("Statistics", style={'width':"100%"}), href='/stats'),
html.Br(),
- dcc.Link(html.Button('Natalité vs revenus', style={'width':"100%"}), href='/population'),
+ dcc.Link(html.Button('Maps', style={'width':"100%"}), href='/maps'),
html.Br(),
- dcc.Link(html.Button('Décès journaliers', style={'width':"100%"}), href='/deces'),
html.Br(),
html.Br(),
- html.Br(),
- html.Center(html.A('Code source', href='https://github.com/oricou/delta')),
]),
html.Div(id='page_content', className="ten columns"),
]),
@@ -49,23 +44,15 @@
app.layout = main_layout
-# "complete" layout (not sure that I need that)
-app.validation_layout = html.Div([
- main_layout,
- to_be_done_page,
- pop.main_layout,
-])
# Update the index
@app.callback(dash.dependencies.Output('page_content', 'children'),
[dash.dependencies.Input('url', 'pathname')])
def display_page(pathname):
- if pathname == '/energies':
- return nrg.main_layout
- elif pathname == '/population':
- return pop.main_layout
- elif pathname == '/deces':
- return dec.main_layout
+ if pathname == '/stats':
+ return stats.main_layout
+ elif pathname == '/maps':
+ return maps.main_layout
else:
return home_page
diff --git "a/energies/Prix \303\251nergie.ipynb" "b/energies/Prix \303\251nergie.ipynb"
deleted file mode 100644
index 4b8b54fd..00000000
--- "a/energies/Prix \303\251nergie.ipynb"
+++ /dev/null
@@ -1,1099 +0,0 @@
-{
- "cells": [
- {
- "cell_type": "markdown",
- "id": "f214819d",
- "metadata": {},
- "source": [
- "# Analyse des prix des carburants\n",
- "\n",
- "Voici un exemple décrit pas à pas qui montre comment on analyse des données publiques disponibles en ligne. Ici on va travailler sur le prix de différentes énergies à partir des données de la [base Pégase](http://developpement-durable.bsocom.fr/Statistiques/) du ministère du développement durable.\n",
- "\n",
- "La première chose est de sauver les tables qui nous intéressent à savoir \n",
- "* les données mensuelles de l'énergie, tarifs domestiques, produits pétroliers. On sauve les données en cliquant sur l'icône dossier, on utilise le format ascii délimité par des points-virgules (.csv). Le fichier est nomé `pegase_prix_petrole_particulier.csv`. \n",
- "* le prix des importation de pétrole qu'on sauve au même format dans `pegase_import_petrole.csv`\n"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "be92732c",
- "metadata": {},
- "source": [
- "### Préparer son environnement\n",
- "\n",
- "Je suppose que tout est bien installé sur votre machine (cf [ici](https://docs.python.org/fr/3.9/installing/index.html) pour des explications). On commence donc par charger les bibliothèques Python dont j'ai besoin :"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 1,
- "id": "421c801f",
- "metadata": {},
- "outputs": [],
- "source": [
- "import numpy as np # bibliothèque qui ajoute les tables\n",
- "import pandas as pd # bibliothèque qui ajoute les tableaux (tableurs)\n",
- "import matplotlib.pyplot as plt # bibliothèque graphique pour tracer des courbes\n",
- "\n",
- "# commandes magiques Jupyter pour voir les graphiques dans cette page :\n",
- "%matplotlib inline \n",
- "%config InlineBackend.figure_format = 'retina'"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "82dfae58",
- "metadata": {},
- "source": [
- "### Préparation des données\n",
- "\n",
- "On charge un fichier `.csv` avec la commande de Pandas `read_csv`. C'est l'équivalent d'ouvrir le fichier avec Excel ou LibreOffice et de répondre aux questions sur le formatage du fichier (séparteur est `;`, l'encodage du fichier est du `latin1`).\n",
- "On ignore aussi les lignes qui ne nous intéressent pas."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 2,
- "id": "fe2857ee",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "
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- "\n",
- "
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- " \n",
- " \n",
- " | \n",
- " 0 | \n",
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- " 2 | \n",
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- " \n",
- " \n",
- " \n",
- " | 0 | \n",
- " Période | \n",
- " janv-83 | \n",
- " févr-83 | \n",
- " mars-83 | \n",
- " avr-83 | \n",
- " mai-83 | \n",
- " juin-83 | \n",
- " juil-83 | \n",
- " août-83 | \n",
- " sept-83 | \n",
- " ... | \n",
- " déc-20 | \n",
- " janv-21 | \n",
- " févr-21 | \n",
- " mars-21 | \n",
- " avr-21 | \n",
- " mai-21 | \n",
- " juin-21 | \n",
- " juil-21 | \n",
- " août-21 | \n",
- " sept-21 | \n",
- "
\n",
- " \n",
- " | 1 | \n",
- " Tarif d'une tonne de propane en citerne | \n",
- " 566.34 | \n",
- " 556.23 | \n",
- " 556.23 | \n",
- " 576.4500000000001 | \n",
- " 586.5700000000001 | \n",
- " 586.5700000000001 | \n",
- " 586.5700000000001 | \n",
- " 586.5700000000001 | \n",
- " 606.79 | \n",
- " ... | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 2 | \n",
- " 100 kWh PCI de propane en citerne | \n",
- " 4.43 | \n",
- " 4.39 | \n",
- " 4.36 | \n",
- " 4.55 | \n",
- " 4.58 | \n",
- " 4.58 | \n",
- " 4.6 | \n",
- " 4.6 | \n",
- " 4.71 | \n",
- " ... | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 3 | \n",
- " Prix d'une tonne de propane | \n",
- " 522.2131000000001 | \n",
- " 512.8908 | \n",
- " 512.8908 | \n",
- " 531.5353 | \n",
- " 540.8668 | \n",
- " 540.8668 | \n",
- " 540.8668 | \n",
- " 540.8668 | \n",
- " 559.5114 | \n",
- " ... | \n",
- " 1872.4482 | \n",
- " 1859.8505 | \n",
- " 1881.1189 | \n",
- " 1887.3258 | \n",
- " 1888.6143 | \n",
- " 1886.6555 | \n",
- " 1809.2635 | \n",
- " 1899.858 | \n",
- " 1808.0997 | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 4 | \n",
- " 100 kWh PCS de propane | \n",
- " 3.7842 | \n",
- " 3.7166 | \n",
- " 3.7166 | \n",
- " 3.8517 | \n",
- " 3.9193 | \n",
- " 3.9193 | \n",
- " 3.9193 | \n",
- " 3.9193 | \n",
- " 4.0544 | \n",
- " ... | \n",
- " 13.5685 | \n",
- " 13.4772 | \n",
- " 13.6313 | \n",
- " 13.6763 | \n",
- " 13.6856 | \n",
- " 13.6714 | \n",
- " 13.1106 | \n",
- " 13.7671 | \n",
- " 13.1022 | \n",
- " - | \n",
- "
\n",
- " \n",
- "
\n",
- "
5 rows × 466 columns
\n",
- "
"
- ],
- "text/plain": [
- " 0 1 2 \\\n",
- "0 Période janv-83 févr-83 \n",
- "1 Tarif d'une tonne de propane en citerne 566.34 556.23 \n",
- "2 100 kWh PCI de propane en citerne 4.43 4.39 \n",
- "3 Prix d'une tonne de propane 522.2131000000001 512.8908 \n",
- "4 100 kWh PCS de propane 3.7842 3.7166 \n",
- "\n",
- " 3 4 5 6 \\\n",
- "0 mars-83 avr-83 mai-83 juin-83 \n",
- "1 556.23 576.4500000000001 586.5700000000001 586.5700000000001 \n",
- "2 4.36 4.55 4.58 4.58 \n",
- "3 512.8908 531.5353 540.8668 540.8668 \n",
- "4 3.7166 3.8517 3.9193 3.9193 \n",
- "\n",
- " 7 8 9 ... 456 457 \\\n",
- "0 juil-83 août-83 sept-83 ... déc-20 janv-21 \n",
- "1 586.5700000000001 586.5700000000001 606.79 ... - - \n",
- "2 4.6 4.6 4.71 ... - - \n",
- "3 540.8668 540.8668 559.5114 ... 1872.4482 1859.8505 \n",
- "4 3.9193 3.9193 4.0544 ... 13.5685 13.4772 \n",
- "\n",
- " 458 459 460 461 462 463 464 \\\n",
- "0 févr-21 mars-21 avr-21 mai-21 juin-21 juil-21 août-21 \n",
- "1 - - - - - - - \n",
- "2 - - - - - - - \n",
- "3 1881.1189 1887.3258 1888.6143 1886.6555 1809.2635 1899.858 1808.0997 \n",
- "4 13.6313 13.6763 13.6856 13.6714 13.1106 13.7671 13.1022 \n",
- "\n",
- " 465 \n",
- "0 sept-21 \n",
- "1 - \n",
- "2 - \n",
- "3 - \n",
- "4 - \n",
- "\n",
- "[5 rows x 466 columns]"
- ]
- },
- "execution_count": 2,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "energie = pd.read_csv(\"pegase_prix_petrole_particulier.csv\", sep=\";\", encoding=\"latin1\", skiprows=[0,1,3], header=None)\n",
- "energie.head()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "22d56df5",
- "metadata": {},
- "source": [
- "Le tableau est mal orienté ! Pour nous il faut que ce qui sera l'axe des x soit l'index vertical et que les noms des différentes courbes soient les noms des colonnes. On indique que la colonne `0` contient le nom des colonnes et on utilise `T` pour transposer le tableau."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 3,
- "id": "71b4ed29",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "\n",
- "\n",
- "
\n",
- " \n",
- " \n",
- " | \n",
- " Période | \n",
- " Tarif d'une tonne de propane en citerne | \n",
- " 100 kWh PCI de propane en citerne | \n",
- " Prix d'une tonne de propane | \n",
- " 100 kWh PCS de propane | \n",
- " 100 kWh PCI de propane | \n",
- " Bouteille de butane de 13 kg | \n",
- " 100 litres de FOD au tarif C1 | \n",
- " 100 kWh PCI de FOD au tarif C1 | \n",
- " Un litre d'essence ordinaire | \n",
- " Un litre de super carburant ARS | \n",
- " Un litre de super sans plomb 95 | \n",
- " Un litre de super sans plomb 98 | \n",
- " Un litre de gazole | \n",
- " Un litre de GPLc | \n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " | 1 | \n",
- " janv-83 | \n",
- " 566.34 | \n",
- " 4.43 | \n",
- " 522.2131000000001 | \n",
- " 3.7842 | \n",
- " 4.0862 | \n",
- " 9.880000000000001 | \n",
- " 40.82 | \n",
- " 4.1182 | \n",
- " 0.66 | \n",
- " 0.7 | \n",
- " - | \n",
- " - | \n",
- " 0.55 | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 2 | \n",
- " févr-83 | \n",
- " 556.23 | \n",
- " 4.39 | \n",
- " 512.8908 | \n",
- " 3.7166 | \n",
- " 4.0132 | \n",
- " 9.880000000000001 | \n",
- " 40.23 | \n",
- " 4.0587 | \n",
- " 0.66 | \n",
- " 0.7 | \n",
- " - | \n",
- " - | \n",
- " 0.55 | \n",
- " - | \n",
- "
\n",
- " \n",
- "
\n",
- "
"
- ],
- "text/plain": [
- "0 Période Tarif d'une tonne de propane en citerne \\\n",
- "1 janv-83 566.34 \n",
- "2 févr-83 556.23 \n",
- "\n",
- "0 100 kWh PCI de propane en citerne Prix d'une tonne de propane \\\n",
- "1 4.43 522.2131000000001 \n",
- "2 4.39 512.8908 \n",
- "\n",
- "0 100 kWh PCS de propane 100 kWh PCI de propane Bouteille de butane de 13 kg \\\n",
- "1 3.7842 4.0862 9.880000000000001 \n",
- "2 3.7166 4.0132 9.880000000000001 \n",
- "\n",
- "0 100 litres de FOD au tarif C1 100 kWh PCI de FOD au tarif C1 \\\n",
- "1 40.82 4.1182 \n",
- "2 40.23 4.0587 \n",
- "\n",
- "0 Un litre d'essence ordinaire Un litre de super carburant ARS \\\n",
- "1 0.66 0.7 \n",
- "2 0.66 0.7 \n",
- "\n",
- "0 Un litre de super sans plomb 95 Un litre de super sans plomb 98 \\\n",
- "1 - - \n",
- "2 - - \n",
- "\n",
- "0 Un litre de gazole Un litre de GPLc \n",
- "1 0.55 - \n",
- "2 0.55 - "
- ]
- },
- "execution_count": 3,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "energie = energie.set_index(0).T\n",
- "energie.head(2)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "a04c025e",
- "metadata": {},
- "source": [
- "C'est mieux mais l'index ne contient toujours pas les dates et la colonne `Période` n'est pas formatée pour une machine. Aussi\n",
- "on construit la fonction `conv_date` pour convertir une chaîne de caratères comme `janv-83` en une donnée de type date pour Python. On construit une nouvelle colonne appelée `date` en appliquant cette fonction à tous les éléments de la colonne `Période` :"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 4,
- "id": "477cbf96",
- "metadata": {},
- "outputs": [],
- "source": [
- "import dateutil as du # a une fonction qui transforme une chaîne de caratères bien écrite en une date\n",
- "\n",
- "mois = {'janv':1, 'févr':2, 'mars':3, 'avr':4, 'mai':5, 'juin':6, 'juil':7, 'août':8, 'sept':9, 'oct':10, 'nov':11, 'déc':12}\n",
- "\n",
- "def conv_date(d):\n",
- " ma = d.split('-') # coupe la chaine au - et ainsi ma[0] est le mois et ma[1] l'année\n",
- " return du.parser.parse(f\"15-{mois[ma[0].lower()]}-{ma[1]}\") # parfois le mois a une majuscule d'où lower()\n",
- " \n",
- "energie['date'] = energie['Période'].apply(conv_date)"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "f90d002b",
- "metadata": {},
- "source": [
- "Maintenant on peut indiquer que l'index doit être la colonne `date` et qu'on n'a plus besoin de la colonne `Période` :"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 5,
- "id": "ce8b1864",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/html": [
- "\n",
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\n",
- " \n",
- " \n",
- " | \n",
- " Tarif d'une tonne de propane en citerne | \n",
- " 100 kWh PCI de propane en citerne | \n",
- " Prix d'une tonne de propane | \n",
- " 100 kWh PCS de propane | \n",
- " 100 kWh PCI de propane | \n",
- " Bouteille de butane de 13 kg | \n",
- " 100 litres de FOD au tarif C1 | \n",
- " 100 kWh PCI de FOD au tarif C1 | \n",
- " Un litre d'essence ordinaire | \n",
- " Un litre de super carburant ARS | \n",
- " Un litre de super sans plomb 95 | \n",
- " Un litre de super sans plomb 98 | \n",
- " Un litre de gazole | \n",
- " Un litre de GPLc | \n",
- "
\n",
- " \n",
- " | date | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- " | \n",
- "
\n",
- " \n",
- " \n",
- " \n",
- " | 1983-01-15 | \n",
- " 566.34 | \n",
- " 4.43 | \n",
- " 522.2131000000001 | \n",
- " 3.7842 | \n",
- " 4.0862 | \n",
- " 9.880000000000001 | \n",
- " 40.82 | \n",
- " 4.1182 | \n",
- " 0.66 | \n",
- " 0.7 | \n",
- " - | \n",
- " - | \n",
- " 0.55 | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 1983-02-15 | \n",
- " 556.23 | \n",
- " 4.39 | \n",
- " 512.8908 | \n",
- " 3.7166 | \n",
- " 4.0132 | \n",
- " 9.880000000000001 | \n",
- " 40.23 | \n",
- " 4.0587 | \n",
- " 0.66 | \n",
- " 0.7 | \n",
- " - | \n",
- " - | \n",
- " 0.55 | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 1983-03-15 | \n",
- " 556.23 | \n",
- " 4.36 | \n",
- " 512.8908 | \n",
- " 3.7166 | \n",
- " 4.0132 | \n",
- " 9.880000000000001 | \n",
- " 39.19 | \n",
- " 3.9538 | \n",
- " 0.65 | \n",
- " 0.69 | \n",
- " - | \n",
- " - | \n",
- " 0.54 | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 1983-04-15 | \n",
- " 576.4500000000001 | \n",
- " 4.55 | \n",
- " 531.5353 | \n",
- " 3.8517 | \n",
- " 4.1591 | \n",
- " 10.14 | \n",
- " 39.19 | \n",
- " 3.9538 | \n",
- " 0.65 | \n",
- " 0.69 | \n",
- " - | \n",
- " - | \n",
- " 0.54 | \n",
- " - | \n",
- "
\n",
- " \n",
- " | 1983-05-15 | \n",
- " 586.5700000000001 | \n",
- " 4.58 | \n",
- " 540.8668 | \n",
- " 3.9193 | \n",
- " 4.2321 | \n",
- " 10.14 | \n",
- " 39.49 | \n",
- " 3.9841 | \n",
- " 0.68 | \n",
- " 0.73 | \n",
- " - | \n",
- " - | \n",
- " 0.56 | \n",
- " - | \n",
- "
\n",
- " \n",
- " | ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- " ... | \n",
- "
\n",
- " \n",
- " | 2021-05-15 | \n",
- " - | \n",
- " - | \n",
- " 1886.6555 | \n",
- " 13.6714 | \n",
- " 14.7626 | \n",
- " 34.95 | \n",
- " 86 | \n",
- " 8.676399999999999 | \n",
- " - | \n",
- " - | \n",
- " 1.525 | \n",
- " 1.588 | \n",
- " 1.391 | \n",
- " 0.843 | \n",
- "
\n",
- " \n",
- " | 2021-06-15 | \n",
- " - | \n",
- " - | \n",
- " 1809.2635 | \n",
- " 13.1106 | \n",
- " 14.157 | \n",
- " 34.74 | \n",
- " 87.3 | \n",
- " 8.807499999999999 | \n",
- " - | \n",
- " - | \n",
- " 1.536 | \n",
- " 1.598 | \n",
- " 1.415 | \n",
- " 0.846 | \n",
- "
\n",
- " \n",
- " | 2021-07-15 | \n",
- " - | \n",
- " - | \n",
- " 1899.858 | \n",
- " 13.7671 | \n",
- " 14.8659 | \n",
- " 35.07 | \n",
- " 89.956 | \n",
- " 9.0755 | \n",
- " - | \n",
- " - | \n",
- " 1.5745 | \n",
- " 1.6362 | \n",
- " 1.4395 | \n",
- " 0.8509 | \n",
- "
\n",
- " \n",
- " | 2021-08-15 | \n",
- " - | \n",
- " - | \n",
- " 1808.0997 | \n",
- " 13.1022 | \n",
- " 14.1479 | \n",
- " 35.15 | \n",
- " 89.10250000000001 | \n",
- " 8.9894 | \n",
- " - | \n",
- " - | \n",
- " 1.5801 | \n",
- " 1.6431 | \n",
- " 1.4321 | \n",
- " 0.8582 | \n",
- "
\n",
- " \n",
- " | 2021-09-15 | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " - | \n",
- " 91.35250000000001 | \n",
- " 9.2164 | \n",
- " - | \n",
- " - | \n",
- " 1.5827 | \n",
- " 1.6443 | \n",
- " 1.4477 | \n",
- " 0.853 | \n",
- "
\n",
- " \n",
- "
\n",
- "
465 rows × 14 columns
\n",
- "
"
- ],
- "text/plain": [
- "0 Tarif d'une tonne de propane en citerne \\\n",
- "date \n",
- "1983-01-15 566.34 \n",
- "1983-02-15 556.23 \n",
- "1983-03-15 556.23 \n",
- "1983-04-15 576.4500000000001 \n",
- "1983-05-15 586.5700000000001 \n",
- "... ... \n",
- "2021-05-15 - \n",
- "2021-06-15 - \n",
- "2021-07-15 - \n",
- "2021-08-15 - \n",
- "2021-09-15 - \n",
- "\n",
- "0 100 kWh PCI de propane en citerne Prix d'une tonne de propane \\\n",
- "date \n",
- "1983-01-15 4.43 522.2131000000001 \n",
- "1983-02-15 4.39 512.8908 \n",
- "1983-03-15 4.36 512.8908 \n",
- "1983-04-15 4.55 531.5353 \n",
- "1983-05-15 4.58 540.8668 \n",
- "... ... ... \n",
- "2021-05-15 - 1886.6555 \n",
- "2021-06-15 - 1809.2635 \n",
- "2021-07-15 - 1899.858 \n",
- "2021-08-15 - 1808.0997 \n",
- "2021-09-15 - - \n",
- "\n",
- "0 100 kWh PCS de propane 100 kWh PCI de propane \\\n",
- "date \n",
- "1983-01-15 3.7842 4.0862 \n",
- "1983-02-15 3.7166 4.0132 \n",
- "1983-03-15 3.7166 4.0132 \n",
- "1983-04-15 3.8517 4.1591 \n",
- "1983-05-15 3.9193 4.2321 \n",
- "... ... ... \n",
- "2021-05-15 13.6714 14.7626 \n",
- "2021-06-15 13.1106 14.157 \n",
- "2021-07-15 13.7671 14.8659 \n",
- "2021-08-15 13.1022 14.1479 \n",
- "2021-09-15 - - \n",
- "\n",
- "0 Bouteille de butane de 13 kg 100 litres de FOD au tarif C1 \\\n",
- "date \n",
- "1983-01-15 9.880000000000001 40.82 \n",
- "1983-02-15 9.880000000000001 40.23 \n",
- "1983-03-15 9.880000000000001 39.19 \n",
- "1983-04-15 10.14 39.19 \n",
- "1983-05-15 10.14 39.49 \n",
- "... ... ... \n",
- "2021-05-15 34.95 86 \n",
- "2021-06-15 34.74 87.3 \n",
- "2021-07-15 35.07 89.956 \n",
- "2021-08-15 35.15 89.10250000000001 \n",
- "2021-09-15 - 91.35250000000001 \n",
- "\n",
- "0 100 kWh PCI de FOD au tarif C1 Un litre d'essence ordinaire \\\n",
- "date \n",
- "1983-01-15 4.1182 0.66 \n",
- "1983-02-15 4.0587 0.66 \n",
- "1983-03-15 3.9538 0.65 \n",
- "1983-04-15 3.9538 0.65 \n",
- "1983-05-15 3.9841 0.68 \n",
- "... ... ... \n",
- "2021-05-15 8.676399999999999 - \n",
- "2021-06-15 8.807499999999999 - \n",
- "2021-07-15 9.0755 - \n",
- "2021-08-15 8.9894 - \n",
- "2021-09-15 9.2164 - \n",
- "\n",
- "0 Un litre de super carburant ARS Un litre de super sans plomb 95 \\\n",
- "date \n",
- "1983-01-15 0.7 - \n",
- "1983-02-15 0.7 - \n",
- "1983-03-15 0.69 - \n",
- "1983-04-15 0.69 - \n",
- "1983-05-15 0.73 - \n",
- "... ... ... \n",
- "2021-05-15 - 1.525 \n",
- "2021-06-15 - 1.536 \n",
- "2021-07-15 - 1.5745 \n",
- "2021-08-15 - 1.5801 \n",
- "2021-09-15 - 1.5827 \n",
- "\n",
- "0 Un litre de super sans plomb 98 Un litre de gazole Un litre de GPLc \n",
- "date \n",
- "1983-01-15 - 0.55 - \n",
- "1983-02-15 - 0.55 - \n",
- "1983-03-15 - 0.54 - \n",
- "1983-04-15 - 0.54 - \n",
- "1983-05-15 - 0.56 - \n",
- "... ... ... ... \n",
- "2021-05-15 1.588 1.391 0.843 \n",
- "2021-06-15 1.598 1.415 0.846 \n",
- "2021-07-15 1.6362 1.4395 0.8509 \n",
- "2021-08-15 1.6431 1.4321 0.8582 \n",
- "2021-09-15 1.6443 1.4477 0.853 \n",
- "\n",
- "[465 rows x 14 columns]"
- ]
- },
- "execution_count": 5,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
- "source": [
- "energie = energie.set_index('date')\n",
- "energie.drop(columns=['Période'], inplace=True)\n",
- "energie"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "a92d2208",
- "metadata": {},
- "source": [
- "Le tableau commemce à ressembler à ce qu'on souhaite. Il ne reste plus qu'à transformer les `-` en une non valeur pour Python à savoir un `NaN` (not a number), puis à convertir tous ces nombres qui sont du texte en réels (`float`)."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 6,
- "id": "7bca653f",
- "metadata": {},
- "outputs": [],
- "source": [
- "energie = energie.replace('-', np.nan).astype('float')"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "760968ef",
- "metadata": {},
- "source": [
- "On range tout ce qu'on vient de faire dans une fonction qui nous servira pour lire d'autres \n",
- "fichiers de la base Pégase."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 7,
- "id": "8d89ae8d",
- "metadata": {},
- "outputs": [],
- "source": [
- "def make_dataframe_from_pegase(filename):\n",
- " df = pd.read_csv(filename, sep=\";\", encoding=\"latin1\", skiprows=[0,1,3], header=None)\n",
- " df = df.set_index(0).T\n",
- " df['date'] = df['Période'].apply(conv_date)\n",
- " df = df.set_index('date')\n",
- " df.drop(columns=['Période'], inplace=True)\n",
- " df = df.replace('-', np.nan).astype('float')\n",
- " return df"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "2bebfb47",
- "metadata": {},
- "source": [
- "### Affichage\n",
- "\n",
- "Maintenant on peut afficher une colonne sous forme de courbe :"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 8,
- "id": "4204e4b3",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- ""
- ]
- },
- "execution_count": 8,
- "metadata": {},
- "output_type": "execute_result"
- },
- {
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "image/png": {
- "height": 251,
- "width": 372
- },
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
- "source": [
- "energie['Un litre de super sans plomb 95'].plot()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "f1a5db80",
- "metadata": {},
- "source": [
- "On note que les données sur l'essence sans plomb 95 commencent vers 1992. Aussi pour avoir un affichage plus joli lorsqu'on affiche cette courbe avec d'autres qui commenceraitent plus tôt, on définit les tableaux `energie92` et `importation92` qui commencent\n",
- "en 1992."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 9,
- "id": "588e9e19",
- "metadata": {},
- "outputs": [],
- "source": [
- "importation = make_dataframe_from_pegase('pegase_import_petrole.csv')\n",
- "\n",
- "energie92 = energie.loc['1992':]\n",
- "importation92 = importation.loc['1992':]\n",
- "\n",
- "lpt = 1161 # il y a 1161 litres par tonne de pétrole"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "78a0b92b",
- "metadata": {},
- "source": [
- "On affiche le prix du SP 95, le prix du litre de pétrole importé et la différence entre les deux :"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 10,
- "id": "6b4b54e8",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "image/png": {
- "height": 465,
- "width": 720
- },
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
- "source": [
- "fig = plt.figure(figsize=(12,8))\n",
- "energie92['Un litre de super sans plomb 95'].plot()\n",
- "(importation92['Prix moyen du pétrole brut importé (en euro/t)'] / lpt).plot(label='Prix moyen du pétrole brut importé (en euro/l)')\n",
- "(energie92['Un litre de super sans plomb 95'] - importation92['Prix moyen du pétrole brut importé (en euro/t)'] / lpt).plot(label=\"Part État + compagnie pétrolière\")\n",
- "plt.title(\"Évolution du prix du pétrole et de l'essence (source : base Pégase)\")\n",
- "plt.ylabel('Prix en €')\n",
- "plt.grid()\n",
- "plt.legend()\n",
- "plt.show()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "e0472fea",
- "metadata": {},
- "source": [
- "On constate que la part de l'État et des compagnies pétrolières a augmenté de 80 %.\n",
- "\n",
- "Il faut relativiser sachant que l'inflation a augmenté de 50 % dans le même temps, mais quand\n",
- "même cela fait 30 % d'augmentation sur un produit qui ne doit pas coûter plus cher à transformer, au contraire."
- ]
- },
- {
- "cell_type": "markdown",
- "id": "3ab9a4c8",
- "metadata": {},
- "source": [
- "### Normer pour comparer\n",
- "\n",
- "Si on veut comparer la progression de deux colonnes très différentes, le mieux est de choisir une date de référence puis de diviser les prix par le prix à cette date. Ainsi les deux courbes valent 1 à la date de référence et la variation des prix peut être comparer que l'on parle d'un litre d'un coté et d'une tonne de l'autre :"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 11,
- "id": "eef64e1d",
- "metadata": {},
- "outputs": [],
- "source": [
- "df = energie92.copy()\n",
- "df /= df.loc[f\"1992-01-15\"] # on met tout à 1 en janvier 1992"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 12,
- "id": "afe799e1",
- "metadata": {},
- "outputs": [
- {
- "data": {
- "image/png": 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\n",
- "text/plain": [
- ""
- ]
- },
- "metadata": {
- "image/png": {
- "height": 463,
- "width": 697
- },
- "needs_background": "light"
- },
- "output_type": "display_data"
- }
- ],
- "source": [
- "fig = plt.figure(figsize=(12,8))\n",
- "df[\"Bouteille de butane de 13 kg\"].plot(color='orange', style='.-', markevery=12, \n",
- " label=\"Butane en bouteille\")\n",
- "df[\"Prix d'une tonne de propane\"].plot(color='red', style='o-', markevery=12,\n",
- " label=\"Propane\")\n",
- "df[\"100 kWh PCI de FOD au tarif C1\"].plot(color='black', style=\"-\", markevery=12,\n",
- " label=\"Fioul domestique\")\n",
- "df['Un litre de super sans plomb 95'].plot(color='blue', style='-+', markevery=12,\n",
- " label=\"Essence SP95\")\n",
- "plt.title(\"Comparaison de l'évolution du prix grand public de différents combustibles (source : base Pégase)\")\n",
- "plt.yscale('log')\n",
- "plt.yticks([1,2,3], [1,2,3])\n",
- "plt.legend() \n",
- "plt.grid()\n",
- "plt.show()"
- ]
- },
- {
- "cell_type": "markdown",
- "id": "16124cae",
- "metadata": {},
- "source": [
- "L'essence est l'énergie qui a le moins augmenté des quatres sur les 30 dernières années (x2 pour l'essence, x3 pour le fioul et le propane). Durant la même période\n",
- "[le prix de l'essence aux État-Unis](https://www.eia.gov/dnav/pet/hist/LeafHandler.ashx?n=PET&s=EMM_EPM0_PTE_NUS_DPG&f=W) a triplé mais reste 2 fois moins cher qu'en France.\n",
- "\n",
- "On note l'éćhelle logarithmique qui permet de bien voir les variations en pourcentage. Ainsi\n",
- "passer de x2 à x3 a le même écart que de x1 à x1,5. C'est 50 % d'augmentation dans les deux cas.\n",
- "\n",
- "Les symboles (rond, croix) permettent de mieux voir l'image en noir et blanc."
- ]
- },
- {
- "cell_type": "code",
- "execution_count": null,
- "id": "0eb1938b",
- "metadata": {},
- "outputs": [],
- "source": []
- }
- ],
- "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": "3.8.10"
- },
- "nbTranslate": {
- "displayLangs": [
- "en",
- "fr"
- ],
- "hotkey": "alt-t",
- "langInMainMenu": true,
- "sourceLang": "fr",
- "targetLang": "en",
- "useGoogleTranslate": true
- }
- },
- "nbformat": 4,
- "nbformat_minor": 5
-}
diff --git a/energies/data/pegase_import_petrole.csv b/energies/data/pegase_import_petrole.csv
deleted file mode 100644
index 56c1a2ae..00000000
--- a/energies/data/pegase_import_petrole.csv
+++ /dev/null
@@ -1,12 +0,0 @@
-"Unités - données"
-
-Période;"janv-81";"févr-81";"mars-81";"avr-81";"mai-81";"juin-81";"juil-81";"août-81";"sept-81";"oct-81";"nov-81";"déc-81";"janv-82";"févr-82";"mars-82";"avr-82";"mai-82";"juin-82";"juil-82";"août-82";"sept-82";"oct-82";"nov-82";"déc-82";"janv-83";"févr-83";"mars-83";"avr-83";"mai-83";"juin-83";"juil-83";"août-83";"sept-83";"oct-83";"nov-83";"déc-83";"janv-84";"févr-84";"mars-84";"avr-84";"mai-84";"juin-84";"juil-84";"août-84";"sept-84";"oct-84";"nov-84";"déc-84";"janv-85";"févr-85";"mars-85";"avr-85";"mai-85";"juin-85";"juil-85";"août-85";"sept-85";"oct-85";"nov-85";"déc-85";"janv-86";"févr-86";"mars-86";"avr-86";"mai-86";"juin-86";"juil-86";"août-86";"sept-86";"oct-86";"nov-86";"déc-86";"janv-87";"févr-87";"mars-87";"avr-87";"mai-87";"juin-87";"juil-87";"août-87";"sept-87";"oct-87";"nov-87";"déc-87";"janv-88";"févr-88";"mars-88";"avr-88";"mai-88";"juin-88";"juil-88";"août-88";"sept-88";"oct-88";"nov-88";"déc-88";"janv-89";"févr-89";"mars-89";"avr-89";"mai-89";"juin-89";"juil-89";"août-89";"sept-89";"oct-89";"nov-89";"déc-89";"janv-90";"févr-90";"mars-90";"avr-90";"mai-90";"juin-90";"juil-90";"août-90";"sept-90";"oct-90";"nov-90";"déc-90";"janv-91";"févr-91";"mars-91";"avr-91";"mai-91";"juin-91";"juil-91";"août-91";"sept-91";"oct-91";"nov-91";"déc-91";"janv-92";"févr-92";"mars-92";"avr-92";"mai-92";"juin-92";"juil-92";"août-92";"sept-92";"oct-92";"nov-92";"déc-92";"janv-93";"févr-93";"mars-93";"avr-93";"mai-93";"juin-93";"juil-93";"août-93";"sept-93";"oct-93";"nov-93";"déc-93";"janv-94";"févr-94";"mars-94";"avr-94";"mai-94";"juin-94";"juil-94";"août-94";"sept-94";"oct-94";"nov-94";"déc-94";"janv-95";"févr-95";"mars-95";"avr-95";"mai-95";"juin-95";"juil-95";"août-95";"sept-95";"oct-95";"nov-95";"déc-95";"janv-96";"févr-96";"mars-96";"avr-96";"mai-96";"juin-96";"juil-96";"août-96";"sept-96";"oct-96";"nov-96";"déc-96";"janv-97";"févr-97";"mars-97";"avr-97";"mai-97";"juin-97";"juil-97";"août-97";"sept-97";"oct-97";"nov-97";"déc-97";"janv-98";"févr-98";"mars-98";"avr-98";"mai-98";"juin-98";"juil-98";"août-98";"sept-98";"oct-98";"nov-98";"déc-98";"janv-99";"févr-99";"mars-99";"avr-99";"mai-99";"juin-99";"juil-99";"août-99";"sept-99";"oct-99";"nov-99";"déc-99";"janv-00";"févr-00";"mars-00";"avr-00";"mai-00";"juin-00";"juil-00";"août-00";"sept-00";"oct-00";"nov-00";"déc-00";"janv-01";"févr-01";"mars-01";"avr-01";"mai-01";"juin-01";"juil-01";"août-01";"sept-01";"oct-01";"nov-01";"déc-01";"janv-02";"févr-02";"mars-02";"avr-02";"mai-02";"juin-02";"juil-02";"août-02";"sept-02";"oct-02";"nov-02";"déc-02";"janv-03";"févr-03";"mars-03";"avr-03";"mai-03";"juin-03";"juil-03";"août-03";"sept-03";"oct-03";"nov-03";"déc-03";"janv-04";"févr-04";"mars-04";"avr-04";"mai-04";"juin-04";"juil-04";"août-04";"sept-04";"oct-04";"nov-04";"déc-04";"janv-05";"févr-05";"mars-05";"avr-05";"mai-05";"juin-05";"juil-05";"août-05";"sept-05";"oct-05";"nov-05";"déc-05";"janv-06";"févr-06";"mars-06";"avr-06";"mai-06";"juin-06";"juil-06";"août-06";"sept-06";"oct-06";"nov-06";"déc-06";"janv-07";"févr-07";"mars-07";"avr-07";"mai-07";"juin-07";"juil-07";"août-07";"sept-07";"oct-07";"nov-07";"déc-07";"janv-08";"févr-08";"mars-08";"avr-08";"mai-08";"juin-08";"juil-08";"août-08";"sept-08";"oct-08";"nov-08";"déc-08";"janv-09";"févr-09";"mars-09";"avr-09";"mai-09";"juin-09";"juil-09";"août-09";"sept-09";"oct-09";"nov-09";"déc-09";"janv-10";"févr-10";"mars-10";"avr-10";"mai-10";"juin-10";"Juil-10";"août-10";"sept-10";"oct-10";"nov-10";"déc-10";"janv-11";"févr-11";"mars-11";"avr-11";"mai-11";"juin-11";"Juil-11";"août-11";"sept-11";"oct-11";"nov-11";"déc-11";"janv-12";"févr-12";"mars-12";"avr-12";"mai-12";"juin-12";"Juil-12";"août-12";"sept-12";"oct-12";"nov-12";"déc-12";"janv-13";"févr-13";"mars-13";"avr-13";"mai-13";"juin-13";"Juil-13";"août-13";"sept-13";"oct-13";"nov-13";"déc-13";"janv-14";"févr-14";"mars-14";"avr-14";"mai-14";"juin-14";"juil-14";"août-14";"sept-14";"oct-14";"nov-14";"déc-14";"janv-15";"févr-15";"mars-15";"avr-15";"mai-15";"juin-15";"juil-15";"août-15";"sept-15";"oct-15";"nov-15";"déc-15";"janv-16";"févr-16";"mars-16";"avr-16";"mai-16";"juin-16";"juil-16";"août-16";"sept-16";"oct-16";"nov-16";"déc-16";"janv-17";"févr-17";"mars-17";"avr-17";"mai-17";"juin-17";"juil-17";"août-17";"sept-17";"oct-17";"nov-17";"déc-17";"janv-18";"févr-18";"mars-18";"avr-18";"mai-18";"juin-18";"juil-18";"août-18";"sept-18";"oct-18";"nov-18";"déc-18";"janv-19";"févr-19";"mars-19";"avr-19";"mai-19";"juin-19";"juil-19";"août-19";"sept-19";"oct-19";"nov-19";"déc-19";"janv-20";"févr-20";"mars-20";"avr-20";"mai-20";"juin-20";"juil-20";"août-20";"sept-20";"oct-20";"nov-20";"déc-20";"janv-21";"févr-21";"mars-21";"avr-21";"mai-21";"juin-21";"juil-21";"août-21"
-"Libelle";
-"Cours moyen du pétrole brut «brent» daté (en dollars/bl)";39.9;39.2;38.3;37.3;35.9;35.3;35.3;35.4;35.9;36.8;37.2;36.8;35.7;32.9;31;32.5;34.7;34.5;33.4;32.7;34.1;34.5;33.2;31.4;30.7;29.6;28.4;29.5;29.4;30.5;30.9;31;30.4;29.6;29;28.8;29.4;29.7;30.1;30.1;29;29.3;28;28;28.3;27.9;27.8;27.2;27;28.2;28;27.9;26.7;26.4;26.7;27.2;27.7;28.5;29.7;26.7;22;17.5;13.9;12.7;14.1;11.9;9.6;13.6;14.3;14;14.8;15.8;18.5;17.3;17.9;18.3;18.8;18.9;19.9;19.1;18.4;18.9;18;17.4;16.9;15.9;14.8;16.7;16.5;15.6;15;15;13.4;12.5;13.1;15.2;17;16.7;18.6;19.8;18.3;17.5;17.8;17.2;17.8;19;18.7;19.5;21.36;19.79;18.36;16.4;16.29;15.13;17.19;27.43;34.94;35.89;33.04;27.99;23.47;19.48;18.98;19.14;19.13;18.13;19.41;19.78;20.55;22.24;21.03;18.29;18.18;18.1;17.58;18.99;19.94;21.14;20.26;19.73;20.25;20.25;19.19;18.13;17.36;18.49;18.73;18.64;18.46;17.6;16.78;16.7;16.01;16.54;15.13;13.53;14.32;13.69;13.9;15.25;16.16;16.75;17.57;16.68;15.85;16.48;17.27;15.86;16.59;17.15;16.98;18.64;18.34;17.34;15.8;16.04;16.71;16.06;16.82;18;17.93;17.94;19.95;20.93;19.08;18.43;19.61;20.56;22.64;24.16;22.69;23.89;23.45;20.82;19.1;17.56;19.07;17.58;18.44;18.6;18.44;19.87;19.17;17.18;15.19;14.07;13.1;13.53;14.36;12.21;12.08;11.92;13.34;12.73;11.04;9.82;11.12;10.28;12.51;15.29;15.23;15.86;19.05;20.23;22.54;22;24.58;25.49;25.44;27.78;27.49;22.76;27.74;29.8;28.68;30.2;33.14;30.96;32.55;25.66;25.62;27.5;24.5;25.54;28.31;27.85;24.61;25.68;25.62;20.54;18.8;18.71;19.42;20.28;23.61;25.73;25.37;24.08;25.74;26.61;28.4;27.54;24.34;28.33;31.18;32.77;30.61;25;25.97;27.65;28.35;29.88;27.11;29.61;28.75;29.81;31.28;30.86;33.63;33.48;37.73;35.18;38.22;42.84;43.2;49.78;43.11045;39.57;44.51;45.475;53.17;51.88;48.54;54.35;57.52;63.95;62.91;58.49;55.24;56.87;62.99;60.21;62.06;70.26000000000001;69.64;68.56;73.67;73.23;61.96;57.81;58.76;62.47;53.63;57.52;62.05;67.49;67.31999999999999;71.05;76.81999999999999;70.76000000000001;76.97;82.34;92.51000000000001;90.93000000000001;91.99;95.05;103.78;109.07;123.15;132.32;133.19;113.42;97.7;71.59;52.34;40.25;43.29;43.26;46.54;50.19;57.38;68.61;64.45999999999999;72.52;67.61;72.77;76.65000000000001;74.45999999999999;76.17;73.64;78.83;84.84;75.31;74.76000000000001;75.39;77.09;77.77;82.67;85.29000000000001;91.47;96.61;103.73;114.64;123.21;114.4;114.03;116.75;110.38;112.84;109.55;110.61;107.87;110.68;119.44;125.45;119.75;110.17;95.16;102.54;113.3635;113.0465;111.7;109.1436;109.464;112.9459;116.129;108.498;102.256;102.529;102.92;107.83;111.29;111.73;109.08;107.96;110.76;108.1177273;108.91;107.4809524;107.6585;109.5185;111.7952381;106.8613043;101.664;97.28727273;87.46304348;79.00149999999999;62.50714286;47.70809524;58.0955;55.88545455;59.606;64.03684211;61.47090909;56.56130435;46.515;47.62318182;48.43;44.2945;38.04952381;30.6905;32.20047619;38.32047619;41.58333333;46.7885;48.25;44.95190476;45.57818182;46.56772727;49.52238095;44.73409091;53.3085;54.57666667;54.8695;51.58913043;52.35789474;50.32272727;46.36818182;48.47857143;51.69681818;56.15285714;57.5;62.73181818;64.38473684;69.08590909;65.3175;66.01666667000001;72.0555;76.9752381;74.4047619;74.25409091;72.44272727000001;78.89100000000001;81.03217391;64.74818182;57.36235294;59.40954545;63.9605;66.13809524;71.2595;71.28761905;64.2205;63.91913043;59.06095238;62.82666667;59.71304348;63.21190476;67.115;63.64545455;55.6185;32.03272727;18.3785;29.37894737;40.26681818;43.23521739;44.736;40.90954545;40.18954545;42.69238095;49.95142857;54.774;62.2765;65.41;64.8065;68.53421053;73.15045455000001;75.16590909;70.74714286
-"Cours moyen spot du brent IPE (en dollars/bl)";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";15.297;14.981;13.478;12.781;13.394;14.743;16.292;16.076;17.91;19.147;17.6;17.028;17.273;16.789;17.649;18.607;18.61;19.364;20.023;19.577;18.646;17.224;17.046;15.922;17.921;26.383;32.801;33.498;31.584;27.255;22.85;18.343;18.659;19.244;19.466;18.386;19.558;19.909;20.474;22.012;21.143;18.463;17.914;18.005;17.691;18.931;19.945;21.099;20.342;19.868;20.387;20.284;19.204;18.254;17.67;18.436;18.824;18.899;18.712;17.796;16.829;16.951;16.457;16.822;15.434;13.677;14.042;13.709;13.524;15.018;16.14;16.809;17.775;17.163;16.302;16.552;17.192;16.128;16.592;17.044;16.926;18.4;18.353;17.135;15.966;16.172;16.498;16.036;16.751;17.747;17.512;17.293;18.825;20.147;18.76;18.26;19.379;20.215;22.613;23.96;22.844;23.625;23.208;20.538;19.654;18.131;19.341;18.027;18.44;18.824;18.708;20.18;19.294;17.566;15.624;14.643;13.867;14.145;14.441;13.399;12.978;12.331;13.622;13.156;11.839;10.145;11.081;10.619;12.906;15.494;15.854;16.183;18.786;20.422;22.852;22.177;24.242;25.098;25.282;26.97;27.125;23.149;27.41;29.679;28.547;30.137;32.42;31.388;32.283;26.239;25.821;27.403;25.379;26.525;28.642;27.433;25.174;25.742;25.906;21.404;19.226;19.047;19.935;20.375;24.118;26.01;25.591;24.644;25.668;26.418;28.235;27.189;24.229;27.306;30.269;32.178;28.966;24.687;25.435;27.234;28.351;29.485;26.798;28.711;28.866;29.561;30.611;30.412;32.69;32.982;37.136;35.534;37.698;41.7538;42.8559;49.3405;44.6886;40.28;44.51;45.89;53.28;53.29;49.67;55.45;57.95;63.8;63.85;59.5;56.2;57.68;63.87;61.14;63.08;70.56;70.84;69.83;74.26000000000001;73.90000000000001;63.64;59.84;59.86;62.35;64.62000000000001;58.8;62.46;67.59999999999999;67.86;70.54000000000001;75.81999999999999;71.24;76.95999999999999;82.48;92.2;91.31;91.91;94.66;103.02;110.43;124.63;133.74;134.56;115.3;100.79;73.68000000000001;54.75;43.28;43.29;43.26;46.54;51.39;58.59;69.27;65.75;73.06;68.15000000000001;73.93000000000001;77.58;75.20999999999999;77.01000000000001;74.79000000000001;79.93000000000001;85.75;76.49;75.66;75.36;77.14;78.42;83.54000000000001;86.16;92.18000000000001;97.01000000000001;104.03;114.67;122.9;113.98;113.9;116.75;109.93;109.91;108.79;110.49;107.65;111.45;119.06;124.54;120.37;110.16;95.93000000000001;102.72;112.68;113.034;111.52;109.527;109.1965;112.323;116.073;109.542;103.43;103.28;103.34;107.43;110.45;111.25;109.44;107.9;110.7;107.1131818;108.84;107.7480952;108.09;109.2390909;111.9671429;108.1852174;103.3957143;98.56999999999999;88.04956522000001;79.62900000000001;63.26636364;49.75809524;58.795;56.93863636;61.13571429;65.60857143;63.75272727;56.76434783;48.20571429;48.53954545;49.29272727;45.9985;38.90409091;31.9255;33.52714286;39.79;43.33952381;47.64681818;49.93;46.5347619;47.15913043;47.24045455;51.38761905;47.07863636;54.91619048;55.44761905;55.9965;52.53869565;53.81894737;51.39043478;47.55363636;49.14857143;51.87;55.5147619;57.64909091;62.86590909;64.092;69.07863636;65.73050000000001;66.71952381;71.76238094999999;77.00652174;75.94142857;74.95181818;73.84173912999999;79.1095;80.62956522;65.94909091;57.6745;60.24090909;64.4315;67.02761905;71.62857142999999;70.31181818;63.038;64.21478261;59.50181818;62.28714286;59.63217391;62.70952381;65.17380952000001;63.67272727;55.4775;33.72909091;26.63142857;32.41190476;40.77272727;43.22217391;45.02;41.87363636;41.52409091;43.98;50.21818182;55.3215;62.2815;65.70217391;65.32857143;68.30904762;73.40818182;74.29363635999999;70.51363636000001
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-"Prix estimé de l'électricité exportée (en centimes d'euro/kWh)";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";33.2618612;33.38605474;40.08361951;38.12119815;35.755323;34.53485995;30.68659102;32.833253;31.7684451;32.37293244;33.95170732;32.71477858;34.77637438;35.75948458;37.11675587;35.04016792;35.98500944;37.13513579;35.85544371;35.70602093;35.25128042;38.39493509;38.56811829;34.89345842;38.17231954;39.48115914;38.38918005;40.44361651;37.54665845;37.7614409;37.67556148;34.08326716;37.45379621;36.09714006;37.55363164;37.44029574;38.96812386;39.24979868;38.11975367;38.33741534;37.60827947;38.99779208;37.56492805;36.21873515;37.87645153;38.38024617;38.52053131;42.03720807;39.21826847;40.37109135;40.24049696;38.70923134;38.40158573;37.5370367;36.83179247;37.81434065;38.55763921;39.5442428;40.8617197;39.1677952;39.89181501;41.18489716;39.35097371;38.66273142;37.74717903;37.42764234;37.48810644;36.40310151;35.9557112;38.67882817;40.08640481;38.82730207;41.08635344;41.07193813;39.2688999;39.75385596;37.82187049;37.50639567;33.15743027;39.34485099;39.05036101;39.75452809;37.52622415;37.20805374;39.47122978;40.30589447;40.01461597;39.26927719;35.98047528;39.44028588;36.35122839;37.6210806;39.88304171;35.14808074;39.12199286;39.5392187;41.57732781;42.2071108;40.52194224;40.38505393;36.62016357;36.93044385;37.78144458;38.80258332;35.42911319;37.22522936;41.12518219;38.26958425;38.97168383;40.63370253;40.12936611;38.254979;38.08635579;36.24436146;35.14498905;37.19316163;38.65753425;38.65859487;39.63962867;39.05817422;39.78696588;40.12143439;38.42471778;35.58289859;35.02080997;34.37176274;34.06150692;35.49644567;35.9803838;36.9808494;36.40606297;34.13889809;32.69405849;34.97996183;34.43182109;31.9035328;32.63965242;31.79655603;32.99026731;33.84555288;33.79748892;33.41351046;32.26645519;33.39881776;34.49954693;35.91152778;37.41606715;34.48849797;33.7961757;33.02331533;32.48558322;33.29523665;35.18536293;34.51942341;35.10119048;35.92396511;33.63810029;38.75071469;39.45499442;39.27440295;36.51535665;42.18502203;42.43273376;36.41095563;43.62877562;44.03275958;55.43052257;57.3520391;65.42820447;76.2593971;59.23574807;38.75210655;31.82694171;39.70563126;59.75018155;32.78886246;41.73159145;36.95334225;44.71824989;43.0419778;33.98283876;30.30364156;26.53988134;29.92032024;30.05414787;28.10692006;29.80556013;27.03524468;33.75519469;55.75816725;75.23102555;61.58481087;62.2379822;62.31447868;60.85803109;65.07909998;54.03976802;65.02585428;64.44662391999999;54.13082707;55.16310941;85.75075783;65.23266744999999;57.91300214;59.25071565;49.15068493;36.7882805;33.82396804;29.73910506;30.94800591;32.87267176;31.72911765;36.12622061;49.75120077;35.98055271;39.06129769;47.99289941;44.00344288;41.3421432;41.28009504;39.82579516;40.28922166;43.40461335;36.21781235;43.1087344;49.80943571;46.48795944;61.04803341;48.90718563;53.28854994;53.31695376;48.9929078;52.19147114;42.28231024;36.03091502;39.15645534;48.23616621;50.84745763;54.8361361;44.98192248;41.66216265;67.17682393;43.51259879;44.90082291;38.33542871;39.18708673;40.13308128;44.91442947;44.74690136;47.2538112;46.1729954;39.34496642;48.21693254;52.10851245;54.59929329;41.59066552;29.56201551;23.26339016;32.87794725;34.23093218;41.54382131;42.61519678;46.01835144;47.31392815;38.33995129;37.98620411;34.52476937;33.36266694;30.12456664;30.40461864;25.10043929;22.89458799;36.00258513;40.5993863;38.2960819;40.27310155;40.39201535;49.65620184;43.6906706;39.20989527;26.82823307;31.89423884;36.83489281;32.0360398;37.23440048;44.22509629;40.92886497;35.89065005;32.7242155;25.17656726;27.71945531;25.30281055;24.68890216;27.682475;29.55422928;29.40405657;36.39551904;49.93222509;55.94926972;55.17365172;75.20213767;50.20141458;35.48064229;35.01610954;34.38362783;31.72261323;34.18629933;32.21794559;36.44673377;47.64950884;58.45243274;52.05123657;35.42206003;46.4107335;46.39791769;33.00230173;34.94493036;41.84786078;51.42620574;57.21902974;61.3755391;64.45756235;62.21237016;53.56377683;58.95341369;45.60152256;34.75338469;37.54183604;37.68571707;30.09039161;36.62911908;33.12649906;34.94116701;36.83536268;42.74408501;31.60889475;37.22270025;26.64688289;24.78861455;14.72996014;16.32826305;24.81598076;32.29114047;35.96137202;44.29697131;36.95281298;39.57060199;45.68670826;58.84508213;47.23643419;49.97433578;58.22743546;54.64639165;73.46747702;77.10305685;"-"
diff --git a/energies/data/pegase_prix_bois_particulier.csv b/energies/data/pegase_prix_bois_particulier.csv
deleted file mode 100644
index 6ee8b8b8..00000000
--- a/energies/data/pegase_prix_bois_particulier.csv
+++ /dev/null
@@ -1,8 +0,0 @@
-"Unités - données"
-
-Période;"janv-07";"févr-07";"mars-07";"avr-07";"mai-07";"juin-07";"juil-07";"août-07";"sept-07";"oct-07";"nov-07";"déc-07";"janv-08";"févr-08";"mars-08";"avr-08";"mai-08";"juin-08";"juil-08";"août-08";"sept-08";"oct-08";"nov-08";"déc-08";"janv-09";"févr-09";"mars-09";"avr-09";"mai-09";"juin-09";"juil-09";"août-09";"sept-09";"oct-09";"nov-09";"déc-09";"janv-10";"févr-10";"mars-10";"avr-10";"mai-10";"juin-10";"Juil-10";"août-10";"sept-10";"oct-10";"nov-10";"déc-10";"janv-11";"févr-11";"mars-11";"avr-11";"mai-11";"juin-11";"Juil-11";"août-11";"sept-11";"oct-11";"nov-11";"déc-11";"janv-12";"févr-12";"mars-12";"avr-12";"mai-12";"juin-12";"Juil-12";"août-12";"sept-12";"oct-12";"nov-12";"déc-12";"janv-13";"févr-13";"mars-13";"avr-13";"mai-13";"juin-13";"Juil-13";"août-13";"sept-13";"oct-13";"nov-13";"déc-13";"janv-14";"févr-14";"mars-14";"avr-14";"mai-14";"juin-14";"juil-14";"août-14";"sept-14";"oct-14";"nov-14";"déc-14";"janv-15";"févr-15";"mars-15";"avr-15";"mai-15";"juin-15";"juil-15";"août-15";"sept-15";"oct-15";"nov-15";"déc-15";"janv-16";"févr-16";"mars-16";"avr-16";"mai-16";"juin-16";"juil-16";"août-16";"sept-16";"oct-16";"nov-16";"déc-16";"janv-17";"févr-17";"mars-17";"avr-17";"mai-17";"juin-17";"juil-17";"août-17";"sept-17";"oct-17";"nov-17";"déc-17";"janv-18";"févr-18";"mars-18";"avr-18";"mai-18";"juin-18";"juil-18";"août-18";"sept-18";"oct-18";"nov-18";"déc-18";"janv-19";"févr-19";"mars-19";"avr-19";"mai-19";"juin-19";"juil-19";"août-19";"sept-19";"oct-19";"nov-19";"déc-19";"janv-20";"févr-20";"mars-20";"avr-20";"mai-20";"juin-20";"juil-20";"août-20";"sept-20";"oct-20";"nov-20";"déc-20";"janv-21";"févr-21";"mars-21";"avr-21";"mai-21";"juin-21"
-"Libelle";
-"Une tonne de granulés de bois en vrac";217.9495;217.9495;217.9495;207.16;207.16;207.16;213.6337;213.6337;213.6337;217.9495;217.9495;217.9495;216.4409;216.4409;216.4409;211.8911;211.8911;211.8911;213.1994;213.1994;213.1994;215.9758;215.9758;215.9758;218.3298;218.3298;218.3298;212.39;212.39;212.39;217.4183;217.4183;217.4183;218.7928;218.7928;218.7928;221.5773;221.5773;221.5773;217.43;217.43;217.43;221.7982;221.7982;221.7982;226.806;226.806;226.806;231.933;231.933;231.933;239.356;239.356;239.356;240.6;240.6;240.6;243.1;243.1;243.1;241.7;241.7;241.7;238;238;238;242.99;242.99;242.99;247.63;247.63;247.63;250.65;250.65;250.65;250.02;250.02;250.02;265.8;265.8;265.8;278.3;278.3;278.3;289.52;289.52;289.52;277.38;277.38;277.38;278.5;278.5;278.5;283.3;283.3;283.3;279.2;279.2;279.2;263.3;263.3;263.3;261.6;261.6;261.6;268;268;268;271.24;271.24;271.24;251.32;251.32;251.32;254.36;254.36;254.36;266.9;266.9;266.9;272.36;272.36;272.36;255.71;255.71;255.71;255.09;255.09;255.09;263;263;263;272.6;272.6;272.6;263.2;263.2;263.2;262;262;262;282.7;282.7;282.7;287.8;287.8;287.8;272.5;272.5;272.5;278;278;278;293.3;293.3;293.3;294.9;294.9;294.9;271.3;271.3;271.3;278.8;278.8;278.8;286.7;286.7;286.7;283.8;283.8;283.8;271;271;271
-"Une tonne de granulés de bois en sacs";265.384;265.384;265.384;252.6252;252.6252;252.6252;257.7287;257.7287;257.7287;265.384;265.384;265.384;255.9448;255.9448;255.9448;249.5556;249.5556;249.5556;250.5556;250.5556;250.5556;256.8214;256.8214;256.8214;257.8098;257.8098;257.8098;252.3333;252.3333;252.3333;254.6191;254.6191;254.6191;254.4688;254.4688;254.4688;251.9632;251.9632;251.9632;249.0427;249.0427;249.0427;254.6581;254.6581;254.6581;257.5636;257.5636;257.5636;260.4307;260.4307;260.4307;265.2192;265.2192;265.2192;267.9;267.9;267.9;271.2;271.2;271.2;268.8;268.8;268.8;269.1;269.1;269.1;265.4;265.4;265.4;269.1;269.1;269.1;279.83;279.83;279.83;272.01;272.01;272.01;285;285;285;303.36;303.36;303.36;311.55;311.55;311.55;296.7;296.7;296.7;296;296;296;303.85;303.85;303.85;300.41;300.41;300.41;269.9;269.9;269.9;269.1;269.1;269.1;280.3;280.3;280.3;289.13;289.13;289.13;261.36;261.36;261.36;268.74;268.74;268.74;283.55;283.55;283.55;291.68;291.68;291.68;273.99;273.99;273.99;262.5;262.5;262.5;270.1;270.1;270.1;275.6;275.6;275.6;276.8;276.8;276.8;278.2;278.2;278.2;283.1;283.1;283.1;290.7;290.7;290.7;285.5;285.5;285.5;292.9;292.9;292.9;318.7;318.7;318.7;311.5;311.5;311.5;285.4;285.4;285.4;286.5;286.5;286.5;304.2;304.2;304.2;290;290;290;293.8;293.8;293.8
-"100 kWh PCI de bois en vrac";4.738;4.738;4.738;4.5035;4.5035;4.5035;4.6442;4.6442;4.6442;4.738;4.738;4.738;4.7052;4.7052;4.7052;4.6063;4.6063;4.6063;4.6348;4.6348;4.6348;4.6951;4.6951;4.6951;4.7463;4.7463;4.7463;4.6172;4.6172;4.6172;4.7265;4.7265;4.7265;4.7564;4.7564;4.7564;4.8169;4.8169;4.8169;4.7267;4.7267;4.7267;4.8217;4.8217;4.8217;4.9306;4.9306;4.9306;5.042;5.042;5.042;5.2034;5.2034;5.2034;5.2304;5.2304;5.2304;5.2848;5.2848;5.2848;5.2543;5.2543;5.2543;5.1739;5.1739;5.1739;5.2824;5.2824;5.2824;5.3833;5.3833;5.3833;5.4489;5.4489;5.4489;5.4352;5.4352;5.4352;5.7783;5.7783;5.7783;6.05;6.05;6.05;6.2939;6.2939;6.2939;6.03;6.03;6.03;6.0543;6.0543;6.0543;6.1587;6.1587;6.1587;6.0696;6.0696;6.0696;5.7239;5.7239;5.7239;5.6869;5.6869;5.6869;5.8261;5.8261;5.8261;5.8965;5.8965;5.8965;5.4635;5.4635;5.4635;5.5296;5.5296;5.5296;5.8022;5.8022;5.8022;5.9209;5.9209;5.9209;5.5589;5.5589;5.5589;5.5454;5.5454;5.5454;5.7174;5.7174;5.7174;5.9261;5.9261;5.9261;5.7217;5.7217;5.7217;5.6956;5.6956;5.6956;6.1456;6.1456;6.1456;6.2565;6.2565;6.2565;5.9239;5.9239;5.9239;6.0435;6.0435;6.0435;6.3761;6.3761;6.3761;6.4109;6.4109;6.4109;5.8978;5.8978;5.8978;6.0609;6.0609;6.0609;6.2326;6.2326;6.2326;6.1696;6.1696;6.1696;5.8913;5.8913;5.8913
-"100 kWh PCI de bois en sacs";5.7692;5.7692;5.7692;5.4918;5.4918;5.4918;5.6028;5.6028;5.6028;5.7692;5.7692;5.7692;5.564;5.564;5.564;5.4251;5.4251;5.4251;5.4469;5.4469;5.4469;5.5831;5.5831;5.5831;5.6046;5.6046;5.6046;5.4855;5.4855;5.4855;5.5352;5.5352;5.5352;5.5319;5.5319;5.5319;5.4775;5.4775;5.4775;5.414;5.414;5.414;5.536;5.536;5.536;5.5992;5.5992;5.5992;5.6615;5.6615;5.6615;5.7656;5.7656;5.7656;5.8239;5.8239;5.8239;5.8956;5.8956;5.8956;5.8435;5.8435;5.8435;5.85;5.85;5.85;5.7696;5.7696;5.7696;5.85;5.85;5.85;6.0833;6.0833;6.0833;5.9133;5.9133;5.9133;6.1956;6.1956;6.1956;6.5948;6.5948;6.5948;6.7728;6.7728;6.7728;6.45;6.45;6.45;6.4348;6.4348;6.4348;6.6054;6.6054;6.6054;6.5306;6.5306;6.5306;5.8674;5.8674;5.8674;5.85;5.85;5.85;6.0935;6.0935;6.0935;6.2854;6.2854;6.2854;5.6817;5.6817;5.6817;5.8422;5.8422;5.8422;6.1641;6.1641;6.1641;6.3409;6.3409;6.3409;5.9563;5.9563;5.9563;5.7065;5.7065;5.7065;5.8717;5.8717;5.8717;5.9913;5.9913;5.9913;6.0174;6.0174;6.0174;6.0478;6.0478;6.0478;6.1543;6.1543;6.1543;6.3196;6.3196;6.3196;6.2065;6.2065;6.2065;6.3674;6.3674;6.3674;6.9283;6.9283;6.9283;6.7717;6.7717;6.7717;6.2043;6.2043;6.2043;6.2283;6.2283;6.2283;6.613;6.613;6.613;6.3043;6.3043;6.3043;6.3869;6.3869;6.3869
diff --git a/energies/data/pegase_prix_petrole_particulier.csv b/energies/data/pegase_prix_petrole_particulier.csv
deleted file mode 100644
index ac78c2e2..00000000
--- a/energies/data/pegase_prix_petrole_particulier.csv
+++ /dev/null
@@ -1,18 +0,0 @@
-"Unités - données"
-
-Période;"janv-83";"févr-83";"mars-83";"avr-83";"mai-83";"juin-83";"juil-83";"août-83";"sept-83";"oct-83";"nov-83";"déc-83";"janv-84";"févr-84";"mars-84";"avr-84";"mai-84";"juin-84";"juil-84";"août-84";"sept-84";"oct-84";"nov-84";"déc-84";"janv-85";"févr-85";"mars-85";"avr-85";"mai-85";"juin-85";"juil-85";"août-85";"sept-85";"oct-85";"nov-85";"déc-85";"janv-86";"févr-86";"mars-86";"avr-86";"mai-86";"juin-86";"juil-86";"août-86";"sept-86";"oct-86";"nov-86";"déc-86";"janv-87";"févr-87";"mars-87";"avr-87";"mai-87";"juin-87";"juil-87";"août-87";"sept-87";"oct-87";"nov-87";"déc-87";"janv-88";"févr-88";"mars-88";"avr-88";"mai-88";"juin-88";"juil-88";"août-88";"sept-88";"oct-88";"nov-88";"déc-88";"janv-89";"févr-89";"mars-89";"avr-89";"mai-89";"juin-89";"juil-89";"août-89";"sept-89";"oct-89";"nov-89";"déc-89";"janv-90";"févr-90";"mars-90";"avr-90";"mai-90";"juin-90";"juil-90";"août-90";"sept-90";"oct-90";"nov-90";"déc-90";"janv-91";"févr-91";"mars-91";"avr-91";"mai-91";"juin-91";"juil-91";"août-91";"sept-91";"oct-91";"nov-91";"déc-91";"janv-92";"févr-92";"mars-92";"avr-92";"mai-92";"juin-92";"juil-92";"août-92";"sept-92";"oct-92";"nov-92";"déc-92";"janv-93";"févr-93";"mars-93";"avr-93";"mai-93";"juin-93";"juil-93";"août-93";"sept-93";"oct-93";"nov-93";"déc-93";"janv-94";"févr-94";"mars-94";"avr-94";"mai-94";"juin-94";"juil-94";"août-94";"sept-94";"oct-94";"nov-94";"déc-94";"janv-95";"févr-95";"mars-95";"avr-95";"mai-95";"juin-95";"juil-95";"août-95";"sept-95";"oct-95";"nov-95";"déc-95";"janv-96";"févr-96";"mars-96";"avr-96";"mai-96";"juin-96";"juil-96";"août-96";"sept-96";"oct-96";"nov-96";"déc-96";"janv-97";"févr-97";"mars-97";"avr-97";"mai-97";"juin-97";"juil-97";"août-97";"sept-97";"oct-97";"nov-97";"déc-97";"janv-98";"févr-98";"mars-98";"avr-98";"mai-98";"juin-98";"juil-98";"août-98";"sept-98";"oct-98";"nov-98";"déc-98";"janv-99";"févr-99";"mars-99";"avr-99";"mai-99";"juin-99";"juil-99";"août-99";"sept-99";"oct-99";"nov-99";"déc-99";"janv-00";"févr-00";"mars-00";"avr-00";"mai-00";"juin-00";"juil-00";"août-00";"sept-00";"oct-00";"nov-00";"déc-00";"janv-01";"févr-01";"mars-01";"avr-01";"mai-01";"juin-01";"juil-01";"août-01";"sept-01";"oct-01";"nov-01";"déc-01";"janv-02";"févr-02";"mars-02";"avr-02";"mai-02";"juin-02";"juil-02";"août-02";"sept-02";"oct-02";"nov-02";"déc-02";"janv-03";"févr-03";"mars-03";"avr-03";"mai-03";"juin-03";"juil-03";"août-03";"sept-03";"oct-03";"nov-03";"déc-03";"janv-04";"févr-04";"mars-04";"avr-04";"mai-04";"juin-04";"juil-04";"août-04";"sept-04";"oct-04";"nov-04";"déc-04";"janv-05";"févr-05";"mars-05";"avr-05";"mai-05";"juin-05";"juil-05";"août-05";"sept-05";"oct-05";"nov-05";"déc-05";"janv-06";"févr-06";"mars-06";"avr-06";"mai-06";"juin-06";"juil-06";"août-06";"sept-06";"oct-06";"nov-06";"déc-06";"janv-07";"févr-07";"mars-07";"avr-07";"mai-07";"juin-07";"juil-07";"août-07";"sept-07";"oct-07";"nov-07";"déc-07";"janv-08";"févr-08";"mars-08";"avr-08";"mai-08";"juin-08";"juil-08";"août-08";"sept-08";"oct-08";"nov-08";"déc-08";"janv-09";"févr-09";"mars-09";"avr-09";"mai-09";"juin-09";"juil-09";"août-09";"sept-09";"oct-09";"nov-09";"déc-09";"janv-10";"févr-10";"mars-10";"avr-10";"mai-10";"juin-10";"Juil-10";"août-10";"sept-10";"oct-10";"nov-10";"déc-10";"janv-11";"févr-11";"mars-11";"avr-11";"mai-11";"juin-11";"Juil-11";"août-11";"sept-11";"oct-11";"nov-11";"déc-11";"janv-12";"févr-12";"mars-12";"avr-12";"mai-12";"juin-12";"Juil-12";"août-12";"sept-12";"oct-12";"nov-12";"déc-12";"janv-13";"févr-13";"mars-13";"avr-13";"mai-13";"juin-13";"Juil-13";"août-13";"sept-13";"oct-13";"nov-13";"déc-13";"janv-14";"févr-14";"mars-14";"avr-14";"mai-14";"juin-14";"juil-14";"août-14";"sept-14";"oct-14";"nov-14";"déc-14";"janv-15";"févr-15";"mars-15";"avr-15";"mai-15";"juin-15";"juil-15";"août-15";"sept-15";"oct-15";"nov-15";"déc-15";"janv-16";"févr-16";"mars-16";"avr-16";"mai-16";"juin-16";"juil-16";"août-16";"sept-16";"oct-16";"nov-16";"déc-16";"janv-17";"févr-17";"mars-17";"avr-17";"mai-17";"juin-17";"juil-17";"août-17";"sept-17";"oct-17";"nov-17";"déc-17";"janv-18";"févr-18";"mars-18";"avr-18";"mai-18";"juin-18";"juil-18";"août-18";"sept-18";"oct-18";"nov-18";"déc-18";"janv-19";"févr-19";"mars-19";"avr-19";"mai-19";"juin-19";"juil-19";"août-19";"sept-19";"oct-19";"nov-19";"déc-19";"janv-20";"févr-20";"mars-20";"avr-20";"mai-20";"juin-20";"juil-20";"août-20";"sept-20";"oct-20";"nov-20";"déc-20";"janv-21";"févr-21";"mars-21";"avr-21";"mai-21";"juin-21";"juil-21";"août-21";"sept-21"
-"Libelle";
-"Tarif d'une tonne de propane en citerne";566.34;556.23;556.23;576.4500000000001;586.5700000000001;586.5700000000001;586.5700000000001;586.5700000000001;606.79;606.79;606.79;606.79;637.13;637.13;637.13;616.91;616.91;616.91;627.02;627.02;627.02;627.02;657.36;657.36;657.36;667.47;687.7000000000001;687.7000000000001;667.47;667.47;657.36;657.36;637.13;637.13;637.13;647.24;647.24;627.02;596.68;546.11;505.66;495.55;495.55;495.55;495.55;495.55;495.55;495.55;495.55;515.77;515.77;505.66;505.66;505.66;485.43;485.43;515.77;546.11;546.11;546.11;546.11;546.11;525.89;525.89;525.89;525.89;525.89;525.89;525.89;525.89;525.89;525.89;525.89;505.66;505.66;505.66;505.66;525.89;525.89;515.77;515.77;515.77;525.89;566.34;566.34;566.34;566.34;566.34;566.34;566.34;536;536;637.13;677.58;677.58;677.58;707.92;707.92;687.7000000000001;647.24;596.68;616.91;616.91;616.91;616.91;616.91;647.24;647.24;687.7000000000001;677.58;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;616.91;616.91;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;637.13;686.081;733.8754;723.0830999999999;723.0830999999999;723.0830999999999;723.0830999999999;723.0830999999999;726.1666;726.1666;726.1666;726.1666;726.1666;743.1259;749.2929;749.2929;749.2929;749.2929;749.2929;749.2929;749.2929;749.2929;795.5456;795.5456;854.1322;854.1322;854.1322;869.5498;855.674;855.674;855.674;855.674;855.674;855.674;909.6354;909.6354;909.6354;909.6354;909.6354;909.6354;909.6354;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;847.9652;786.295;786.295;786.295;786.295;797.0873;797.0873;797.0873;797.0873;1009.8495;1009.8495;1009.8495;1009.8495;1009.8495;926.5947;926.5947;926.5947;1017.5583;1017.5583;1017.5583;1017.5583;983.6397;983.6397;983.6397;983.6397;983.6397;881.8838;881.8838;881.8838;881.8838;849.513;849.513;849.513;981.9965;981.9965;981.9965;965.8153;965.8153;965.8153;1004.2457;1004.2457;1004.2457;1063.9139;1063.9139;1063.9139;1112.4575;1112.4575;1112.4575;1004.2457;1004.2457;1004.2457;1016.3816;1016.3816;1016.3816;1035.5968;1035.5968;1035.5968;1035.5968;1035.5968;1035.5968;1082.1177;1082.1177;1082.1177;1163.0237;1163.0237;1163.0237;1244.941;1244.941;1244.941;1232.8051;1232.8051;1232.8051;1197.4087;1197.4087;1197.4087;1253.0316;1253.0316;1253.0316;1320.7904;1320.7904;1320.7904;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1382.4812;1409.787;1409.787;1409.787;1509.69;1525.94;1525.94;1525.94;1550.69;1565.64;1615.59;1640.59;1640.59;1633.19;1590.69;1498.29;1480.79;1448.29;1383.34;1353.39;1328.39;1315.89;1315.89;1315.89;1302.14;1354.59;1384.49;1401.99;1449.39;1519.39;1427.14;1427.14;1402.14;1402.14;1419.64;1419.64;1419.64;1486.84;1501.79;1591.13;1591.13;1641.13;1641.13;1694.13;1669.13;1669.13;1669.13;1669.13;1669.13;1710.13;1710.13;1710.13;1710.13;1740.03;1787.43;1799.71;1787.21;1757.31;1729.81;1759.71;1789.61;1857.43;1887.33;1887.33;1874.93;1874.93;1874.93;1870.93;1773.03;1794.47;1794.47;1794.47;1794.47;1806.97;1806.97;1806.97;1909.05;1909.05;1909.05;1927.55;1915.05;1915.05;1915.05;1915.05;1915.05;1915.05;"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-"
-"100 kWh PCI de propane en citerne";4.43;4.39;4.36;4.55;4.58;4.58;4.6;4.6;4.71;4.71;4.71;4.71;5;5;5;4.83;4.83;4.83;4.89;4.89;4.94;4.94;5.11;5.11;5.11;5.23;5.39;5.39;5.19;5.19;5.17;5.17;5.03;5.03;5.03;5.04;5.04;4.92;4.63;4.29;4;3.86;3.86;3.86;3.86;3.86;3.86;3.86;3.86;4.08;4.08;3.93;3.93;3.93;3.83;3.83;4.06;4.32;4.32;4.32;4.32;4.32;4.15;4.15;4.15;4.15;4.15;4.15;4.15;4.15;4.15;4.15;4.15;3.97;3.97;3.97;3.97;4.11;4.11;4.01;4.01;4.01;4.14;4.41;4.41;4.41;4.41;4.41;4.41;4.41;4.2;4.2;4.95;5.31;5.31;5.31;5.57;5.57;5.36;5.07;4.65;4.86;4.86;4.86;4.86;4.86;5.09;5.09;5.4;5.3;4.97;4.97;4.97;4.97;4.97;4.97;4.97;4.97;4.97;4.97;4.84;4.84;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;4.96;5.3267;5.6978;5.614;5.614;5.614;5.614;5.614;5.6379;5.6379;5.6379;5.6379;5.6379;5.7696;5.8175;5.8175;5.8175;5.8175;5.8175;5.8175;5.8175;5.8175;6.1766;6.1766;6.6315;6.6315;6.6315;6.7512;6.6434;6.6434;6.6434;6.6434;6.6434;6.6434;7.0624;7.0624;7.0624;7.0624;7.0624;7.0624;7.0624;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.5836;6.1048;6.1048;6.1048;6.1048;6.1886;6.1886;6.1886;6.1886;7.8405;7.8405;7.8405;7.8405;7.8405;7.1941;7.1941;7.1941;7.9003;7.9003;7.9003;7.9003;7.637;7.637;7.637;7.637;7.637;6.8469;6.8469;6.8469;6.8469;6.5956;6.5956;6.5956;7.6242;7.6242;7.6242;7.4986;7.4986;7.4986;7.7969;7.7969;7.7969;8.260199999999999;8.260199999999999;8.260199999999999;8.6371;8.6371;8.6371;7.7969;7.7969;7.7969;7.8912;7.8912;7.8912;8.0404;8.0404;8.0404;8.0404;8.0404;8.0404;8.4015;8.4015;8.4015;9.0297;9.0297;9.0297;9.665699999999999;9.665699999999999;9.665699999999999;9.5715;9.5715;9.5715;9.2967;9.2967;9.2967;9.7285;9.7285;9.7285;10.2546;10.2546;10.2546;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.7336;10.9456;10.9456;10.9456;11.7212;11.8474;11.8474;11.8474;12.0395;12.1556;12.5434;12.7375;12.7375;12.6801;12.3501;11.6327;11.4968;11.2445;10.7402;10.5077;10.3136;10.2165;10.2165;10.2165;10.1098;10.517;10.7492;10.885;11.253;11.7965;11.0803;11.0803;10.8862;10.8862;11.0221;11.0221;11.0221;11.5438;11.6599;12.3535;12.3535;12.7417;12.7417;13.1532;12.9591;12.9591;12.9591;12.9591;12.9591;13.2774;13.2774;13.2774;13.2774;13.5096;13.8776;13.9729;13.8759;13.6437;13.4302;13.6623;13.8945;14.421;14.6532;14.6532;14.5569;14.5569;14.5569;14.5259;13.7658;13.9322;13.9322;13.9322;13.9322;14.0293;14.0293;14.0293;14.8218;14.8218;14.8218;14.9655;14.8684;14.8684;"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-"
-"Prix d'une tonne de propane";522.2131000000001;512.8908;512.8908;531.5353;540.8668;540.8668;540.8668;540.8668;559.5114;559.5114;559.5114;559.5114;587.4874;587.4874;587.4874;568.8428;568.8428;568.8428;578.1651000000001;578.1651000000001;578.1651000000001;578.1651000000001;606.1411000000001;606.1411000000001;606.1411000000001;615.4634;634.1172;634.1172;615.4634;615.4634;606.1411000000001;606.1411000000001;587.4874;587.4874;587.4874;596.8096000000001;596.8096000000001;578.1651000000001;550.1891000000001;503.5593;466.261;456.9387;456.9387;456.9387;456.9387;456.9387;456.9387;456.9387;456.9387;475.5833;475.5833;466.261;466.261;466.261;447.6072;447.6072;475.5833;503.5593;503.5593;503.5593;503.5593;503.5593;484.9148;484.9148;484.9148;484.9148;484.9148;484.9148;484.9148;484.9148;484.9148;484.9148;484.9148;466.261;466.261;466.261;466.261;484.9148;484.9148;475.5833;475.5833;475.5833;484.9148;522.2131000000001;522.2131000000001;522.2131000000001;522.2131000000001;522.2131000000001;522.2131000000001;522.2131000000001;494.237;494.237;587.4874;624.7857;624.7857;624.7857;652.7617;652.7617;634.1172;596.8096000000001;550.1891000000001;568.8428;568.8428;568.8428;568.8428;568.8428;596.8096000000001;596.8096000000001;634.1172;624.7857;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;568.8428;568.8428;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;587.4874;632.6243;676.6947;666.7433;666.7433;666.7433;666.7433;666.7433;669.5866;669.5866;669.5866;669.5866;669.5866;685.2245;690.9109999999999;690.9109999999999;690.9109999999999;690.9109999999999;690.9109999999999;690.9109999999999;690.9109999999999;690.9109999999999;733.5598;733.5598;787.5817;787.5817;787.5817;801.7979;789.0033;789.0033;789.0033;789.0033;789.0033;789.0033;838.7603;838.7603;838.7603;838.7603;838.7603;838.7603;838.7603;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;781.8952000000001;725.0301;725.0301;725.0301;725.0301;734.9815;734.9815;734.9815;734.9815;931.1661;931.1661;931.1661;931.1661;931.1661;854.3982;854.3982;854.3982;938.2742;938.2742;938.2742;938.2742;906.9984;906.9984;906.9984;906.9984;906.9984;813.1710000000001;813.1710000000001;813.1710000000001;813.1710000000001;783.3223;783.3223;783.3223;905.4833;905.4833;905.4833;890.5629;890.5629;890.5629;925.9989000000001;925.9989000000001;925.9989000000001;981.0179000000001;981.0179000000001;981.0179000000001;1025.7792;1025.7792;1025.7792;925.9989000000001;925.9989000000001;925.9989000000001;937.1892;937.1892;937.1892;954.9072;954.9072;954.9072;954.9072;954.9072;954.9072;997.8034;997.8034;997.8034;1072.4055;1072.4055;1072.4055;1147.9402;1147.9402;1147.9402;1136.7499;1136.7499;1136.7499;1104.1114;1104.1114;1104.1114;1155.4004;1155.4004;1155.4004;1217.8797;1217.8797;1217.8797;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1274.7638;1299.942;1299.942;1299.942;1392.061;1407.0449;1407.0449;1407.0449;1429.8664;1443.6516;1489.7097;1512.7618;1512.7618;1505.9384;1466.7498;1381.5492;1365.4128;1335.445;1275.5557;1247.9393;1224.8872;1213.3611;1213.3611;1213.3611;1200.6825;1249.0458;1276.6161;1292.7525;1336.4593;1401.0052;1315.943;1315.943;1292.8909;1292.8909;1309.0273;1309.0273;1309.0273;1370.9914;1384.7765;1467.1555;1467.1555;1513.2597;1513.2597;1562.1302;1539.0781;1539.0781;1539.0781;1539.0781;1539.0781;1576.8835;1576.8835;1576.8835;1576.8835;1604.4538;1648.1606;1659.4838;1647.9577;1620.3874;1595.0301;1622.6004;1650.1707;1712.7065;1740.2768;1740.2768;1728.8497;1740.655;1746.5576;1719.7135;1642.6263;1644.1759;1639.0362;1639.4703;1634.2828;1647.9468;1638.5453;1688.6974;1726.1976;1727.6006;1730.7688;1707.1324;1683.3687;1686.7017;1686.251;1702.4973;1715.1803;1729.7129;1703.9509;1665.5943;1633.36;1633.3455;1647.7438;1626.3279;1587.9627;1565.77;1561.5826;1594.7591;1601.7707;1561.1924;1563.302;1557.4955;1564.7341;1545.2885;1549.3852;1517.1602;1528.0376;1493.1308;1509.4368;1507.8248;1495.0512;1492.1945;1469.9301;1537.2289;1582.1335;1608.2591;1605.2557;1597.9955;1635.1075;1652.2338;1691.6921;1663.2613;1701.8424;1774.9691;1743.8792;1747.3685;1779.9084;1776.9197;1804.5128;1840.1891;1822.501;1822.0916;1832.8019;1863.6048;1818.0754;1882.8633;1892.4879;1893.2415;1914.6535;1921.5998;1889.3411;1906.1401;1907.4817;1915.6627;1927.4686;1917.2404;1957.3797;1910.1409;1867.8935;1850.3367;1849.2064;1867.609;1882.0582;1896.2243;1865.2747;1835.1366;1866.1941;1853.678;1864.0596;1874.3926;1851.0749;1872.4482;1859.8505;1881.1189;1887.3258;1888.6143;1886.6555;1809.2635;1899.858;1808.0997;"-"
-"100 kWh PCS de propane";3.7842;3.7166;3.7166;3.8517;3.9193;3.9193;3.9193;3.9193;4.0544;4.0544;4.0544;4.0544;4.2572;4.2572;4.2572;4.1221;4.1221;4.1221;4.1896;4.1896;4.1896;4.1896;4.3923;4.3923;4.3923;4.4599;4.5951;4.5951;4.4599;4.4599;4.3923;4.3923;4.2572;4.2572;4.2572;4.3247;4.3247;4.1896;3.9869;3.649;3.3787;3.3112;3.3112;3.3112;3.3112;3.3112;3.3112;3.3112;3.3112;3.4463;3.4463;3.3787;3.3787;3.3787;3.2435;3.2435;3.4463;3.649;3.649;3.649;3.649;3.649;3.5139;3.5139;3.5139;3.5139;3.5139;3.5139;3.5139;3.5139;3.5139;3.5139;3.5139;3.3787;3.3787;3.3787;3.3787;3.5139;3.5139;3.4463;3.4463;3.4463;3.5139;3.7842;3.7842;3.7842;3.7842;3.7842;3.7842;3.7842;3.5814;3.5814;4.2572;4.5274;4.5274;4.5274;4.7302;4.7302;4.5951;4.3247;3.9869;4.1221;4.1221;4.1221;4.1221;4.1221;4.3247;4.3247;4.5951;4.5274;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.1221;4.1221;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.2572;4.5842;4.9036;4.8315;4.8315;4.8315;4.8315;4.8315;4.8521;4.8521;4.8521;4.8521;4.8521;4.9654;5.0066;5.0066;5.0066;5.0066;5.0066;5.0066;5.0066;5.0066;5.3157;5.3157;5.7071;5.7071;5.7071;5.8101;5.7174;5.7174;5.7174;5.7174;5.7174;5.7174;6.078;6.078;6.078;6.078;6.078;6.078;6.078;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.6659;5.2538;5.2538;5.2538;5.2538;5.326;5.326;5.326;5.326;6.7476;6.7476;6.7476;6.7476;6.7476;6.1913;6.1913;6.1913;6.7991;6.7991;6.7991;6.7991;6.5725;6.5725;6.5725;6.5725;6.5725;5.8925;5.8925;5.8925;5.8925;5.6763;5.6763;5.6763;6.5615;6.5615;6.5615;6.4534;6.4534;6.4534;6.7101;6.7101;6.7101;7.1088;7.1088;7.1088;7.4332;7.4332;7.4332;6.7101;6.7101;6.7101;6.7912;6.7912;6.7912;6.9196;6.9196;6.9196;6.9196;6.9196;6.9196;7.2305;7.2305;7.2305;7.7711;7.7711;7.7711;8.318400000000001;8.318400000000001;8.318400000000001;8.237299999999999;8.237299999999999;8.237299999999999;8.0008;8.0008;8.0008;8.372500000000001;8.372500000000001;8.372500000000001;8.825200000000001;8.825200000000001;8.825200000000001;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.237399999999999;9.4199;9.4199;9.4199;10.0874;10.196;10.196;10.196;10.3614;10.4612;10.795;10.962;10.962;10.9126;10.6286;10.0112;9.894299999999999;9.677099999999999;9.2432;9.042999999999999;8.875999999999999;8.7925;8.7925;8.7925;8.7006;9.0511;9.2508;9.367800000000001;9.6845;10.1522;9.5358;9.5358;9.3688;9.3688;9.4857;9.4857;9.4857;9.934699999999999;10.0346;10.6316;10.6316;10.9657;10.9657;11.3198;11.1527;11.1527;11.1527;11.1527;11.1527;11.4267;11.4267;11.4267;11.4267;11.6265;11.9432;12.0253;11.9417;11.7419;11.5582;11.758;11.9578;12.4109;12.6107;12.6107;12.5279;12.6134;12.6562;12.4617;11.9031;11.9143;11.8771;11.8802;11.8426;11.9416;11.8735;12.2369;12.5087;12.5189;12.5418;12.3705;12.1983;12.2225;12.2192;12.3369;12.4288;12.5342;12.3475;12.0695;11.8359;11.8358;11.9402;11.785;11.507;11.3462;11.3158;11.5562;11.607;11.313;11.3283;11.2862;11.3387;11.1977;11.2274;10.9939;11.0727;10.8198;10.938;10.9263;10.8337;10.813;10.6517;11.1393;11.4647;11.6541;11.6323;11.5797;11.8486;11.9727;12.2586;12.0526;12.3322;12.8621;12.6368;12.6621;12.8979;12.8762;13.0762;13.3347;13.2065;13.2036;13.2812;13.5044;13.1745;13.6439;13.7137;13.7191;13.8743;13.9246;13.6909;13.8126;13.8223;13.8816;13.9672;13.8931;14.1839;13.8416;13.5355;13.4082;13.4001;13.5334;13.6381;13.7408;13.5165;13.2981;13.5232;13.4325;13.5077;13.5826;13.4136;13.5685;13.4772;13.6313;13.6763;13.6856;13.6714;13.1106;13.7671;13.1022;"-"
-"100 kWh PCI de propane";4.0862;4.0132;4.0132;4.1591;4.2321;4.2321;4.2321;4.2321;4.378;4.378;4.378;4.378;4.5969;4.5969;4.5969;4.451;4.451;4.451;4.524;4.524;4.524;4.524;4.7429;4.7429;4.7429;4.8158;4.9618;4.9618;4.8158;4.8158;4.7429;4.7429;4.5969;4.5969;4.5969;4.6699;4.6699;4.524;4.3051;3.9402;3.6484;3.5754;3.5754;3.5754;3.5754;3.5754;3.5754;3.5754;3.5754;3.7213;3.7213;3.6484;3.6484;3.6484;3.5024;3.5024;3.7213;3.9402;3.9402;3.9402;3.9402;3.9402;3.7943;3.7943;3.7943;3.7943;3.7943;3.7943;3.7943;3.7943;3.7943;3.7943;3.7943;3.6484;3.6484;3.6484;3.6484;3.7943;3.7943;3.7213;3.7213;3.7213;3.7943;4.0862;4.0862;4.0862;4.0862;4.0862;4.0862;4.0862;3.8673;3.8673;4.5969;4.8888;4.8888;4.8888;5.1077;5.1077;4.9618;4.6699;4.3051;4.451;4.451;4.451;4.451;4.451;4.6699;4.6699;4.9618;4.8888;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.451;4.451;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.5969;4.9501;5.295;5.2171;5.2171;5.2171;5.2171;5.2171;5.2393;5.2393;5.2393;5.2393;5.2393;5.3617;5.4062;5.4062;5.4062;5.4062;5.4062;5.4062;5.4062;5.4062;5.7399;5.7399;6.1626;6.1626;6.1626;6.2739;6.1737;6.1737;6.1737;6.1737;6.1737;6.1737;6.5631;6.5631;6.5631;6.5631;6.5631;6.5631;6.5631;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;6.1181;5.6732;5.6732;5.6732;5.6732;5.751;5.751;5.751;5.751;7.2861;7.2861;7.2861;7.2861;7.2861;6.6854;6.6854;6.6854;7.3417;7.3417;7.3417;7.3417;7.097;7.097;7.097;7.097;7.097;6.3628;6.3628;6.3628;6.3628;6.1293;6.1293;6.1293;7.0852;7.0852;7.0852;6.9684;6.9684;6.9684;7.2457;7.2457;7.2457;7.6762;7.6762;7.6762;8.026400000000001;8.026400000000001;8.026400000000001;7.2457;7.2457;7.2457;7.3333;7.3333;7.3333;7.4719;7.4719;7.4719;7.4719;7.4719;7.4719;7.8075;7.8075;7.8075;8.391299999999999;8.391299999999999;8.391299999999999;8.9823;8.9823;8.9823;8.8948;8.8948;8.8948;8.6394;8.6394;8.6394;9.040699999999999;9.040699999999999;9.040699999999999;9.5296;9.5296;9.5296;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;9.9747;10.1717;10.1717;10.1717;10.8925;11.0097;11.0097;11.0097;11.1883;11.2962;11.6566;11.837;11.837;11.7836;11.4769;10.8102;10.684;10.4495;9.9809;9.764799999999999;9.584400000000001;9.494199999999999;9.494199999999999;9.494199999999999;9.395;9.773400000000001;9.9892;10.1154;10.4574;10.9625;10.2969;10.2969;10.1165;10.1165;10.2428;10.2428;10.2428;10.7276;10.8355;11.4801;11.4801;11.8408;11.8408;12.2232;12.0429;12.0429;12.0429;12.0429;12.0429;12.3387;12.3387;12.3387;12.3387;12.5544;12.8964;12.985;12.8948;12.6791;12.4807;12.6964;12.9121;13.4015;13.6172;13.6172;13.5278;13.6202;13.6663;13.4563;12.8531;12.8652;12.825;12.8284;12.7878;12.8947;12.8212;13.2136;13.507;13.518;13.5428;13.3579;13.1719;13.198;13.1945;13.3216;13.4208;13.5345;13.333;13.0328;12.7806;12.7805;12.8932;12.7256;12.4254;12.2517;12.219;12.4786;12.5334;12.2159;12.2324;12.187;12.2436;12.0915;12.1235;11.8714;11.9565;11.6833;11.8109;11.7983;11.6984;11.676;11.5018;12.0284;12.3798;12.5842;12.5607;12.5039;12.7943;12.9283;13.237;13.0146;13.3165;13.8887;13.6454;13.6727;13.9273;13.9039;14.1198;14.399;14.2606;14.2574;14.3412;14.5822;14.2259;14.7329;14.8082;14.8141;14.9816;15.036;14.7836;14.915;14.9255;14.9895;15.0819;15.0019;15.316;14.9463;14.6158;14.4784;14.4695;14.6135;14.7266;14.8374;14.5953;14.3594;14.6025;14.5045;14.5858;14.6666;14.4842;14.6514;14.5528;14.7192;14.7678;14.7779;14.7626;14.157;14.8659;14.1479;"-"
-"Bouteille de butane de 13 kg";9.880000000000001;9.880000000000001;9.880000000000001;10.14;10.14;10.14;10.27;10.27;10.53;10.53;10.53;10.53;10.92;10.92;10.92;10.79;10.79;10.79;10.79;10.79;10.92;10.92;11.31;11.31;11.31;11.57;11.83;11.83;11.44;11.44;11.44;11.44;11.18;11.18;11.18;11.18;11.18;11.05;10.53;10.01;9.49;9.359999999999999;9.359999999999999;9.359999999999999;9.359999999999999;9.359999999999999;9.359999999999999;9.359999999999999;9.359999999999999;9.619999999999999;9.619999999999999;9.49;9.49;9.49;9.359999999999999;9.359999999999999;9.619999999999999;10.14;10.14;10.14;10.14;10.14;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;9.880000000000001;10.4;10.4;10.4;10.4;10.66;10.66;10.66;10.66;10.66;10.92;11.44;11.44;11.44;11.44;11.44;11.44;11.44;11.44;11.44;12.35;13;13;13;13.78;13.78;13.78;13.52;12.87;13.13;13.13;13.13;13.13;13.13;13.52;13.52;14.17;13.65;13.13;13.13;12.74;12.74;12.74;12.74;12.74;12.74;12.74;12.74;12.74;12.74;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;13.13;14.4;14.43;14.47;14.48;14.48;14.49;14.47;14.57;14.63;14.64;14.64;14.65;14.82;14.93;14.99;15.01;15.04;15.07;15.06;15.04;15.05;15.41;15.69;15.72;16.16;16.27;16.31;16.32;16.38;16.37;16.37;16.39;16.49;16.96;17.15;17.2;17.14;17.17;17.21;17.2;17.21;17.23;17.24;17.27;17.23;17.21;17.18;17.19;17.11;17.14;17.12;17.12;17.13;17.13;17.15;17.4;17.75;18.06;18.31;18.4;18.48;18.47;18.5;19.38;19.65;19.72;19.99;20.39;20.62;20.94;21.52;21.71;21.82;21.9;21.94;21.95;21.98;22.02;22.03;22.05;22.07;22.13;22.14;22.14;22.16;22.17;22.18;22.18;22.2;22.21;22.23;22.23;22.24;22.24;22.34;22.71;22.88;22.91;23.01;23.38;23.5;23.58;23.62;23.55;23.56;23.56;23.57;23.57;23.62;23.69;23.72;23.79;23.93;24.05;24.19;24.26;24.46;24.85;25.15;25.23;25.25;25.23;25.22;25.28;25.44;25.54;25.61;25.63;25.72;25.77;25.78;25.84;25.89;26.02;26.56;26.89;26.97;26.99;27.03;27.05;27.07;27;26.97;26.97;27.14;27.11;27.1;27.11;27.17;27.1;27.1;27.15;27.11;26.97;27.13;27.51;28.16;28.33;28.36;28.34;28.41;28.43;28.62;28.82;29.03;29.05;29.07;29.17;29.08;28.81;28.62;28.3;28.02;27.91;27.87;27.8;27.8;27.64;27.54;27.54;27.72;27.72;27.89;27.96;27.94;27.97;28.07;28.35;28.43;28.5;28.56;28.66;29.13;29.5;29.77;30;30.1;30.32;30.44;30.53;30.52;30.61;30.63;30.67;30.62;30.71;31.32;31.76;31.88;31.99;32.05;32.08;32.09;32.1;32.14;32.25;32.67;32.91;32.96;32.98;32.97;33;32.91;32.85;32.85;32.81;32.7;32.71;32.41;32.52;32.53;32.58;32.6;32.66;32.65;32.71;32.78;32.78;32.74;32.62;32.77;32.57;32.66;32.55;32.54;32.55;32.57;32.55;32.53;32.5;32.34;32.09;32.2;32.12;32.17;32.16;32.05;31.93;31.98;32.03;31.77;31.92;31.88;31.7;31.76;31.59;31.7;31.7;31.65;31.71;31.69;31.69;31.65;31.37;31.57;"-";32.12;32.21;32.24;32.49;32.69;32.9;33.03;33.15;33.49;33.48;33.81;33.92;34.14;34.13;34.35;34.51;34.56;34.49;34.56;34.66;34.51;34.67;34.66;34.76;34.81;34.85;34.88;"-";"-";"-";34.96;34.92;34.77;34.98;"-";"-";34.9;34.87;34.82;34.94;34.95;34.74;35.07;35.15;"-"
-"100 litres de FOD au tarif C1";40.82;40.23;39.19;39.19;39.49;39.49;38.99;39.3;38.95;39.46;39.57;39.62;40.23;41.72;41.37;40.84;40.67;40.99;41.61;42.24;42.25;44.07;44.94;44.14;45.65;47.21;49.37;50.03;47.77;46.08;45.17;43.67;43.05;44.54;44.59;44.59;42.24;35.62;37.25;35.5;35.64;30.48;25.27;27.02;29.31;27.57;27.36;27.18;31.98;29.63;28.37;28.58;28.05;28.35;28.95;30.48;29.07;29.14;29.95;29.2;28.7;27.85;27.44;27.71;27.97;27.88;27.71;28;27.44;27.04;27.27;28.37;29.84;29.97;29.46;30.58;29.45;30.23;30.09;29.45;30.85;32.41;32.76;35.01;35.47;32.28;32.18;31.22;30.01;28.78;28.27;34.08;36.7;42.59;39.95;37.36;38.03;40.03;33.41;31.89;33.34;32.3;35.68;34.62;35.42;35.94;35.38;32.7;31.49;32.74;31.23;31.46;31.57;31.61;30.64;29.88;29.42;30.79;31.4;31.09;31.7;31.7;32.16;31.86;32.01;31.09;31.7;31.7;31.55;32.62;32.62;32.16;32.16;32.31;31.4;31.7;31.7;30.79;30.48;30.64;30.48;30.48;30.64;30.33;30.7947;30.7947;30.3374;30.3374;30.4898;30.1849;29.5751;30.1849;31.2521;30.4898;30.0325;31.4045;32.1667;32.0143;32.6241;33.6912;32.4716;31.4045;31.7094;31.4045;34.301;36.7402;35.8255;36.4353;38.2647;36.8927;35.5206;35.2157;34.6059;33.5388;33.5388;34.9108;33.9961;35.0633;35.6731;34.7584;33.2339;32.4716;31.2521;31.4045;30.6423;29.5751;28.9653;28.6604;28.9653;28.9653;28.8129;27.7457;28.3555;28.0506;29.1178;30.6423;30.4898;30.1849;32.7765;33.5388;35.8255;35.6731;38.4172;40.7039;40.399;42.9906;42.8382;41.3137;45.2774;44.6676;45.2774;47.5641;54.4243;51.6802;51.2229;46.3445;40.399;41.4661;39.4843;41.1612;41.6186;43.448;40.0941;39.027;41.4661;37.6549;35.2157;32.47;33.59;33.75;35.72;36.47;36.63;34.22;34.37;36.85;39.18;40.05;36.89;39.52;41.91;45.56;49.32;38.01;34.93;35.2;36.15;36.99;35.81;39.24;39.08;38.23;39.45;37.38;42.05;41.85;44.02;42.64;43.66;46.8;48.03;55.71;51.93;49.05;47.76;49.4;55.71;55.38;52.6;58.89;61.3;63.04;65.87000000000001;67.97;61.5;62.01;58.42;63.84;65.38;67.79000000000001;68.31;66.88;67.33;68.04000000000001;63.18;61.73;60.39;60.43;55.8;58.56;58.75;62.31;62.34;63.53;63.56;63.63;67.24;69.08;76.58;76.42;76.18000000000001;77.79000000000001;83.42;84.47;96.27;101.31;99.33;89;87.95;76.47;69.66;57.19;60.86;56.59;51.14;54.07;54.36;58.29;55.49;60.22;57.94;60.29;62.04;62.21;67.45999999999999;65.29000000000001;69.51000000000001;72.33;73.45999999999999;73;69.92;69.75;71.43000000000001;74.17;74.55;79.47;83.25;85.87000000000001;91.25;91.7;86.09999999999999;87.06;89.42;85.53;90.06999999999999;89.91;93.89;93.22;97.42;102;101.51;99.33;95.47;90.13;92.47;99.31;98.36;99.39;95.72;94.67;96.99;100.14;97.01000000000001;94.17;90.79000000000001;90.20999999999999;91.79000000000001;90.89;93.66;90.45999999999999;89.41;90.8;90.15000000000001;89.94;88.31999999999999;87.26000000000001;87.84;87.48;86.84999999999999;87.75;87.23;82.33;81.52;73.61;67.12000000000001;74.97;76.84999999999999;75.77;77.8;75.98;71.40000000000001;68.18000000000001;68.88;66.59999999999999;65.61;56.79;56.26;54.63;59.35;59.18;"-";65.84;64.16;61.23;63.78;70.02;67.45;73.93000000000001;78.7;78.40000000000001;75.2;74.90000000000001;71.59999999999999;68.3;68.09999999999999;69.3;72.7;74.5;77.90000000000001;79.8;87.2;85.40000000000001;85.2;87.2;91.40000000000001;91.5;90.7;91.59999999999999;94.59999999999999;101.2;97.3;90.5;89.59999999999999;93.2;94.7;95.3;96.2;90.3;91.2;90.59999999999999;93.59999999999999;92.8;93.09999999999999;95.8;94.90000000000001;88.09999999999999;80;73.90000000000001;73.40000000000001;74.7;73.59999999999999;72;69.3;69.3;70.7;74.8;78.2;83.09999999999999;85.5;84.40000000000001;86;87.3;89.956;89.10250000000001;91.35250000000001
-"100 kWh PCI de FOD au tarif C1";4.1182;4.0587;3.9538;3.9538;3.9841;3.9841;3.9336;3.9649;3.9296;3.981;3.9921;3.9972;4.0587;4.209;4.1737;4.1203;4.1031;4.1354;4.1979;4.2615;4.2625;4.4461;4.5339;4.4532;4.6055;4.7629;4.9808;5.0474;4.8194;4.6489;4.5571;4.4058;4.3432;4.4936;4.4986;4.4986;4.2615;3.5936;3.7581;3.5815;3.5956;3.0751;2.5494;2.726;2.957;2.7815;2.7603;2.7421;3.2264;2.9893;2.8622;2.8834;2.8299;2.8602;2.9207;3.0751;2.9328;2.9399;3.0216;2.9459;2.8955;2.8097;2.7684;2.7956;2.8218;2.8128;2.7956;2.8249;2.7684;2.728;2.7512;2.8622;3.0105;3.0236;2.9722;3.0852;2.9712;3.0498;3.0357;2.9712;3.1124;3.2698;3.3051;3.5321;3.5785;3.2567;3.2466;3.1497;3.0276;2.9036;2.8521;3.4383;3.7026;4.2968;4.0305;3.7692;3.8368;4.0385;3.3707;3.2173;3.3636;3.2587;3.5997;3.4927;3.5735;3.6259;3.5694;3.299;3.177;3.3031;3.1507;3.1739;3.185;3.1891;3.0912;3.0145;2.9681;3.1063;3.1679;3.1366;3.1981;3.1981;3.2446;3.2143;3.2294;3.1366;3.1981;3.1981;3.183;3.291;3.291;3.2446;3.2446;3.2597;3.1679;3.1981;3.1981;3.1063;3.0751;3.0912;3.0751;3.0751;3.0912;3.0599;3.1068;3.1068;3.0607;3.0607;3.0761;3.0453;2.9838;3.0453;3.153;3.0761;3.0299;3.1683;3.2452;3.2299;3.2914;3.399;3.276;3.1683;3.1991;3.1683;3.4606;3.7066;3.6144;3.6759;3.8604;3.722;3.5836;3.5528;3.4913;3.3837;3.3837;3.5221;3.4298;3.5375;3.599;3.5067;3.3529;3.276;3.153;3.1683;3.0914;2.9838;2.9223;2.8915;2.9223;2.9223;2.9069;2.7992;2.8607;2.83;2.9376;3.0914;3.0761;3.0453;3.3068;3.3837;3.6144;3.599;3.8758;4.1065;4.0758;4.3372;4.3219;4.1681;4.5679;4.5064;4.5679;4.7986;5.4908;5.2139;5.1678;4.6756;4.0758;4.1834;3.9835;4.1527;4.1988;4.3834;4.045;3.9374;4.1834;3.7989;3.5528;3.2758;3.3888;3.405;3.6037;3.6794;3.6955;3.4524;3.4675;3.7177;3.9528;4.0406;3.7218;3.9871;4.2282;4.5965;4.9758;3.8348;3.524;3.5513;3.6471;3.7318;3.6128;3.9588;3.9427;3.8569;3.98;3.7712;4.2423;4.2222;4.4411;4.3019;4.4048;4.7216;4.8457;5.6205;5.2391;4.9486;4.8184;4.9839;5.6205;5.5872;5.3067;5.9413;6.1844;6.36;6.6455;6.8574;6.2046;6.2561;5.8939;6.4407;6.5961;6.8392;6.8917;6.7474;6.7928;6.8644;6.3741;6.2278;6.0926;6.0967;5.6296;5.908;5.9272;6.2863;6.2894;6.4094;6.4124;6.4195;6.7837;6.9693;7.726;7.7099;7.6856;7.8481;8.4161;8.522;9.7125;10.221;10.0212;8.978999999999999;8.873100000000001;7.7149;7.0279;5.7698;6.14;5.7093;5.1594;5.455;5.4843;5.8808;5.5983;6.0755;5.8455;6.0825;6.2591;6.2762;6.8059;6.587;7.0127;7.2972;7.4112;7.3648;7.0541;7.0369;7.2064;7.4829;7.5212;8.0176;8.398899999999999;8.6633;9.206;9.2514;8.686500000000001;8.783300000000001;9.0214;8.629;9.087;9.0708;9.4724;9.4048;9.8285;10.2906;10.2411;10.0212;9.6318;9.093;9.3291;10.0192;9.923299999999999;10.0273;9.657;9.5511;9.7851;10.1029;9.787100000000001;9.5006;9.159599999999999;9.101100000000001;9.2605;9.169700000000001;9.449199999999999;9.126300000000001;9.0204;9.160600000000001;9.0951;9.0739;8.910399999999999;8.8035;8.862;8.825699999999999;8.7621;8.8529;8.8005;8.306100000000001;8.224399999999999;7.4264;6.7716;7.5636;7.7532;7.6443;7.8491;7.6655;7.2034;6.8785;6.9492;6.7191;6.6193;5.7294;5.676;5.5115;5.9877;5.9706;6.3105;6.6425;6.473;6.1774;6.4346;7.0642;6.8049;7.4586;7.9399;7.9096;7.5868;7.5565;7.2236;6.8907;6.8705;6.9915;7.3346;7.5162;7.8592;8.0509;8.7974;8.6158;8.595700000000001;8.7974;9.2212;9.231299999999999;9.150499999999999;9.241300000000001;9.544000000000001;10.2099;9.8164;9.1304;9.0396;9.402799999999999;9.5541;9.614599999999999;9.705399999999999;9.110200000000001;9.201000000000001;9.140499999999999;9.443099999999999;9.362399999999999;9.3927;9.665100000000001;9.574299999999999;8.888199999999999;8.071;7.4556;7.4052;7.5363;7.4254;7.2639;6.9915;6.9915;7.1328;7.5464;7.8894;8.383800000000001;8.6259;8.514900000000001;8.676399999999999;8.807499999999999;9.0755;8.9894;9.2164
-"Un litre d'essence ordinaire";0.66;0.66;0.65;0.65;0.68;0.68;0.69;0.7;0.7;0.71;0.7;0.7;0.71;0.72;0.71;0.72;0.72;0.73;0.76;0.77;0.78;0.79;0.81;0.8;0.82;0.83;0.82;0.85;0.85;0.85;0.85;0.84;0.82;0.82;0.81;0.8;0.77;0.7;0.69;0.71;0.71;0.74;0.72;0.69;0.71;0.69;0.68;0.67;0.71;0.71;0.7;0.71;0.71;0.71;0.72;0.73;0.72;0.72;0.71;0.7;0.69;0.69;0.7;0.71;0.71;0.72;0.72;0.73;0.73;0.72;0.72;0.73;0.75;0.74;0.74;0.8;0.82;0.8;0.77;0.76;0.76;0.76;0.76;0.75;0.75;0.76;0.76;0.76;0.75;0.75;0.75;0.8;0.88;0.89;0.84;0.79;"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-"
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-"Un litre de gazole";0.55;0.55;0.54;0.54;0.56;0.56;0.55;0.56;0.55;0.56;0.56;0.56;0.57;0.59;0.58;0.59;0.58;0.59;0.6;0.61;0.61;0.63;0.63;0.63;0.64;0.66;0.69;0.68;0.66;0.65;0.64;0.63;0.63;0.64;0.64;0.63;0.61;0.54;0.54;0.54;0.54;0.53;0.51;0.47;0.48;0.47;0.46;0.46;0.5;0.51;0.5;0.5;0.49;0.49;0.49;0.51;0.5;0.49;0.49;0.49;0.48;0.48;0.48;0.48;0.48;0.49;0.48;0.48;0.48;0.48;0.48;0.49;0.51;0.5;0.51;0.53;0.52;0.51;0.5;0.49;0.5;0.51;0.52;0.54;0.55;0.53;0.52;0.51;0.5;0.49;0.48;0.53;0.56;0.62;0.59;0.58;0.58;0.59;0.54;0.52;0.52;0.53;0.53;0.53;0.53;0.54;0.55;0.53;0.52;0.53;0.52;0.52;0.53;0.53;0.53;0.52;0.51;0.52;0.53;0.52;0.53;0.53;0.54;0.54;0.54;0.54;0.54;0.54;0.58;0.59;0.59;0.59;0.59;0.59;0.59;0.59;0.59;0.58;0.58;0.58;0.58;0.58;0.58;0.58;0.5885;0.5869;0.5839;0.5824;0.5839;0.5839;0.5763;0.5839;0.5946;0.5885;0.5915;0.6022;0.6296;0.6281;0.6388;0.6525;0.6433;0.6342;0.6342;0.6357;0.6662;0.6952;0.6921;0.6906;0.7058;0.6967;0.6845;0.6738;0.6708;0.6662;0.6601;0.6708;0.6677;0.6738;0.6815;0.6754;0.6784;0.6693;0.6571;0.654;0.6494;0.6403;0.6342;0.6281;0.6281;0.6342;0.6266;0.6174;0.6327;0.6281;0.6403;0.6677;0.6723;0.6708;0.6906;0.6982;0.7165;0.7196;0.7546;0.7927;0.8065;0.8126;0.8217;0.8019;0.8095;0.8217;0.8293;0.84;0.9452;0.9056;0.9117;0.8674;0.7988;0.8034;0.7897;0.8065;0.8171;0.8263;0.811;0.7973;0.8065;0.7897;0.7607;0.7425;0.7377;0.7373;0.7657;0.7848;0.7785;0.7537;0.7436;0.7728;0.7934;0.8105;0.7746;0.7949;0.8199;0.8529;0.8535;0.8041;0.7575;0.7593;0.7634;0.7718;0.756;0.792;0.786;0.7838;0.8163;0.8;0.844;0.8415;0.8828;0.8586;0.8759;0.9109;0.9206;0.9819;0.9429;0.9452;0.9145;0.9321;1.0088;1.0115;0.9839;1.0454;1.0665;1.0724;1.0737;1.1176;1.0387;1.0397;1.0543;1.0574;1.0842;1.0958;1.1179;1.1024;1.1172;1.1214;1.0651;1.0372;1.031;1.0272;0.9999;1.0216;1.036;1.0675;1.0657;1.0823;1.095;1.092;1.1134;1.1349;1.211;1.196;1.187;1.2129;1.2799;1.2871;1.4105;1.4525;1.4379;1.322;1.3068;1.1872;1.1304;0.9968;0.9956;0.9508;0.9329;0.9741;0.9789;1.0258;0.985;1.0464;1.008;1.026;1.05;1.037;1.087;1.066;1.119;1.157;1.174;1.17;1.136;1.145;1.154;1.169;1.177;1.219;1.284;1.308;1.359;1.3719;1.3181;1.3184;1.3357;1.3032;1.3392;1.3397;1.395;1.3683;1.424;1.42;1.4584;1.4362;1.3925;1.3381;1.3709;1.449;1.3996;1.4032;1.3636;1.3509;1.3824;1.4151;1.3872;1.3593;1.3267;1.3199;1.3459;1.3451;1.3761;1.3287;1.3107;1.3291;1.3228;1.3294;1.3129;1.3062;1.3044;1.2984;1.2995;1.3025;1.2994;1.2545;1.2462;1.1497;1.1042;1.1815;1.2191;1.2121;1.2341;1.2147;1.1755;1.1275;1.1055;1.1052;1.1085;1.0018;1.0244;1.0105;1.0674;1.0598;1.09;1.1508;1.1227;1.0887;1.1114;1.1606;1.1354;1.1991;1.267;1.266;1.242;1.244;1.21;1.18;1.175;1.197;1.221;1.24;1.271;1.278;1.396;1.378;1.372;1.402;1.451;1.464;1.445;1.451;1.479;1.522;1.47;1.414;1.398;1.431;1.46;1.47;1.481;1.419;1.42;1.415;1.438;1.441;1.442;1.462;1.47;1.399;1.29;1.215;1.169;1.212;1.239;1.234;1.205;1.202;1.216;1.257;1.299;1.35;1.384;1.374;1.391;1.415;1.4395;1.4321;1.4477
-"Un litre de GPLc";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";"-";0.3979;0.3994;0.4009;0.4116;0.4116;0.4284;0.4299;0.4299;0.4299;0.4299;0.4299;0.4299;0.4299;0.4406;0.4452;0.4452;0.4452;0.4421;0.4314;0.4314;0.4299;0.4299;0.4147;0.4147;0.4147;0.4147;0.4147;0.4147;0.4131;0.4147;0.4101;0.4131;0.4131;0.4101;0.4101;0.4101;0.4192;0.436;0.4497;0.4619;0.4635;0.4726;0.4863;0.4863;0.5077;0.5046;0.4878;0.5092;0.5199;0.5229;0.5458;0.561;0.5625;0.5747;0.5519;0.5229;0.5229;0.5092;0.5077;0.5199;0.5;0.5;0.5;0.5046;0.4817;0.4598;0.4577;0.4577;0.4577;0.4924;0.4924;0.4924;0.4924;0.4924;0.5222;0.5324;0.5324;0.5324;0.5493;0.5645;0.5845;0.5743;0.5246;0.5246;0.5246;0.5183;0.5183;0.5183;0.5183;0.5257;0.5257;0.538;0.531;0.5409;0.5409;0.5499;0.5585;0.5661;0.5835;0.6024;0.6193;0.6173;0.6164;0.616;0.6159;0.6323;0.6446;0.6447;0.6399;0.6106;0.6706;0.672;0.6757;0.6865;0.7059;0.7233;0.7199;0.6975;0.6968;0.6965;0.7218;0.7213;0.7212;0.7158;0.716;0.6967;0.6956;0.7084;0.7088;0.7088;0.7083;0.7086;0.7091;0.7095;0.714;0.7052;0.725;0.727;0.75;0.7507;0.75;0.7493;0.7693;0.7722;0.8003;0.7829;0.7829;0.7741;0.7527;0.724;0.6989;0.6932;0.6818;0.6582;0.6576;0.6545;0.662;0.6752;0.674;0.678;0.676;0.687;0.695;0.697;0.711;0.711;0.718;0.72;0.755;0.756;0.755;0.774;0.747;0.801;0.827;0.824;0.853;0.8647;0.8642;0.871;0.8565;0.8643;0.8577;0.8564;0.8656;0.8473;0.8561;0.87;0.901;0.907;0.9024;0.9014;0.902;0.8672;0.8678;0.8664;0.8765;0.8829;0.8844;0.885;0.8915;0.8899;0.8708;0.8681;0.8702;0.867;0.8617;0.8612;0.8587;0.8593;0.8666;0.8667;0.8635;0.8625;0.8635;0.8637;0.8576;0.8676;0.8513;0.8461;0.8404;0.8343;0.8111;0.8053;0.8024;0.8046;0.8134;0.8097;0.7919;0.7965;0.7635;0.7527;0.7461;0.7358;0.7242;0.7207;0.7013;0.7004;0.6999;0.7157;0.7137;0.7122;0.7013;0.6986;0.7094;0.7097;0.715;0.729;0.738;0.744;0.745;0.744;0.741;0.743;0.74;0.743;0.753;0.766;0.811;0.811;0.81;0.804;0.807;0.815;0.82;0.826;0.829;0.836;0.839;0.843;0.847;0.841;0.845;0.855;0.861;0.868;0.865;0.868;0.861;0.859;0.853;0.853;0.854;0.856;0.85;0.844;0.837;0.838;0.852;0.853;0.841;0.84;0.839;0.835;0.836;0.835;0.839;0.84;0.843;0.846;0.8509;0.8582;0.853
diff --git a/energies/data/prix_reglemente_electricite.csv b/energies/data/prix_reglemente_electricite.csv
deleted file mode 100644
index a5712e3a..00000000
--- a/energies/data/prix_reglemente_electricite.csv
+++ /dev/null
@@ -1,73 +0,0 @@
-DATE_DEBUT;DATE_FIN;P_SOUSCRITE;PART_FIXE_HT;PART_FIXE_TTC;PART_VARIABLE_HT;PART_VARIABLE_TTC
-23/07/2012;31/07/2013;3;55,56;69,37;0,0822;0,1256
-23/07/2012;31/07/2013;6;65,64;82,98;0,0828;0,1263
-23/07/2012;31/07/2013;9;76,08;96,97;0,0848;0,1287
-23/07/2012;31/07/2013;12;118,08;153,7;0,0848;0,1287
-23/07/2012;31/07/2013;15;135,72;177,66;0,0848;0,1287
-01/08/2013;31/10/2014;3;38,88;51,7;0,0883;0,1329
-01/08/2013;31/10/2014;6;66,72;84,05;0,0883;0,1329
-01/08/2013;31/10/2014;9;89,76;111,33;0,0883;0,1329
-01/08/2013;31/10/2014;12;135;171,49;0,0883;0,1329
-01/08/2013;31/10/2014;15;153,84;196,7;0,0883;0,1329
-01/11/2014;31/07/2015;3;40,08;53,28;0,0909;0,1401
-01/11/2014;31/07/2015;6;68,64;86,49;0,0909;0,1401
-01/11/2014;31/07/2015;9;92,4;114,64;0,0909;0,1401
-01/11/2014;31/07/2015;12;138,96;176,28;0,0909;0,1401
-01/11/2014;31/07/2015;15;158,4;202,23;0,0909;0,1401
-01/08/2015;31/07/2016;3;40,08;53,28;0,0909;0,1437
-01/08/2015;31/07/2016;6;68,64;86,49;0,0909;0,1437
-01/08/2015;31/07/2016;9;92,4;114,64;0,0909;0,1437
-01/08/2015;31/07/2016;12;138,96;176,28;0,0909;0,1437
-01/08/2015;31/07/2016;15;158,4;202,23;0,0909;0,1437
-01/08/2016;31/07/2017;3;41,16;54,42;0,0932;0,1503
-01/08/2016;31/07/2017;6;70,44;88,39;0,0932;0,1503
-01/08/2016;31/07/2017;9;94,8;117,17;0,0932;0,1503
-01/08/2016;31/07/2017;12;142,56;180,08;0,0932;0,1503
-01/08/2016;31/07/2017;15;162,48;206,54;0,0932;0,1503
-01/08/2017;31/01/2018;3;52,8;66,83;0,0968;0,1546
-01/08/2017;31/01/2018;6;81,24;99,92;0,0901;0,1466
-01/08/2017;31/01/2018;9;94,8;117,31;0,0915;0,1483
-01/08/2017;31/01/2018;12;108,72;144,93;0,0915;0,1483
-01/08/2017;31/01/2018;15;122,76;165,29;0,0915;0,1483
-01/02/2018;31/07/2018;3;53,16;68,82;0,0975;0,1555
-01/02/2018;31/07/2018;6;85,92;107,08;0,0902;0,1467
-01/02/2018;31/07/2018;9;99,48;125,08;0,0915;0,1483
-01/02/2018;31/07/2018;12;113,4;143,46;0,0915;0,1483
-01/02/2018;31/07/2018;15;127,44;161,97;0,0915;0,1483
-01/08/2018;31/05/2019;3;74,64;91,89;0,0888;0,145
-01/08/2018;31/05/2019;6;88,44;110,55;0,0888;0,145
-01/08/2018;31/05/2019;9;103,32;130,37;0,0902;0,1467
-01/08/2018;31/05/2019;12;118,92;150,93;0,0902;0,1467
-01/08/2018;31/05/2019;15;133,92;170,87;0,0902;0,1467
-01/06/2019;31/07/2019;3;74,64;91,89;0,0954;0,1531
-01/06/2019;31/07/2019;6;88,44;110,55;0,0954;0,1531
-01/06/2019;31/07/2019;9;103,32;130,37;0,098;0,1562
-01/06/2019;31/07/2019;12;118,92;150,93;0,098;0,1562
-01/06/2019;31/07/2019;15;133,92;170,87;0,098;0,1562
-01/08/2019;31/01/2020;3;79,2;97,63;0,0948;0,1524
-01/08/2019;31/01/2020;6;95,76;119,72;0,0948;0,1524
-01/08/2019;31/01/2020;9;112,56;142,07;0,0974;0,1555
-01/08/2019;31/01/2020;12;129,72;164,79;0,0974;0,1555
-01/08/2019;31/01/2020;15;145,32;185,87;0,0974;0,1555
-01/02/2020;31/07/2020;3;80,64;99,48;0,0965;0,1546
-01/02/2020;31/07/2020;6;97,2;121,68;0,0965;0,1546
-01/02/2020;31/07/2020;9;114;144,24;0,0999;0,1587
-01/02/2020;31/07/2020;12;131,04;167,04;0,0999;0,1587
-01/02/2020;31/07/2020;15;146,76;188,16;0,0999;0,1587
-01/08/2020;31/01/2021;3;83,52;103,44;0,0974;0,1557
-01/08/2020;31/01/2021;6;102,24;128,52;0,0974;0,1557
-01/08/2020;31/01/2021;9;120,84;153,48;0,1008;0,1597
-01/08/2020;31/01/2021;12;139,44;178,44;0,1008;0,1597
-01/08/2020;31/01/2021;15;157,32;202,32;0,1008;0,1597
-01/02/2021;31/07/2021;3;82,92;102,83;0,0994;0,1582
-01/02/2021;31/07/2021;6;101,52;127,79;0,0994;0,1582
-01/02/2021;31/07/2021;9;120,24;152,85;0,1034;0,163
-01/02/2021;31/07/2021;12;138,72;177,64;0,1034;0,163
-01/02/2021;31/07/2021;15;156,72;201,74;0,1034;0,163
-01/08/2021;;3;86,76;108,08;0,0974;0,1558
-01/08/2021;;6;112,2;142,16;0,0974;0,1558
-01/08/2021;;9;138,48;177,39;0,1013;0,1605
-01/08/2021;;12;165,24;213,26;0,1013;0,1605
-01/08/2021;;15;190,2;246,70;0,1013;0,1605
-;;;;;;
-;;;;;;
diff --git a/energies/energies.py b/energies/energies.py
deleted file mode 100644
index a39f62c6..00000000
--- a/energies/energies.py
+++ /dev/null
@@ -1,190 +0,0 @@
-import sys
-import dash
-import flask
-from dash import dcc
-from dash import html
-import pandas as pd
-import numpy as np
-import plotly.graph_objs as go
-import plotly.express as px
-import dateutil as du
-
-class Energies():
- mois = {'janv':1, 'févr':2, 'mars':3, 'avr':4, 'mai':5, 'juin':6, 'juil':7, 'août':8, 'sept':9, 'oct':10, 'nov':11, 'déc':12}
-
- quoi = {"Prix d'une tonne de propane":[1000, 'Propane'], "Bouteille de butane de 13 kg":[13, 'Butane'],
- "100 litres de FOD au tarif C1":[100, 'Fioul'], "Un litre d'essence ordinaire":[1, 'Essence'],
- "Un litre de super carburant ARS":[1, 'Essence'], "Un litre de super sans plomb 95":[1, 'Essence'],
- "Un litre de super sans plomb 98":[1, 'Essence'], "Un litre de gazole":[1, 'Gazole'],
- "Un litre de GPLc":[1, 'GPL'], "1 kWh (contrat 3 kW)":[1, 'Electricité'], "1 kWh (contrat 9 kW)":[1, 'Electricité'],
- "Une tonne de granulés de bois en vrac":[1000*4.8, 'Electricité'], "100 kWh PCI de bois en vrac":[100, 'Electricité']}
-
- densité = {'Essence':0.75, 'Gazole':0.85, 'Fioul':0.85, 'GPL':0.55} # kg / l
-
- # https://fr.wikipedia.org/wiki/Pouvoir_calorifique
- calor = {'Essence':47.3, 'Gazole':44.8, 'Fioul':42.6, 'Propane':50.35, 'Butane':49.51, 'GPL':46, 'Bois':15, 'Charbon':20 ,
- 'Electricité':3.6} # en MJ / kg sauf électicité en MJ / kWh
-
- def _conv_date(d):
- ma = d.split('-') # coupe la chaine au - et ainsi ma[0] est le mois et ma[1] l'année
- return du.parser.parse(f"15-{Energies.mois[ma[0].lower()]}-{ma[1]}") # parfois le mois a une majuscule d'où lower()
-
- def _make_dataframe_from_pegase(filename):
- df = pd.read_csv(filename, sep=";", encoding="latin1", skiprows=[0,1,3], header=None)
- df = df.set_index(0).T
- df['date'] = df['Période'].apply(Energies._conv_date)
- df = df.set_index('date')
- df.drop(columns=['Période'], inplace=True)
- df = df.replace('-', np.nan).astype('float64')
- return df
-
- def __init__(self, application = None):
- bois = Energies._make_dataframe_from_pegase("data/pegase_prix_bois_particulier.csv")
- petrole = Energies._make_dataframe_from_pegase("data/pegase_prix_petrole_particulier.csv")
-
- bois.drop(columns=['Une tonne de granulés de bois en sacs', '100 kWh PCI de bois en sacs'], inplace=True)
- petrole.drop(columns=["Tarif d'une tonne de propane en citerne","100 kWh PCI de propane en citerne", "100 kWh PCS de propane",
- "Un litre d'essence ordinaire",
- "100 kWh PCI de propane", "100 kWh PCI de FOD au tarif C1"], inplace=True) # doublons
-
- electricite = pd.read_csv('data/prix_reglemente_electricite.csv', sep=';', decimal=',', parse_dates=['DATE_DEBUT'])
- electricite = electricite.set_index(['P_SOUSCRITE',"DATE_DEBUT"])
- electricite.drop(columns=['DATE_FIN', 'PART_FIXE_HT', 'PART_FIXE_TTC', 'PART_VARIABLE_HT'], inplace=True)
- electricite.dropna(inplace=True)
- electricite = electricite.unstack().T.reset_index(0, drop=True)
- electricite = electricite.rename(columns={i:f"1 kWh (contrat {i:.0f} kW)" for i in electricite.columns})
- duration = pd.DatetimeIndex(electricite.index.values)
- new_index = pd.DatetimeIndex([f"{y}-{m:02d}-15" for y in range(duration[0].year, duration[-1].year+1) for m in range(1,13)])
- electricite = electricite.reindex(np.concatenate([electricite.index.values , new_index.values]))
- electricite.sort_index(inplace=True)
- electricite = electricite.fillna(method='ffill')
- electricite = electricite.loc[new_index]
- electricite = electricite.reindex(bois.index)
- electricite.drop(columns=["1 kWh (contrat 6 kW)", "1 kWh (contrat 12 kW)", "1 kWh (contrat 15 kW)"], inplace=True)
-
- self.petrole = petrole
- self.energie = pd.concat([petrole, bois, electricite])
- self.years =np.arange(petrole.index.min().year, petrole.index.max().year+1)
-
- self.main_layout = html.Div(children=[
- html.H3(children='Évolution des prix de différentes énergies en France'),
- html.Div([ dcc.Graph(id='nrg-main-graph'), ], style={'width':'100%', }),
- html.Div([
- html.Div([ html.Div('Prix'),
- dcc.RadioItems(
- id='nrg-price-type',
- options=[{'label':'Absolu', 'value':0},
- {'label':'Équivalent J','value':1},
- {'label':'Relatif : 1 en ','value':2}],
- value=1,
- labelStyle={'display':'block'},
- )
- ], style={'width': '9em'} ),
- html.Div([ html.Div('Mois ref.'),
- dcc.Dropdown(
- id='nrg-which-month',
- options=[{'label': i, 'value': Energies.mois[i]} for i in Energies.mois],
- value=1,
- disabled=True,
- ),
- ], style={'width': '6em', 'padding':'2em 0px 0px 0px'}), # bas D haut G
- html.Div([ html.Div('Annee ref.'),
- dcc.Dropdown(
- id='nrg-which-year',
- options=[{'label': i, 'value': i} for i in self.years],
- value=2000,
- disabled=True,
- ),
- ], style={'width': '6em', 'padding':'2em 0px 0px 0px'} ),
- html.Div(style={'width':'2em'}),
- html.Div([ html.Div('Échelle en y'),
- dcc.RadioItems(
- id='nrg-xaxis-type',
- options=[{'label': i, 'value': i} for i in ['Linéaire', 'Logarithmique']],
- value='Logarithmique',
- labelStyle={'display':'block'},
- )
- ], style={'width': '15em', 'margin':"0px 0px 0px 40px"} ), # bas D haut G
- ], style={
- 'padding': '10px 50px',
- 'display':'flex',
- 'flexDirection':'row',
- 'justifyContent':'flex-start',
- }),
- html.Br(),
- dcc.Markdown("""
- Le graphique est interactif. En passant la souris sur les courbes vous avez une infobulle.
- En cliquant ou double-cliquant sur les lignes de la légende, vous choisissez les courbes à afficher.
-
- Notes :
- * FOD est le fioul domestique.
- * Pour les prix relatifs, seules les énergies fossiles sont prises en compte par manque de données pour les autres.
-
- #### À propos
-
- * Sources :
- * [base Pégase](http://developpement-durable.bsocom.fr/Statistiques/) du ministère du développement durable
- * [tarifs réglementés de l'électricité](https://www.data.gouv.fr/en/datasets/historique-des-tarifs-reglementes-de-vente-delectricite-pour-les-consommateurs-residentiels/) sur data.gouv.fr
- * (c) 2022 Olivier Ricou
- """)
- ], style={
- 'backgroundColor': 'white',
- 'padding': '10px 50px 10px 50px',
- }
- )
-
- if application:
- self.app = application
- # application should have its own layout and use self.main_layout as a page or in a component
- else:
- self.app = dash.Dash(__name__)
- self.app.layout = self.main_layout
-
- self.app.callback(
- dash.dependencies.Output('nrg-main-graph', 'figure'),
- [ dash.dependencies.Input('nrg-price-type', 'value'),
- dash.dependencies.Input('nrg-which-month', 'value'),
- dash.dependencies.Input('nrg-which-year', 'value'),
- dash.dependencies.Input('nrg-xaxis-type', 'value')])(self.update_graph)
- self.app.callback(
- [ dash.dependencies.Output('nrg-which-month', 'disabled'),
- dash.dependencies.Output('nrg-which-year', 'disabled')],
- dash.dependencies.Input('nrg-price-type', 'value') )(self.disable_month_year)
-
- def update_graph(self, price_type, month, year, xaxis_type):
- if price_type == 0 or month == None or year == None:
- df = self.energie
- elif price_type == 1:
- df = self.energie.copy()
- for c in df.columns:
- alias = Energies.quoi[c][1]
- try:
- df[c] = df[c] / (Energies.quoi[c][0] * Energies.densité[alias] * Energies.calor[alias])
- except: # l'unité est déjà en kg et donc densité n'existe pas
- df[c] = df[c] / (Energies.quoi[c][0] * Energies.calor[alias])
- else:
- df = self.petrole.copy()
- df /= df.loc[f"{year}-{month}-15"]
- fig = px.line(df[df.columns[0]], template='plotly_white')
- for c in df.columns[1:]:
- fig.add_scatter(x = df.index, y=df[c], mode='lines', name=c, text=c, hoverinfo='x+y+text')
- ytitle = ['Prix en €', 'Prix en € pour 1 mégajoule', 'Prix relative (sans unité)']
- fig.update_layout(
- #title = 'Évolution des prix de différentes énergies',
- yaxis = dict( title = ytitle[price_type],
- type= 'linear' if xaxis_type == 'Linéaire' else 'log',),
- height=450,
- hovermode='closest',
- legend = {'title': 'Énergie'},
- )
- return fig
-
- def disable_month_year(self, price_type):
- if price_type == 2:
- return False, False
- else:
- return True, True
-
-if __name__ == '__main__':
- nrg = Energies()
- nrg.app.run_server(debug=True, port=8051)
diff --git a/maps/data/countries.json b/maps/data/countries.json
new file mode 100644
index 00000000..bcc0b372
--- /dev/null
+++ b/maps/data/countries.json
@@ -0,0 +1 @@
+{"type": "FeatureCollection", "features": [{"type": "Feature", "properties": {"ADMIN": "Aruba", "ISO_A3": "ABW", "ISO_A2": "AW"}, "geometry": {"type": "MultiPolygon", "coordinates": [[[[-69.99693762899992, 12.577582098000036], [-69.93639075399994, 12.53172435100005], [-69.92467200399994, 12.519232489000046], [-69.91576087099992, 12.497015692000076], [-69.88019771999984, 12.453558661000045], [-69.87682044199994, 12.427394924000097], [-69.88809160099993, 12.417669989000046], [-69.90880286399994, 12.417792059000107], [-69.93053137899989, 12.425970770000035], [-69.94513912699992, 12.44037506700009], [-69.92467200399994, 12.44037506700009], [-69.92467200399994, 12.447211005000014], [-69.95856686099992, 12.463202216000099], [-70.02765865799992, 12.522935289000088], [-70.04808508999989, 12.53115469000008], [-70.05809485599988, 12.537176825000088], [-70.06240800699987, 12.546820380000057], [-70.06037350199995, 12.556952216000113], [-70.0510961579999, 12.574042059000064], [-70.04873613199993, 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