diff --git a/module3/exo1/analyse-syndrome-grippal.ipynb b/module3/exo1/analyse-syndrome-grippal.ipynb
index 59d72b5b58a3ae26346460dd39e62a39c55243d7..e8855895c7469870c3b5b981bfc77d5d2b293a5f 100644
--- a/module3/exo1/analyse-syndrome-grippal.ipynb
+++ b/module3/exo1/analyse-syndrome-grippal.ipynb
@@ -9,14 +9,16 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"%matplotlib inline\n",
"import matplotlib.pyplot as plt\n",
"import pandas as pd\n",
- "import isoweek"
+ "import isoweek\n",
+ "from pathlib import Path\n",
+ "from urllib.request import urlretrieve\n"
]
},
{
@@ -28,15 +30,66 @@
},
{
"cell_type": "code",
- "execution_count": null,
- "metadata": {
- "collapsed": true
- },
+ "execution_count": 2,
+ "metadata": {},
"outputs": [],
"source": [
"data_url = \"http://www.sentiweb.fr/datasets/incidence-PAY-3.csv\""
]
},
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "### Check if the data are already available on the machine"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "PosixPath('/home/jovyan/work/module3/exo1')"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "# Current path\n",
+ "Path.cwd()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "File exists\n"
+ ]
+ }
+ ],
+ "source": [
+ "# File path\n",
+ "file_path = Path.cwd().joinpath(\"incidence-PAY-3.csv\")\n",
+ "\n",
+ "# Check if the file exists\n",
+ "if file_path.exists():\n",
+ " print(\"File exists\")\n",
+ "# Else download the file\n",
+ "else:\n",
+ " urlretrieve(data_url, file_path)"
+ ]
+ },
{
"cell_type": "markdown",
"metadata": {},
@@ -61,11 +114,980 @@
},
{
"cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
+ "execution_count": 5,
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [
+ {
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+ " \n",
+ " | 2178 | \n",
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\n",
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\n",
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\n",
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+ " 198447 | \n",
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+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2182 | \n",
+ " 198446 | \n",
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\n",
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+ " | 2183 | \n",
+ " 198445 | \n",
+ " 3 | \n",
+ " 135223 | \n",
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+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2184 | \n",
+ " 198444 | \n",
+ " 3 | \n",
+ " 68422 | \n",
+ " 20056.0 | \n",
+ " 116788.0 | \n",
+ " 125 | \n",
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+ " France | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
2185 rows × 10 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " week indicator inc inc_low inc_up inc100 inc100_low \\\n",
+ "0 202637 3 39403 32221.0 46585.0 59 48.0 \n",
+ "1 202636 3 25604 19728.0 31480.0 38 29.0 \n",
+ "2 202635 3 18039 13597.0 22481.0 27 20.0 \n",
+ "3 202634 3 12726 8755.0 16697.0 19 13.0 \n",
+ "4 202633 3 7188 3962.0 10414.0 11 6.0 \n",
+ "5 202632 3 7870 4582.0 11158.0 12 7.0 \n",
+ "6 202631 3 7046 4169.0 9923.0 10 6.0 \n",
+ "7 202630 3 8880 5665.0 12095.0 13 8.0 \n",
+ "8 202629 3 7601 4679.0 10523.0 11 7.0 \n",
+ "9 202628 3 9217 6138.0 12296.0 14 9.0 \n",
+ "10 202627 3 11019 7871.0 14167.0 16 11.0 \n",
+ "11 202626 3 11341 8008.0 14674.0 17 12.0 \n",
+ "12 202625 3 12022 8825.0 15219.0 18 13.0 \n",
+ "13 202624 3 14005 10335.0 17675.0 21 16.0 \n",
+ "14 202623 3 15536 11350.0 19722.0 23 17.0 \n",
+ "15 202622 3 11269 7864.0 14674.0 17 12.0 \n",
+ "16 202621 3 14005 10391.0 17619.0 21 16.0 \n",
+ "17 202620 3 13818 9441.0 18195.0 21 15.0 \n",
+ "18 202619 3 10240 6610.0 13870.0 15 10.0 \n",
+ "19 202618 3 11906 8174.0 15638.0 18 12.0 \n",
+ "20 202617 3 14808 10600.0 19016.0 22 16.0 \n",
+ "21 202616 3 21922 17127.0 26717.0 33 26.0 \n",
+ "22 202615 3 21286 16456.0 26116.0 32 25.0 \n",
+ "23 202614 3 29932 24335.0 35529.0 44 36.0 \n",
+ "24 202613 3 35432 29247.0 41617.0 53 44.0 \n",
+ "25 202612 3 31555 26214.0 36896.0 47 39.0 \n",
+ "26 202611 3 30093 24854.0 35332.0 45 37.0 \n",
+ "27 202610 3 28583 23633.0 33533.0 42 35.0 \n",
+ "28 202609 3 38998 32459.0 45537.0 58 48.0 \n",
+ "29 202608 3 59378 51437.0 67319.0 88 76.0 \n",
+ "... ... ... ... ... ... ... ... \n",
+ "2155 198521 3 26096 19621.0 32571.0 47 35.0 \n",
+ "2156 198520 3 27896 20885.0 34907.0 51 38.0 \n",
+ "2157 198519 3 43154 32821.0 53487.0 78 59.0 \n",
+ "2158 198518 3 40555 29935.0 51175.0 74 55.0 \n",
+ "2159 198517 3 34053 24366.0 43740.0 62 44.0 \n",
+ "2160 198516 3 50362 36451.0 64273.0 91 66.0 \n",
+ "2161 198515 3 63881 45538.0 82224.0 116 83.0 \n",
+ "2162 198514 3 134545 114400.0 154690.0 244 207.0 \n",
+ "2163 198513 3 197206 176080.0 218332.0 357 319.0 \n",
+ "2164 198512 3 245240 223304.0 267176.0 445 405.0 \n",
+ "2165 198511 3 276205 252399.0 300011.0 501 458.0 \n",
+ "2166 198510 3 353231 326279.0 380183.0 640 591.0 \n",
+ "2167 198509 3 369895 341109.0 398681.0 670 618.0 \n",
+ "2168 198508 3 389886 359529.0 420243.0 707 652.0 \n",
+ "2169 198507 3 471852 432599.0 511105.0 855 784.0 \n",
+ "2170 198506 3 565825 518011.0 613639.0 1026 939.0 \n",
+ "2171 198505 3 637302 592795.0 681809.0 1155 1074.0 \n",
+ "2172 198504 3 424937 390794.0 459080.0 770 708.0 \n",
+ "2173 198503 3 213901 174689.0 253113.0 388 317.0 \n",
+ "2174 198502 3 97586 80949.0 114223.0 177 147.0 \n",
+ "2175 198501 3 85489 65918.0 105060.0 155 120.0 \n",
+ "2176 198452 3 84830 60602.0 109058.0 154 110.0 \n",
+ "2177 198451 3 101726 80242.0 123210.0 185 146.0 \n",
+ "2178 198450 3 123680 101401.0 145959.0 225 184.0 \n",
+ "2179 198449 3 101073 81684.0 120462.0 184 149.0 \n",
+ "2180 198448 3 78620 60634.0 96606.0 143 110.0 \n",
+ "2181 198447 3 72029 54274.0 89784.0 131 99.0 \n",
+ "2182 198446 3 87330 67686.0 106974.0 159 123.0 \n",
+ "2183 198445 3 135223 101414.0 169032.0 246 184.0 \n",
+ "2184 198444 3 68422 20056.0 116788.0 125 37.0 \n",
+ "\n",
+ " inc100_up geo_insee geo_name \n",
+ "0 70.0 FR France \n",
+ "1 47.0 FR France \n",
+ "2 34.0 FR France \n",
+ "3 25.0 FR France \n",
+ "4 16.0 FR France \n",
+ "5 17.0 FR France \n",
+ "6 14.0 FR France \n",
+ "7 18.0 FR France \n",
+ "8 15.0 FR France \n",
+ "9 19.0 FR France \n",
+ "10 21.0 FR France \n",
+ "11 22.0 FR France \n",
+ "12 23.0 FR France \n",
+ "13 26.0 FR France \n",
+ "14 29.0 FR France \n",
+ "15 22.0 FR France \n",
+ "16 26.0 FR France \n",
+ "17 27.0 FR France \n",
+ "18 20.0 FR France \n",
+ "19 24.0 FR France \n",
+ "20 28.0 FR France \n",
+ "21 40.0 FR France \n",
+ "22 39.0 FR France \n",
+ "23 52.0 FR France \n",
+ "24 62.0 FR France \n",
+ "25 55.0 FR France \n",
+ "26 53.0 FR France \n",
+ "27 49.0 FR France \n",
+ "28 68.0 FR France \n",
+ "29 100.0 FR France \n",
+ "... ... ... ... \n",
+ "2155 59.0 FR France \n",
+ "2156 64.0 FR France \n",
+ "2157 97.0 FR France \n",
+ "2158 93.0 FR France \n",
+ "2159 80.0 FR France \n",
+ "2160 116.0 FR France \n",
+ "2161 149.0 FR France \n",
+ "2162 281.0 FR France \n",
+ "2163 395.0 FR France \n",
+ "2164 485.0 FR France \n",
+ "2165 544.0 FR France \n",
+ "2166 689.0 FR France \n",
+ "2167 722.0 FR France \n",
+ "2168 762.0 FR France \n",
+ "2169 926.0 FR France \n",
+ "2170 1113.0 FR France \n",
+ "2171 1236.0 FR France \n",
+ "2172 832.0 FR France \n",
+ "2173 459.0 FR France \n",
+ "2174 207.0 FR France \n",
+ "2175 190.0 FR France \n",
+ "2176 198.0 FR France \n",
+ "2177 224.0 FR France \n",
+ "2178 266.0 FR France \n",
+ "2179 219.0 FR France \n",
+ "2180 176.0 FR France \n",
+ "2181 163.0 FR France \n",
+ "2182 195.0 FR France \n",
+ "2183 308.0 FR France \n",
+ "2184 213.0 FR France \n",
+ "\n",
+ "[2185 rows x 10 columns]"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
- "raw_data = pd.read_csv(data_url, skiprows=1)\n",
+ "raw_data = pd.read_csv(file_path, skiprows=1)\n",
"raw_data"
]
},
@@ -78,9 +1100,73 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 6,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
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+ " indicator | \n",
+ " inc | \n",
+ " inc_low | \n",
+ " inc_up | \n",
+ " inc100 | \n",
+ " inc100_low | \n",
+ " inc100_up | \n",
+ " geo_insee | \n",
+ " geo_name | \n",
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\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 1948 | \n",
+ " 198919 | \n",
+ " 3 | \n",
+ " - | \n",
+ " NaN | \n",
+ " NaN | \n",
+ " - | \n",
+ " NaN | \n",
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+ " France | \n",
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+ " \n",
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+ "text/plain": [
+ " week indicator inc inc_low inc_up inc100 inc100_low inc100_up \\\n",
+ "1948 198919 3 - NaN NaN - NaN NaN \n",
+ "\n",
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+ "1948 FR France "
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+ "execution_count": 6,
+ "metadata": {},
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"source": [
"raw_data[raw_data.isnull().any(axis=1)]"
]
@@ -94,9 +1180,976 @@
},
{
"cell_type": "code",
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+ "execution_count": 7,
"metadata": {},
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+ " \n",
+ " | 29 | \n",
+ " 202608 | \n",
+ " 3 | \n",
+ " 59378 | \n",
+ " 51437.0 | \n",
+ " 67319.0 | \n",
+ " 88 | \n",
+ " 76.0 | \n",
+ " 100.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ "
\n",
+ " \n",
+ " | 2155 | \n",
+ " 198521 | \n",
+ " 3 | \n",
+ " 26096 | \n",
+ " 19621.0 | \n",
+ " 32571.0 | \n",
+ " 47 | \n",
+ " 35.0 | \n",
+ " 59.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2156 | \n",
+ " 198520 | \n",
+ " 3 | \n",
+ " 27896 | \n",
+ " 20885.0 | \n",
+ " 34907.0 | \n",
+ " 51 | \n",
+ " 38.0 | \n",
+ " 64.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2157 | \n",
+ " 198519 | \n",
+ " 3 | \n",
+ " 43154 | \n",
+ " 32821.0 | \n",
+ " 53487.0 | \n",
+ " 78 | \n",
+ " 59.0 | \n",
+ " 97.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2158 | \n",
+ " 198518 | \n",
+ " 3 | \n",
+ " 40555 | \n",
+ " 29935.0 | \n",
+ " 51175.0 | \n",
+ " 74 | \n",
+ " 55.0 | \n",
+ " 93.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2159 | \n",
+ " 198517 | \n",
+ " 3 | \n",
+ " 34053 | \n",
+ " 24366.0 | \n",
+ " 43740.0 | \n",
+ " 62 | \n",
+ " 44.0 | \n",
+ " 80.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2160 | \n",
+ " 198516 | \n",
+ " 3 | \n",
+ " 50362 | \n",
+ " 36451.0 | \n",
+ " 64273.0 | \n",
+ " 91 | \n",
+ " 66.0 | \n",
+ " 116.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2161 | \n",
+ " 198515 | \n",
+ " 3 | \n",
+ " 63881 | \n",
+ " 45538.0 | \n",
+ " 82224.0 | \n",
+ " 116 | \n",
+ " 83.0 | \n",
+ " 149.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2162 | \n",
+ " 198514 | \n",
+ " 3 | \n",
+ " 134545 | \n",
+ " 114400.0 | \n",
+ " 154690.0 | \n",
+ " 244 | \n",
+ " 207.0 | \n",
+ " 281.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2163 | \n",
+ " 198513 | \n",
+ " 3 | \n",
+ " 197206 | \n",
+ " 176080.0 | \n",
+ " 218332.0 | \n",
+ " 357 | \n",
+ " 319.0 | \n",
+ " 395.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2164 | \n",
+ " 198512 | \n",
+ " 3 | \n",
+ " 245240 | \n",
+ " 223304.0 | \n",
+ " 267176.0 | \n",
+ " 445 | \n",
+ " 405.0 | \n",
+ " 485.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2165 | \n",
+ " 198511 | \n",
+ " 3 | \n",
+ " 276205 | \n",
+ " 252399.0 | \n",
+ " 300011.0 | \n",
+ " 501 | \n",
+ " 458.0 | \n",
+ " 544.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2166 | \n",
+ " 198510 | \n",
+ " 3 | \n",
+ " 353231 | \n",
+ " 326279.0 | \n",
+ " 380183.0 | \n",
+ " 640 | \n",
+ " 591.0 | \n",
+ " 689.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2167 | \n",
+ " 198509 | \n",
+ " 3 | \n",
+ " 369895 | \n",
+ " 341109.0 | \n",
+ " 398681.0 | \n",
+ " 670 | \n",
+ " 618.0 | \n",
+ " 722.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2168 | \n",
+ " 198508 | \n",
+ " 3 | \n",
+ " 389886 | \n",
+ " 359529.0 | \n",
+ " 420243.0 | \n",
+ " 707 | \n",
+ " 652.0 | \n",
+ " 762.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2169 | \n",
+ " 198507 | \n",
+ " 3 | \n",
+ " 471852 | \n",
+ " 432599.0 | \n",
+ " 511105.0 | \n",
+ " 855 | \n",
+ " 784.0 | \n",
+ " 926.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2170 | \n",
+ " 198506 | \n",
+ " 3 | \n",
+ " 565825 | \n",
+ " 518011.0 | \n",
+ " 613639.0 | \n",
+ " 1026 | \n",
+ " 939.0 | \n",
+ " 1113.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2171 | \n",
+ " 198505 | \n",
+ " 3 | \n",
+ " 637302 | \n",
+ " 592795.0 | \n",
+ " 681809.0 | \n",
+ " 1155 | \n",
+ " 1074.0 | \n",
+ " 1236.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2172 | \n",
+ " 198504 | \n",
+ " 3 | \n",
+ " 424937 | \n",
+ " 390794.0 | \n",
+ " 459080.0 | \n",
+ " 770 | \n",
+ " 708.0 | \n",
+ " 832.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2173 | \n",
+ " 198503 | \n",
+ " 3 | \n",
+ " 213901 | \n",
+ " 174689.0 | \n",
+ " 253113.0 | \n",
+ " 388 | \n",
+ " 317.0 | \n",
+ " 459.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2174 | \n",
+ " 198502 | \n",
+ " 3 | \n",
+ " 97586 | \n",
+ " 80949.0 | \n",
+ " 114223.0 | \n",
+ " 177 | \n",
+ " 147.0 | \n",
+ " 207.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2175 | \n",
+ " 198501 | \n",
+ " 3 | \n",
+ " 85489 | \n",
+ " 65918.0 | \n",
+ " 105060.0 | \n",
+ " 155 | \n",
+ " 120.0 | \n",
+ " 190.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2176 | \n",
+ " 198452 | \n",
+ " 3 | \n",
+ " 84830 | \n",
+ " 60602.0 | \n",
+ " 109058.0 | \n",
+ " 154 | \n",
+ " 110.0 | \n",
+ " 198.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2177 | \n",
+ " 198451 | \n",
+ " 3 | \n",
+ " 101726 | \n",
+ " 80242.0 | \n",
+ " 123210.0 | \n",
+ " 185 | \n",
+ " 146.0 | \n",
+ " 224.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2178 | \n",
+ " 198450 | \n",
+ " 3 | \n",
+ " 123680 | \n",
+ " 101401.0 | \n",
+ " 145959.0 | \n",
+ " 225 | \n",
+ " 184.0 | \n",
+ " 266.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2179 | \n",
+ " 198449 | \n",
+ " 3 | \n",
+ " 101073 | \n",
+ " 81684.0 | \n",
+ " 120462.0 | \n",
+ " 184 | \n",
+ " 149.0 | \n",
+ " 219.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2180 | \n",
+ " 198448 | \n",
+ " 3 | \n",
+ " 78620 | \n",
+ " 60634.0 | \n",
+ " 96606.0 | \n",
+ " 143 | \n",
+ " 110.0 | \n",
+ " 176.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2181 | \n",
+ " 198447 | \n",
+ " 3 | \n",
+ " 72029 | \n",
+ " 54274.0 | \n",
+ " 89784.0 | \n",
+ " 131 | \n",
+ " 99.0 | \n",
+ " 163.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2182 | \n",
+ " 198446 | \n",
+ " 3 | \n",
+ " 87330 | \n",
+ " 67686.0 | \n",
+ " 106974.0 | \n",
+ " 159 | \n",
+ " 123.0 | \n",
+ " 195.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2183 | \n",
+ " 198445 | \n",
+ " 3 | \n",
+ " 135223 | \n",
+ " 101414.0 | \n",
+ " 169032.0 | \n",
+ " 246 | \n",
+ " 184.0 | \n",
+ " 308.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 2184 | \n",
+ " 198444 | \n",
+ " 3 | \n",
+ " 68422 | \n",
+ " 20056.0 | \n",
+ " 116788.0 | \n",
+ " 125 | \n",
+ " 37.0 | \n",
+ " 213.0 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
2184 rows × 10 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " week indicator inc inc_low inc_up inc100 inc100_low \\\n",
+ "0 202637 3 39403 32221.0 46585.0 59 48.0 \n",
+ "1 202636 3 25604 19728.0 31480.0 38 29.0 \n",
+ "2 202635 3 18039 13597.0 22481.0 27 20.0 \n",
+ "3 202634 3 12726 8755.0 16697.0 19 13.0 \n",
+ "4 202633 3 7188 3962.0 10414.0 11 6.0 \n",
+ "5 202632 3 7870 4582.0 11158.0 12 7.0 \n",
+ "6 202631 3 7046 4169.0 9923.0 10 6.0 \n",
+ "7 202630 3 8880 5665.0 12095.0 13 8.0 \n",
+ "8 202629 3 7601 4679.0 10523.0 11 7.0 \n",
+ "9 202628 3 9217 6138.0 12296.0 14 9.0 \n",
+ "10 202627 3 11019 7871.0 14167.0 16 11.0 \n",
+ "11 202626 3 11341 8008.0 14674.0 17 12.0 \n",
+ "12 202625 3 12022 8825.0 15219.0 18 13.0 \n",
+ "13 202624 3 14005 10335.0 17675.0 21 16.0 \n",
+ "14 202623 3 15536 11350.0 19722.0 23 17.0 \n",
+ "15 202622 3 11269 7864.0 14674.0 17 12.0 \n",
+ "16 202621 3 14005 10391.0 17619.0 21 16.0 \n",
+ "17 202620 3 13818 9441.0 18195.0 21 15.0 \n",
+ "18 202619 3 10240 6610.0 13870.0 15 10.0 \n",
+ "19 202618 3 11906 8174.0 15638.0 18 12.0 \n",
+ "20 202617 3 14808 10600.0 19016.0 22 16.0 \n",
+ "21 202616 3 21922 17127.0 26717.0 33 26.0 \n",
+ "22 202615 3 21286 16456.0 26116.0 32 25.0 \n",
+ "23 202614 3 29932 24335.0 35529.0 44 36.0 \n",
+ "24 202613 3 35432 29247.0 41617.0 53 44.0 \n",
+ "25 202612 3 31555 26214.0 36896.0 47 39.0 \n",
+ "26 202611 3 30093 24854.0 35332.0 45 37.0 \n",
+ "27 202610 3 28583 23633.0 33533.0 42 35.0 \n",
+ "28 202609 3 38998 32459.0 45537.0 58 48.0 \n",
+ "29 202608 3 59378 51437.0 67319.0 88 76.0 \n",
+ "... ... ... ... ... ... ... ... \n",
+ "2155 198521 3 26096 19621.0 32571.0 47 35.0 \n",
+ "2156 198520 3 27896 20885.0 34907.0 51 38.0 \n",
+ "2157 198519 3 43154 32821.0 53487.0 78 59.0 \n",
+ "2158 198518 3 40555 29935.0 51175.0 74 55.0 \n",
+ "2159 198517 3 34053 24366.0 43740.0 62 44.0 \n",
+ "2160 198516 3 50362 36451.0 64273.0 91 66.0 \n",
+ "2161 198515 3 63881 45538.0 82224.0 116 83.0 \n",
+ "2162 198514 3 134545 114400.0 154690.0 244 207.0 \n",
+ "2163 198513 3 197206 176080.0 218332.0 357 319.0 \n",
+ "2164 198512 3 245240 223304.0 267176.0 445 405.0 \n",
+ "2165 198511 3 276205 252399.0 300011.0 501 458.0 \n",
+ "2166 198510 3 353231 326279.0 380183.0 640 591.0 \n",
+ "2167 198509 3 369895 341109.0 398681.0 670 618.0 \n",
+ "2168 198508 3 389886 359529.0 420243.0 707 652.0 \n",
+ "2169 198507 3 471852 432599.0 511105.0 855 784.0 \n",
+ "2170 198506 3 565825 518011.0 613639.0 1026 939.0 \n",
+ "2171 198505 3 637302 592795.0 681809.0 1155 1074.0 \n",
+ "2172 198504 3 424937 390794.0 459080.0 770 708.0 \n",
+ "2173 198503 3 213901 174689.0 253113.0 388 317.0 \n",
+ "2174 198502 3 97586 80949.0 114223.0 177 147.0 \n",
+ "2175 198501 3 85489 65918.0 105060.0 155 120.0 \n",
+ "2176 198452 3 84830 60602.0 109058.0 154 110.0 \n",
+ "2177 198451 3 101726 80242.0 123210.0 185 146.0 \n",
+ "2178 198450 3 123680 101401.0 145959.0 225 184.0 \n",
+ "2179 198449 3 101073 81684.0 120462.0 184 149.0 \n",
+ "2180 198448 3 78620 60634.0 96606.0 143 110.0 \n",
+ "2181 198447 3 72029 54274.0 89784.0 131 99.0 \n",
+ "2182 198446 3 87330 67686.0 106974.0 159 123.0 \n",
+ "2183 198445 3 135223 101414.0 169032.0 246 184.0 \n",
+ "2184 198444 3 68422 20056.0 116788.0 125 37.0 \n",
+ "\n",
+ " inc100_up geo_insee geo_name \n",
+ "0 70.0 FR France \n",
+ "1 47.0 FR France \n",
+ "2 34.0 FR France \n",
+ "3 25.0 FR France \n",
+ "4 16.0 FR France \n",
+ "5 17.0 FR France \n",
+ "6 14.0 FR France \n",
+ "7 18.0 FR France \n",
+ "8 15.0 FR France \n",
+ "9 19.0 FR France \n",
+ "10 21.0 FR France \n",
+ "11 22.0 FR France \n",
+ "12 23.0 FR France \n",
+ "13 26.0 FR France \n",
+ "14 29.0 FR France \n",
+ "15 22.0 FR France \n",
+ "16 26.0 FR France \n",
+ "17 27.0 FR France \n",
+ "18 20.0 FR France \n",
+ "19 24.0 FR France \n",
+ "20 28.0 FR France \n",
+ "21 40.0 FR France \n",
+ "22 39.0 FR France \n",
+ "23 52.0 FR France \n",
+ "24 62.0 FR France \n",
+ "25 55.0 FR France \n",
+ "26 53.0 FR France \n",
+ "27 49.0 FR France \n",
+ "28 68.0 FR France \n",
+ "29 100.0 FR France \n",
+ "... ... ... ... \n",
+ "2155 59.0 FR France \n",
+ "2156 64.0 FR France \n",
+ "2157 97.0 FR France \n",
+ "2158 93.0 FR France \n",
+ "2159 80.0 FR France \n",
+ "2160 116.0 FR France \n",
+ "2161 149.0 FR France \n",
+ "2162 281.0 FR France \n",
+ "2163 395.0 FR France \n",
+ "2164 485.0 FR France \n",
+ "2165 544.0 FR France \n",
+ "2166 689.0 FR France \n",
+ "2167 722.0 FR France \n",
+ "2168 762.0 FR France \n",
+ "2169 926.0 FR France \n",
+ "2170 1113.0 FR France \n",
+ "2171 1236.0 FR France \n",
+ "2172 832.0 FR France \n",
+ "2173 459.0 FR France \n",
+ "2174 207.0 FR France \n",
+ "2175 190.0 FR France \n",
+ "2176 198.0 FR France \n",
+ "2177 224.0 FR France \n",
+ "2178 266.0 FR France \n",
+ "2179 219.0 FR France \n",
+ "2180 176.0 FR France \n",
+ "2181 163.0 FR France \n",
+ "2182 195.0 FR France \n",
+ "2183 308.0 FR France \n",
+ "2184 213.0 FR France \n",
+ "\n",
+ "[2184 rows x 10 columns]"
+ ]
+ },
+ "execution_count": 7,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": [
"data = raw_data.dropna().copy()\n",
"data"
@@ -122,7 +2175,7 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
@@ -152,10 +2205,8 @@
},
{
"cell_type": "code",
- "execution_count": null,
- "metadata": {
- "collapsed": true
- },
+ "execution_count": 9,
+ "metadata": {},
"outputs": [],
"source": [
"sorted_data = data.set_index('period').sort_index()"
@@ -179,9 +2230,17 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 10,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "1989-05-01/1989-05-07 1989-05-15/1989-05-21\n"
+ ]
+ }
+ ],
"source": [
"periods = sorted_data.index\n",
"for p1, p2 in zip(periods[:-1], periods[1:]):\n",
@@ -199,9 +2258,26 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 11,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "ename": "TypeError",
+ "evalue": "Empty 'DataFrame': no numeric data to plot",
+ "output_type": "error",
+ "traceback": [
+ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+ "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)",
+ "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0msorted_data\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m'inc'\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
+ "\u001b[0;32m/opt/conda/lib/python3.6/site-packages/pandas/plotting/_core.py\u001b[0m in \u001b[0;36m__call__\u001b[0;34m(self, kind, ax, figsize, use_index, title, grid, legend, style, logx, logy, loglog, xticks, yticks, xlim, ylim, rot, fontsize, colormap, table, yerr, xerr, label, secondary_y, **kwds)\u001b[0m\n\u001b[1;32m 2501\u001b[0m \u001b[0mcolormap\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mcolormap\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtable\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mtable\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0myerr\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0myerr\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2502\u001b[0m \u001b[0mxerr\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mxerr\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlabel\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mlabel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msecondary_y\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msecondary_y\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 2503\u001b[0;31m **kwds)\n\u001b[0m\u001b[1;32m 2504\u001b[0m \u001b[0m__call__\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__doc__\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mplot_series\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__doc__\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2505\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/opt/conda/lib/python3.6/site-packages/pandas/plotting/_core.py\u001b[0m in \u001b[0;36mplot_series\u001b[0;34m(data, kind, ax, figsize, use_index, title, grid, legend, style, logx, logy, loglog, xticks, yticks, xlim, ylim, rot, fontsize, colormap, table, yerr, xerr, label, secondary_y, **kwds)\u001b[0m\n\u001b[1;32m 1925\u001b[0m \u001b[0myerr\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0myerr\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mxerr\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mxerr\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1926\u001b[0m \u001b[0mlabel\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mlabel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msecondary_y\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msecondary_y\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1927\u001b[0;31m **kwds)\n\u001b[0m\u001b[1;32m 1928\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1929\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/opt/conda/lib/python3.6/site-packages/pandas/plotting/_core.py\u001b[0m in \u001b[0;36m_plot\u001b[0;34m(data, x, y, subplots, ax, kind, **kwds)\u001b[0m\n\u001b[1;32m 1727\u001b[0m \u001b[0mplot_obj\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mklass\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msubplots\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0msubplots\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0max\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0max\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkind\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mkind\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwds\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1728\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1729\u001b[0;31m \u001b[0mplot_obj\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgenerate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1730\u001b[0m \u001b[0mplot_obj\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdraw\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1731\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0mplot_obj\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mresult\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/opt/conda/lib/python3.6/site-packages/pandas/plotting/_core.py\u001b[0m in \u001b[0;36mgenerate\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 248\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mgenerate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 249\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_args_adjust\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 250\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_compute_plot_data\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 251\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_setup_subplots\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 252\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_make_plot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/opt/conda/lib/python3.6/site-packages/pandas/plotting/_core.py\u001b[0m in \u001b[0;36m_compute_plot_data\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 363\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mis_empty\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 364\u001b[0m raise TypeError('Empty {0!r}: no numeric data to '\n\u001b[0;32m--> 365\u001b[0;31m 'plot'.format(numeric_data.__class__.__name__))\n\u001b[0m\u001b[1;32m 366\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 367\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnumeric_data\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;31mTypeError\u001b[0m: Empty 'DataFrame': no numeric data to plot"
+ ]
+ }
+ ],
"source": [
"sorted_data['inc'].plot()"
]
@@ -253,9 +2329,7 @@
{
"cell_type": "code",
"execution_count": null,
- "metadata": {
- "collapsed": true
- },
+ "metadata": {},
"outputs": [],
"source": [
"first_august_week = [pd.Period(pd.Timestamp(y, 8, 1), 'W')\n",
@@ -341,9 +2415,7 @@
{
"cell_type": "code",
"execution_count": null,
- "metadata": {
- "collapsed": true
- },
+ "metadata": {},
"outputs": [],
"source": []
}
@@ -364,7 +2436,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.1"
+ "version": "3.6.4"
}
},
"nbformat": 4,
diff --git a/module3/exo1/incidence-PAY-3.csv b/module3/exo1/incidence-PAY-3.csv
new file mode 100644
index 0000000000000000000000000000000000000000..1838aeaba26a8f241ecd0e2e97b5b67095bb8209
--- /dev/null
+++ b/module3/exo1/incidence-PAY-3.csv
@@ -0,0 +1,2187 @@
+# {"source":"réseau Sentinelles, INSERM, Sorbonne Université, https:\/\/www.sentiweb.fr","meta":{"period":[198444,202637],"geo":["PAY",0],"geo_ref":"insee","indicator":3,"type":"all","conf_int":true,"compact":false,"age_group":false,"span":"all"},"date":"2026-09-16T12:43:45+02:00","bundle":"1789555424"}
+week,indicator,inc,inc_low,inc_up,inc100,inc100_low,inc100_up,geo_insee,geo_name
+202637,3,39403,32221,46585,59,48,70,FR,France
+202636,3,25604,19728,31480,38,29,47,FR,France
+202635,3,18039,13597,22481,27,20,34,FR,France
+202634,3,12726,8755,16697,19,13,25,FR,France
+202633,3,7188,3962,10414,11,6,16,FR,France
+202632,3,7870,4582,11158,12,7,17,FR,France
+202631,3,7046,4169,9923,10,6,14,FR,France
+202630,3,8880,5665,12095,13,8,18,FR,France
+202629,3,7601,4679,10523,11,7,15,FR,France
+202628,3,9217,6138,12296,14,9,19,FR,France
+202627,3,11019,7871,14167,16,11,21,FR,France
+202626,3,11341,8008,14674,17,12,22,FR,France
+202625,3,12022,8825,15219,18,13,23,FR,France
+202624,3,14005,10335,17675,21,16,26,FR,France
+202623,3,15536,11350,19722,23,17,29,FR,France
+202622,3,11269,7864,14674,17,12,22,FR,France
+202621,3,14005,10391,17619,21,16,26,FR,France
+202620,3,13818,9441,18195,21,15,27,FR,France
+202619,3,10240,6610,13870,15,10,20,FR,France
+202618,3,11906,8174,15638,18,12,24,FR,France
+202617,3,14808,10600,19016,22,16,28,FR,France
+202616,3,21922,17127,26717,33,26,40,FR,France
+202615,3,21286,16456,26116,32,25,39,FR,France
+202614,3,29932,24335,35529,44,36,52,FR,France
+202613,3,35432,29247,41617,53,44,62,FR,France
+202612,3,31555,26214,36896,47,39,55,FR,France
+202611,3,30093,24854,35332,45,37,53,FR,France
+202610,3,28583,23633,33533,42,35,49,FR,France
+202609,3,38998,32459,45537,58,48,68,FR,France
+202608,3,59378,51437,67319,88,76,100,FR,France
+202607,3,92394,82032,102756,137,122,152,FR,France
+202606,3,134736,123217,146255,200,183,217,FR,France
+202605,3,150982,139724,162240,224,207,241,FR,France
+202604,3,164364,152918,175810,244,227,261,FR,France
+202603,3,164566,152843,176289,244,227,261,FR,France
+202602,3,179098,166260,191936,266,247,285,FR,France
+202601,3,189561,174025,205097,281,258,304,FR,France
+202552,3,188897,173943,203851,282,260,304,FR,France
+202551,3,227262,213214,241310,339,318,360,FR,France
+202550,3,177308,165277,189339,265,247,283,FR,France
+202549,3,133049,122068,144030,199,183,215,FR,France
+202548,3,82609,73827,91391,123,110,136,FR,France
+202547,3,58860,51442,66278,88,77,99,FR,France
+202546,3,40657,34407,46907,61,52,70,FR,France
+202545,3,47645,40423,54867,71,60,82,FR,France
+202544,3,44837,38385,51289,67,57,77,FR,France
+202543,3,55400,47640,63160,83,71,95,FR,France
+202542,3,75239,66515,83963,112,99,125,FR,France
+202541,3,86860,77648,96072,130,116,144,FR,France
+202540,3,79169,71180,87158,118,106,130,FR,France
+202539,3,72930,64872,80988,109,97,121,FR,France
+202538,3,61435,54131,68739,92,81,103,FR,France
+202537,3,46373,39689,53057,69,59,79,FR,France
+202536,3,25581,20702,30460,38,31,45,FR,France
+202535,3,22717,17480,27954,34,26,42,FR,France
+202534,3,21429,16177,26681,32,24,40,FR,France
+202533,3,16766,12022,21510,25,18,32,FR,France
+202532,3,19900,14303,25497,30,22,38,FR,France
+202531,3,18470,12625,24315,28,19,37,FR,France
+202530,3,19166,14283,24049,29,22,36,FR,France
+202529,3,18673,13815,23531,28,21,35,FR,France
+202528,3,23285,18131,28439,35,27,43,FR,France
+202527,3,21453,17129,25777,32,26,38,FR,France
+202526,3,21945,17422,26468,33,26,40,FR,France
+202525,3,23323,18546,28100,35,28,42,FR,France
+202524,3,23154,18577,27731,35,28,42,FR,France
+202523,3,24391,19307,29475,36,28,44,FR,France
+202522,3,18755,14333,23177,28,21,35,FR,France
+202521,3,23760,18671,28849,35,27,43,FR,France
+202520,3,20265,15814,24716,30,23,37,FR,France
+202519,3,16264,12394,20134,24,18,30,FR,France
+202518,3,18115,13975,22255,27,21,33,FR,France
+202517,3,22150,17291,27009,33,26,40,FR,France
+202516,3,28564,22550,34578,43,34,52,FR,France
+202515,3,35721,29592,41850,53,44,62,FR,France
+202514,3,37579,31232,43926,56,47,65,FR,France
+202513,3,39673,33686,45660,59,50,68,FR,France
+202512,3,52543,45627,59459,78,68,88,FR,France
+202511,3,59469,52154,66784,89,78,100,FR,France
+202510,3,60334,53048,67620,90,79,101,FR,France
+202509,3,84531,74994,94068,126,112,140,FR,France
+202508,3,136020,124824,147216,203,186,220,FR,France
+202507,3,208952,195988,221916,312,293,331,FR,France
+202506,3,273519,258159,288879,408,385,431,FR,France
+202505,3,334395,318416,350374,499,475,523,FR,France
+202504,3,350043,332885,367201,522,496,548,FR,France
+202503,3,252772,238917,266627,377,356,398,FR,France
+202502,3,257247,242991,271503,384,363,405,FR,France
+202501,3,231549,214627,248471,345,320,370,FR,France
+202452,3,201726,185870,217582,302,278,326,FR,France
+202451,3,201697,187843,215551,302,281,323,FR,France
+202450,3,136694,126369,147019,205,190,220,FR,France
+202449,3,108487,99037,117937,163,149,177,FR,France
+202448,3,87381,78687,96075,131,118,144,FR,France
+202447,3,76286,67626,84946,114,101,127,FR,France
+202446,3,56399,49006,63792,85,74,96,FR,France
+202445,3,47347,40843,53851,71,61,81,FR,France
+202444,3,36039,30122,41956,54,45,63,FR,France
+202443,3,46572,39928,53216,70,60,80,FR,France
+202442,3,67785,60009,75561,102,90,114,FR,France
+202441,3,79435,71386,87484,119,107,131,FR,France
+202440,3,84965,76555,93375,127,114,140,FR,France
+202439,3,91660,82937,100383,137,124,150,FR,France
+202438,3,91786,82903,100669,138,125,151,FR,France
+202437,3,56460,49319,63601,85,74,96,FR,France
+202436,3,33657,27906,39408,50,41,59,FR,France
+202435,3,27454,22069,32839,41,33,49,FR,France
+202434,3,26717,21003,32431,40,31,49,FR,France
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+202432,3,23187,17532,28842,35,27,43,FR,France
+202431,3,26035,20267,31803,39,30,48,FR,France
+202430,3,36393,28593,44193,55,43,67,FR,France
+202429,3,39560,32592,46528,59,49,69,FR,France
+202428,3,54342,45781,62903,81,68,94,FR,France
+202427,3,47364,40234,54494,71,60,82,FR,France
+202426,3,44219,36956,51482,66,55,77,FR,France
+202425,3,47204,40300,54108,71,61,81,FR,France
+202424,3,41110,34671,47549,62,52,72,FR,France
+202423,3,35875,30610,41140,54,46,62,FR,France
+202422,3,33772,28274,39270,51,43,59,FR,France
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+202420,3,20057,15780,24334,30,24,36,FR,France
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+202418,3,22409,17653,27165,34,27,41,FR,France
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+202416,3,28882,23305,34459,43,35,51,FR,France
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+202411,3,50268,43331,57205,75,65,85,FR,France
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+202409,3,71121,62920,79322,107,95,119,FR,France
+202408,3,104566,94520,114612,157,142,172,FR,France
+202407,3,138078,127050,149106,207,190,224,FR,France
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+202405,3,216237,203595,228879,324,305,343,FR,France
+202404,3,213196,200547,225845,320,301,339,FR,France
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+200616,3,22096,15420,28772,36,25,47,FR,France
+200615,3,26969,19631,34307,44,32,56,FR,France
+200614,3,40321,31022,49620,66,51,81,FR,France
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diff --git a/module3/exo2/exercice.ipynb b/module3/exo2/exercice.ipynb
index 0bbbe371b01e359e381e43239412d77bf53fb1fb..8bd9f0d8a2b0c9cfc0cbc3d8ce634c427aef263a 100644
--- a/module3/exo2/exercice.ipynb
+++ b/module3/exo2/exercice.ipynb
@@ -1,5 +1,1344 @@
{
- "cells": [],
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Incidence de la varicelle"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "%matplotlib inline\n",
+ "import matplotlib.pyplot as plt\n",
+ "import pandas as pd\n",
+ "import isoweek\n",
+ "from pathlib import Path\n",
+ "from urllib.request import urlretrieve"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Les données du réseau sentinelles sur l'incidence de la varicelle sont récupérables sur le site du [Réseau Sentinelles](https://www.sentiweb.fr/france/fr/?page=table). Nous récupérons les données sous format CSV dont chaque ligne correspond à une semaine de la période demandé."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "data_url: str = \"https://www.sentiweb.fr/datasets/all/inc-7-PAY.csv\""
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Nous téléchargeons les données si elles ne sont pas déjà disponible. Sinon nous chargeons juste le fichier."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# File path\n",
+ "file_path = Path.cwd().joinpath(\"inc-7-PAY.csv\")\n",
+ "\n",
+ "# Check if the file exists\n",
+ "if file_path.exists():\n",
+ " print(\"File exists\")\n",
+ "# Else download the file\n",
+ "else:\n",
+ " urlretrieve(data_url, file_path)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
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+ " 7 | \n",
+ " 9608 | \n",
+ " 6293 | \n",
+ " 12923 | \n",
+ " 14 | \n",
+ " 9 | \n",
+ " 19 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 19 | \n",
+ " 202618 | \n",
+ " 7 | \n",
+ " 8927 | \n",
+ " 5444 | \n",
+ " 12410 | \n",
+ " 13 | \n",
+ " 8 | \n",
+ " 18 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 20 | \n",
+ " 202617 | \n",
+ " 7 | \n",
+ " 11063 | \n",
+ " 7549 | \n",
+ " 14577 | \n",
+ " 16 | \n",
+ " 11 | \n",
+ " 21 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 21 | \n",
+ " 202616 | \n",
+ " 7 | \n",
+ " 12983 | \n",
+ " 9199 | \n",
+ " 16767 | \n",
+ " 19 | \n",
+ " 13 | \n",
+ " 25 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 22 | \n",
+ " 202615 | \n",
+ " 7 | \n",
+ " 10309 | \n",
+ " 7243 | \n",
+ " 13375 | \n",
+ " 15 | \n",
+ " 10 | \n",
+ " 20 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 23 | \n",
+ " 202614 | \n",
+ " 7 | \n",
+ " 9121 | \n",
+ " 6015 | \n",
+ " 12227 | \n",
+ " 14 | \n",
+ " 9 | \n",
+ " 19 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 24 | \n",
+ " 202613 | \n",
+ " 7 | \n",
+ " 11395 | \n",
+ " 8060 | \n",
+ " 14730 | \n",
+ " 17 | \n",
+ " 12 | \n",
+ " 22 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 25 | \n",
+ " 202612 | \n",
+ " 7 | \n",
+ " 9105 | \n",
+ " 6415 | \n",
+ " 11795 | \n",
+ " 14 | \n",
+ " 10 | \n",
+ " 18 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 26 | \n",
+ " 202611 | \n",
+ " 7 | \n",
+ " 6263 | \n",
+ " 4119 | \n",
+ " 8407 | \n",
+ " 9 | \n",
+ " 6 | \n",
+ " 12 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 27 | \n",
+ " 202610 | \n",
+ " 7 | \n",
+ " 8335 | \n",
+ " 5601 | \n",
+ " 11069 | \n",
+ " 12 | \n",
+ " 8 | \n",
+ " 16 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 28 | \n",
+ " 202609 | \n",
+ " 7 | \n",
+ " 7675 | \n",
+ " 5300 | \n",
+ " 10050 | \n",
+ " 11 | \n",
+ " 7 | \n",
+ " 15 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 29 | \n",
+ " 202608 | \n",
+ " 7 | \n",
+ " 9604 | \n",
+ " 6238 | \n",
+ " 12970 | \n",
+ " 14 | \n",
+ " 9 | \n",
+ " 19 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ " ... | \n",
+ "
\n",
+ " \n",
+ " | 1837 | \n",
+ " 199126 | \n",
+ " 7 | \n",
+ " 17608 | \n",
+ " 11304 | \n",
+ " 23912 | \n",
+ " 31 | \n",
+ " 20 | \n",
+ " 42 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1838 | \n",
+ " 199125 | \n",
+ " 7 | \n",
+ " 16169 | \n",
+ " 10700 | \n",
+ " 21638 | \n",
+ " 28 | \n",
+ " 18 | \n",
+ " 38 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1839 | \n",
+ " 199124 | \n",
+ " 7 | \n",
+ " 16171 | \n",
+ " 10071 | \n",
+ " 22271 | \n",
+ " 28 | \n",
+ " 17 | \n",
+ " 39 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1840 | \n",
+ " 199123 | \n",
+ " 7 | \n",
+ " 11947 | \n",
+ " 7671 | \n",
+ " 16223 | \n",
+ " 21 | \n",
+ " 13 | \n",
+ " 29 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1841 | \n",
+ " 199122 | \n",
+ " 7 | \n",
+ " 15452 | \n",
+ " 9953 | \n",
+ " 20951 | \n",
+ " 27 | \n",
+ " 17 | \n",
+ " 37 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1842 | \n",
+ " 199121 | \n",
+ " 7 | \n",
+ " 14903 | \n",
+ " 8975 | \n",
+ " 20831 | \n",
+ " 26 | \n",
+ " 16 | \n",
+ " 36 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1843 | \n",
+ " 199120 | \n",
+ " 7 | \n",
+ " 19053 | \n",
+ " 12742 | \n",
+ " 25364 | \n",
+ " 34 | \n",
+ " 23 | \n",
+ " 45 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1844 | \n",
+ " 199119 | \n",
+ " 7 | \n",
+ " 16739 | \n",
+ " 11246 | \n",
+ " 22232 | \n",
+ " 29 | \n",
+ " 19 | \n",
+ " 39 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1845 | \n",
+ " 199118 | \n",
+ " 7 | \n",
+ " 21385 | \n",
+ " 13882 | \n",
+ " 28888 | \n",
+ " 38 | \n",
+ " 25 | \n",
+ " 51 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1846 | \n",
+ " 199117 | \n",
+ " 7 | \n",
+ " 13462 | \n",
+ " 8877 | \n",
+ " 18047 | \n",
+ " 24 | \n",
+ " 16 | \n",
+ " 32 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1847 | \n",
+ " 199116 | \n",
+ " 7 | \n",
+ " 14857 | \n",
+ " 10068 | \n",
+ " 19646 | \n",
+ " 26 | \n",
+ " 18 | \n",
+ " 34 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1848 | \n",
+ " 199115 | \n",
+ " 7 | \n",
+ " 13975 | \n",
+ " 9781 | \n",
+ " 18169 | \n",
+ " 25 | \n",
+ " 18 | \n",
+ " 32 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1849 | \n",
+ " 199114 | \n",
+ " 7 | \n",
+ " 12265 | \n",
+ " 7684 | \n",
+ " 16846 | \n",
+ " 22 | \n",
+ " 14 | \n",
+ " 30 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1850 | \n",
+ " 199113 | \n",
+ " 7 | \n",
+ " 9567 | \n",
+ " 6041 | \n",
+ " 13093 | \n",
+ " 17 | \n",
+ " 11 | \n",
+ " 23 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1851 | \n",
+ " 199112 | \n",
+ " 7 | \n",
+ " 10864 | \n",
+ " 7331 | \n",
+ " 14397 | \n",
+ " 19 | \n",
+ " 13 | \n",
+ " 25 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1852 | \n",
+ " 199111 | \n",
+ " 7 | \n",
+ " 15574 | \n",
+ " 11184 | \n",
+ " 19964 | \n",
+ " 27 | \n",
+ " 19 | \n",
+ " 35 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1853 | \n",
+ " 199110 | \n",
+ " 7 | \n",
+ " 16643 | \n",
+ " 11372 | \n",
+ " 21914 | \n",
+ " 29 | \n",
+ " 20 | \n",
+ " 38 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1854 | \n",
+ " 199109 | \n",
+ " 7 | \n",
+ " 13741 | \n",
+ " 8780 | \n",
+ " 18702 | \n",
+ " 24 | \n",
+ " 15 | \n",
+ " 33 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1855 | \n",
+ " 199108 | \n",
+ " 7 | \n",
+ " 13289 | \n",
+ " 8813 | \n",
+ " 17765 | \n",
+ " 23 | \n",
+ " 15 | \n",
+ " 31 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1856 | \n",
+ " 199107 | \n",
+ " 7 | \n",
+ " 12337 | \n",
+ " 8077 | \n",
+ " 16597 | \n",
+ " 22 | \n",
+ " 15 | \n",
+ " 29 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1857 | \n",
+ " 199106 | \n",
+ " 7 | \n",
+ " 10877 | \n",
+ " 7013 | \n",
+ " 14741 | \n",
+ " 19 | \n",
+ " 12 | \n",
+ " 26 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1858 | \n",
+ " 199105 | \n",
+ " 7 | \n",
+ " 10442 | \n",
+ " 6544 | \n",
+ " 14340 | \n",
+ " 18 | \n",
+ " 11 | \n",
+ " 25 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1859 | \n",
+ " 199104 | \n",
+ " 7 | \n",
+ " 7913 | \n",
+ " 4563 | \n",
+ " 11263 | \n",
+ " 14 | \n",
+ " 8 | \n",
+ " 20 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1860 | \n",
+ " 199103 | \n",
+ " 7 | \n",
+ " 15387 | \n",
+ " 10484 | \n",
+ " 20290 | \n",
+ " 27 | \n",
+ " 18 | \n",
+ " 36 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1861 | \n",
+ " 199102 | \n",
+ " 7 | \n",
+ " 16277 | \n",
+ " 11046 | \n",
+ " 21508 | \n",
+ " 29 | \n",
+ " 20 | \n",
+ " 38 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1862 | \n",
+ " 199101 | \n",
+ " 7 | \n",
+ " 15565 | \n",
+ " 10271 | \n",
+ " 20859 | \n",
+ " 27 | \n",
+ " 18 | \n",
+ " 36 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1863 | \n",
+ " 199052 | \n",
+ " 7 | \n",
+ " 19375 | \n",
+ " 13295 | \n",
+ " 25455 | \n",
+ " 34 | \n",
+ " 23 | \n",
+ " 45 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1864 | \n",
+ " 199051 | \n",
+ " 7 | \n",
+ " 19080 | \n",
+ " 13807 | \n",
+ " 24353 | \n",
+ " 34 | \n",
+ " 25 | \n",
+ " 43 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1865 | \n",
+ " 199050 | \n",
+ " 7 | \n",
+ " 11079 | \n",
+ " 6660 | \n",
+ " 15498 | \n",
+ " 20 | \n",
+ " 12 | \n",
+ " 28 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ " | 1866 | \n",
+ " 199049 | \n",
+ " 7 | \n",
+ " 1143 | \n",
+ " 0 | \n",
+ " 2610 | \n",
+ " 2 | \n",
+ " 0 | \n",
+ " 5 | \n",
+ " FR | \n",
+ " France | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
1867 rows × 10 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " week indicator inc inc_low inc_up inc100 inc100_low \\\n",
+ "0 202637 7 817 0 1747 1 0 \n",
+ "1 202636 7 964 153 1775 1 0 \n",
+ "2 202635 7 1130 186 2074 2 1 \n",
+ "3 202634 7 1682 301 3063 2 0 \n",
+ "4 202633 7 1665 392 2938 2 0 \n",
+ "5 202632 7 4231 2124 6338 6 3 \n",
+ "6 202631 7 4064 1915 6213 6 3 \n",
+ "7 202630 7 6248 3767 8729 9 5 \n",
+ "8 202629 7 5719 3384 8054 8 5 \n",
+ "9 202628 7 8445 5252 11638 13 8 \n",
+ "10 202627 7 10248 7383 13113 15 11 \n",
+ "11 202626 7 13439 9941 16937 20 15 \n",
+ "12 202625 7 14105 10437 17773 21 16 \n",
+ "13 202624 7 8898 6016 11780 13 9 \n",
+ "14 202623 7 9658 6859 12457 14 10 \n",
+ "15 202622 7 12431 8837 16025 18 13 \n",
+ "16 202621 7 9372 6524 12220 14 10 \n",
+ "17 202620 7 7191 4114 10268 11 6 \n",
+ "18 202619 7 9608 6293 12923 14 9 \n",
+ "19 202618 7 8927 5444 12410 13 8 \n",
+ "20 202617 7 11063 7549 14577 16 11 \n",
+ "21 202616 7 12983 9199 16767 19 13 \n",
+ "22 202615 7 10309 7243 13375 15 10 \n",
+ "23 202614 7 9121 6015 12227 14 9 \n",
+ "24 202613 7 11395 8060 14730 17 12 \n",
+ "25 202612 7 9105 6415 11795 14 10 \n",
+ "26 202611 7 6263 4119 8407 9 6 \n",
+ "27 202610 7 8335 5601 11069 12 8 \n",
+ "28 202609 7 7675 5300 10050 11 7 \n",
+ "29 202608 7 9604 6238 12970 14 9 \n",
+ "... ... ... ... ... ... ... ... \n",
+ "1837 199126 7 17608 11304 23912 31 20 \n",
+ "1838 199125 7 16169 10700 21638 28 18 \n",
+ "1839 199124 7 16171 10071 22271 28 17 \n",
+ "1840 199123 7 11947 7671 16223 21 13 \n",
+ "1841 199122 7 15452 9953 20951 27 17 \n",
+ "1842 199121 7 14903 8975 20831 26 16 \n",
+ "1843 199120 7 19053 12742 25364 34 23 \n",
+ "1844 199119 7 16739 11246 22232 29 19 \n",
+ "1845 199118 7 21385 13882 28888 38 25 \n",
+ "1846 199117 7 13462 8877 18047 24 16 \n",
+ "1847 199116 7 14857 10068 19646 26 18 \n",
+ "1848 199115 7 13975 9781 18169 25 18 \n",
+ "1849 199114 7 12265 7684 16846 22 14 \n",
+ "1850 199113 7 9567 6041 13093 17 11 \n",
+ "1851 199112 7 10864 7331 14397 19 13 \n",
+ "1852 199111 7 15574 11184 19964 27 19 \n",
+ "1853 199110 7 16643 11372 21914 29 20 \n",
+ "1854 199109 7 13741 8780 18702 24 15 \n",
+ "1855 199108 7 13289 8813 17765 23 15 \n",
+ "1856 199107 7 12337 8077 16597 22 15 \n",
+ "1857 199106 7 10877 7013 14741 19 12 \n",
+ "1858 199105 7 10442 6544 14340 18 11 \n",
+ "1859 199104 7 7913 4563 11263 14 8 \n",
+ "1860 199103 7 15387 10484 20290 27 18 \n",
+ "1861 199102 7 16277 11046 21508 29 20 \n",
+ "1862 199101 7 15565 10271 20859 27 18 \n",
+ "1863 199052 7 19375 13295 25455 34 23 \n",
+ "1864 199051 7 19080 13807 24353 34 25 \n",
+ "1865 199050 7 11079 6660 15498 20 12 \n",
+ "1866 199049 7 1143 0 2610 2 0 \n",
+ "\n",
+ " inc100_up geo_insee geo_name \n",
+ "0 2 FR France \n",
+ "1 2 FR France \n",
+ "2 3 FR France \n",
+ "3 4 FR France \n",
+ "4 4 FR France \n",
+ "5 9 FR France \n",
+ "6 9 FR France \n",
+ "7 13 FR France \n",
+ "8 11 FR France \n",
+ "9 18 FR France \n",
+ "10 19 FR France \n",
+ "11 25 FR France \n",
+ "12 26 FR France \n",
+ "13 17 FR France \n",
+ "14 18 FR France \n",
+ "15 23 FR France \n",
+ "16 18 FR France \n",
+ "17 16 FR France \n",
+ "18 19 FR France \n",
+ "19 18 FR France \n",
+ "20 21 FR France \n",
+ "21 25 FR France \n",
+ "22 20 FR France \n",
+ "23 19 FR France \n",
+ "24 22 FR France \n",
+ "25 18 FR France \n",
+ "26 12 FR France \n",
+ "27 16 FR France \n",
+ "28 15 FR France \n",
+ "29 19 FR France \n",
+ "... ... ... ... \n",
+ "1837 42 FR France \n",
+ "1838 38 FR France \n",
+ "1839 39 FR France \n",
+ "1840 29 FR France \n",
+ "1841 37 FR France \n",
+ "1842 36 FR France \n",
+ "1843 45 FR France \n",
+ "1844 39 FR France \n",
+ "1845 51 FR France \n",
+ "1846 32 FR France \n",
+ "1847 34 FR France \n",
+ "1848 32 FR France \n",
+ "1849 30 FR France \n",
+ "1850 23 FR France \n",
+ "1851 25 FR France \n",
+ "1852 35 FR France \n",
+ "1853 38 FR France \n",
+ "1854 33 FR France \n",
+ "1855 31 FR France \n",
+ "1856 29 FR France \n",
+ "1857 26 FR France \n",
+ "1858 25 FR France \n",
+ "1859 20 FR France \n",
+ "1860 36 FR France \n",
+ "1861 38 FR France \n",
+ "1862 36 FR France \n",
+ "1863 45 FR France \n",
+ "1864 43 FR France \n",
+ "1865 28 FR France \n",
+ "1866 5 FR France \n",
+ "\n",
+ "[1867 rows x 10 columns]"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "raw_data = pd.read_csv(file_path, skiprows=1)\n",
+ "raw_data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Y a t'il des points manquants ?"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " week | \n",
+ " indicator | \n",
+ " inc | \n",
+ " inc_low | \n",
+ " inc_up | \n",
+ " inc100 | \n",
+ " inc100_low | \n",
+ " inc100_up | \n",
+ " geo_insee | \n",
+ " geo_name | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ "Empty DataFrame\n",
+ "Columns: [week, indicator, inc, inc_low, inc_up, inc100, inc100_low, inc100_up, geo_insee, geo_name]\n",
+ "Index: []"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "raw_data[raw_data.isnull().any(axis=1)]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Nous convertissons le format de données temporelles en une range de jours de début et de fin de la semaine"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def convert_week(year_and_week_int):\n",
+ " year_and_week_str = str(year_and_week_int)\n",
+ " year = int(year_and_week_str[:4])\n",
+ " week = int(year_and_week_str[4:])\n",
+ " w = isoweek.Week(year, week)\n",
+ " return pd.Period(w.day(0), 'W')\n",
+ "\n",
+ "raw_data['period'] = [convert_week(yw) for yw in raw_data['week']]\n",
+ "\n",
+ "sorted_data = raw_data.set_index('period').sort_index()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Check si les semaines se suivent toutes bien"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "periods = sorted_data.index\n",
+ "for p1, p2 in zip(periods[:-1], periods[1:]):\n",
+ " delta = p2.to_timestamp() - p1.end_time\n",
+ " if delta > pd.Timedelta('1s'):\n",
+ " print(p1, p2)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 10,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "sorted_data['inc'].plot()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "L'exo demande de mettre la date du 1er septembre comme date de référence des périodes annuels"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "first_september_week = [pd.Period(pd.Timestamp(y, 9, 1), 'W') for y in range(sorted_data.index[0].year + 1, sorted_data.index[-1].year)] "
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "year = []\n",
+ "yearly_incidence = []\n",
+ "for week1, week2 in zip(first_september_week[:-1],\n",
+ " first_september_week[1:]):\n",
+ " one_year = sorted_data['inc'][week1:week2-1]\n",
+ " assert abs(len(one_year)-52) < 2\n",
+ " yearly_incidence.append(one_year.sum())\n",
+ " year.append(week2.year)\n",
+ "yearly_incidence = pd.Series(data=yearly_incidence, index=year)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 21,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "yearly_incidence.plot(style='*')"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "2025 217405\n",
+ "2020 221186\n",
+ "2023 366227\n",
+ "2021 376290\n",
+ "2024 479258\n",
+ "2002 516689\n",
+ "2018 542312\n",
+ "2017 551041\n",
+ "1996 564901\n",
+ "2019 584066\n",
+ "2015 604382\n",
+ "2000 617597\n",
+ "2001 619041\n",
+ "2012 624573\n",
+ "2005 628464\n",
+ "2006 632833\n",
+ "2022 641397\n",
+ "2011 642368\n",
+ "1993 643387\n",
+ "1995 652478\n",
+ "1994 661409\n",
+ "1998 677775\n",
+ "1997 683434\n",
+ "2014 685769\n",
+ "2013 698332\n",
+ "2007 717352\n",
+ "2008 749478\n",
+ "1999 756456\n",
+ "2003 758363\n",
+ "2004 777388\n",
+ "2016 782114\n",
+ "2010 829911\n",
+ "1992 832939\n",
+ "2009 842373\n",
+ "dtype: int64"
+ ]
+ },
+ "execution_count": 22,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "yearly_incidence.sort_values()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 23,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "yearly_incidence.hist(xrot=20)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
"metadata": {
"kernelspec": {
"display_name": "Python 3",
@@ -16,10 +1355,9 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.3"
+ "version": "3.6.4"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
-
diff --git a/module3/exo2/inc-7-PAY.csv b/module3/exo2/inc-7-PAY.csv
new file mode 100644
index 0000000000000000000000000000000000000000..d3850c6f64478aefa518f9fd0ef2db185951de88
--- /dev/null
+++ b/module3/exo2/inc-7-PAY.csv
@@ -0,0 +1,1869 @@
+# {"source":"réseau Sentinelles, INSERM, Sorbonne Université, https:\/\/www.sentiweb.fr","meta":{"period":[199049,202637],"geo":["PAY",0],"geo_ref":"insee","indicator":7,"type":"all","conf_int":true,"compact":false,"age_group":false,"span":"all"},"date":"2026-09-16T12:43:58+02:00","bundle":"1789555424"}
+week,indicator,inc,inc_low,inc_up,inc100,inc100_low,inc100_up,geo_insee,geo_name
+202637,7,817,0,1747,1,0,2,FR,France
+202636,7,964,153,1775,1,0,2,FR,France
+202635,7,1130,186,2074,2,1,3,FR,France
+202634,7,1682,301,3063,2,0,4,FR,France
+202633,7,1665,392,2938,2,0,4,FR,France
+202632,7,4231,2124,6338,6,3,9,FR,France
+202631,7,4064,1915,6213,6,3,9,FR,France
+202630,7,6248,3767,8729,9,5,13,FR,France
+202629,7,5719,3384,8054,8,5,11,FR,France
+202628,7,8445,5252,11638,13,8,18,FR,France
+202627,7,10248,7383,13113,15,11,19,FR,France
+202626,7,13439,9941,16937,20,15,25,FR,France
+202625,7,14105,10437,17773,21,16,26,FR,France
+202624,7,8898,6016,11780,13,9,17,FR,France
+202623,7,9658,6859,12457,14,10,18,FR,France
+202622,7,12431,8837,16025,18,13,23,FR,France
+202621,7,9372,6524,12220,14,10,18,FR,France
+202620,7,7191,4114,10268,11,6,16,FR,France
+202619,7,9608,6293,12923,14,9,19,FR,France
+202618,7,8927,5444,12410,13,8,18,FR,France
+202617,7,11063,7549,14577,16,11,21,FR,France
+202616,7,12983,9199,16767,19,13,25,FR,France
+202615,7,10309,7243,13375,15,10,20,FR,France
+202614,7,9121,6015,12227,14,9,19,FR,France
+202613,7,11395,8060,14730,17,12,22,FR,France
+202612,7,9105,6415,11795,14,10,18,FR,France
+202611,7,6263,4119,8407,9,6,12,FR,France
+202610,7,8335,5601,11069,12,8,16,FR,France
+202609,7,7675,5300,10050,11,7,15,FR,France
+202608,7,9604,6238,12970,14,9,19,FR,France
+202607,7,4169,2493,5845,6,4,8,FR,France
+202606,7,6912,4557,9267,10,7,13,FR,France
+202605,7,7524,5071,9977,11,7,15,FR,France
+202604,7,5822,3831,7813,9,6,12,FR,France
+202603,7,3572,1896,5248,5,3,7,FR,France
+202602,7,5764,3629,7899,9,6,12,FR,France
+202601,7,11418,7109,15727,17,11,23,FR,France
+202552,7,5461,2313,8609,8,3,13,FR,France
+202551,7,7788,5045,10531,12,8,16,FR,France
+202550,7,6847,4038,9656,10,6,14,FR,France
+202549,7,6295,3591,8999,9,5,13,FR,France
+202548,7,5147,3260,7034,8,5,11,FR,France
+202547,7,5150,3258,7042,8,5,11,FR,France
+202546,7,3136,1451,4821,5,2,8,FR,France
+202545,7,4733,2070,7396,7,3,11,FR,France
+202544,7,3461,1763,5159,5,2,8,FR,France
+202543,7,3784,1963,5605,6,3,9,FR,France
+202542,7,3981,2127,5835,6,3,9,FR,France
+202541,7,3779,1944,5614,6,3,9,FR,France
+202540,7,2513,964,4062,4,2,6,FR,France
+202539,7,3063,1367,4759,5,2,8,FR,France
+202538,7,1195,0,2448,2,0,4,FR,France
+202537,7,1120,11,2229,2,0,4,FR,France
+202536,7,1575,320,2830,2,0,4,FR,France
+202535,7,1327,162,2492,2,0,4,FR,France
+202534,7,1438,48,2828,2,0,4,FR,France
+202533,7,3579,692,6466,5,1,9,FR,France
+202532,7,2384,0,4809,4,0,8,FR,France
+202531,7,5703,0,13082,9,0,20,FR,France
+202530,7,7102,3590,10614,11,6,16,FR,France
+202529,7,6385,3384,9386,10,6,14,FR,France
+202528,7,5584,3123,8045,8,4,12,FR,France
+202527,7,5667,2850,8484,8,4,12,FR,France
+202526,7,5872,3285,8459,9,5,13,FR,France
+202525,7,5953,3698,8208,9,6,12,FR,France
+202524,7,4580,2558,6602,7,4,10,FR,France
+202523,7,4911,2663,7159,7,4,10,FR,France
+202522,7,6837,3940,9734,10,6,14,FR,France
+202521,7,4693,2653,6733,7,4,10,FR,France
+202520,7,3083,1535,4631,5,3,7,FR,France
+202519,7,5084,1997,8171,8,3,13,FR,France
+202518,7,5003,2718,7288,7,4,10,FR,France
+202517,7,6246,3424,9068,9,5,13,FR,France
+202516,7,6151,3193,9109,9,5,13,FR,France
+202515,7,5557,3262,7852,8,5,11,FR,France
+202514,7,4984,2858,7110,7,4,10,FR,France
+202513,7,5964,3608,8320,9,5,13,FR,France
+202512,7,3855,1995,5715,6,3,9,FR,France
+202511,7,5878,2747,9009,9,4,14,FR,France
+202510,7,2921,1421,4421,4,2,6,FR,France
+202509,7,3381,1468,5294,5,2,8,FR,France
+202508,7,2835,1286,4384,4,2,6,FR,France
+202507,7,4502,2382,6622,7,4,10,FR,France
+202506,7,3455,1958,4952,5,3,7,FR,France
+202505,7,2087,1056,3118,3,1,5,FR,France
+202504,7,6895,4466,9324,10,6,14,FR,France
+202503,7,2462,1161,3763,4,2,6,FR,France
+202502,7,5966,2757,9175,9,4,14,FR,France
+202501,7,6059,2451,9667,9,4,14,FR,France
+202452,7,4356,1776,6936,7,3,11,FR,France
+202451,7,4670,2239,7101,7,3,11,FR,France
+202450,7,7363,4438,10288,11,7,15,FR,France
+202449,7,6077,3631,8523,9,5,13,FR,France
+202448,7,4189,1454,6924,6,2,10,FR,France
+202447,7,1931,726,3136,3,1,5,FR,France
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diff --git a/module3/exo3/Wheat.csv b/module3/exo3/Wheat.csv
new file mode 100644
index 0000000000000000000000000000000000000000..b3eb3be85fe158a478acc24e0100ea2d8f5e722b
--- /dev/null
+++ b/module3/exo3/Wheat.csv
@@ -0,0 +1,54 @@
+rownames,Year,Wheat,Wages
+1,1565,41,5
+2,1570,45,5.05
+3,1575,42,5.08
+4,1580,49,5.12
+5,1585,41.5,5.15
+6,1590,47,5.25
+7,1595,64,5.54
+8,1600,27,5.61
+9,1605,33,5.69
+10,1610,32,5.78
+11,1615,33,5.94
+12,1620,35,6.01
+13,1625,33,6.12
+14,1630,45,6.22
+15,1635,33,6.3
+16,1640,39,6.37
+17,1645,53,6.45
+18,1650,42,6.5
+19,1655,40.5,6.6
+20,1660,46.5,6.75
+21,1665,32,6.8
+22,1670,37,6.9
+23,1675,43,7
+24,1680,35,7.3
+25,1685,27,7.6
+26,1690,40,8
+27,1695,50,8.5
+28,1700,30,9
+29,1705,32,10
+30,1710,44,11
+31,1715,33,11.75
+32,1720,29,12.5
+33,1725,39,13
+34,1730,26,13.3
+35,1735,32,13.6
+36,1740,27,14
+37,1745,27.5,14.5
+38,1750,31,15
+39,1755,35.5,15.7
+40,1760,31,16.5
+41,1765,43,17.6
+42,1770,47,18.5
+43,1775,44,19.5
+44,1780,46,21
+45,1785,42,23
+46,1790,47.5,25.5
+47,1795,76,27.5
+48,1800,79,28.5
+49,1805,81,29.5
+50,1810,99,30
+51,1815,78,
+52,1820,54,
+53,1821,54,
diff --git a/module3/exo3/exercice_en.ipynb b/module3/exo3/exercice_en.ipynb
index 0bbbe371b01e359e381e43239412d77bf53fb1fb..f78c7509b9ea8fcf3a3c9c1faedd20f54915fa4e 100644
--- a/module3/exo3/exercice_en.ipynb
+++ b/module3/exo3/exercice_en.ipynb
@@ -1,6 +1,1308 @@
{
- "cells": [],
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "source": [
+ "# Purchasing power of English workers from the 16th to the 19th century"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "source": [
+ "This notebook uses data recreated from numbers obtained by a [scan of the graph](https://vincentarelbundock.github.io/Rdatasets/doc/HistData/Wheat.html) of a [graph](https://fr.wikipedia.org/wiki/William_Playfair#/media/File:Chart_Showing_at_One_View_the_Price_of_the_Quarter_of_Wheat,_and_Wages_of_Labour_by_the_Week,_from_1565_to_1821.png) from a [book](https://books.google.fr/books/about/A_Letter_on_Our_Agricultural_Distresses.html?id=aQZGAQAAMAAJ) of [William Playfair](https://en.wikipedia.org/wiki/William_Playfair).\n",
+ "\n",
+ "The data are stored as [CSV](https://raw.githubusercontent.com/vincentarelbundock/Rdatasets/master/csv/HistData/Wheat.csv)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "outputs": [],
+ "source": [
+ "%matplotlib inline\n",
+ "import matplotlib.pyplot as plt\n",
+ "import pandas as pd\n",
+ "from pathlib import Path\n",
+ "from urllib.request import urlretrieve"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "File available\n"
+ ]
+ }
+ ],
+ "source": [
+ "# If the data are available on the computer use them directly\n",
+ "# Else download them\n",
+ "file_url = \"https://raw.githubusercontent.com/vincentarelbundock/Rdatasets/master/csv/HistData/Wheat.csv\"\n",
+ "\n",
+ "current_path = Path.cwd()\n",
+ "file_path = current_path.joinpath(\"Wheat.csv\")\n",
+ "\n",
+ "if file_path.exists():\n",
+ " print(\"File available\")\n",
+ "else:\n",
+ " print(\"File not availalbe.\\nRetrieving file\")\n",
+ " urlretrieve(file_url, file_path)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "source": [
+ "First start by taking a look at the data.\n",
+ "\n",
+ "Here are the following columns description:\n",
+ "- Year: The year the data was recorded\n",
+ "- Wheat: Price of wheat (in shilling per quarter)\n",
+ "- Wages: Salaries in shilling per week\n",
+ "\n",
+ "Here are some notes of the conversion needed to be taken into account:\n",
+ "- Until 1971, the pound sterling was divided into 20 shillings, and a shilling into 12 pence.\n",
+ "- The wheat price is given in shillings per quarter, a quarter being 15 British pounds or about 6,8 kg."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " rownames | \n",
+ " Year | \n",
+ " Wheat | \n",
+ " Wages | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 1 | \n",
+ " 1565 | \n",
+ " 41.0 | \n",
+ " 5.00 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 2 | \n",
+ " 1570 | \n",
+ " 45.0 | \n",
+ " 5.05 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " 3 | \n",
+ " 1575 | \n",
+ " 42.0 | \n",
+ " 5.08 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " 4 | \n",
+ " 1580 | \n",
+ " 49.0 | \n",
+ " 5.12 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " 5 | \n",
+ " 1585 | \n",
+ " 41.5 | \n",
+ " 5.15 | \n",
+ "
\n",
+ " \n",
+ " | 5 | \n",
+ " 6 | \n",
+ " 1590 | \n",
+ " 47.0 | \n",
+ " 5.25 | \n",
+ "
\n",
+ " \n",
+ " | 6 | \n",
+ " 7 | \n",
+ " 1595 | \n",
+ " 64.0 | \n",
+ " 5.54 | \n",
+ "
\n",
+ " \n",
+ " | 7 | \n",
+ " 8 | \n",
+ " 1600 | \n",
+ " 27.0 | \n",
+ " 5.61 | \n",
+ "
\n",
+ " \n",
+ " | 8 | \n",
+ " 9 | \n",
+ " 1605 | \n",
+ " 33.0 | \n",
+ " 5.69 | \n",
+ "
\n",
+ " \n",
+ " | 9 | \n",
+ " 10 | \n",
+ " 1610 | \n",
+ " 32.0 | \n",
+ " 5.78 | \n",
+ "
\n",
+ " \n",
+ " | 10 | \n",
+ " 11 | \n",
+ " 1615 | \n",
+ " 33.0 | \n",
+ " 5.94 | \n",
+ "
\n",
+ " \n",
+ " | 11 | \n",
+ " 12 | \n",
+ " 1620 | \n",
+ " 35.0 | \n",
+ " 6.01 | \n",
+ "
\n",
+ " \n",
+ " | 12 | \n",
+ " 13 | \n",
+ " 1625 | \n",
+ " 33.0 | \n",
+ " 6.12 | \n",
+ "
\n",
+ " \n",
+ " | 13 | \n",
+ " 14 | \n",
+ " 1630 | \n",
+ " 45.0 | \n",
+ " 6.22 | \n",
+ "
\n",
+ " \n",
+ " | 14 | \n",
+ " 15 | \n",
+ " 1635 | \n",
+ " 33.0 | \n",
+ " 6.30 | \n",
+ "
\n",
+ " \n",
+ " | 15 | \n",
+ " 16 | \n",
+ " 1640 | \n",
+ " 39.0 | \n",
+ " 6.37 | \n",
+ "
\n",
+ " \n",
+ " | 16 | \n",
+ " 17 | \n",
+ " 1645 | \n",
+ " 53.0 | \n",
+ " 6.45 | \n",
+ "
\n",
+ " \n",
+ " | 17 | \n",
+ " 18 | \n",
+ " 1650 | \n",
+ " 42.0 | \n",
+ " 6.50 | \n",
+ "
\n",
+ " \n",
+ " | 18 | \n",
+ " 19 | \n",
+ " 1655 | \n",
+ " 40.5 | \n",
+ " 6.60 | \n",
+ "
\n",
+ " \n",
+ " | 19 | \n",
+ " 20 | \n",
+ " 1660 | \n",
+ " 46.5 | \n",
+ " 6.75 | \n",
+ "
\n",
+ " \n",
+ " | 20 | \n",
+ " 21 | \n",
+ " 1665 | \n",
+ " 32.0 | \n",
+ " 6.80 | \n",
+ "
\n",
+ " \n",
+ " | 21 | \n",
+ " 22 | \n",
+ " 1670 | \n",
+ " 37.0 | \n",
+ " 6.90 | \n",
+ "
\n",
+ " \n",
+ " | 22 | \n",
+ " 23 | \n",
+ " 1675 | \n",
+ " 43.0 | \n",
+ " 7.00 | \n",
+ "
\n",
+ " \n",
+ " | 23 | \n",
+ " 24 | \n",
+ " 1680 | \n",
+ " 35.0 | \n",
+ " 7.30 | \n",
+ "
\n",
+ " \n",
+ " | 24 | \n",
+ " 25 | \n",
+ " 1685 | \n",
+ " 27.0 | \n",
+ " 7.60 | \n",
+ "
\n",
+ " \n",
+ " | 25 | \n",
+ " 26 | \n",
+ " 1690 | \n",
+ " 40.0 | \n",
+ " 8.00 | \n",
+ "
\n",
+ " \n",
+ " | 26 | \n",
+ " 27 | \n",
+ " 1695 | \n",
+ " 50.0 | \n",
+ " 8.50 | \n",
+ "
\n",
+ " \n",
+ " | 27 | \n",
+ " 28 | \n",
+ " 1700 | \n",
+ " 30.0 | \n",
+ " 9.00 | \n",
+ "
\n",
+ " \n",
+ " | 28 | \n",
+ " 29 | \n",
+ " 1705 | \n",
+ " 32.0 | \n",
+ " 10.00 | \n",
+ "
\n",
+ " \n",
+ " | 29 | \n",
+ " 30 | \n",
+ " 1710 | \n",
+ " 44.0 | \n",
+ " 11.00 | \n",
+ "
\n",
+ " \n",
+ " | 30 | \n",
+ " 31 | \n",
+ " 1715 | \n",
+ " 33.0 | \n",
+ " 11.75 | \n",
+ "
\n",
+ " \n",
+ " | 31 | \n",
+ " 32 | \n",
+ " 1720 | \n",
+ " 29.0 | \n",
+ " 12.50 | \n",
+ "
\n",
+ " \n",
+ " | 32 | \n",
+ " 33 | \n",
+ " 1725 | \n",
+ " 39.0 | \n",
+ " 13.00 | \n",
+ "
\n",
+ " \n",
+ " | 33 | \n",
+ " 34 | \n",
+ " 1730 | \n",
+ " 26.0 | \n",
+ " 13.30 | \n",
+ "
\n",
+ " \n",
+ " | 34 | \n",
+ " 35 | \n",
+ " 1735 | \n",
+ " 32.0 | \n",
+ " 13.60 | \n",
+ "
\n",
+ " \n",
+ " | 35 | \n",
+ " 36 | \n",
+ " 1740 | \n",
+ " 27.0 | \n",
+ " 14.00 | \n",
+ "
\n",
+ " \n",
+ " | 36 | \n",
+ " 37 | \n",
+ " 1745 | \n",
+ " 27.5 | \n",
+ " 14.50 | \n",
+ "
\n",
+ " \n",
+ " | 37 | \n",
+ " 38 | \n",
+ " 1750 | \n",
+ " 31.0 | \n",
+ " 15.00 | \n",
+ "
\n",
+ " \n",
+ " | 38 | \n",
+ " 39 | \n",
+ " 1755 | \n",
+ " 35.5 | \n",
+ " 15.70 | \n",
+ "
\n",
+ " \n",
+ " | 39 | \n",
+ " 40 | \n",
+ " 1760 | \n",
+ " 31.0 | \n",
+ " 16.50 | \n",
+ "
\n",
+ " \n",
+ " | 40 | \n",
+ " 41 | \n",
+ " 1765 | \n",
+ " 43.0 | \n",
+ " 17.60 | \n",
+ "
\n",
+ " \n",
+ " | 41 | \n",
+ " 42 | \n",
+ " 1770 | \n",
+ " 47.0 | \n",
+ " 18.50 | \n",
+ "
\n",
+ " \n",
+ " | 42 | \n",
+ " 43 | \n",
+ " 1775 | \n",
+ " 44.0 | \n",
+ " 19.50 | \n",
+ "
\n",
+ " \n",
+ " | 43 | \n",
+ " 44 | \n",
+ " 1780 | \n",
+ " 46.0 | \n",
+ " 21.00 | \n",
+ "
\n",
+ " \n",
+ " | 44 | \n",
+ " 45 | \n",
+ " 1785 | \n",
+ " 42.0 | \n",
+ " 23.00 | \n",
+ "
\n",
+ " \n",
+ " | 45 | \n",
+ " 46 | \n",
+ " 1790 | \n",
+ " 47.5 | \n",
+ " 25.50 | \n",
+ "
\n",
+ " \n",
+ " | 46 | \n",
+ " 47 | \n",
+ " 1795 | \n",
+ " 76.0 | \n",
+ " 27.50 | \n",
+ "
\n",
+ " \n",
+ " | 47 | \n",
+ " 48 | \n",
+ " 1800 | \n",
+ " 79.0 | \n",
+ " 28.50 | \n",
+ "
\n",
+ " \n",
+ " | 48 | \n",
+ " 49 | \n",
+ " 1805 | \n",
+ " 81.0 | \n",
+ " 29.50 | \n",
+ "
\n",
+ " \n",
+ " | 49 | \n",
+ " 50 | \n",
+ " 1810 | \n",
+ " 99.0 | \n",
+ " 30.00 | \n",
+ "
\n",
+ " \n",
+ " | 50 | \n",
+ " 51 | \n",
+ " 1815 | \n",
+ " 78.0 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ " | 51 | \n",
+ " 52 | \n",
+ " 1820 | \n",
+ " 54.0 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ " | 52 | \n",
+ " 53 | \n",
+ " 1821 | \n",
+ " 54.0 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " rownames Year Wheat Wages\n",
+ "0 1 1565 41.0 5.00\n",
+ "1 2 1570 45.0 5.05\n",
+ "2 3 1575 42.0 5.08\n",
+ "3 4 1580 49.0 5.12\n",
+ "4 5 1585 41.5 5.15\n",
+ "5 6 1590 47.0 5.25\n",
+ "6 7 1595 64.0 5.54\n",
+ "7 8 1600 27.0 5.61\n",
+ "8 9 1605 33.0 5.69\n",
+ "9 10 1610 32.0 5.78\n",
+ "10 11 1615 33.0 5.94\n",
+ "11 12 1620 35.0 6.01\n",
+ "12 13 1625 33.0 6.12\n",
+ "13 14 1630 45.0 6.22\n",
+ "14 15 1635 33.0 6.30\n",
+ "15 16 1640 39.0 6.37\n",
+ "16 17 1645 53.0 6.45\n",
+ "17 18 1650 42.0 6.50\n",
+ "18 19 1655 40.5 6.60\n",
+ "19 20 1660 46.5 6.75\n",
+ "20 21 1665 32.0 6.80\n",
+ "21 22 1670 37.0 6.90\n",
+ "22 23 1675 43.0 7.00\n",
+ "23 24 1680 35.0 7.30\n",
+ "24 25 1685 27.0 7.60\n",
+ "25 26 1690 40.0 8.00\n",
+ "26 27 1695 50.0 8.50\n",
+ "27 28 1700 30.0 9.00\n",
+ "28 29 1705 32.0 10.00\n",
+ "29 30 1710 44.0 11.00\n",
+ "30 31 1715 33.0 11.75\n",
+ "31 32 1720 29.0 12.50\n",
+ "32 33 1725 39.0 13.00\n",
+ "33 34 1730 26.0 13.30\n",
+ "34 35 1735 32.0 13.60\n",
+ "35 36 1740 27.0 14.00\n",
+ "36 37 1745 27.5 14.50\n",
+ "37 38 1750 31.0 15.00\n",
+ "38 39 1755 35.5 15.70\n",
+ "39 40 1760 31.0 16.50\n",
+ "40 41 1765 43.0 17.60\n",
+ "41 42 1770 47.0 18.50\n",
+ "42 43 1775 44.0 19.50\n",
+ "43 44 1780 46.0 21.00\n",
+ "44 45 1785 42.0 23.00\n",
+ "45 46 1790 47.5 25.50\n",
+ "46 47 1795 76.0 27.50\n",
+ "47 48 1800 79.0 28.50\n",
+ "48 49 1805 81.0 29.50\n",
+ "49 50 1810 99.0 30.00\n",
+ "50 51 1815 78.0 NaN\n",
+ "51 52 1820 54.0 NaN\n",
+ "52 53 1821 54.0 NaN"
+ ]
+ },
+ "execution_count": 3,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "raw_data = pd.read_csv(file_path)\n",
+ "raw_data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "source": [
+ "We can see that for the years 1815, 1820 and 1821 no wages are available.\n",
+ "\n",
+ "In this case I'll just remove them to every entry contain the same amount of information."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " rownames | \n",
+ " Year | \n",
+ " Wheat | \n",
+ " Wages | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 50 | \n",
+ " 51 | \n",
+ " 1815 | \n",
+ " 78.0 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ " | 51 | \n",
+ " 52 | \n",
+ " 1820 | \n",
+ " 54.0 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ " | 52 | \n",
+ " 53 | \n",
+ " 1821 | \n",
+ " 54.0 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " rownames Year Wheat Wages\n",
+ "50 51 1815 78.0 NaN\n",
+ "51 52 1820 54.0 NaN\n",
+ "52 53 1821 54.0 NaN"
+ ]
+ },
+ "execution_count": 4,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "raw_data[raw_data.isnull().any(axis=1)]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " rownames | \n",
+ " Year | \n",
+ " Wheat | \n",
+ " Wages | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 1 | \n",
+ " 1565 | \n",
+ " 41.0 | \n",
+ " 5.00 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 2 | \n",
+ " 1570 | \n",
+ " 45.0 | \n",
+ " 5.05 | \n",
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\n",
+ " \n",
+ " | 2 | \n",
+ " 3 | \n",
+ " 1575 | \n",
+ " 42.0 | \n",
+ " 5.08 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " 4 | \n",
+ " 1580 | \n",
+ " 49.0 | \n",
+ " 5.12 | \n",
+ "
\n",
+ " \n",
+ " | 4 | \n",
+ " 5 | \n",
+ " 1585 | \n",
+ " 41.5 | \n",
+ " 5.15 | \n",
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\n",
+ " \n",
+ " | 5 | \n",
+ " 6 | \n",
+ " 1590 | \n",
+ " 47.0 | \n",
+ " 5.25 | \n",
+ "
\n",
+ " \n",
+ " | 6 | \n",
+ " 7 | \n",
+ " 1595 | \n",
+ " 64.0 | \n",
+ " 5.54 | \n",
+ "
\n",
+ " \n",
+ " | 7 | \n",
+ " 8 | \n",
+ " 1600 | \n",
+ " 27.0 | \n",
+ " 5.61 | \n",
+ "
\n",
+ " \n",
+ " | 8 | \n",
+ " 9 | \n",
+ " 1605 | \n",
+ " 33.0 | \n",
+ " 5.69 | \n",
+ "
\n",
+ " \n",
+ " | 9 | \n",
+ " 10 | \n",
+ " 1610 | \n",
+ " 32.0 | \n",
+ " 5.78 | \n",
+ "
\n",
+ " \n",
+ " | 10 | \n",
+ " 11 | \n",
+ " 1615 | \n",
+ " 33.0 | \n",
+ " 5.94 | \n",
+ "
\n",
+ " \n",
+ " | 11 | \n",
+ " 12 | \n",
+ " 1620 | \n",
+ " 35.0 | \n",
+ " 6.01 | \n",
+ "
\n",
+ " \n",
+ " | 12 | \n",
+ " 13 | \n",
+ " 1625 | \n",
+ " 33.0 | \n",
+ " 6.12 | \n",
+ "
\n",
+ " \n",
+ " | 13 | \n",
+ " 14 | \n",
+ " 1630 | \n",
+ " 45.0 | \n",
+ " 6.22 | \n",
+ "
\n",
+ " \n",
+ " | 14 | \n",
+ " 15 | \n",
+ " 1635 | \n",
+ " 33.0 | \n",
+ " 6.30 | \n",
+ "
\n",
+ " \n",
+ " | 15 | \n",
+ " 16 | \n",
+ " 1640 | \n",
+ " 39.0 | \n",
+ " 6.37 | \n",
+ "
\n",
+ " \n",
+ " | 16 | \n",
+ " 17 | \n",
+ " 1645 | \n",
+ " 53.0 | \n",
+ " 6.45 | \n",
+ "
\n",
+ " \n",
+ " | 17 | \n",
+ " 18 | \n",
+ " 1650 | \n",
+ " 42.0 | \n",
+ " 6.50 | \n",
+ "
\n",
+ " \n",
+ " | 18 | \n",
+ " 19 | \n",
+ " 1655 | \n",
+ " 40.5 | \n",
+ " 6.60 | \n",
+ "
\n",
+ " \n",
+ " | 19 | \n",
+ " 20 | \n",
+ " 1660 | \n",
+ " 46.5 | \n",
+ " 6.75 | \n",
+ "
\n",
+ " \n",
+ " | 20 | \n",
+ " 21 | \n",
+ " 1665 | \n",
+ " 32.0 | \n",
+ " 6.80 | \n",
+ "
\n",
+ " \n",
+ " | 21 | \n",
+ " 22 | \n",
+ " 1670 | \n",
+ " 37.0 | \n",
+ " 6.90 | \n",
+ "
\n",
+ " \n",
+ " | 22 | \n",
+ " 23 | \n",
+ " 1675 | \n",
+ " 43.0 | \n",
+ " 7.00 | \n",
+ "
\n",
+ " \n",
+ " | 23 | \n",
+ " 24 | \n",
+ " 1680 | \n",
+ " 35.0 | \n",
+ " 7.30 | \n",
+ "
\n",
+ " \n",
+ " | 24 | \n",
+ " 25 | \n",
+ " 1685 | \n",
+ " 27.0 | \n",
+ " 7.60 | \n",
+ "
\n",
+ " \n",
+ " | 25 | \n",
+ " 26 | \n",
+ " 1690 | \n",
+ " 40.0 | \n",
+ " 8.00 | \n",
+ "
\n",
+ " \n",
+ " | 26 | \n",
+ " 27 | \n",
+ " 1695 | \n",
+ " 50.0 | \n",
+ " 8.50 | \n",
+ "
\n",
+ " \n",
+ " | 27 | \n",
+ " 28 | \n",
+ " 1700 | \n",
+ " 30.0 | \n",
+ " 9.00 | \n",
+ "
\n",
+ " \n",
+ " | 28 | \n",
+ " 29 | \n",
+ " 1705 | \n",
+ " 32.0 | \n",
+ " 10.00 | \n",
+ "
\n",
+ " \n",
+ " | 29 | \n",
+ " 30 | \n",
+ " 1710 | \n",
+ " 44.0 | \n",
+ " 11.00 | \n",
+ "
\n",
+ " \n",
+ " | 30 | \n",
+ " 31 | \n",
+ " 1715 | \n",
+ " 33.0 | \n",
+ " 11.75 | \n",
+ "
\n",
+ " \n",
+ " | 31 | \n",
+ " 32 | \n",
+ " 1720 | \n",
+ " 29.0 | \n",
+ " 12.50 | \n",
+ "
\n",
+ " \n",
+ " | 32 | \n",
+ " 33 | \n",
+ " 1725 | \n",
+ " 39.0 | \n",
+ " 13.00 | \n",
+ "
\n",
+ " \n",
+ " | 33 | \n",
+ " 34 | \n",
+ " 1730 | \n",
+ " 26.0 | \n",
+ " 13.30 | \n",
+ "
\n",
+ " \n",
+ " | 34 | \n",
+ " 35 | \n",
+ " 1735 | \n",
+ " 32.0 | \n",
+ " 13.60 | \n",
+ "
\n",
+ " \n",
+ " | 35 | \n",
+ " 36 | \n",
+ " 1740 | \n",
+ " 27.0 | \n",
+ " 14.00 | \n",
+ "
\n",
+ " \n",
+ " | 36 | \n",
+ " 37 | \n",
+ " 1745 | \n",
+ " 27.5 | \n",
+ " 14.50 | \n",
+ "
\n",
+ " \n",
+ " | 37 | \n",
+ " 38 | \n",
+ " 1750 | \n",
+ " 31.0 | \n",
+ " 15.00 | \n",
+ "
\n",
+ " \n",
+ " | 38 | \n",
+ " 39 | \n",
+ " 1755 | \n",
+ " 35.5 | \n",
+ " 15.70 | \n",
+ "
\n",
+ " \n",
+ " | 39 | \n",
+ " 40 | \n",
+ " 1760 | \n",
+ " 31.0 | \n",
+ " 16.50 | \n",
+ "
\n",
+ " \n",
+ " | 40 | \n",
+ " 41 | \n",
+ " 1765 | \n",
+ " 43.0 | \n",
+ " 17.60 | \n",
+ "
\n",
+ " \n",
+ " | 41 | \n",
+ " 42 | \n",
+ " 1770 | \n",
+ " 47.0 | \n",
+ " 18.50 | \n",
+ "
\n",
+ " \n",
+ " | 42 | \n",
+ " 43 | \n",
+ " 1775 | \n",
+ " 44.0 | \n",
+ " 19.50 | \n",
+ "
\n",
+ " \n",
+ " | 43 | \n",
+ " 44 | \n",
+ " 1780 | \n",
+ " 46.0 | \n",
+ " 21.00 | \n",
+ "
\n",
+ " \n",
+ " | 44 | \n",
+ " 45 | \n",
+ " 1785 | \n",
+ " 42.0 | \n",
+ " 23.00 | \n",
+ "
\n",
+ " \n",
+ " | 45 | \n",
+ " 46 | \n",
+ " 1790 | \n",
+ " 47.5 | \n",
+ " 25.50 | \n",
+ "
\n",
+ " \n",
+ " | 46 | \n",
+ " 47 | \n",
+ " 1795 | \n",
+ " 76.0 | \n",
+ " 27.50 | \n",
+ "
\n",
+ " \n",
+ " | 47 | \n",
+ " 48 | \n",
+ " 1800 | \n",
+ " 79.0 | \n",
+ " 28.50 | \n",
+ "
\n",
+ " \n",
+ " | 48 | \n",
+ " 49 | \n",
+ " 1805 | \n",
+ " 81.0 | \n",
+ " 29.50 | \n",
+ "
\n",
+ " \n",
+ " | 49 | \n",
+ " 50 | \n",
+ " 1810 | \n",
+ " 99.0 | \n",
+ " 30.00 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " rownames Year Wheat Wages\n",
+ "0 1 1565 41.0 5.00\n",
+ "1 2 1570 45.0 5.05\n",
+ "2 3 1575 42.0 5.08\n",
+ "3 4 1580 49.0 5.12\n",
+ "4 5 1585 41.5 5.15\n",
+ "5 6 1590 47.0 5.25\n",
+ "6 7 1595 64.0 5.54\n",
+ "7 8 1600 27.0 5.61\n",
+ "8 9 1605 33.0 5.69\n",
+ "9 10 1610 32.0 5.78\n",
+ "10 11 1615 33.0 5.94\n",
+ "11 12 1620 35.0 6.01\n",
+ "12 13 1625 33.0 6.12\n",
+ "13 14 1630 45.0 6.22\n",
+ "14 15 1635 33.0 6.30\n",
+ "15 16 1640 39.0 6.37\n",
+ "16 17 1645 53.0 6.45\n",
+ "17 18 1650 42.0 6.50\n",
+ "18 19 1655 40.5 6.60\n",
+ "19 20 1660 46.5 6.75\n",
+ "20 21 1665 32.0 6.80\n",
+ "21 22 1670 37.0 6.90\n",
+ "22 23 1675 43.0 7.00\n",
+ "23 24 1680 35.0 7.30\n",
+ "24 25 1685 27.0 7.60\n",
+ "25 26 1690 40.0 8.00\n",
+ "26 27 1695 50.0 8.50\n",
+ "27 28 1700 30.0 9.00\n",
+ "28 29 1705 32.0 10.00\n",
+ "29 30 1710 44.0 11.00\n",
+ "30 31 1715 33.0 11.75\n",
+ "31 32 1720 29.0 12.50\n",
+ "32 33 1725 39.0 13.00\n",
+ "33 34 1730 26.0 13.30\n",
+ "34 35 1735 32.0 13.60\n",
+ "35 36 1740 27.0 14.00\n",
+ "36 37 1745 27.5 14.50\n",
+ "37 38 1750 31.0 15.00\n",
+ "38 39 1755 35.5 15.70\n",
+ "39 40 1760 31.0 16.50\n",
+ "40 41 1765 43.0 17.60\n",
+ "41 42 1770 47.0 18.50\n",
+ "42 43 1775 44.0 19.50\n",
+ "43 44 1780 46.0 21.00\n",
+ "44 45 1785 42.0 23.00\n",
+ "45 46 1790 47.5 25.50\n",
+ "46 47 1795 76.0 27.50\n",
+ "47 48 1800 79.0 28.50\n",
+ "48 49 1805 81.0 29.50\n",
+ "49 50 1810 99.0 30.00"
+ ]
+ },
+ "execution_count": 5,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "data = raw_data.dropna().copy()\n",
+ "data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "source": [
+ "Let's do the first task: \n",
+ "**Reproduce [Playfair's graph](https://fr.wikipedia.org/wiki/William_Playfair#/media/File:Chart_Showing_at_One_View_the_Price_of_the_Quarter_of_Wheat,_and_Wages_of_Labour_by_the_Week,_from_1565_to_1821.png) from the numerical data**\n",
+ "\n",
+ "We will represent here the prices of a quarter of wheat in shilling in comparison to the weekly wages in shillings."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "metadata": {
+ "hideCode": false,
+ "hidePrompt": false
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "plt.figure(figsize=(12, 6))\n",
+ "plt.bar(data[\"Year\"], data[\"Wheat\"], width=5, color='skyblue', alpha=0.7, label='Wheat price')\n",
+ "plt.fill_between(data[\"Year\"], data[\"Wages\"], color='blue', alpha=0.3)\n",
+ "plt.plot(data[\"Year\"], data[\"Wages\"], color='red', linewidth=2)\n",
+ "plt.text(1720, 18, 'weekly wages in shillings', color='red', ha='center')\n",
+ "plt.xlabel('Year')\n",
+ "plt.ylabel('Price per quarter of wheat in shillings')\n",
+ "plt.title(f\"Playfair's Graph: Wheat Price and Wages ({data['Year'].tolist()[0]}-{data['Year'].tolist()[-1]})\")\n",
+ "plt.legend()\n",
+ "plt.grid(True, alpha=0.3)\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {
+ "hidePrompt": true
+ },
+ "source": [
+ "Now we want to improve the representation by doing the requested step 2:\n",
+ "```\n",
+ "2. Next, improve the presentation of the data. For a start, Playfair has combined two quantities in a single graph by simplifying the units \"shillings per quarter\" and \"shillings per week\" to a plain \"shillings\", something that is no longer acceptable today. Use two different ordinate axes, one on the left and one on the right, and label them with the correct units. At this occasion, don't hesitate to use representations different from bars and curve-delimited surfaces for the two datasets if you consider this pertinent.\n",
+ "```\n",
+ "\n",
+ "With this view being clearer we can see that indeed, the purchasing power did increase from 1565 to 1725 but the stayed stable and did even decrease on the last data point (year 1810) where the purchasing power seems to decrease.\n",
+ "\n",
+ "We can't make a conclusion though as it's only one data point."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 34,
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig, ax1 = plt.subplots(figsize=(12, 6))\n",
+ "\n",
+ "# Wheat on left axis (bars)\n",
+ "ax1.set_xlabel('Year')\n",
+ "ax1.set_ylabel('Shillings per quarter', color='skyblue')\n",
+ "ax1.bar(data[\"Year\"], data[\"Wheat\"], width=5, color='skyblue', alpha=0.7, label='Wheat price')\n",
+ "ax1.tick_params(axis='y', labelcolor='skyblue')\n",
+ "ax1.grid(True, alpha=0.3)\n",
+ "\n",
+ "# Wages on right axis (line plot)\n",
+ "ax2 = ax1.twinx()\n",
+ "ax2.set_ylabel('Shillings per week', color='red')\n",
+ "ax2.plot(data[\"Year\"], data[\"Wages\"], color='red', linewidth=2, label='Wages')\n",
+ "ax2.tick_params(axis='y', labelcolor='red')\n",
+ "ax2.text(1750, 28, 'weekly wages in shillings', color='red', ha='center')\n",
+ "\n",
+ "plt.title(f\"Wheat Price and Wages ({data['Year'].tolist()[0]}-{data['Year'].tolist()[-1]})\")\n",
+ "fig.legend(loc='upper left')\n",
+ "plt.tight_layout()\n",
+ "plt.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "Finally let's do the last step:\n",
+ "```\n",
+ "3. Playfair's goal was to show that the workers' purchasing power had increased over time. Try to make this feature stand out better. Make a plot of the purchasing power, defined as the quantity of wheat a worker can buy with a weekly salary, as a function of time. In another plot, show the two quantities (wheat price, salary) on two different axes, without an explicit time axis. Find another way to show the advancement of time in this plot. Which data representation seems clearest to you? Don't hesitate to propose other ones.\n",
+ "```\n",
+ "\n",
+ "- Plot 1:\n",
+ " - Purchasing power does increase until around 1750.\n",
+ " - But we can indeed see that in the last years the purchasing power decreases.\n",
+ " \n",
+ "- Plot 2:\n",
+ " - If the purchasing power was increasing we would have points on the top left of the graph.\n",
+ " - Instead we see the points going to the top right of the graph for the last year, indicating an increase in both salaries and wheat prices.\n",
+ " \n",
+ "In my opinion `Plot 1` is way easier to read for someone not used to the representation of the `Plot 2`."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 42,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ },
+ {
+ "data": {
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5LI7OX/F0DotTqvN3++2397n7snnf8Tx51lMavX9P8SO433735HXufuY8hLSgLIq/qPXr13PbbbdVOoyy6+vro6vrYCfElgydv+LpHBZH5694OofF0fkrns5hcUp1/sxs07zvdB7170lx63Vri95PdOX9VfnlWxQJiIiIiIjIYuFAmnSlw1iw1AdERERERETKRi0gIiIiIiLzykm5WkByUQIiIiIiIjKPghIsTXWRi0qwRERERESkbNQCIiIiIiIyz9QJPTclICIiIiIi88hxUq4SrFyUgIiIiIiIzDP1AclNfUBERERERKRs1AIiIiIiIgfF02Mw9XvwIYgsh9rHY6bLygwHUmoByUnfFBEREREpiPsUPvzfMHYlWBRIAwbE8Ka3YQ2vxMwqHOXCUK4SLDO7DHgesMvdjwuXnQB8CagDksCb3f3WcN0FwGuBFPB2d78uXH4S8DWgHrgWeId7aTqyqARLRERERObknsT3vBbGrgDGwUfAx8BHwQdh+CJ8+BOVDnMp+hpw5oxlnwQudPcTgA+FrzGzY4FzgEeG7/mCmUXD93wROB84MnzM3Oe8KVkCYmZ1Znarmd1lZn8xswvD5R1m9gszuz/82V6qGERERERkfvjY9yBxNzCRY4txGLscT/y5nGEtSA6k3It+FHQs95uAPbOE0BI+bwW2h89fCHzX3SfdfSPwAPA4M1sJtLj778NWj28ALyruLORWyhaQSeCp7v5o4ATgTDM7BfgX4Hp3PxK4PnwtIiIiIguUu8PYpcD4HFtO4SNfLUdIC156Hh5Al5ndlvU4v8DDvxP4bzPbAnwKuCBcvgrYkrXd1nDZqvD5zOUlUbI+IGH2NBK+rAkfTpB5PTlc/nXg18D7SxWHiIiIiBwadyedTpNODhFJ9TJ37440JP5QhsiWjD53P/kQ3vcm4J/d/WozexnwVeDpMOuv0PMsL4mSdkIPa8puBzYAn3f3W8xshbv3Arh7r5ktz/He8wnq0Fi9ejV9fX2lDHVBGhwcrHQIi5rOX/F0Douj81c8ncPi6PwVbzGdw3Q6jbtPJw3ZP2c+z7Vu5jYAZkbExlgRPwyz5NyBWBMWCa7bFtP5m0+OV3oUrFcB7wifXwV8JXy+FViTtd1qgvKsreHzmctLoqQJiLungBPMrA34gZkddxDvvQS4BODkk0/2rq6uEkW5sC3Vzz1fdP6Kp3NYHJ2/4ukcFmfm+XOfIDH+YxJjV+DpvVi0m9rG84jFn8a+vqiSbT6/g9MtClkX/If6OnsZQCQSCZKFSGT6YWZEo9H9Xs9cn/165rLMiFbuaXzXzmDY3bnUnEykc985W5J/ww6pyo7Cux04g6DS6KnA/eHya4DvmNnFQA9BZ/Nb3T1lZsNhd4lbgPOAz5YquLIMw+vue83s1wS96Xea2cqw9WMlsKscMYiIiCx1qcQ9jPW9HGcyGL0IIPl3xqduxyJdNHZdSSS6srJBLhCZC/tUKsXU1FRRiUL2a8idKMz2uqampuDtS8ksgje8Aka/Akzl2bABa3xdSWNZDJzpPhwlZ2aXE3Rv6DKzrcCHgdcDn7FgcpYJwqoid/+LmV0J/JVgeN63hA0GEJRtfY1gGN6fhY+SKFkCYmbLgESYfNQT1J39F0Hm9SrgE+HPH5UqBhEREQmkU9sZ7TsbfPjAlT6KpyYY7TuLpmXXY5H68gd4iGaWD813ojA2NsbY2NicrQULJVEoJWt8NT7+PUj3E0whMVMcYsdA/Ixyh7akufu5OVadlGP7jwEfm2X5bUDB1UrFKGULyErg62E/kAhwpbv/xMx+D1xpZq8FNgMvLWEMIiIiAkwOfwk83whGKTy9h8TENdQ2nD3vx8+VKMyVOMy1HjiosqKDTRT6+vqWZgnRLCzSBp3fwwdeD8nNBAOepgkuJ6MQPxVr/R+V8gFgpArosr9UlXIUrLuBx8yyvB94WqmOKyIiIvtzT5MYv5Kg4iLfhmNMjVxKNP4P89o/odBEIfv1UmhRWIws2g2d10Dibnz8x+B7ILoaq38JFltf6fAWDAfSle0DsqCVpQ+IiIiIVJAPgycK2jSZ2MpDDz1UVKKQqwVCqoOZQe2jsdpHVzoUWaSUgIiIiFQ7izN7zf6BotF6jjzyyNLGI7IEqAQrNyUgIiIiVc6sjkjNo0kn7phjyxixujPLEpNINXOUgOQTqXQAIiIiUno1jW/GvW6OrWLUNr62LPGIVLu0W9GPaqUEREREpMpNTU2xfeeRpCLPB8s1xG4d8dYPEa3ZUNbYRGTpUQmWiIhIFRsdHWXHjh10dnbS2vopEmOnMjnyaTy1CywGPkWk5mjqmt9HrO70SocrUhVUgpWfEhAREZEqNTw8zODgID09PdTXBy0ftY1nUdPwEjy1CU8PYtFlRKI9FY5UpLo4RkqFRjkpAREREaky7s7OnTsZHR3l6KOPpqamZr/1ZqY5G0SkYpSAiIiILCLuTiLxJ8bHf4anh4nGDqOh4Syi0WUAJJNJtm/fTiwWY8WKFQckHyJSHtXcibxYSkBEREQWiWRyE3v6zyOV2ob7OEGleR3DQ/9FQ+M5xOP/Sm/vLlpbW+no6KC/v7/SIYssSeoDkp8SEBERkUUgldrB7t3PxdN7gXTWmgkAxkavYGhwG8uXf4GmpqaKxCgiUgglICIiIovA8NCn8PQQ+ycf2SaIxX5Lbe1DwKPKGJmIHMhIuTqh56IzIyIissCl02OMjX8fSM6x5RSjI5eWIyQRycOBNJGiH9VKLSAiIiILXCq1FSOKz70lU4k7yxCRiMxFfUByq97USkREpErYQfx3fTDbiohUglpAREREFrhobB0QLWDLGuLxM0odjojMwV19QPLRmREREVnA0uk0e/YMMTX1AqB2jq2jNDb9UznCEpE5pLGiH9VKCYiIiMgC5O4MDg6yceNGJicn6V55AbHYWnImIVZPc/PbiWmGcxFZ4FSCJSIissCMjIzQ19dHNBpl1apV1NXVAdC17CfsHXgvExM/xyyGexqzKFBDS8sFNDa9orKBiwiQmYhQ9/lzUQIiIiKyQExMTLB7925SqRRdXV0HTCgYibTQ0fllUql+Jid/jfsY0ehq4vEnYab/0kUWDvUByUf/WomIiFTY1NQUfX19jI+P09XVRUtLC2a567+j0U4aGs4qY4QicjAy84DI7JSAiIiIzLNEspfxqVtwTxKvOYq62tlnJk+lUvT39zM0NER7ezvd3d1EIrpoEZHqpgRERERkniSSvewYeA/jE7+D6ZIoJxZdyYr2/6Sx7jQgGNlqYGCAgYEBWlpaWL9+PbGY/ksWqSYpr95RrIqlf+1ERETmQSLZy6adzySV3gukwCez1j3Itr7zWNnxZdKJx9HX10d9fT1r166ltnauoXVFZLFxTJ3Q81ACIiIiMg92DlywL/mYhfsE2/veRB0/o6dnNfX19eUNUERkgVACIiIiUqRkahdjEzeSK/nIMIO2jruorz+yPIGJSMWkNQpWTjozIiIiRRqfvB2zuUupnDFGJ24oQ0QiUkmZeUCKfVQrtYCIiIgUKJ1Ok0gkSCaTJJPJ6efjiZ2kPQUF9Dl1T5Q+UBGRBUwJiIiICODu+yUVM38mk0ncnVgsRk1NzfTP+vp66hoew67BND7HMYw66mofU5bPIyKV45hGwcpDCYiIiFQ9dyeVSuVNMFKpFLFYbL8EIx6P09jYOP06Go3mOMKj2Tu2gcnEPXNFQmvj2fP98URkAdJEhLkpARERkUUvk1zkSzCi0egBCUZ9ff3062g0mnf28bmsaP8EW3a/FPfxWdeb1dPR/BZi0c5DPoaILA7ukFIn9JyUgIiIyILm7nnLohKJoE9FJqnIJBQNDQ37lUoVk1wUoj5+Iqu7vsW2/tfhPoX7KBAkHniajua30dnyjpLGICKyGCgBERGRismURuVKMAYHB9mzZ88B/S7q6ur2W5a7NKq8GuqewIaeuxgZ/zmjEzfgPkW85nham15KNNJW6fBEpGyMdCGjUixRSkBERKRk5up3kV0aNbNjdybRWL58eclbL+aTWYzmhufQ3PCcSociIhXiqAQrHyUgIiJySNLp9KzlUNk/zeyAfheNjY37vc6XXIyMjCyq5ENEROamBERERA6QGZI2X7+LdDq9X6tFLBajrq5uv2WRiO4AisjSVM0TCRZLCYiIyBKUr99FIpEglUoRjUb3SyZqa2unWy8yDxEROZBjpDUPSE7630NEpMrMLI2arQUjUxqVnWDE4/H9RpJS6ZOIiJSCEhARkUUk12zd2c9nztadme+iubl5eplKo0RESkslWLkpARERWSDyzdadXRo1s1N3dmlUZkI9ERGpHAfSGgUrJyUgIiJlUshs3ZFI5ICO3fM5W7eIiJSDkdI8IDkpARERmQfZs3VnEoqBgQEmJib2m617Zr+L7Nm6VRolIiJLgRIQEZE5zJyte7aWi9lKo2pqamhra1tws3WLiEhpqQQrPyUgIrLkFTNbd77SKDOjqampQp9KREQqSSVYuSkBEZGqlhmSNl+CARzQ7yJ7vouamhr1uxAREZknSkBEZNGabbbumQlG9mzdmWQie7ZulUaJiMh8czeVYOWhBEREFqzZZuuerTRqZoJRX1+/X78LtV6IiEi5pZSA5KQEREQqItds3dnPZ87WnV0alVmm5EJERBYaB9LqA5KTEhCRRWwquZNdw19n9+h3SaYHiVg9HQ3Pobvl9dTXHFmxuGYrjZr5M7s0arb5LjQkrYiISHVSAiKySI1M3sHfdr0C9wTOFABpH6Fv9Gr2jF3DuvZP0NX0opIcO5Nc5EowUqnUfqVRNTU1mq1bRESWEFMJVh5KQEQWoURqD3/b9UrSPjrL2hRpT7Fp4ALqa4+gsfb4g9p3Op2eTiZGRkaC480oj5pttu54PL5fqZRKo0REZKkK5gHR/4O5KAERWYR2j1yOk8y7Tdon2D74OY5c9uXpZZnSqHzzXbj7dGIxNTWFmdHQ0KDSKBEREZkXSkBEFqHdI5fjPjHHVs7e8evZtm0TySQ5Z+uOx+M0NjbOOlt3X18fnZ2dpf0wIiIiVSiFbtblogREZBFKpQcL2s6I0NBk1NUuyzlbt4iIiMwvx1SClYcSEJFFKBppIZUaLmDLNK0t3USstuQxiYiIiBRCbUMii1BX09kY8Tm2Mlrqn6zkQ0REpALSRIp+VKvq/WQiVayBF+CefxjbiNXR0/LWMkUkIiIiGe6Qciv6Ua1KloCY2Roz+5WZ3WtmfzGzd4TLP2Jm28zszvDxnFLFIFJt3J2dO3cy0J/m8PZLiVgDRs2MraJErI617R+lKX5CReIUERFZ6tJuRT+qVSn7gCSBd7v7n8ysGbjdzH4Rrvsfd/9UCY8tUnWmpqbo7e2lpqaGdevWEY0eTlPDL9g5fBl9I1eS8mHM6mivP5OVLefTUHtspUMWEREROUDJEhB37wV6w+fDZnYvsKpUxxOpZkNDQ+zatYuuri7a2tqml8djq1jb/m+sbf833F0jXImIiCwAwShY6umQS1lGwTKz9cBjgFuAJwJvNbPzgNsIWkkGZnnP+cD5AKtXr6avr68coS4og4OFDbUqs6uG8+fuDAwMMDk5SWdnJ8lksqx/C9VwDitJ5694OofF0fkrns5hcZby+Uuhm4K5lDwBMbMm4Grgne4+ZGZfBP6dYJb6fwcuAv5p5vvc/RLgEoCTTz7Zu7q6Sh3qgrRUP/d8Wcznb2pqiu3bt9Pc3MyGDRsqNvv4Yj6HC4HOX/F0Douj81c8ncPi6PzJTCVNQMyshiD5+La7fx/A3Xdmrb8U+EkpYxBZjDIlV8uWLaO1tbXS4YiIiMhBcKjqTuTFKuUoWAZ8FbjX3S/OWr4ya7MXA/eUKgaRxSadTrNjxw76+/tZs2aNkg8REZFFKegDUuyjoCOZXWZmu8zsnqxlV2SNOPuwmd0ZLl9vZuNZ676U9Z6TzOzPZvaAmf2vlbBjaSlbQJ4IvBL4c+ZDAx8AzjWzEwiSw4eBN5QwBpFFY3Jyku3bt1NXV8e6desqVnIlIiIixUuXrw/I14DPAd/ILHD3szPPzewiILszzoPuPts4/V8k6H/9B+Ba4EzgZyWIt6SjYN0Ms575a0t1TJHFanBwkN27d6sLGdGmAAAgAElEQVTkSkRERA6Ku98UDvh0gLAV42XAU/PtI6xQanH334evvwG8iMWWgIjI3NLpNDt37mRycpI1a9YQj8crHZKIiIgUKTMT+jzoMrPbsl5fEg7UVKgnATvd/f6sZYeZ2R3AEPBBd/8NwVQZW7O22UoJp89QAiJSIZmSq/r6etauXauSKxERkSoyT/OA9Ln7yUW8/1zg8qzXvcBad+83s5OAH5rZI5m9asmLOG5eSkBEKmDv3r309fWxfPlyWlpaKh2OiIiIVBkziwEvAU7KLHP3SWAyfH67mT0IHEXQ4rE66+2rge2lik0JiEgZpVIpdu7cydTUFGvXrqW2trbSIYmIiMg8C2ZCr/gwvE8H7nP36dIqM1sG7HH3lJkdDhwJPOTue8xs2MxOIZg4/Dzgs6UKTDUfImUyMTHB5s2biUajrFu3TsmHiIhIFUtjRT8KYWaXA78HjjazrWb22nDVOexffgVwOnC3md0FfA94o7vvCde9CfgK8ADwICXqgA5qAREpi4GBAfr7+1mxYgXNzc2VDkdERESqhLufm2P5q2dZdjXBJOGzbX8bcNy8BpeDEhCREkqlUuzYsYNkMqmSKxERkSVCM6HnpwREpETGx8fp7e2lqamJnp4eSjihqIiIiCww8zQKVlVSAiJSAnv27GFgYIAVK1bQ1NRU6XBERESknHxBdEJfsJSAiMyjTMlVKpVi7dq11NTUVDokERERkQVFCYjIPMmUXDU3N9PV1aWSKxERkSXKoeBRrJYiJSAiRXJ3BgYGVHIlIiIi01SClZsSEJEiJJNJduzYQTqdVsmViIiISAGUgIgcorGxMXp7e2ltbaWzs1MlVyIiIgJoGN65KAEROUjuzp49e9i7dy/d3d00NjZWOiQRERFZYJSA5KYERCTL4MRdPDz4VfrGf0Pap6iNdrG25R9Z3Xw2NdE2kskkvb29AKxbt45YTH9CIiIiIgdDV08ioY0Dl/DQ4BdJ+yRB4ylMpXbx0N4vsmnwGxzXdimDfXGVXImIiEhejuYByUcJiAiwa/SGMPmYOGBd2idJ+xR397+ex3VfS1NjawUiFBERkcVEw/DmpjniRYAHBz4za/Kxj0NkghG/uWwxiYiIyCLlQR+QYh/VSgmILHnjye2MJTfNuV3Kx9g6fEUZIhIRERGpXirBkiUvkRrAqAEm59x2KtVf+oBERERkUdMwvPkpAZElrybShpMobNtoZ4mjERERkWqgBCQ3lWDJkldfs4r62No5t4taI6ubzy5DRCIiIiLVSwmICLCh/W1ErC7PFgZey7L6p5UtJhEREVmcMsPwqhP67JSAiADLG5/B+tbXh0nI/n/wEeLURFo5PP5ptm7ZQSJRWLmWiIiILF3uVvSjWqkPiEjoiPY301l/Chv3foX+8ZtxktRG2lnT8nJWt5xLbbSdgYEBNm/ezMqVK2loaKh0yCIiIrJAaR6Q3JSAiGRpqzuRx3R/AQB3P2C28/b2duLxOL29vXR2dtLW1laJMEVEREQWLSUgIjnMTD4yGhoaWLNmDdu3b2dycpLly5fn3FZERESWHneNgpWP+oCIHILa2lrWrl1LMplk69atpFKpSockIiIiC4j6gOSmBETkEEUiEXp6eqivr2fTpk1MTs49kaGIiIjIUqcSLJEimBldXV3U1tayZcsWVqxYQXNzc6XDEhERkYqq7mF0i6UERGQetLS0UFtby/bt25mamqKjo0P9QkRERJawai6hKpZKsETmSV1dHWvXrmV0dJTe3l7S6XSlQxIRERFZcJSAiMyjWCzGmjVriEQibN68WZMWioiILEEOmgk9DyUgIvPMzOju7qa1tZXNmzczPj5e6ZBERESknDwYirfYR7VSHxCREmlvb5/uF6JJC0VERJYWzYSem1pAREqosbGRNWvWMDAwwM6dO/Fqvp0hIiIiUgAlICIllpm0MJFIaNJCERGRJcDRRIT5zFmCZWbLgScCPcA4cA9wm7triB+RAkWjUVatWkVfXx+bNm1i1apVxOPxSoclIiIiJVHdnciLlTMBMbOnAP8CdAB3ALuAOuBFwBFm9j3gIncfKkegIoudmbFs2TLi8Thbtmyhu7ubpqamSoclIiIiUlb5WkCeA7ze3TfPXGFmMeB5wDOAq0sUm0hVykxauG3bNiYnJ+ns7Kx0SCIiIjLP1O0zt5wJiLu/F8DM4u4+OWN1i7v/sKSRiVSxuro61q1bN52EdHd3E4kEXbKGpzayefhaJlK7qYsuY03zs2mpPbzCEYuIiMjBqOY+HMUqZBje75vZi9w9AWBmK4GfACeVNDKRKheLxVi7di07duxgy5YtLOtu4fb+C+ifuBP3JE4KI8oDg9+kPX48p3RfRG20pdJhi4iIyByCeTyUgORSyChYPwSuMrOoma0HrgMuKGVQIkuFmbFy5Uoam+L8eutr6B//E2mfxAlGynJSpHySPRN3ceO2fyKVnqhwxCIiIiLFmbMFxN0vNbNagkRkPfAGd/9dqQMTWUpGam5hynaSDhoaD5AmwVhyG5uGf8rhrWeVOToRERE5WBoFK7d8o2C9K/slsAa4EzjFzE5x94tLHZzIUvH3vV8j7flbN1I+wf17v64EREREZBFQJ/Tc8rWANM94/YMcy0WkSKOJLYVtl9yGu2OmuyoiIiKyOOUbBevC7Ndm1ujuo6UPSWQpKiyhMEzJh4iIyCKgTui5zdkJ3cyeYGZ/Be4NXz/azL5Q8shElpD2+CML2q4t/ogSRyIiIiLFcgz34h/VqpBRsD4NPAvoB3D3u4DTSxmUyFJzVPuriVp93m2iVs9Rba8pU0QiIiIipVFIAoK7zyxQT5UgFpEla2XDGSyrewJGfNb1Uatjef3j6Wl8cnkDExERkUPi8/CoVoVMRLjFzE4FPByO9+2E5VgiMj/cnZWTbyZev5KtE9/HiExPROikObz1bI7reCtmBd0zEBERkUrSRIR5FZKAvBH4DLAK2Ar8HHhLKYMSWUrcnd7eXhoamjhsxXs4If1Wdo7/nsnUALWRNrobTiUaqat0mCIiInIwqrkJo0iFTETYB7y8DLGILEn9/f2kUil6enoAiEbq6Gl8SoWjEhERESmNQkbBOsrMrjeze8LXjzKzD5Y+NJHqNzw8zNDQED09PRpeV0REpIpoFKzcCikovxS4AEgAuPvdwDmlDEpkKZicnGTnzp309PQQixVSDSkiIiKLhXvxj2pVSALS4O63zliWLEUwIktFKpVi27ZtLF++nLo69e8QERGRpaOQBKTPzI4g7EpjZv8A9M71JjNbY2a/MrN7zewvZvaOcHmHmf3CzO4Pf7YX9QlEFhl3Z/v27TQ3N9PS0lLpcERERGSeOSrByqeQBOQtwJeBY8xsG/BOgpGx5pIE3u3ujwBOAd5iZscC/wJc7+5HAteHr0WWjN27d2NmdHV1VToUERERKQUH3Ip/VKlCRsF6CHi6mTUCEXcfLmTH7t5L2FLi7sNmdi/BUL4vBJ4cbvZ14NfA+w86cpFFaHBwkNHRUdauXatO5yIiIrIkzZmAmNmDwB+A3wA3AX892IOY2XrgMcAtwIowOcHde81seY73nA+cD7B69Wr6+voO9rCL3uDgYKVDWNQW2vmbnJykr6+PFStWMDAwUOlwCrLQzuFio/NXPJ3D4uj8FU/nsDhL+fxVcyfyYhUy9M6xwOOBJwGfMrNjgLvc/cWFHMDMmoCrgXe6+1Chd33d/RLgEoCTTz7Zl2q5ylL93POl3OcvkR7noaGf88DwT5hKDdMYW84xbWfRHX88WzYPsmHDBhobG8saU7H0HSyOzl/xdA6Lo/NXPJ3D4izZ86cEJKdCEpAUwRC8KSAN7AR2FbJzM6shSD6+7e7fDxfvNLOVYevHykL3JbLQ7Z74C7/c9s+kPUXSxwEYSmxm98RfiXkzp7X916JLPkRERORQVHcn8mIV0gl9CPg0sBF4lbs/wd3fMNebLGjq+Cpwr7tfnLXqGuBV4fNXAT86uJBFFp7hxDZ+vvUdTKVHppOPjKSPMclu/jByAan0ZIUiFBEREVkYCklAziXo+/Fm4LtmdqGZPa2A9z0ReCXwVDO7M3w8B/gE8Awzux94RvhaZFH7855vkvLcyYWTZiK1l40j15cxKhEREakYn4dHlSpkFKwfAT8K+348m2AY3vcB9XO872YgV9tTIQmMyKKQ9iQPDV+Hk8q7XdLH+evAd9nQ8pwyRSYiIiIV4agEK485W0DM7OpwJKzPAI3AeYAmDxQJTaaGKPQ2xWhSXZ5ERERkacvZApLpKE5QIvUnd89/e1dkiYpF6kgX+OcRs3iJoxEREZEFoYpLqIqVrwXkMjP7A3AW8CQzK2TELJElpybSQEf8yDm3M2KsaTijDBGJiIhI5dk8PKpTzgTE3Z9NMGP5r4EXA38ws++b2flmtrY84YksDsd3vIqY1eXdxojQNHwKu3fvJpVSg6KIiEhVUyf0nPL2AXH3CXf/P3d/h7ufDLyboGzrc2Z2a1kiFFkE1jaezhEtz8mZhEQtzhOWv49jDnscqVSKjRs3MjAwgGuaVBEREVliCumE3mhmme1qgK0EZVmnlTIwkcXEzHj8sndzyvL30VyzmqjFqYk0ErFaltc9iqf3XMSG1ucQi8Xo7u5mzZo1jI2NsXHjRoaGhpSIiIiIVJsytYCY2WVmtsvM7sladkXWNBgPm9mdWesuMLMHzOxvZvasrOUnmdmfw3X/G87pVxKF9Ou4iaAPSDtwPXAb8DJ3f0WpghJZjMyMI1rO5PDmZzGS7CWRHqE+2kl9rPOAbePxOKtWrWJsbIzdu3czMDDAsmXLaGhoqEDkIiIiMq8cKN8wvF8DPgd8Y/rw7mdnnpvZRcBg+PxY4BzgkUAP8EszOyocbOqLwPnAH4BrgTOBn5Ui4EImIjR3HwNeAnzW3V8MHFeKYESqgZnRXNNDR/yoWZOPbA0NDaxbt46Ojg527NjB1q1bmZzUbOkiIiJSGHe/Cdgz27qwFeNlwOXhohcC33X3SXffCDwAPM7MVgIt7v57D8oyvgG8qFQxF9ICYmb2BODlwGvDZdFSBSSyFDU3N9PU1MTevXvZunUrjY2NdHV1EYsd+Ce6d2ob9w3+nJHEbhpibRzV8jS66o6oQNQiIiKSywKprn4SsNPd7w9fryJo4cjYGi5LhM9nLi+JQhKQdwIXAD9w97+Y2eHAr0oVkMhSZWa0t7fT0tLCwMAADz/8MK2trXR0dBCNRplKj/Pz7f/OltE/4Z4iTQojwt0DP6AzfjjPXf0fNMQ0R6iIiMiCMD8JSJeZ3Zb1+hJ3v+Qg3n8u+1o/YPaxfT3P8pKYMwFx9xuBG7NePwS8vVQBiSx10WiUrq4u2tra6Ovr4+GHH6atvZUbhj5M3+SDpHxqelsnTdIn2T3xd7636a2cs/5SaqPqRyIiIlIl+sKRaA9aOIffS4CTshZvBdZkvV4NbA+Xr55leUnMmYCY2Y85MAMaJOiM/mV3nyhFYCJLXWbErMnJSe7s/Sl9Ew+RYmrWbdOkGE328+e913BS5zlljlREREQOUL5O6Lk8HbjP3bNLq64BvmNmFxN0Qj8SuNXdU2Y2bGanALcA5wGfLVVghXRCfwgYAS4NH0PATuCo8LWIlFA8HmcTvyRF/s7pKZ/izj1XaUhfERGRBcC8+EdBxzG7HPg9cLSZbTWzTJ/tc9i//Ap3/wtwJfBX4P+At4QjYAG8CfgKQcf0BynRCFhQWB+Qx7j76Vmvf2xmN7n76Wb2l1IFJiL7DExuKmi7idQgSZ+kZo5Z2UVERKSEyjiTubufm2P5q3Ms/xjwsVmW30aZRrotpAVkmZmtzbwIn3eFL2evBxGRebVvLtC5RQr6sxYRERGpjEJaQN4N3GxmDxL0kD8MeLOZNQJfL2VwIktdKpVieHiYNjawi7vm3L6tdjXRSG0ZIhMREZHcbCH0AVmwChkF61ozOxI4hiABuS+r4/mnSxmcyFLk7oyOjjI0NMTo6CiNjY2c2Hk2v+z7G8k8Yz7ErI4TO2dthRUREZFyU5fMnAppAYFg+K714faPMjPc/Rv53yIiB2NycpLBwUGGh4epqamhpaWFFStWEI1GcV/J5qmn8vehG2ZNQmIWp7v+WI5ueXoFIhcREZGlwsyiwIvc/epD3Uchw/B+EzgCuBPI9JLPTNEuIkVIJpMMDQ0xNDREOp2mpaWFNWvWUFu7fxmVmfGU7nfTXNPNHXu+G/Rt8zRGBCfFsW3P5YnL30DEopX5ICIiIrK/Km0BCYfsfSdQugQEOBk41jW2p8i8SKfTjIyMMDQ0xMTEBE1NTSxfvpz6+nrMcteLmhmP7XoFJ3aezebR2xhPDhCPNrG28bHUROrL+AlERERkTtV95XxdmIRcAYxmFrr7UCFvLiQBuQfoBnoPKTyRKpJKJ7hv+Hfcs/dXTKTGaK/t5qSO59JTf1Te5AFgfHycwcFBRkZGqKuro6WlhZ6eHiKRgxu1Kmo1HNb0hGI+hoiIiEgx3hD+fHfWMgfWzrLtAQpJQLqAv5rZrbBvJjR3f0GhEYpUg97xB7h804dIeYKp9DgA28bv5b6h39JdfwQvW/th6qKN+71nampqusQqEonQ0tLC+vXricUK7X4lIiIii45T1aNgufuaYt5fyFXQR4o5gEg1GJjq5VsPXzCdeGQ4TsIn2T5+P5c//G+8+vBPkU47IyMjDA4OMjU1Nd3SUVenyQFFRESWikJnMl+szOwY4Fhg+gLH3b9TyHsLGYb3xkMPTaQ63LTrchLp3EPgpjzB7snN/HHzL+hIHEFDQwMdHR00NjbOWZolIiIiVaiKExAz+yDwTIJpOq4DngXcDBSUgOQsPjezm8Ofw2Y2lPUYNrOCOpiIVINEeoL7hm7G5/iXJOET3Dt1A4cddhg9PT00NTUp+RAREZFqdDbwFKDX3V8JPJrCp/fIvaG7nxb+bC42QpHFbDixB8udq+9nyHcRjWooXBEREalq4+FwvEkzawZ2AIcX+uacCYiZdeR7o7vvKTxGkcUhmUwyNTU1/UgkEuyd2EnaU3O/GYiaOpeLiIhI1fcBucPM2oDLgNuAIeBPhb4539XS7QTVa7PVkDgHkeWILCTpdPqAJCPz3Myora2dfjQ0NNDV1UXjw20MJXfn3W+UGMc0n1qmTyEiIiJSGe6eGYb382Z2HdDi7sUnIO5+WLHBiVSKu5NMJhkZGTkgyUin09TU1EwnGY2NjbS1tVFbW5uzfOrUrn/g+p2XkfDJWdcDmEU4qeO5pfpIIiIisphU8TC8AGZ2DnCEu3/MzNaY2Unufnsh781XgnVivjceTJYjUiqZkqnsBCPzenJykmQySW1tLfF4nKamJmpra4nFYgfdOfwxHWdy/8itbB69Z9YkJGa1PGvlG2itXT5fH01EREQWK6faR8H6HFADnA58jGA29C8Bjy3k/flKsC7Ks86BpxYYo0hRskumZiYaM0umWltbp1s3+vv76erqmpcYIhblZWs/xO92X8Ute35I2lMYRtpTtNV289QVr2FD88nzciwRERGpAlWcgACnuvuJZnYHBH3Dzay20DfnK8F6ynxEJ1IId59OLmYmGYdSMlUKEYty2vJzOHXZS+kdf4Cp9DgtNV10xleXLQYRERGRBSBhZhHCNMvMOoF0oW/OV4L1VHe/wcxeMtt6d//+wUYqkq9kKhaLTScZxZZMlVLEoqxqOLrSYYiIiMgCVuWjYH0euBpYZmYXAi8DLiz0zflKsM4AbgCeP8s6B5SAyKwyJVMzk4zZSqZaWlqmny+kJENERESkKFWYgJjZtcCb3f0bZnY78HSCEXNf6u73FLqffCVYHw5/vqbYYGV+jSaHGEzsoTYSp7O2uyIX7pmSqdmSjFQqdcBQtpUomRIRERGRefU14Odm9nXgk+7+l0PZyZyzpplZHDgLWJ+9vbt/9FAOKIduy9gDXLfjO2wc/SsxqyHtaRpiTZyx7MWc0vlMIlbYbN0HI5lMzppkzCyZqq2tXbAlUyIiIiJlV4UtIO5+pZn9FPgQcJuZfZOsvh/ufnEh+ylk2uYfAYMEExPmngRBSuq+odv59qaLSPgUAClPAjCYmORnvd/kodF7+Me17zqkJCSdTudMMoDpBKOmpma6ZKqmpoZIZP4THhEREZHFzryq+4AkCIbdjQPNHETn84xCEpDV7n7mwe5Y5s9ocphvb7p4OvmYKeGT/G3oDm7t/yWndD1z1m0yE/PNTDJmlkzV1NSoZEpEREREDmBmZwIXA9cAJ7r72KHsp5AE5Hdmdry7//lQDiDF++Oe65mrHS/hk/x69w84ue2ps44wNTU1NV0ylRnSViVTIiIiIiVSnTOh/ytBh/ND6vuRkW8Y3j8TXPXGgNeY2UMEJVgGuLs/qpgDS+Hu2vubnK0f2YYTe/nzQ3+is657OslQyZSIiIhIBVRhCZa7P2k+9pOvBeR583EAKd5UurCuN7FIjJVru+muW1viiEREREQknyruA1K0nLfE3X2Tu28iSFJ2hM8PA15I0CldyqSjtrug7ZLpBFODacbHx3HXt15EREREFp5CanKuBlJmtgH4KkES8p2SRiX7Oa3rOdRG6ubc7vCG42iINrFr1y4efPBBtm/fztDQEKlUqgxRioiIiMg0n4dHlSqkE3ra3ZNm9hLg0+7+WTO7o9SByT5HNp9AZ+0Kdk1sI0Vy1m1qrJYzV/0jXfVddHV1kUwmGR0dZWRkhF27dlFTU0NTUxONjY3E43F1OhcREREpleoehrdohSQgCTM7FzgPeH64rKZ0IclMEYvwusM/wlceupD+qR1MpSem19VYLWbGK9a9l1X1h08vj8VitLa20trairszPj7OyMgIvb29pNNpGhsbaWxspKGhQUPtioiIiEjZFJKAvAZ4I/Axd99oZocB3yptWDJTY6yZtx35SR4YuZvf9l3Lnqmd1EbiPKbtdE7qeAr10cac7zUzGhoaaGhoACCRSDAyMsLg4CA7duygrq5uOiGJx+MHFddYcpRb+m9i4+j9RCzCMS3Hc2L7KdRGDm4/IiIiIlVFLSA5zZmAuPtfgbdnvd4IfKKUQcnsIhbhqOYTOKr5hKL2U1NTQ3t7O+3t7aTTacbGxhgdHWXbtm0ANDY20tTURH19fd6he2/YeS0/3n4lZkYiHQwTfM/gn7hqy9d5+do3cGLH44uKU0RERGTRUgKSU755QH4MXAL8n7snZqw7HHg18LC7X1bSCKWkIpEITU1NNDU1ATA5Ocno6Ch79uxhYmKC+vr66b4jNTX7Ku9u3HUdP91+FUlP7PcHNhkOGfytTV+iNlrDca0nlvXziIiIiCwE6gOSW74WkNcD7wI+bWZ7gN1AHbAeeBD4nLv/qOQRSlnF43Hi8TgdHR2kUinGxsYYGRmhr6+PWCwWJCL1Ma7Z9l2m8kyOmPAprth8GY887jHq8C4iIiIi03ImIO6+A3gf8D4zWw+sBMaBv7v7WFmik4qKRqM0NzfT3NyMuzM5OcnIyAg3b/sVhUwzMp4a54GR+ziy+RGlD1ZEREREFoVCOqHj7g8DD5c0ElnQzIy6ujrq6uqYHB8lMZq79SMj7Wl2TGxTAiIiIiJLj0qwcipkIkKRael0mnQyXdC2hhExfcVEREREZJ+CWkBk6Uqn00xMTDA2NsbY2BiTk5OssNXUWpwpn8z7XifNkU3HlilSERERkQVCExHmdVAJiJm1A2vc/e4SxSMV5u77JRwTExPE43EaGhro7Oykvr6eI+wIfn7PD5hK5E5ADGN1w3qW13WXMXoRERGRBUIJSE5zJiBm9mvgBeG2dwK7zexGd39XiWOTWaQ9zb1D99I/1U88EueRrY+kKdZ0yPvLTjjGx8cZHx+ntraWhoYGOjo6cs4F8rrD38ln7/84U+kDkxDDqIs2cN76Nx9yXCIiIiJSnQppAWl19yEzex3w/9z9w2amFpAKuHH3jXxv6/dIppOkSRMhQtKTnNR+Eq9a/yrqo/Vz7iMzmlWmhWN8fJyamhoaGhpoa2tj5cqVRKPROfezvnED7zzqQ1yx+TK2j28masFXKelJNjQdw9lr/4mu+PKiP7OIiIjIoqQWkJwKSUBiZrYSeBnwryWOR3L4yfaf8OPeHzOVPnD0qdsHbmfL2Bb+7dh/oy5at986d2dqamq/hCMajdLQ0EBra2vBCcds1jSs5z3HfJRdE71sG9+MEWFd4+G013Ye0v5EREREqoGhPiD5FJKAfBS4Dvitu/8xnAX9/rneZGaXAc8Ddrn7ceGyjxBMcLg73OwD7n7toQS+lOya2MU1268hsf+E9NOSnmT35G5+2vtTzlp91n4Jx9jYGNFolPr6epqbm1mxYgWx2PyOPbC8biXL61bO6z5FREREFjUlIDnNeSXq7lcBV2W9fgg4q4B9fw34HPCNGcv/x90/dRAxLnnX77qetOcf+jbhCX6545ccP3E8scj/Z+++49sq7z2Of55zJFmesRMnzt57h4QQSBgJZZS9b9mFUlpuJ/S2tL29XUALHXRAb1taUqBwS9l7jyRAWFlkkL2d2HGceFvjjOf+YcvItiTLS16/9+t1XpbOOdJ59MSG89WzPGRkZJCVlcXAgQPxer0pKqkQQgghhBCJJTMIfSLwZ6BAaz1dKTUTOE9rfXui12mtV9SvoC7aaWPFRhycFs9zcckoyGB49vAUlEoIIYQQQsQk0/AmlExfnL8B3wX+CqC1Xq+U+j8gYQBJ4OtKqWuAVcB3tNZlsU5SSt0I3AgwfPhwSktL23i5nquiogKAjNoMBlgtj6vwGT6qK6spDfW9uoolUn+i7aQO20fqr/2kDttH6q/9pA7bp0/XnwSQuJIJIBla64+UUtH77DZe78/AbdT9k9wG/Ba4PtaJWuv7gPsA5s2bp/Pz89t4yc4Tdi0+OLKa1w+toNKqpp83m9MKTuK4AcfgM9rW7cl13YbpcGJlQ08AACAASURBVEOhEGVlZfjT/Rw1jqJb+E32GT7GDB5DmpnWpmv3Rt3x96ankTpsH6m/9pM6bB+pv/aTOmwfqT/RVDIBpFQpNY76HKeUugQoasvFtNaHIo+VUn8DXmjL+3QHhbVF/PzTuwk5YYL1a2EUB0vYW1PIP/c+yY+n3szwjJYHZtu23RA4AoEA4XC4YeG/nJwchgwZwkXBi9i2ZVvMGbAiDAwW9F8g4UMIIYQQojuQFpC4kgkgX6OuJWKyUuoAsBu4qi0XU0oN0VpHwsuFwMa2vE9Xq7Sq+Mmm31Bt1zQ7FnRDBN0QP930G+6e/TNyvJ8tEhiZEjc6cLiuS3p6Ounp6QwaNAi/30+ktam0tBTTNBmTOYbZubNZV7aOsG4eQhSKdDOdC4Zd0HkfWgghhBBCJE3GgMSXzCxYu4DPKaUyAUNrXZXMGyul/gWcAuQrpQqBnwCnKKVmU5cJ9wBfaWO5u9RrxcsJOfFbIwBCTpjXi5dzVv6SRoHDMIyGwNG/f398Ph9NurfFdOPYG/nn3n/yXul7QN3UuwqFz/CR583j2xO/TZ4vr0M+nxBCCCGEEJ0lmVmwbmnyHKACWK21XhfvdVrry2Psvr+1BeyOXju0PO6aHBFhbfHSgTeZ504nPT2dnJycdq3BYSqTL47+IhcMvYCVR1ZSHCwm3UxnXt48xmeNTyrECCGEEEKIFJEWkLiSuRueV789X//8bOBj4KtKqce11r/qrMJ1V5VWdVLn1egAo0aN6tBr5/pyOWvIWR36nkIIIYQQogNpJIAkkEwAGQAco7WuBlBK/QR4AjgJWA30uQBiKhNbtzwRmEd17IrjQgghhBCiZ5AxIPElc4c8Eoge8GABo7TWAaVUqHOK1T29d3gdD+99iZDjYihI1OtJoTgmb3rqCieEEEIIIUQPkEwA+T/gA6XUs/XPzwX+VT8o/dNOK1k38/CeF3mq8G1CbhhDGaSbbsLzvYaX84aenqLSCSGEEEKIbkVaQOJKZhas25RSLwMLAQV8VWu9qv7wlZ1ZuO5iQ/n2hvAB4GqDsGvgM9yYrSA+w8elw89mfPaYFJdUCCGEEEJ0B9IFK76kBilorVcppfYBfgCl1Eit9b5OLVk38vj+1xvCR4TlenC1i8+0Mer3GUoxOnMEl404l2PyZqS+oEIIIYQQQnRzyUzDex7wW2AoUELdmJAtwLTOLVr3oLVmXfm2mMccbRCwfSg0Ck2amcadM3+Y4hIKIYQQQohuR1pA4kqmBeQ2YAHwhtZ6jlJqMRBrjY9eycXF1YnHe+j6CGI5LmVlZfh8PrxeLx6PB8MwEr62I4UcizcOreHxfcs5HCrHa3g4Pn8ql404mTFZQ1JWDiGEEEKIPk2m4U0omQBiaa2PKKUMpZShtX5bKXVXp5esmzCVSaYng2q7tsVz+3mzCIfD1NTUYFkWlmVhmiZer7fZ5vP5ME2zwxYQLA1V8M3V91IWriYY6S7mhHi9eDVvH1rHDWPP4pKRJ3XItYQQQgghRHyqfhOxJRNAypVSWcAK4BGlVAnQ8iIYvchZQxbydOHbWAnW/kgzvFwwYjEFBQUN+7TW2LbdEEYsy6K2trbhseM4McNJZEuWq11uWftnSkLlOE1aaxzt4miXv+96iaEZAzghv0/0nBNCCCGEEN1UMgHkfCAI3EzdrFf9gJ93ZqG6m/OGncxLRe9h2bEDiEKRbvo5ffCCxvuVShgmXNfFtm3C4XBDKAkEAo3CSk1NTdyAEmk9+fjoVkpDlc3CR7SQa3H/zpclgAghhBBCpIJ0wYorbgBRSn0beA9Yq7V26nc/mJJSdZH9NaU8uvddXi/+hKATJsebznnD53PxiOO5a9Y3+eH6ewm7FgHns/UX0800Mkw/d876JlmejFZdzzAMfD4fPp8v5vGSkhJycnKwLItwOEwwGKSqqgrLsrBtG4/Hg9fr5bGitxuVKZ4DgVIO1JYyLCO/VeUUQgghhBCtI9PwxpeoBWQ48AdgslJqPbCSukDyvtb6aCoKl0pvFq/nto2PY7sODnUtCUfC1TyyZwWP7X2PP867gQeO+xnvHl7Ly0UrqbSqyfPlcPbQRSwYMBOvkdSMxq1iGAZ+vx+/3w/UdelyHAfHcbBtm1AoRDAYpDRcmdT7eZRJmVXFMCSACCGEEEKIrhH3rllr/V8ASikfMA84Abge+JtSqlxrPTU1Rex82yoPctvGxwm5VrNjYdcmjM23Vt/P44u+y5KC+SwpmN8h140ECtu2G4JFdMAoLy+ntra2YZ/ruhiGgcfjwTTNhq2fLxPCh1u8nqNdsjzpHVJ2IYQQQgiRgLSAxJXM1/bpQA51Yz/6AQeBDZ1ZqFR7YNdbhN3E4+ot1+G5wo+5Zuwpcc9xXbdRgGgaKpoe01o3ChLRwcLv95ORkUF+fn7DfsMwYs6adQGL2LGlqMVuWP18mYzKKEh4Tk+hdd1fdUfNIiaEEEII0aFSFECUUkuBc4ASrfX0qP3fAL5O3eRRL2qtv6eUGg1sBrbWn/aB1vqr9efPBR6g7t7/JeBbOnLD1cESjQG5j7rFBquAD6nrgnW31rqsMwrSVWzX4Z3Dm9Et/JaEXIun9r3P2f1mxA0VQLPWicgWmXa36ZawbLZNRkbL40pOHDiDe7Y9kzCA+A0fV4/6XI++Yddas6JkCw/sfIeNFYW4WjM0PZerxyzi3BFzSDdjj6URQgghhOjFHgDuBR6K7Khft+98YKbWOqSUGhR1/k6t9ewY7/Nn4EbgA+oCyJnAy51R4EQtICOBNGA7cAAoBMo7oxBdqcYJJT1Pc4VVy4EDB/B6vQ0tFh6Ph7S0NLKyshq1UrT0E+puqDsiEHgND3fP+SrfXPMngk4Yu2HOgDp+w8dpg+dy1tDj2n2truJqlx+ue5x3SrYScMIN+w8Eyvj9llf41973WXr8l8nzZXZhKYUQQgghAJ26Qeha6xX1LRvRbgLu1FqH6s8pSfQeSqkhQI7W+v365w8BF5DqAKK1PlPV3R1Po278x3eA6Uqpo9QNRP9JZxQo1TJMX4utHxE5vnTGjRuH1hqtNa7rNvsZGasRvT/eudHdiGIFlerqakKhUFKhZqDK5k8zvsazxe/z8qGPsbSDq10mZY/gilFLOCF/Wo9u/bhvx9usOLSFYIxxOkHX4mBtGTevepgHTvhKF5ROCCGEEKKJjgkg+UqpVVHP79Na35fE6yYCJyql7qBuOY3/0lp/XH9sjFJqLVAJ/Ehr/Q4wjLrGhojC+n2dIuEYkPp+XxuVUuVARf12DjAf6BUBxGt4OG7ARFaWbkn4e+JTHs4ddiyZmR37DXuioKKUIicnJ2ZwiYwhid6nXJfzM+dx9qg5BN0whlZ4MHDLXbaXbW8ILMm00MT7mew5HSns2Dyye2XM8BFhaYdtlcVsrSxiUs6QDr2+EEIIIURrdVALSKnWel4bXucB8oAFwLHAY0qpsUARMFJrfaR+zMczSqlpxF64vdPacBKNAfkmdS0fCwGL+il4gaX0skHoXxy7hFVHd8acBSvCNAwuHLEg7vG2UkrFHQtSW1tLdnZ2h1wnElYStcbECkKRoNOa10Q+V0eEGcMw+ODozqT+BMKuzQuFa5k0VQKIEEIIIfq0QuCp+saEj5RSLpCvtT4MRLplrVZK7aSutaSQuiU4IoZTN/FUp0jUAjIaeAK4WWtd1FkF6A6m547k5snn8rstzxN27UZdsjzKwGt4+M2caxmQ1jFhoCtEt0y0NPi9vVoKKPF+RhZYjGyO42BZFlurdmO3MEsZgIvmcKiqUz+bEEIIIURSunYa3meAJcAypdREwAeUKqUGAke11k59i8gEYJfW+qhSqkoptYC6yaeuAe7prMIlGgNyS2ddtDs6f/h8JucM45+7l7O8ZBOOdvCbPs4aegyXjzqRYRkDOuQ6Ycdm5eGdHA5Wk+31s2jQOLK8/g557+4i0nLhunULOrY0HXFki7QGeTwe0tPTG2YKG5MRwqxcB46T8LoGikH+nhsShRBCCNF7pGoQulLqX8Ap1I0XKaRumMRSYKlSaiMQBq7VWmul1EnAz5VSNuAAX41aYPwmPpuG92U6aQA6JLcOSJ8xKWcYt8+6oq7rkXbxGB3XUqC15m/b3uHv299Do3G0xlQK23W5cORsvj/jTHxm9/3niF6FvaW1Tmzbblg0sem0wx6PB6/Xi9/vb7b+SbyxI6cOyOOOHS+1WEaf4eGcYcd09EcXQgghhOi2tNaXxzl0VYxznwSejPM+q4DpsY51tO57x9uFlFJ4VMeGj5998gLP719PwGk+zuTpfevYUXWY+xdeg7cDQ09LZUoUIJrui7cKe2SNk1j7O2owutfwcPWYRTywawXBGPUH4FUmk/sNZWLO4A65phBCCCFEm2m6ugtWtyYBJAXWHN3Hc/vXx715Drk2m8oP8uy+dVwyem6brpHMKuzR+1tahb3p/nirsKfKDeNPZl9NKW8f2txoHRAAv+lliD+X3829sotKJ4QQQgjRhASQuCSApMDS7SsJxQkfEQHH4u/b32sIIJHAEAgEkgoWkfETsbo8tWUV9u7GUAa3zbqE9w5v44Gd77ChfD8ummHpeVwzdhFnDZuN3/R2dTGFEEIIIVCkbgxITyQBJAXWHNmXVAgurClj0/ateHXdjFXBYJBwONwsUKSlpTXr8mQYRqd/jq6mlGLRoEksGjSpq4sihBBCCCHaSAJICrhJtsEZSjF8xHBy0jJQSlFaWkp+fn4nl04IIYQQQnQ4aQGJq/d/bd4NjM8emNR5mYaX2rJKampqGqawFUIIIYQQPY/Sut1bbyUBJAWun7CQDNOX8Jw0w8PV447H7/dTVlbGzp07KS0tpaKiAttueRE+IYQQQgghegLpgpUCpwyeyJTcwWwsO0goxoreHmUwwJ/F1RMWkO31k5eXh+M4HDhwgJqaGg4fPozP5yMrK4usrCx8vsRhRgghhBBCdCGZhjchCSApYCqD+46/iltXP8U7h3bgao2lHQwUPtPDxJxB3Hvc5WRHrYhumiYZGRnk5+ejtaa2tpbq6mr279+PYRgNYcTv97dqetyQY/P6wS3srTqK1zBZVDCWqXlDOuNjCyGEEEL0WTILVnwSQFIk3ePjj8d9gcKaMp7b/wnFgUry0jL4/LDpTO6XePE8pRSZmZlkZmZSUFBAMBikurqaQ4cOYdt2QxjJyMhIOBvWIzs+5jcb3wKg1g5jKoN7N7/DyMw87jn+EsZkD+jQzyyEEEIIIURTEkBSbHhmHv85+ZR2vYff78fv95Ofn49lWVRXV1NWVkZRUREZGRlkZWWRmZmJx/PZP+/ft67knk9XNFqJ3dYutuOyvbKES9+6n6c/92VGZOa1q2xCCCGEEALpgpWABJAezuv1kpeX1zBupKamhurq6kbjRkJexe83LSPsOjHfQwPVVpjb173KXxd+IbUfQAghhBCiF5IuWPFJAOlFTNMkJyeHnJycRuNG7t/8QYsp3EXz3qFdlAaryfdnpabAQgghhBC9lQSQuGQa3l4qMm6koKCAnU4VYR279SNamuFha0VJCkonhBBCCCH6KmkBEQ1c16WoqIh9IQ8ejwev14vH0/ixaZqtmnVLCCGEEKLP0dIFKxEJIH3AcYNGs/rIfoJO4gUNLVxOHD+dbMOLbdvYtk04HKa2thbbtrEsC9d1m4WSpo8lpAghhBCiz5MAEpcEkD7gsjHHcO+nKxKeYyjFSYPHU5DVL+F5Wmssy2oIKJZlNYSUyP5ISIkOJbGeCyGEEEKIvkfuAvuA/mkZ/NeMU7l749sEo6bhjTBQZHvS+O9Zp7f4XkopfD5fwtXYXddtCCitCSlNH5um2a7PLYQQQgjRFRTSBSsRCSB9xBcnHEe66eVX69/ARROwLUzDwFSKcdn5/GHBJQzLzO2QaxmG0aqQEgkloVCI6urqhv2u6yYMKJHuXt2J1pr1R4t4bu8mykIBhmf24+IxMxmVLeurCCGEEH2KlgQSjwSQPuQ/xh7DhaNn8XbRNvZUHcVnmCwsGMvEfoNSXpbWhJToLl9NQ4rWOm4XL8uycBwnZSGlqLaSLy1/jL1VZQQdCw14lcHftnzIiYPH8IcTLiDd401JWYQQQgghuisJIH2MzzA5Y9iUri5GUtoaUoLBILZtU15eTnV1NUBSA+fbozwU4KLXHqA0WIuj3Yb9lnbBcXmneDfXLXuUR5ZciWnI7NdCCCFEbyddsOKTACJ6tEQhxe/3k5+fj+u6zQbOB4PBhpYUy6obF5MooLQUUpZu/YiyUKBR+IgWcmw2lhWzvGgXS4aN75gPL4QQQojuSSOzYCUgAUT0eoZhkJaWRlpaWtxzHMdpNnA+EAg0al0BYs7spUyDh7atIuwmXuyx1ra4b/P7EkCEEEKIPkDF/k5SIAFECABM08Q0zaRDSiSUBAIBDtdWEbCbzy4Wy/aK0o4qshBCCCFEjyQBRIgkGYaBETV+Q2uN67rg6qRbWU0l4z+EEEKIPkG6YMUlAUSIKJHxIpEtHA43eh7pdhXZsrOzycvLY/CmbAprKxK+t6EUCwpGpeiTCCGEEKIrySD0+CSAiD7HcZxGwSL6seM4eL1efD5fw8/MzMyG50qpmO/5lakL+MXatwjEWOgxIs0w+fKU4zrrYwkhhBBC9AgSQESvo7VuWDOkvLy8WdBQSjW0YPh8PjIyMhoem6YZN2Qkctm42Ty/91PWHy0i6NjNjqebXq4YP4cZ/Yd0xEcUQgghRHemkYUIE5AAInqklrpKmaZJKBTCNM2GrlKR0NEZCxN6DZMHF1/OL9e+yWO7PsGjDFw0CoXHMPjGtEVcN+nYDr+uEEIIIbon6YIVnwQQ0W017SoVHTQiXaUiLRexukqVlpaSn5+fsvKmmR5+Ou8MvjtrMe8W76bKClGQnsXxBaPxyOKDQgghRN8iASQuCSCiy0S6SsVqxQiHw826SqWnp5OTk9OwFkdbukqlQqbXxxkjJnV1MYQQQgghuiUJIL2MqzXvF+9lX1U5fo+HhUNGMyg9q+vK06SrVNOgYZpmQ6uF1+slKyur4XlndJUSQgghhOhsCumClYgEkF7kmV2buH3VmwRsG0e7mEphuS4nDx3Dr044mzx/eqdc13GcmC0YsbpKeb3ehkHfXq+30boaQgghhBC9gtYyCD0BCSC9xANbVnHn6mUxZ2BadnAX5774AC+ecx390vytfu9EXaUsq27a2ei1MXpKVykhhBBCCJF6nRZAlFJLgXOAEq319Pp9/YF/A6OBPcBlWuuyzipDX1ESqOaXq98m5Dgxj1uuy6FAFb9eu5zbF5wR8xytddwB35GuUtGtGNJVSgghhBAiPumCFV9ntoA8ANwLPBS17/vAm1rrO5VS369/fmsnlqFPeGTrWup6G8ZnuS5P7trId6afgOnqZkEjuqtU0/UxpKuUEEIIIUQrSQCJq9MCiNZ6hVJqdJPd5wOn1D9+EFiGBJB2W35wF6EYXa+aUlrz4e5tzBwwBK/Xi9/vl65SQgghhBAipVI9BqRAa10EoLUuUkoNineiUupG4EaA4cOHU1pamqIidh8VFRVJnTfINRlntjzAPMPjo196XdcpANu2se2Wg0tPlWz9ifikDttH6q/9pA7bR+qv/aQO26cv1590wYqv2w5C11rfB9wHMG/ePJ3KBeW6k2Q+9+CBg3ir7CC2dhOe59NhpowYSW5a58yG1R311d+bjiR12D5Sf+0nddg+Un/tJ3XYPn2y/jTgSgKJJ9Ud+w8ppYYA1P8sSfH1e6VrJ8/FbGGMhqEUnxsxvk+FDyGEEEKILqM7YOulUh1AngOurX98LfBsiq/fKw32+Dk9fyR+M3aDlgIyPT6+f8zi1BZMCCGEEEKIJjotgCil/gW8D0xSShUqpb4E3AmcppTaDpxW/1y0w9GjRykuLubOE8/h6knH4DPMhiCigAyPlxFZuTz1+asZmZ3btYUVQgghhOgjlG7/1lt15ixYl8c5dGpnXbMv0VpTXFxMKBRi5MiReL1e/nveEm6avoCnd21iZ+URMjxeThsxgfmDRsgMV0IIIYQQqSQrocfVbQehi/hs2+bgwYN4PB5GjhzZaI2O/v4MvjT12C4snRBCCCGEEPFJAOmGDtVWUVJbAzUBBgwY0Kj1IhgMcuDAAXJzcxkwYEAXllIIIYQQQsTTm7tQtZcEkG7kw+L93LVqBRuPFOM1TEYaaVR4FN+YfTxfmDiTqqoqSkpKGDx4MFlZWV1dXCGEEEIIEUsvn8WqvSSAdBPP7vyU7737CsH6Fc1DjkPIY3IgFOBnH77Fu3t3csu4WYwYMYK0tLQuLq0QQgghhIhHAUrGgMSV6ml4RQwHqysbhY+mArbFG0V7+MQNSPgQQgghhBA9mgSQbuChzWtxW0jJQcfmzxs+TFGJhBBCCCFEu7gdsPVS0gWrG3hx9xbCrtPiebsryzgarKW/PyMFpRJCCCGEEG0lXbDikwDSDcTretWUgeLTbdsYnJGFUgrDMBp+Rj9O5lii84UQQgghhOgsEkC6gWFZOZQEalo+UcHcKVPxGSZaa1zXxXXdhsdNf0YeW5aV1HmRn+0JL8nsk0URu7dDNdU8vnUjO8uOUqBMFk6YxMLhozDk300IIYRIjsyClZAEkG7ghmnH8r13X6bGtuKeYyrFWaMnke71dWpZtNYtBpSmxxzHadX5bQ00rQk+ovVs1+XH77zBE9s2ARB2HMb5/Dy0ewu5aX7+cdZFTOo/sItLKYQQQvQEWlZCT0ACSDdw+qgJ/HbNO+yrqsDWsUccpZkevjn7hE4vS6SFojO7YrWmNSZeyEl0fuRzBAIBKisrO7yLWm9txfnesld4edc2wk7j8Ui1lkXAsrj46X/x0qXXMDInt4tKKIQQQojeQAJIN+AzTR47+wouf/lRDlZXNmoJyfB4MZXBA6dfwth+/buwlB0nEm5M0+yU948EkdLSUvLy8pIKLY7jtCoUtTbQtCXspNKWI4d5aee2uOORNFBrW/zqw3e497RzU1o2IYQQoieSldDjkwDSTQxMz+S1C69neeFuHty8msLqSsZ7MvjSxClcOG4qGZ3c9ao3UUphmiamaeLzdXy9RbqptWYcTnQrTjLnAx3aatPSZAP/2LAGy00835+rNa/v2UFFKEi/NH+H16sQQgjRq0gXrLgkgHQjhlIsHjGWxSPGAlBaWkp+fn4Xl0o0Fd0Fq7NbcZLtohaZbKA1oSg6hHxcuBcnTve/aD7TZG9FOTMHDe6Uzy2EEEL0ChpUL17Ho70kgIheSWvdoyefiLTitFakpSWy2bbd6HlksywL27YbupOZSXb50hpMmapZCCGEEO0gAUT0Glprlu/dw19Wf8SqogOM9qVR4/Fw/ey5fGH6DLJ9aV1dxFaLFR4SBQugoftZ083n88XcD/D5ylL2rfuIkJN4QUwNjM/rHWORhBBCiE4lXbDikgAiegWtNd9/6zVe2LaV2vpB/Boorqnm7g/f44FP1vDkpZczOCu7S8sYaaGIFyCa7o+0hHg8nkahwePxkJaW1mx/W2cvu2rqLP667qOE5/gMk8unzCDNlP9sCCGEEC2S/BGX3EmIXmHpujU8v20LAbv5LE5B2+ZQTQ3XPPskr15xbYfNMKW1TrplolF3pyYtEB6PB6/Xi9/vb7TPNM2UzYY1KDOLHx2/mDs+WEYwRh36DJPhOf349ryFKSmPEEIIIXovCSCix3Ncl/9d9WHM8NFwjnY5UFXJRwcPcNyw4THP0Von3TIRmdEqUXenpq0TqQwUbXH19Nnk+v3c8f4yqsIhNOA3vaSZFmeMmcDtJ55GVifMKiaEEEL0Rkq6YMUlAUT0eGuLi1ocuwAQsCweXruasb60mMFCa92sBSKyRVonovf3xlXXzx0/mXPGTeLj4gPsr6wgLRRm4cTJ5PnTu7poQgghRM8iASQuCSCtYLsub+/exb83bOBIIEBBZhaXz5zBiaNGY/SyG9GuED1NbGu27Qf2QxJTyGrgcKCmxQHZfZ1SivlDhjN/yPC6xRwlfAghhBCiA0kASdKe8jKueuIJKoJBaqzPVip/b99eBmZm8vAllzI0u+sGOHeFZANDsucBDYvmtbR5PJ6GxyNCAyGJAKiAkXn96d9fZnESQgghRCfSgKwDEpcEkCSUBQJc+ui/KQsGcJs0p9VYFsGKCi599FFevfbabt1HPtYide3ZoHlgiF55O3rzer0thoq2dmc6ISsLv8fbKBjGku7xctnUGW26hhBCCCFEshQ6ZWNAlFJLgXOAEq319Kj93wC+DtjAi1rr79Xv/wHwJcABvqm1frV+/1zgASAdeAn4ltad8yEkgCThn5+sozocahY+IhytKQ8GePLTTVw7e06HXru9IaFp6IgXEJINDE1f3x0YSvGN+Qu4670VcQeie5RidG4uc4cMTXHphBBCCNEnpW4MyAPAvcBDkR1KqcXA+cBMrXVIKTWofv9U4AvANGAo8IZSaqLW2gH+DNwIfEBdADkTeLkzCiwBJAkPrVvX4iDngG2zdM0arp45q03hINZWXV1NWVlZq7skJdraa9vhUh5YvZb1RcWYhsFJY0ZxxZxZDOni7mfXzJjNrrKjPP7pJgJ245aQdI+HQZmZPHD+xb1u0LgQQggh+jat9Qql1Ogmu28C7tRah+rPKanffz7waP3+3UqpHcB8pdQeIEdr/T6AUuoh4AIkgHQN23UpCwSSOreospINGzY0m0mp6cxJyQaGo0ePkp+f38mfMDmO6/Lfr77BC5u3YjkOTn2q3156hKUfr+G/TlrEdcce02XlU0rxs5NP5cxxE/jL6o/58MB+PMpgZL9+fHnOPC6aPI0Mr7fLyieEEEKIPqZjWkDylVKrop7fp7W+L4nXTQROVErdAQSB/9JafwwMo66FI6Kwfp9V/7jp/k4hAaQFplIopUimC5zXNBk0aFBDC0ZkrYhQKITWulG4qHLQgAAAIABJREFUiA4jsR6bpkk4HCYcDneLKV9vf2sZL2ze2myRunB9y9Bv33mPful+Lpo+tSuK1+D44SM5fvhIAEpLS7tNgBNCCCFEH9Jxg9BLtdbz2vA6D5AHLACOBR5TSo2lbk6epnSC/Z1CAkgLlFLMHzacDwr3JzzPUIqTR49myJAhMY837W4VCSeRn67rYts24XC4YX9lZSXBYLDheGT8RTLhJdbxtnbBOlJTy78/2dgQNmIJ2jZ3LVvBBdOmyJTEQgghhBBdqxB4qn4Q+UdKKRfIr98/Iuq84cDB+v3DY+zvFBJAknDT/GP5pLgo4UrbPtPky/PiB1SlVKvXmmj6DX6i8BJZTC8SYGIdB1oML7GCzBPrN8SMxU0FbZsP9u3nhFEjk/6MPU1FIMgTn2zk2Q2bqQlZDMvN5upj57B4wlg83WRQvhBCCCG6XhevhP4MsARYppSaCPiAUuA54P+UUndTNwh9AvCR1tpRSlUppRYAHwLXAPd0VuEkgCThxFGjuWz6DB7buCFmCEn3ePjyvHnM6eQZlqLHj7SF1jpueIk8jm6BiezbsL8wqZXGHddl68EipuX2i9kaE2mB+XBPIesLiwCYPrSABWNGYhjdv9XkvV17+drjz+Nq3dAVbX95BRsOHmJQVhYPX3MpA7Myu7iUQgghhOgWUjcN77+AU6gbL1II/ARYCixVSm0EwsC19a0hm5RSjwGfUjc979fqZ8CCuoHrD1A3De/LdNIAdJAAkrQfn3IKUwYO5I8fvE95MIipFLbrMigzi1sWnsC5kyZ3dREbVAdDHKqsxu/1MDQ3p2HsiFKqTeFlyM69qD37WuwIaCiFV0FtbW3McLO++DB3r1xHddjCclw0mjTTQ4bPy3+fejzzRw1rsTWmq8bBbC0p5abHnyNoNQ+gNWGLfWXlXPXQ47zwlavxyorqQgghRB+nUxZAtNaXxzl0VZzz7wDuiLF/FTC9+Ss6ngSQJCmluGz6dC6dNo2tR0opDwQZkJHB+P79u83UrjtKjnDP6ytZvnU3Xo+B42pyM/zccOKx/MdxMzHb2EXotInj+Pf6DdS2sNCf7Wo+P2MGAzIzmh37eE8hP1++qtkNfMC2Cdg2P3h5OXeevZi5wwpitsJEHkevQ9LSmJdgMEggEOiQcTD3LH+fUIzwEeFozaHqat7atoszpkxo0zXiKa2q4fUN2zlSVUu/TD+nTZ/A4NyunfZYCCGEEKKtJIC0klKKyfkDu7oYzazec4AbH3yakGXjat0wYLy4oprfvvoO727fwz1XndemEHLs8GHkZ2awv7wibiuI1zBYPG5MzPChteZ7T78Ss/UgImQ73PHmSlbccmPC7ljxxrdEP7YsC8dxqKqqanY8MhtZS+GlUZBxHJbt2N1iC1Bt2OKBj9Z0WAAJWTY/e+oNXvlkG4ZSBC0bn8fkdy+9y0mTx/CL/ziDjDRfh1xLCCGEEB1Ik8qFCHscCSC9QG3Y4qaHniEQjt1CEbBsPti1nwffXcP1J7V+JjelFH+7+AIuffhRqsPhZivC+0yDIdnZ/OLM02K+/uO9B6gIBFu8TiBs8d6uvZw4fnTcc2KNg9Fax9yUUuTm5rJh3yE+2H6AkGUzMr8fJ00aic80sG270eD9yOPocTKO43CwqgYjyZnoDlZUJXVeSxzX5aalz/DJviLC9mfjbyKPV2zZzRf/8jgPf+0/8LVxTJAQQgghOlHHTMPbK8mdSy/w8vqtzUJBU0HLZum7q/jiorltGvA9bkB/nv/iVfxmxbu8tn0HXsOsuyXXmktnTufrC+aTUb92SWTK4UgQWL17X6Ob6Hhqwxbvb93B2HRv3FCRKGxEb4ZhsLuohF+/+QJHqgOELAcN+L0mv3n+Pa5eOJ1L509pWCgy+rVaw/4jlYRxKRiQRb8h4L63Jql6Svd2zJ/UW5t2smF/cdxuX2HbYXfJUZ5bvZlLjpvRIdcUQgghhEgFCSC9wLNrP6U2TutHtEDY4qOt2xmXn4fr1sXyyA18Ms+11vzn5AlcM3YUB6trUMCI7CzSPB5Kiw5yJOom3jTNhsfBYACdZAuC1+slJycnZqBoui96a2p/aTl/efQNDpZVN7py0KoLQo+s3ERaegZfOX1BwzHHdXnk7bU8+MYqakMWpqEI2w5zxg5lYGYGByoTt26keUzOmd4xkxEsXbYqbotWRMCyWbpsVY8LICHL5o3V29m6vwTTNDh20ggWTBnVI2ZCE0IIIZLVxdPwdmsSQHqBmlA4uRO1Zve+Qry1dTfSkQHZ0bNkNb2pj7Uv3TQZn9uv0Y1/JLDUXeazPzilFKOyMvAaBo6buBUkzWMy1O/l0KFDMUNFZEX67QfK2LzvCK6rGTEom2MmDG4Y2xJ53c+fW0nQsuPGnoBlc9/rH7JgRH/yMv24Gm5/6j027D1MqElrzYfb9kOmwtfPIOzGb09VwJJhBRQVFTUrd7zPEr1F6tB1XbYeLIl7nWj7j5bjuG6bJxhItaff3cBvH1sOQG2oLmA9vuwTMvw+fv2Vc5g1rnOnshZCCCFSRgJIXBJAeoGRA3LZUnS4xTYGF5g/ayZrNxayq/AIaT4PC2eNYe7UEZ0yk1ckiIwfP557Pt5EUQstCFlpaVx0wvyYix5qrdm+/zA/+vsrHC6rxrIdXK1J93kxTYPvfOFkPnds3eDvI1W1rC8sZUimN+H1lFIs31nMDUvm8eiK9WzcV9osfDRcv0aDF/xZJsEY56SZJj9YOI807VJbW9uw8KPjOM26pEU/btqy0+qphnvQf9ueXLGe3z6+nGC4cbey2pBFbcjipt8/yX23XMr0MYO7qIRCCCGESAUJIL3AlQtms2Lbnha77PRPS+e6Hz5S1y2q/ibw6bfW0y/Lz69vPp+JowZ1aLmiW1F+ddGZfPmRp+POhOX3erjrojPxxhlQvfNAKTf95klqg40/Y+Rb9DsffgutFOcsnMa+vcX4PC2vxRG2HT7evo9zp4/kn2+vSThLlwIyqhXzxg5hc1U5pbUBTENhOS7HDC3gy/NnM33woEYhIjJgvum+kqPVLP9oB1XVQfrnZrJkwQT65zZewHDq8PWs21sUuzBRRg/M6xGtH7XBcMzwES0Ytrn94dd59H+uTmHJhBBCiE6gAbcHfUuYYhJAeoG5o4cxsWAAnx4swXJidxHyKIPafbW4VuNv7wMhi0DI4iu3/5ulP72CMcMGdEoZjx09nPuuvJDvPvUyVYFQw0rifq+HTJ+POy88g4XjRsV9/R0PvN4sfEQLhm3u+uebnDpvYqtaEBzHYXfREWoT3BhHhG2XssMhXv7W1RRXVVNrWQzMzKRfuh9o3NWqaRmUUtQGwtz2pxf5aP1eNGBZDmk+D/f+czlLjp/IrTeeRpqvrtXm+lOO5dZ/vZwwVKZ7PVx/yrFJf9au9PJHW5L6d9lXUs72A6VMGJafglIJIYQQnSV1CxH2RBJAegGlFH+99kJu+MdT7Dp8tNGA9LT6lgBviYNbE/8PIRC0uPvht7nn1ks6rZzzRw9n2c038OHu/XxyoBiA6UMLOH7MyIQDkPcdKmPbvsMtvr9Sitc+3MLJc8fXzbqVlrhlwO/1sGT2FPILBuMxDUJWyzN1VdcGKS6uK3u61lSHglTTeNyLbvIfHK01Ycvh539ZwcGSauyokBiqDz5vrtzKvsLDfOfa41AKhpgweVAum4qOEI4RKr2mwYi8LCZmGWzdurXFcicjMptYtNraWo4cOdLoc0XGr0Q/jrwu8rhpHbyzdguBUMsTJRhKsXV/iQQQIYQQPZ8EkLgkgPQSOel+Hv3q5azcuZeH3lvD3iPlpHk8nDljIsFDQZ7auw4rwYABDazbcoCSo1UM6h9/le39B47y1PNr+HTrQUzD4Li5Yzn387Pon/dZF6LI+Ibox9HP5wwrYM6wgob9wWCg2fnRj1d/ujupGZICIYuVn+zg+MkFLBg3lP2HShOe77oui8YMRDshwkmEDwUMzctqVQtL5Ib83TX7KC6taRQ+olm2y87CMtZtOcTcaUPQWvP90+Zy//uf8vb2QgylsBwHr2nias0JY4bw1UUz8NbPNgaxg0Hkcbx9sUJHw+etn83M6409liZe+Ij1vvG61sVidMJ4JCGEEEJ0HxJAehHDUCyaMJpFE0Y32v+1Xz4et2tWNNd1WbZyDVNHD2h0s1o3cFrz2LOb+HD1ARy37jnAth3FPPTvlVx41iQWHTeiYWB1XXka/4w1fW6iY5HjwWCQZEdbG4aB1+vlm2cu4Cf/egVDqZhrpPi9Hm467ViGDar7pn322CF8vP1Awvf2+zxcfeo8Bg0a1OimPiLW48jPV+9+q8WQEwo7vLXqAJdfeHLDvrunTKGiNsibm3ZwtLqW3Ix0lkwbR/+s5ivOd4bS0lLy89vfGnHqsSHe33qwYcxOPLbrMmPskHZfTwghhOhy0gISlwSQPqC8MpDUebajSfP76devX7Njjzyxho/WHsSyGweZyPNnX9lGwaD+nDB/dLMuONFBJvpnvGNNW01G5mfGbTmIluY1GT0wg8OH67prfeWkGfzp3c3sOlyBAlyt8ZompqH44glTWTRqQEN3qovnjmH97uK4s2B5DINheVkMSnMpLCxsdjxeS4LWGsfVFB+ubLH8ADv3NW+16Zfh56Jjpyf1+u5qyZzx3PHImwnPUQqmjipgxMDcFJVKCCGE6CQyCD0hCSC9zK5dJTz3zGr27CnF7/eyeMlUdMipS+FJdG3JSc8iLy8P+CwUlFfU8sbyHVgJvsEPhx0efnwNJy+ciGGouKEjXuBIdM7wQbmMGZzLtsKjLZZ/4fThDa/N8Xv5+bnHcbC8hg0Hj2A7LkNzM5k9YmBdy0jUmh5jBubwX2fP5bcvrUZrGgURv9dkxIBs/vuC42JeM9ZiiJEQZhgGrnbq+m/14f8O+bwebr/+TL7/t5diru6uFGT6ffzkmtO7oHRCCCGESCUJIL1EOGRz28+fZvWq3ViW09BFauOG/VT5FGS3ED60xrDh4MEidmbZeDweTNPE4/Hw+rIdJHP3HAzZbNpazMypQ2MuaNjan9GPf/TF0/nqr5+M24Unzefh1iuXMGXSZ7NgHT16lAEDBjBFKU5tsfQwadIkzlw0j+c/+JSXVm0hELYYOTCXK06Zw7wJw9u1VsqwglwKi8tbPG/y2II2X6O7O3nWOH5707nc9s83qKoN4rgapeqy8bihA7j9+jMZVZDX1cUUQgghOoAG3XLvjb5KAkgrVZTV8P7yLVRVBuiXm8kJiyeTlZ3e1cXiZz99ijWr9xBuMp1sIGChlYkZNHH8xG4F0Ro0mCFNfv98CgoKsCwLy7KwbZt9hWVYVjJ/RJraWs2AAR0/le+UsUP5+w+/wA/+/AIlR6uxnLqQ5U/z4DFNbr1qCacfN7nZ61obGrLT07hi8RyuWDyno4oOwNUXzOd3/3iLYCj+dL/paV6uPL9nTKvbVidMG81Lv/wSa7YfYMeBUkzT4Jjxwxg7tHOmfxZCCCG6jIwBiUsCSJLCIYs//uJ5lr+2CcNUWJaD1+vhnjtf4PTz5nDTdz6Px9vy4nedYdvWItauaR4+IgxbY9oaguCkQdOlxpUDnpDG1BCqrSUUCmGaJn6/H8MwyM3NSqocSil8vs6rgwkjBvLEL65j064i1mwtxHY1Y4cOYOHMMXjM7r0Y35knTeW5NzewY28JoXCMldR9Ho6ZPoLjZ4/pgtKlllKKuROHM3fi8K4uSq916GAZK17dSFlpFf0HZnPSGTMYNETG1gghRMrIGJCEJIAkwbYcfvCfD7Ft88FGN/mOHQbg9efWcuhgOT///RUNszql0tNPfZxwfIZyNMrRmIDhgDZB14cQwwGlAa0xw5oxY0YyalTjG8PTFs/k7Xd2EEiwECCAbbscMyv+YoIdZdrYIUzrYTMleT0m9/7kUu786+u8/cE2DENh2Q4+rwfHcTln8XS+de0pSU03LEQ8tTUhfvX9x1i9cgdaa2zLweM1efCeNzj2xAl87xeX4c/wdXUxhRBC9HESQJLw9isb2LG1iHCc7jOhkM2GNXv5YMU2TjileTegzrZ7d2nDmI9YlKsxgi6O30SZGmXzWVesyLoQIY22XQYNbL4GyJyZI+mXk04wZMVtTfR4DI6bO4YB/ZNrLemL0nxefvKNs/jmtaew4qMdVFYH6Z+bwcnzJ5CVkdbVxRM9XDhsc+v1f2fPjhKsqC9K7PovJz5+Zzu33nA/v3nwy3i98p9+IYTodNIFK67u3W+lm3jswXcJBhJ/+x8MhHnswXc7/Nqu6+I4DrZtY9s2lmURDocJhUIEg0ECgQAes6UB5nW9rsyQixl0UY6uaxZ0NMrSmLUupu2ShqJw75FmL1dKcedPLyEj3RdzTIXHY5DfP4vvfevzHfSpe7e8nAzO/9xMrr5gPmefMl3Ch+gQy178hP27DzcKH9GssM3eHSWseGVjiksmhBB9lNbt33op+RqsBa7rsn/P4aTO3bH5IFu3bgVanm423vSz0Y+DwSAZGRnNZoZq+nzKtHx27iwhHGNsAdQP+bBd8BjggOlCo1mtdF0XrTRDEQwGqK6ubvYeg/LT+eOdl3H/wyv5eO1efF4Trevq59STJ3PNF47D69HU1tbGLkMSg8FbOqe1x23bJhwOd+g1OuI92nMNrTXrP9zFy49+wOHiCvr1z+L0i+dx7CmTMbv5OBjRuR7/xztJfVHy+D9WcOq5s1NUKiGEEKI5CSAdSANer7fheaywEG+17FjT0FZWVpKTkxP7WlGp+IwzZ/DCc58mLJtygaANHgPtibpR1WCEHQzLxfIaDBjop6KiIuZ1/GnwtS8toKp6DsWHKjEMxbCh/UjzebDCtRw50jx86CTSe6Jz2vP66upqAoFAi+9TVVbLltX7sUI2A4bmMH7msGZjMdr7OTriParKg/zvj17myKGquu6A9aeueW8b6Zk+vnbH5ykYHn+gcdNQE2vxxKbPa2pqGv0+xDqnpeu09ngq3qMjypDMNSorK7Gs+KEg3uKV8b6ciKxd0/RLDNd1KUzyi5L9u5I7TwghRHv07haM9pIA0gLDMBgyvD8H97e8CN6Y8QWMHTu2w67t8XjIz89P6twf/fhC7rjtGUIxxql4fSZ2yMGwNcp20DifzYRV3z3LMBQLFk5k8pRxSV1vSuqHurRaaWlpwvqrKq/lD7c+ykdvforHazbckPv8Ho49cRIjxw2kYNRAFpw5C5/fG/d92sK2bALVITKy/ZiexDOHaa0JBS3+8+u/p+RABU6T1ehDAYtw0OaeW1/izy/eTO6ArGavjygvreKFfyznpYfepaqsBq/Pw9wl07jka59j4uzmEwgcOXKkYVrlzgqKrTmnM45H38zHusl3XbfZOdHHIscjr4k+PxAINCxK2dIWeV28Ly6i9xmG0exLi4ZFVVrQnvVshBBCJEkDrqwDEo8EkCRces1C/vLbVwglmAXKn+7lsmsXpbBUjS1cNJE7f/0F/vKnN9mz5zAej1l/L6I597xjGNAvgwfuW0YoaNVlj6j7FMNQZGX7+eq3+8Yq1IcLj/DBi2t4+E9vU1MVxHHcRv3mAzUh3nh6NVgWfq8BaK689Twu/trp7b552/zhDv71q2dZ9dp6VP2MaSecO5fLbz2PsTNGxnyNUooVL31CWUlVs/ARobUmUBvmuX+u5Iu3nBnznN2bD/C9C35HKBjGqg+q4ZDNB6+uZ82yzVx96zlc/NXPNXpNZDHKjpToJjzW8UQBINGNfLIbNL/RT7QZhtEQAFrafD4f/fv3b9X7t/V3bOzEwezcUtTieeOm9KwZ5IQQQvQ+EkCS8LlzZvPik6vYuyv2AE9fmocJU4aycHHXNgvMnDmS//3rdRw8UEZRUTk+n4dJk4fg89X9M2dl+/nrH19vuOE2DAMUjB1fwA9vu4hBBf26tPydraykgl9f9yfWvbURsrPRaf7YCzMCKIX2egnU1ILW/POXz1JVVsN1/3NRm6//0v1v8ZfvPUI4EK4Ph3Vh4t2nP+LDl9Zy6z9uYuH582K+9qml7xAMhGMei7DCNi888j7X3nxGs5vYQE2I71/8e6orYnSTczWhQJiH7nqegpF5zDpxYsPNeVVVFYZhdPjNf/S3+K29+U/0PJnXdNQNfzIsyyIrKzUzw132pZP43Y+fTvh74k/3cen1J6WkPEII0edJF6y4JIAkwefz8Ju/Xcdd//MUq1ZuB8AKO/jSPGitWbh4Crf8+PwWu9KkytBheQwdltds/xnnzOZzZ87ko/d3ULjvCF6fyTHHjmXk6OS6efVkFaWV/Oe871F2qALHcjAHpCV34+n1QNgiVBvm6f99nTOuWsTQMYOSumb0DffWVTv5y3cfIRTj5tCtDwB3XfdnfrPshwwc0b/ZDXtxEl0AAQK1ITZ/urXhdzOyffDiphYDTDhg8X93v8zY2UMabswjs69Fnpum2e7QIF2AOsei06bz6tOr2bhmL+EYrbVpfi8z5o3mhCVTuqB0QgjRB0kAiatLAohSag9QBTiArbWO/bVvN5KekcZPf3s5JcUVvPvmJirKa8nrn8VJp02jf37ztTO6K9NjcPyJE7u6GCn391sfprw+fOBNbjyHUgpteoC6mznHcXjwrie5+JZTY3YZajp2IPIehmHwj589RTiYOADYtsMz977K5f9zbrMbd9NrQLDlMmsNI0eOwOvzNAoM977yNOEWZkgCKNxWQoY3m9z69WBaMw5JdC3TNPjZvVfzl7te5PVn1mCaRsNChI7jcvqFc/nKd8/qksVShRCi79GyEnoCXdkCslhrXdqF12+TQYP7cdGVJ3R1MUQr1FYFePvR9xoWZKM1X8BHnetYLps/3EVJyYyGgcWxBgNHf9MfCSKbVuxo8YsQx3J4/7m1nPyluQ37Iq8fO20gmz4sbPE9Bo/qx9p1a5oFpJKi5P7UPD6TyrLqhgAiehav18M3fnQ+13/rDN5ftpnKslr65WWyYPFkMrP8XV08IYQQApAuWKIP2LV+Lx6f57PuT5Ydf+xHFK01OM3XVome1cipP+5GzXTRtCUkHLSSmgEKwA45zJw5s9G1ALK/PYgffnFpzK41Ef50L9fdfDbHHz+1UTcnpRRPDf2AysP7Wr5+2CEnT1az7+kys/187tw5XV0MIYTouzRoLbNgxdNVAUQDrymlNPBXrfV9TU9QSt0I3AgwfPhwSkt7XGNJuzVdf0G0TqT+aoI1FEwcQLDmsxtrlZOO8qUlzCFaA6FgQxOqYRrMPXUqo0bVTVfbtMUj1uOIEdPfjLtCdbR++dnU1NQ0218wMocrvnkSbz27BivGgpPeNJNZx41nyryhlJeXNzv++esWEL4/QDiYuAwjJw7BViFKS0OA/A62l9Rf+0kdto/UX/tJHbZPn64/6YIVV1cFkIVa64NKqUHA60qpLVrrFdEn1IeS+wDmzZun+2o/9L76uTtKfn4+nple9m8oxopuPTCPYBYMgjiDorXWYFkQ+mzchs/v5dxrTmf48MGtLse0eVN47aHlcafRjbz/aZeeHPff/D9uOJ2CIYN48O5XKSutwuMxcR0Xf2YaF1x1IudedULcAd6LzzuBB297iYojzVe5j0hL9/H1209tdn35HWwfqb/2kzpsH6m/9pM6bB+pP9FUlwQQrfXB+p8lSqmngfnAisSvEqJtcgf2Y97ps/jghdXoyLcRjoNTchgzfwDaMD4LIlrXLZHSJHykZfg48+oTGTGh9eED4NJbzubtR1fi2KG453h9Hs7+8pKE73PK2bM5+axZ7NlWTHlpNVn90hk3dWiLA4v9GT7ufOLbfPfCuwkHLMKhz8KYYSi8aV6u/cF5HHOyzJAkhBBCdAiZBSuulE+HopTKVEplRx4DpwMbU10O0bd85TfXkJ7lb9zlyrZxig/hHjmCEQowdFg/8vMz8TphzPqxHf7MNNLSvVzy9TP46i+/0ObrDxtXwE+fuBl/ZlqzVdXT0n1k9svgzpe+T+7AnBbfSynFmElDmLNwAhOmD096VqPRU4byt3d/wmXfOoPc/GyUoUjze1l0zjH8+plbuPDGxOFHCCGEEEnSum4l9PZuvVRXtIAUAE/XdxXxAP+ntX6lC8oh+pBh44fwh/fu4H/Ou5OKw5UEa4JoXdey4bqai284mevvuAKlFHs2H+CjV9cTqAkyZPRATjx/HukdMIPQnMXTWLr+17zw9zd57aF3qK0MkN0/i7NvWMznrzuFnAGdP/NUbn42V95yFlfeclanX0sIIYQQIpaUBxCt9S5gVqqvK8ToaSN4aMe9rF/xKR++uIZgTZCRU4Zz6pUnkh0189PoKcMYPWVYp5RhwNA8rv3xJVz740s65f2FEEII0U1IF6y4ZBpe0acopZh18jRmnTytq4sihBBCiF5M9+IuVO0lAUQIIYQQQogOpaUFJIGUD0IXQgghhBBC9F3SAiKEEEIIIURH0shChAlIABFCCCGEEKKjaRkDEo90wRJCCCGEEEKkjLSACCGEEEII0YE0oKULVlwSQIQQQgghhOhIWksXrAQkgAghhBBCCNHBpAUkPhkDIoQQQgghhEgZaQERQgghhBCio0kXrLiU7gGrNCqlDgN7u7ocXSAfKO3qQvRgUn/tJ3XYPlJ/7Sd12D5Sf+0nddg+nVV/o7TWAzvhfTuEUuoV6j57e5Vqrc/sgPfpVnpEAOmrlFKrtNbzurocPZXUX/tJHbaP1F/7SR22j9Rf+0kdto/Un4hFxoAIIYQQQgghUkYCiBBCCCGEECJlJIB0b/d1dQF6OKm/9pM6bB+pv/aTOmwfqb/2kzpsH6k/0YyMARFCCCGEEEKkjLSACCGEEEIIIVJGAogQQgghhBAiZSSAdANKKb9S6iOl1CdKqU1KqZ/V7++vlHpdKbW9/mdeV5e1O1NKmUqptUqpF+qfS/21glJqj1Jqg1JqnVJqVf0+qcNWUErlKqU42kojAAAKpklEQVSeUEptUUptVkodL3WYHKXUpPrfvchWqZT6ttRf6yilbq7//8hGpdS/6v//InWYJKXUt+rrbpNS6tv1+6T+ElBKLVVKlSilNkbti1tnSqkfKKV2KKW2KqXO6JpSi64mAaR7CAFLtNazgNnAmUqpBcD3gTe11hOAN+ufi/i+BWyOei7113qLtdazo+ZslzpsnT8Ar2itJwOzqPt9lDpMgtZ6a/3v3mxgLlALPI3UX9KUUsOAbwLztNbTARP4AlKHSVFKTQe+DMyn7u/3HKXUBKT+WvIA0HShvJh1ppSaSt3v5LT61/yvUspMXVFFdyEBpBvQdarrn3rrNw2cDzxYv/9B4IIuKF6PoJQaDpwN/D1qt9Rf+0kdJkkplQOcBNwPoLUOa63LkTpsi1OBnVrrvUj9tZYHSFdKeYCM/2/vzmPlrOowjn8fCkWlhAoCKVtaFhGsRFCqtFirEAJKyh4QiSAqahQCiARiiAuioChuEYiImLCFTaxApQ2WxbKZIpRaQAwQKAWKIZRFKbQ8/nHO0JebO/fOvbQzF/t8/pl3zrvM7/3NtPf9zTnnHWAxyWGndgDutP0f28uBW4ADSP4GZPtW4Lk+ze1yth9wue1lth8F/kUp+GINkwJkhKjDh+4FlgCzbd8FbGr7KYD6uEkvYxzhfgacDLzeaEv+hsbALEnzJB1T25LDzm0NPAv8rg4FvEDSeiSHw3EYcFldTv46ZPtJ4GzgceApYKntWSSHnVoATJW0kaR3AZ8CtiT5G452OdsceKKx3aLaFmuYFCAjhO0VdejBFsCk2hUcHZC0L7DE9rxex/I2N8X2LsA+wNckTe11QG8zawO7AOfa3hl4mQzVGDJJo4HpwJW9juXtpo6z3w+YAGwGrCfpiN5G9fZh+wHgLGA28GfgPmB5T4P6/6N+2vJ7EGugFCAjTB2ycTNlbOQzksYB1MclPQxtJJsCTJf0GHA58ElJF5P8DYntxfVxCWXs/SSSw6FYBCyqvZcAV1EKkuRwaPYB7rH9TH2e/HVuT+BR28/afg24BphMctgx27+1vYvtqZRhRQ+T/A1Hu5wtovQqtWxBGSYYa5gUICOApI0lja3L76T8EXkQmAEcWTc7EvhjbyIc2WyfansL2+MpQzf+YvsIkr+OSVpP0vqtZWAvynCE5LBDtp8GnpC0fW3aA1hIcjhUn2Hl8CtI/obiceCjkt4lSZTP4AMkhx2TtEl93Ao4kPJZTP6Grl3OZgCHSVpX0gRgO+DuHsQXPZZfQh8BJO1EmaQ1ilIUXmH7e5I2Aq4AtqL8YTnEdt+JXtEgaRpwku19k7/OSdqa0usBZSjRpbbPSA6HRtIHKTdCGA08Anye+m+a5HBQddz9E8DWtpfWtnwGh0DlNu6HUoYO/R34IjCG5LAjkm4DNgJeA060fVM+gwOTdBkwDXgP8AzwbeBa2uRM0reAoymf0eNtz+xB2NFjKUAiIiIiIqJrMgQrIiIiIiK6JgVIRERERER0TQqQiIiIiIjomhQgERERERHRNSlAIiIiIiKia1KARETPSDpH0vGN5zdKuqDx/CeSTpQ0TdJ1q+g195e041s8xmaSrlpF8Rwv6XMDrP+OpJParLu9Po6XtKAuv5ErSdMlrfJfY5c0TtKsVX3cPq8xXtLhw9hvtKRbJa29OuKKiIi3LgVIRPTS7ZRfakbSWpT7yL+/sX4yMHcVv+b+wLALEElr215s++C3Gki9SD4auHQ4+9uePMj6GbbPHM6xB7E3cONqOC7wRl7GA0MqQCSNsv0qcBPltzAiImIESgESEb00l1qAUAqPBcCLkt4taV1gB8qPqQGMkXSVpAclXVJ/6RlJH5J0i6R5tQdlXG3/kqS/SbpP0tX116EnA9OBH0u6V9I2zWAkXSTpPEm3SfqnpH1r+1GSrpT0J2BWnx6HUZLOlnS/pPmSjh0orj4+Cdxje3nd5zhJC+txLm9st6OkmyU9Ium4RrwvDZTcGvevGuf2C0m31+McXNvXkvRrSf+QdJ2kGxrrzmzEc3bj0HsDM1X8qm5zfZ99H5P0nrr8YUk31+VJNYa/18ft+8sxcCbwsfo+nVDz/OP6ns6X9OW63zRJcyRdCtxf47sW+OxAuYmIiN5JF3VE9IztxZKWS9qKUojcAWwO7AYsBebbfrXWGjtTipTFlMJliqS7gF8C+9l+VtKhwBmUXoVrbP8GQNL3gS/Y/qWkGcB1ttsNoRoPfBzYBpgjadvavhuwk+3nJI1vbH8MMAHY2fZySRtKWmeAuJqmAPMaz08BJtheJmlso/19wCeA9YGHJJ1r+7W2iW1vHLB7Pd4M4CrgwHrOHwA2AR4ALpS0IXAA8D7bbsUjaRSwve2Fkg4Etq/7bgosBC4cJIYHgak1V3sCPwAOquuaOZ4GnGS7VQQeAyy1vWstTudq5TCwScBE24/W5wuAXYeRn4iI6IIUIBHRa61ekMnATykFyGRKAXJ7Y7u7bS8CkHQv5aL5eWAiMLsWKaOAp+r2E2vhMRYYQ+dDhq6w/TrwsKRHKBfrALNtP9fP9nsC57V6MerF88QB4moaR7ngb5kPXCLpWsq3+C3X214GLJO0hHKxv6jD82m6tp7bQkmb1rbdgStr+9OS5tT2F4BXgAskXQ+05uB8BLirLk8FLrO9Algs6S8dxLAB8HtJ2wEG1mmsa5djgL2AnVo9LPU42wGvUj4breID2yskvSppfdsvdhBTRER0UQqQiOi11jyQD1C+uX4C+AblArj5bfqyxvIKyv9fAv5he7d+jnsRsL/t+yQdBUzrMB63ef5ym+3Vzz4DxdX0X+AdjeefplzUTwdOk9SaD9PfuQ9H8zjq8/gmtYdiErAHcBjwdcqQsX2APzc3bfNay1k5zLd5jqcDc2wfUHuSbm6sa5fjVpzH2n5TIVl7Svrbb11KARURESNM5oBERK/NBfYFnrO9on4DPpYyHOeOQfZ9CNhY0m4AktZpXLSvDzxVh0M15wO8WNe1c0idF7ENsHV9jYHMAr6ietelOnRpoLiaHgC2rdusBWxpew5wMit7bla3vwIH1XPelFqoSRoDbGD7BuB44IN1+z0ok7wBbgUOq/MzxlGGibU8BnyoLh/UaN8AeLIuHzVAXH3fpxuBr9b3E0nvlbRefztK2gh4dpjD1CIiYjVLARIRvXY/5e5Xd/ZpW2r73wPtWO94dDBwlqT7gHtZOan9NMpQodmUeQctlwPfrJOg3zQJvXoIuAWYCXzF9mDfol8APA7MrzEcPkhcTTMpPR5QhmldLOl+ysT7c2w/P8hrrwpXU4ZzLQDOp+RsKeXi/zpJ8yn5OEHSxsArtl+o+/4BeJjyfp1bt2v5LvBzSbdRem1afgT8UNJcyjm3Mx9YrnITgRMoeV4I3KNyA4Dzad8T9Anghk5OPiIiuk92u97ziIg1i6SLGHiC+up4zT8AJ9t+uFuv2U8MY2y/VHsO7gam2H66n+2OALZod2vfXuSvTRzXAKfaHqz3KiIieiBzQCIieusUymT0nhUglJ6OscBo4PT+ig8A2xd3N6yhkzSaMtk+xUdExAiVHpCIiIiIiOiazAGJiIiIiIiuSQESERERERFdkwIkIiIiIiK6JgVIRERERER0TQqQiIiIiIjomv8BpiTcwyDYZFUAAAAASUVORK5CYII=\n",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Calculate purchasing power: pounds of wheat per week\n",
+ "purchasing_power = [w * 15 / wp for w, wp in zip(data[\"Wages\"], data[\"Wheat\"])]\n",
+ "\n",
+ "# --- Plot 1: Purchasing power vs time ---\n",
+ "plt.figure(figsize=(12, 6))\n",
+ "plt.plot(data[\"Year\"], purchasing_power, marker='o', color='green', linewidth=2)\n",
+ "plt.xlabel('Year')\n",
+ "plt.ylabel('Pounds of wheat per week')\n",
+ "plt.title(\n",
+ " f'Purchasing Power: Weekly Wheat Purchase \\\n",
+ "({data[\"Year\"].tolist()[0]}-{data[\"Year\"].tolist()[-1]})'\n",
+ " )\n",
+ "plt.grid(True, alpha=0.3)\n",
+ "plt.tight_layout()\n",
+ "plt.show()\n",
+ "\n",
+ "# --- Plot 2: Wheat price vs Wages with time as color and connecting lines ---\n",
+ "plt.figure(figsize=(12, 6))\n",
+ "sc = plt.scatter(data[\"Wheat\"], data[\"Wages\"], c=data[\"Year\"], cmap='viridis', s=100)\n",
+ "plt.colorbar(sc, label='Year')\n",
+ "\n",
+ "# Connect points chronologically\n",
+ "for i in range(len(data[\"Year\"])-1):\n",
+ " plt.plot([data[\"Wheat\"].tolist()[i], data[\"Wheat\"].tolist()[i+1]], \n",
+ " [data[\"Wages\"].tolist()[i], data[\"Wages\"].tolist()[i+1]],\n",
+ " color='gray', alpha=0.3, linewidth=1, zorder=0)\n",
+ "\n",
+ "plt.xlabel('Wheat price (shillings/quarter)')\n",
+ "plt.ylabel('Wages (shillings/week)')\n",
+ "plt.title('Wheat Price vs Wages: Time Progression (Color & Path)')\n",
+ "plt.grid(True, alpha=0.3)\n",
+ "plt.tight_layout()\n",
+ "plt.show()"
+ ]
+ }
+ ],
"metadata": {
+ "hide_code_all_hidden": false,
"kernelspec": {
"display_name": "Python 3",
"language": "python",
@@ -16,10 +1318,9 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.6.3"
+ "version": "3.6.4"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
-