From 7d710a87762d0e2e5b804532905c58afc7bd0d85 Mon Sep 17 00:00:00 2001 From: ec0b1fac51f03b1290b33b81eefb77c3 Date: Mon, 22 Sep 2025 12:24:13 +0000 Subject: [PATCH] no commit message --- module3/exo3/exercice_fr.ipynb | 669 ++++++++++++++++- module3/exo3/incidence-PAY-3.csv | 880 +++++++++++++++++++++++ module3/exo3/monthly_in_situ_co2_mlo.csv | 880 +++++++++++++++++++++++ 3 files changed, 2426 insertions(+), 3 deletions(-) create mode 100644 module3/exo3/incidence-PAY-3.csv create mode 100644 module3/exo3/monthly_in_situ_co2_mlo.csv diff --git a/module3/exo3/exercice_fr.ipynb b/module3/exo3/exercice_fr.ipynb index 0bbbe37..a27c9e2 100644 --- a/module3/exo3/exercice_fr.ipynb +++ b/module3/exo3/exercice_fr.ipynb @@ -1,5 +1,669 @@ { - "cells": [], + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Concentration de CO2 dans l'atmosphère depuis 1958" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "hideCode": true + }, + "source": [ + "Ce notebook montre la concetration de CO2 dans l'atmosphère depuis 1958 et fait une extrapolation sur les années à venir.\n", + "\n", + "Ce notebook a été exécuté pour la dernière fois le :" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "2025-09-22 12:23:52.398459\n" + ] + } + ], + "source": [ + "import datetime\n", + "print(datetime.datetime.now())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Importation des modules" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "%matplotlib inline\n", + "import os\n", + "import requests\n", + "import pandas as pd\n", + "import matplotlib.pyplot as plt\n", + "\n", + "from sklearn.preprocessing import PolynomialFeatures\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.pipeline import make_pipeline" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Importation des données" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [], + "source": [ + "data_url = \"https://scrippsco2.ucsd.edu/assets/data/atmospheric/stations/in_situ_co2/monthly/monthly_in_situ_co2_mlo.csv\"" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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YrMnDateDateCO2seasonallyfitseasonallyCO2seasonallySta
0adjustedadjusted fitfilledadjusted filledNaN
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" + ], + "text/plain": [ + " Yr Mn Date Date CO2 seasonally fit \\\n", + "0 adjusted \n", + "1 Excel [ppm] [ppm] [ppm] \n", + "2 1958 01 21200 1958.0411 -99.99 -99.99 -99.99 \n", + "3 1958 02 21231 1958.1260 -99.99 -99.99 -99.99 \n", + "4 1958 03 21259 1958.2027 315.71 314.43 316.20 \n", + "\n", + " seasonally CO2 seasonally Sta \n", + "0 adjusted fit filled adjusted filled NaN \n", + "1 [ppm] [ppm] [ppm] NaN \n", + "2 -99.99 -99.99 -99.99 MLO \n", + "3 -99.99 -99.99 -99.99 MLO \n", + "4 314.91 315.71 314.43 MLO " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "filename = \"monthly_in_situ_co2_mlo.csv\"\n", + "\n", + "if filename not in os.listdir():\n", + " response = requests.get(data_url)\n", + " \n", + " with open(filename, \"wb\") as f:\n", + " f.write(response.content)\n", + " \n", + "raw_data = pd.read_csv(filename, skiprows=61, sep=\",\", na_values=-99.99)\n", + "raw_data.head(5)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Nettoyage des données" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "raw_data.columns = [\"Yr\",\"Mn\",\"Date_excel\",\"Date\",\"CO2\",\"seasonally_adjusted\",\"fit\",\"seasonally_adjusted_fit\",\"CO2_filled\",\"seasonally_adjusted_filled\",\"Sta\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "text/html": [ + "
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YrMnDate_excelDateCO2seasonally_adjustedfitseasonally_adjusted_fitCO2_filledseasonally_adjusted_filledSta
2195801212001958.0411-99.99-99.99-99.99-99.99-99.99-99.99MLO
3195802212311958.1260-99.99-99.99-99.99-99.99-99.99-99.99MLO
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" + ], + "text/plain": [ + " Yr Mn Date_excel Date CO2 seasonally_adjusted \\\n", + "2 1958 01 21200 1958.0411 -99.99 -99.99 \n", + "3 1958 02 21231 1958.1260 -99.99 -99.99 \n", + "4 1958 03 21259 1958.2027 315.71 314.43 \n", + "5 1958 04 21290 1958.2877 317.45 315.15 \n", + "6 1958 05 21320 1958.3699 317.51 314.68 \n", + "\n", + " fit seasonally_adjusted_fit CO2_filled \\\n", + "2 -99.99 -99.99 -99.99 \n", + "3 -99.99 -99.99 -99.99 \n", + "4 316.20 314.91 315.71 \n", + "5 317.31 314.99 317.45 \n", + "6 317.89 315.07 317.51 \n", + "\n", + " seasonally_adjusted_filled Sta \n", + "2 -99.99 MLO \n", + "3 -99.99 MLO \n", + "4 314.43 MLO \n", + "5 315.15 MLO \n", + "6 314.68 MLO " + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "raw_data = raw_data.drop([0,1])\n", + "raw_data.head(5)" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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YrMnDate_excelDateCO2seasonally_adjustedfitseasonally_adjusted_fitCO2_filledseasonally_adjusted_filledSta
4195803212591958.2027315.71314.43316.20314.91315.71314.43MLO
5195804212901958.2877317.45315.15317.31314.99317.45315.15MLO
6195805213201958.3699317.51314.68317.89315.07317.51314.68MLO
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" + ], + "text/plain": [ + " Yr Mn Date_excel Date CO2 seasonally_adjusted fit \\\n", + "4 1958 03 21259 1958.2027 315.71 314.43 316.20 \n", + "5 1958 04 21290 1958.2877 317.45 315.15 317.31 \n", + "6 1958 05 21320 1958.3699 317.51 314.68 317.89 \n", + "8 1958 07 21381 1958.5370 315.87 315.20 315.85 \n", + "9 1958 08 21412 1958.6219 314.93 316.23 313.95 \n", + "\n", + " seasonally_adjusted_fit CO2_filled seasonally_adjusted_filled Sta \n", + "4 314.91 315.71 314.43 MLO \n", + "5 314.99 317.45 315.15 MLO \n", + "6 315.07 317.51 314.68 MLO \n", + "8 315.22 315.87 315.20 MLO \n", + "9 315.29 314.93 316.23 MLO " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "for col in [\"CO2\",\"seasonally_adjusted\",\"fit\",\"seasonally_adjusted_fit\",\"CO2_filled\",\"seasonally_adjusted_filled\"]:\n", + " raw_data[col] = raw_data[col].astype(float)\n", + " \n", + "clean_data = raw_data[~raw_data.eq(-99.99).any(axis=1)]\n", + "clean_data.head(5)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Premier graphique de la concentration de CO2" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "co2_data = clean_data.dropna(subset=[\"CO2\"]).copy()\n", + "co2_data[\"date\"] = pd.to_datetime(dict(year=clean_data[\"Yr\"], month=clean_data[\"Mn\"], day=15))\n", + "\n", + "plt.figure(figsize=(12, 6))\n", + "plt.plot(co2_data[\"date\"], co2_data[\"CO2_filled\"], label=\"CO₂ concentration (ppm)\")\n", + "plt.xlabel(\"Year\")\n", + "plt.ylabel(\"CO₂ (ppm)\")\n", + "plt.title(\"Monthly CO₂ concentration at Mauna Loa\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Modèle de prediction pour extrapoler" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "# Préparation des variables\n", + "X = co2_data[\"date\"].map(pd.Timestamp.toordinal).values.reshape(-1, 1) # dates en nombres\n", + "y = co2_data[\"CO2\"].values\n", + "\n", + "# Modèle polynomial (ordre 3 par exemple)\n", + "degree = 3\n", + "model = make_pipeline(PolynomialFeatures(degree), LinearRegression())\n", + "model.fit(X, y)\n", + "\n", + "# Prédictions sur données existantes\n", + "y_pred = model.predict(X)\n", + "\n", + "# Prédictions futures (20 ans)\n", + "last_date = co2_data[\"date\"].max()\n", + "future_dates = pd.date_range(start=last_date, periods=12*20, freq=\"M\")\n", + "X_future = future_dates.map(pd.Timestamp.toordinal).values.reshape(-1, 1)\n", + "y_future = model.predict(X_future)" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "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.plot(co2_data[\"date\"], y, label=\"Observed CO₂\")\n", + "plt.plot(co2_data[\"date\"], y_pred, label=f\"Polynomial trend (deg={degree})\", color=\"orange\")\n", + "plt.plot(future_dates, y_future, label=\"Future prediction\", color=\"red\", linestyle=\"--\")\n", + "plt.xlabel(\"Year\")\n", + "plt.ylabel(\"CO₂ (ppm)\")\n", + "plt.title(\"Polynomial regression model of CO₂ at Mauna Loa\")\n", + "plt.legend()\n", + "plt.grid(True)\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Coefficients de la regression :" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Coefficients: [ 0.00000000e+00 -1.32833320e-13 -9.66139988e-08 9.14194538e-14]\n", + "Intercept: 16290.44586886284\n" + ] + } + ], + "source": [ + "linreg = model.named_steps[\"linearregression\"]\n", + "\n", + "# Coefficients\n", + "print(\"Coefficients:\", linreg.coef_)\n", + "print(\"Intercept:\", linreg.intercept_)" + ] + } + ], "metadata": { "kernelspec": { "display_name": "Python 3", @@ -16,10 +680,9 @@ "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/exo3/incidence-PAY-3.csv b/module3/exo3/incidence-PAY-3.csv new file mode 100644 index 0000000..f845e75 --- /dev/null +++ b/module3/exo3/incidence-PAY-3.csv @@ -0,0 +1,880 @@ +"-------------------------------------------------------------------------------------------" +" Atmospheric CO2 concentrations (ppm) derived from in situ air measurements " +" at Mauna Loa, Observatory, Hawaii: Latitude 19.5°N Longitude 155.6°W Elevation 3397m " +" Since December 2022 sampling has temporarily been relocated to MaunuaKea, Hawaii " +" Latitude 19.8°N Longitude 155.5°W Elevation 4145m " +" " +" Source: R. F. Keeling, S. J. Walker, S. C. Piper and A. F. Bollenbacher " +" Scripps CO2 Program ( http://scrippsco2.ucsd.edu ) " +" Scripps Institution of Oceanography (SIO) " +" University of California " +" La Jolla, California USA 92093-0244 " +" " +" Status of data and correspondence: " +" " +" These data are subject to revision based on recalibration of standard gases. Questions " +" about the data should be directed to Dr. Ralph Keeling (rkeeling@ucsd.edu), Stephen Walker" +" (sjwalker@ucsd.edu) and Stephen Piper (scpiper@ucsd.edu), Scripps CO2 Program. " +" " +" Baseline data in this file through 09-Aug-2025 from archive dated 11-Aug-2025 17:08:37 " +" " +"-------------------------------------------------------------------------------------------" +" " +" Please cite as: " +" " +" C. D. Keeling, S. C. Piper, R. B. Bacastow, M. Wahlen, T. P. Whorf, M. Heimann, and " +" H. A. Meijer, Exchanges of atmospheric CO2 and 13CO2 with the terrestrial biosphere and " +" oceans from 1978 to 2000. I. Global aspects, SIO Reference Series, No. 01-06, Scripps " +" Institution of Oceanography, San Diego, 88 pages, 2001. " +" " +" If it is necessary to cite a peer-reviewed article, please cite as: " +" " +" C. D. Keeling, S. C. Piper, R. B. Bacastow, M. Wahlen, T. P. Whorf, M. Heimann, and " +" H. A. Meijer, Atmospheric CO2 and 13CO2 exchange with the terrestrial biosphere and " +" oceans from 1978 to 2000: observations and carbon cycle implications, pages 83-113, " +" in "A History of Atmospheric CO2 and its effects on Plants, Animals, and Ecosystems", " +" editors, Ehleringer, J.R., T. E. Cerling, M. D. Dearing, Springer Verlag, " +" New York, 2005. " +" " +"-------------------------------------------------------------------------------------------" +" " +" The data file below contains 10 columns. Columns 1-4 give the dates in several redundant " +" formats. Column 5 below gives monthly Mauna Loa CO2 concentrations in micro-mol CO2 per " +" mole (ppm), reported on the 2012 SIO manometric mole fraction scale. This is the " +" standard version of the data most often sought. The monthly values have been adjusted " +" to 24:00 hours on the 15th of each month. Column 6 gives the same data after a seasonal " +" adjustment to remove the quasi-regular seasonal cycle. The adjustment involves " +" subtracting from the data a 4-harmonic fit with a linear gain factor. Column 7 is a " +" smoothed version of the data generated from a stiff cubic spline function plus 4-harmonic " +" functions with linear gain. Column 8 is the same smoothed version with the seasonal " +" cycle removed. Column 9 is identical to Column 5 except that the missing values from " +" Column 5 have been filled with values from Column 7. Column 10 is identical to Column 6 " +" except missing values have been filled with values from Column 8. Missing values are " +" denoted by -99.99 " +" " +" Column 11 is the 3-digit sampling station identifier. MLO refers to the Mauna Loa Observatory." +" MKO refers the summit of nearby Maunakea. MKO data are used to a fill a gap created by the 2022" +" eruption of Mauna Loa, which led to the shutdown measurements by the Scripps CO2 program at MLO" +" from Dec 2022 through Feb 2023" +" " +" CO2 concentrations are measured on the '12' calibration scale " +" " + Yr, Mn, Date, Date, CO2,seasonally, fit, seasonally, CO2, seasonally, Sta + , , , , , adjusted, ,adjusted fit, filled,adjusted filled + , , Excel, , [ppm], [ppm] , [ppm], [ppm], [ppm], [ppm] +1958, 01, 21200, 1958.0411, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +1958, 02, 21231, 1958.1260, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +1958, 03, 21259, 1958.2027, 315.71, 314.43, 316.20, 314.91, 315.71, 314.43, MLO +1958, 04, 21290, 1958.2877, 317.45, 315.15, 317.31, 314.99, 317.45, 315.15, MLO +1958, 05, 21320, 1958.3699, 317.51, 314.68, 317.89, 315.07, 317.51, 314.68, MLO +1958, 06, 21351, 1958.4548, -99.99, -99.99, 317.27, 315.14, 317.27, 315.14, MLO +1958, 07, 21381, 1958.5370, 315.87, 315.20, 315.85, 315.22, 315.87, 315.20, MLO +1958, 08, 21412, 1958.6219, 314.93, 316.23, 313.95, 315.29, 314.93, 316.23, MLO +1958, 09, 21443, 1958.7068, 313.21, 316.12, 312.42, 315.35, 313.21, 316.12, MLO +1958, 10, 21473, 1958.7890, -99.99, -99.99, 312.41, 315.41, 312.41, 315.41, MLO +1958, 11, 21504, 1958.8740, 313.33, 315.21, 313.60, 315.46, 313.33, 315.21, MLO +1958, 12, 21534, 1958.9562, 314.67, 315.43, 314.77, 315.52, 314.67, 315.43, MLO +1959, 01, 21565, 1959.0411, 315.58, 315.52, 315.64, 315.57, 315.58, 315.52, MLO +1959, 02, 21596, 1959.1260, 316.49, 315.83, 316.30, 315.64, 316.49, 315.83, MLO +1959, 03, 21624, 1959.2027, 316.65, 315.37, 317.00, 315.70, 316.65, 315.37, MLO +1959, 04, 21655, 1959.2877, 317.72, 315.41, 318.10, 315.77, 317.72, 315.41, MLO +1959, 05, 21685, 1959.3699, 318.29, 315.46, 318.69, 315.85, 318.29, 315.46, MLO +1959, 06, 21716, 1959.4548, 318.15, 316.00, 318.08, 315.94, 318.15, 316.00, MLO +1959, 07, 21746, 1959.5370, 316.54, 315.87, 316.67, 316.03, 316.54, 315.87, MLO +1959, 08, 21777, 1959.6219, 314.79, 316.10, 314.79, 316.13, 314.79, 316.10, MLO +1959, 09, 21808, 1959.7068, 313.84, 316.76, 313.28, 316.22, 313.84, 316.76, MLO +1959, 10, 21838, 1959.7890, 313.33, 316.35, 313.31, 316.31, 313.33, 316.35, MLO +1959, 11, 21869, 1959.8740, 314.81, 316.69, 314.53, 316.40, 314.81, 316.69, MLO +1959, 12, 21899, 1959.9562, 315.58, 316.35, 315.72, 316.48, 315.58, 316.35, MLO +1960, 01, 21930, 1960.0410, 316.43, 316.37, 316.63, 316.56, 316.43, 316.37, MLO +1960, 02, 21961, 1960.1257, 316.98, 316.33, 317.30, 316.64, 316.98, 316.33, MLO +1960, 03, 21990, 1960.2049, 317.58, 316.27, 318.04, 316.71, 317.58, 316.27, MLO +1960, 04, 22021, 1960.2896, 319.03, 316.69, 319.14, 316.79, 319.03, 316.69, MLO +1960, 05, 22051, 1960.3716, 320.03, 317.19, 319.70, 316.86, 320.03, 317.19, MLO +1960, 06, 22082, 1960.4563, 319.58, 317.44, 319.05, 316.92, 319.58, 317.44, MLO +1960, 07, 22112, 1960.5383, 318.18, 317.54, 317.59, 316.98, 318.18, 317.54, MLO +1960, 08, 22143, 1960.6230, 315.90, 317.24, 315.65, 317.02, 315.90, 317.24, MLO +1960, 09, 22174, 1960.7077, 314.17, 317.11, 314.09, 317.05, 314.17, 317.11, MLO +1960, 10, 22204, 1960.7896, 313.83, 316.85, 314.07, 317.08, 313.83, 316.85, MLO +1960, 11, 22235, 1960.8743, 315.00, 316.89, 315.25, 317.12, 315.00, 316.89, MLO +1960, 12, 22265, 1960.9563, 316.19, 316.96, 316.40, 317.16, 316.19, 316.96, MLO +1961, 01, 22296, 1961.0411, 316.89, 316.83, 317.28, 317.21, 316.89, 316.83, MLO +1961, 02, 22327, 1961.1260, 317.70, 317.05, 317.94, 317.27, 317.70, 317.05, MLO +1961, 03, 22355, 1961.2027, 318.54, 317.25, 318.64, 317.34, 318.54, 317.25, MLO +1961, 04, 22386, 1961.2877, 319.48, 317.15, 319.76, 317.42, 319.48, 317.15, MLO +1961, 05, 22416, 1961.3699, 320.58, 317.73, 320.36, 317.50, 320.58, 317.73, MLO +1961, 06, 22447, 1961.4548, 319.77, 317.60, 319.74, 317.59, 319.77, 317.60, MLO +1961, 07, 22477, 1961.5370, 318.56, 317.89, 318.32, 317.68, 318.56, 317.89, MLO +1961, 08, 22508, 1961.6219, 316.79, 318.10, 316.42, 317.77, 316.79, 318.10, MLO +1961, 09, 22539, 1961.7068, 314.99, 317.93, 314.89, 317.85, 314.99, 317.93, MLO +1961, 10, 22569, 1961.7890, 315.31, 318.34, 314.90, 317.92, 315.31, 318.34, MLO +1961, 11, 22600, 1961.8740, 316.10, 318.00, 316.12, 317.99, 316.10, 318.00, MLO +1961, 12, 22630, 1961.9562, 317.01, 317.78, 317.30, 318.06, 317.01, 317.78, MLO +1962, 01, 22661, 1962.0411, 317.94, 317.88, 318.20, 318.13, 317.94, 317.88, MLO +1962, 02, 22692, 1962.1260, 318.55, 317.89, 318.86, 318.19, 318.55, 317.89, MLO +1962, 03, 22720, 1962.2027, 319.68, 318.39, 319.57, 318.26, 319.68, 318.39, MLO +1962, 04, 22751, 1962.2877, 320.57, 318.24, 320.67, 318.32, 320.57, 318.24, MLO +1962, 05, 22781, 1962.3699, 321.02, 318.15, 321.25, 318.39, 321.02, 318.15, MLO +1962, 06, 22812, 1962.4548, 320.62, 318.45, 320.60, 318.45, 320.62, 318.45, MLO +1962, 07, 22842, 1962.5370, 319.62, 318.94, 319.15, 318.50, 319.62, 318.94, MLO +1962, 08, 22873, 1962.6219, 317.40, 318.72, 317.21, 318.56, 317.40, 318.72, MLO +1962, 09, 22904, 1962.7068, 316.24, 319.19, 315.64, 318.60, 316.24, 319.19, MLO +1962, 10, 22934, 1962.7890, 315.42, 318.46, 315.61, 318.64, 315.42, 318.46, MLO +1962, 11, 22965, 1962.8740, 316.69, 318.59, 316.80, 318.68, 316.69, 318.59, MLO +1962, 12, 22995, 1962.9562, 317.70, 318.47, 317.96, 318.72, 317.70, 318.47, MLO +1963, 01, 23026, 1963.0411, 318.74, 318.68, 318.84, 318.77, 318.74, 318.68, MLO +1963, 02, 23057, 1963.1260, 319.07, 318.41, 319.48, 318.81, 319.07, 318.41, MLO +1963, 03, 23085, 1963.2027, 319.86, 318.56, 320.17, 318.86, 319.86, 318.56, MLO +1963, 04, 23116, 1963.2877, 321.38, 319.04, 321.26, 318.91, 321.38, 319.04, MLO +1963, 05, 23146, 1963.3699, 322.24, 319.37, 321.83, 318.96, 322.24, 319.37, MLO +1963, 06, 23177, 1963.4548, 321.49, 319.30, 321.18, 319.02, 321.49, 319.30, MLO +1963, 07, 23207, 1963.5370, 319.74, 319.07, 319.71, 319.06, 319.74, 319.07, MLO +1963, 08, 23238, 1963.6219, 317.77, 319.09, 317.75, 319.11, 317.77, 319.09, MLO +1963, 09, 23269, 1963.7068, 316.21, 319.17, 316.18, 319.15, 316.21, 319.17, MLO +1963, 10, 23299, 1963.7890, 315.99, 319.04, 316.15, 319.19, 315.99, 319.04, MLO +1963, 11, 23330, 1963.8740, 317.07, 318.98, 317.35, 319.24, 317.07, 318.98, MLO +1963, 12, 23360, 1963.9562, 318.35, 319.13, 318.52, 319.28, 318.35, 319.13, MLO +1964, 01, 23391, 1964.0410, 319.57, 319.51, 319.40, 319.33, 319.57, 319.51, MLO +1964, 02, 23422, 1964.1257, -99.99, -99.99, 320.04, 319.37, 320.04, 319.37, MLO +1964, 03, 23451, 1964.2049, -99.99, -99.99, 320.76, 319.41, 320.76, 319.41, MLO +1964, 04, 23482, 1964.2896, -99.99, -99.99, 321.84, 319.46, 321.84, 319.46, MLO +1964, 05, 23512, 1964.3716, 322.25, 319.37, 322.37, 319.49, 322.25, 319.37, MLO +1964, 06, 23543, 1964.4563, 321.90, 319.73, 321.68, 319.53, 321.90, 319.73, MLO +1964, 07, 23573, 1964.5383, 320.44, 319.79, 320.18, 319.56, 320.44, 319.79, MLO +1964, 08, 23604, 1964.6230, 318.69, 320.04, 318.20, 319.59, 318.69, 320.04, MLO +1964, 09, 23635, 1964.7077, 316.71, 319.68, 316.62, 319.61, 316.71, 319.68, MLO +1964, 10, 23665, 1964.7896, 316.87, 319.93, 316.58, 319.62, 316.87, 319.93, MLO +1964, 11, 23696, 1964.8743, 317.68, 319.59, 317.75, 319.64, 317.68, 319.59, MLO +1964, 12, 23726, 1964.9563, 318.71, 319.49, 318.90, 319.66, 318.71, 319.49, MLO +1965, 01, 23757, 1965.0411, 319.44, 319.38, 319.76, 319.69, 319.44, 319.38, MLO +1965, 02, 23788, 1965.1260, 320.44, 319.78, 320.40, 319.73, 320.44, 319.78, MLO +1965, 03, 23816, 1965.2027, 320.89, 319.58, 321.10, 319.78, 320.89, 319.58, MLO +1965, 04, 23847, 1965.2877, 322.13, 319.79, 322.21, 319.84, 322.13, 319.79, MLO +1965, 05, 23877, 1965.3699, 322.17, 319.28, 322.80, 319.91, 322.17, 319.28, MLO +1965, 06, 23908, 1965.4548, 321.88, 319.68, 322.18, 320.01, 321.88, 319.68, MLO +1965, 07, 23938, 1965.5370, 321.21, 320.53, 320.76, 320.11, 321.21, 320.53, MLO +1965, 08, 23969, 1965.6219, 318.87, 320.19, 318.85, 320.22, 318.87, 320.19, MLO +1965, 09, 24000, 1965.7068, 317.82, 320.79, 317.34, 320.33, 317.82, 320.79, MLO +1965, 10, 24030, 1965.7890, 317.30, 320.37, 317.38, 320.44, 317.30, 320.37, MLO +1965, 11, 24061, 1965.8740, 318.87, 320.79, 318.65, 320.55, 318.87, 320.79, MLO +1965, 12, 24091, 1965.9562, 319.42, 320.20, 319.90, 320.67, 319.42, 320.20, MLO +1966, 01, 24122, 1966.0411, 320.62, 320.56, 320.86, 320.78, 320.62, 320.56, MLO +1966, 02, 24153, 1966.1260, 321.60, 320.93, 321.58, 320.90, 321.60, 320.93, MLO +1966, 03, 24181, 1966.2027, 322.39, 321.08, 322.33, 321.01, 322.39, 321.08, MLO +1966, 04, 24212, 1966.2877, 323.70, 321.34, 323.49, 321.12, 323.70, 321.34, MLO +1966, 05, 24242, 1966.3699, 324.08, 321.18, 324.12, 321.22, 324.08, 321.18, MLO +1966, 06, 24273, 1966.4548, 323.75, 321.55, 323.50, 321.32, 323.75, 321.55, MLO +1966, 07, 24303, 1966.5370, 322.37, 321.69, 322.05, 321.40, 322.37, 321.69, MLO +1966, 08, 24334, 1966.6219, 320.36, 321.69, 320.12, 321.48, 320.36, 321.69, MLO +1966, 09, 24365, 1966.7068, 318.64, 321.62, 318.55, 321.55, 318.64, 321.62, MLO +1966, 10, 24395, 1966.7890, 318.10, 321.18, 318.55, 321.62, 318.10, 321.18, MLO +1966, 11, 24426, 1966.8740, 319.78, 321.71, 319.78, 321.68, 319.78, 321.71, MLO +1966, 12, 24456, 1966.9562, 321.02, 321.81, 320.98, 321.74, 321.02, 321.81, MLO +1967, 01, 24487, 1967.0411, 322.33, 322.27, 321.87, 321.80, 322.33, 322.27, MLO +1967, 02, 24518, 1967.1260, 322.50, 321.83, 322.54, 321.86, 322.50, 321.83, MLO +1967, 03, 24546, 1967.2027, 323.03, 321.72, 323.24, 321.91, 323.03, 321.72, MLO +1967, 04, 24577, 1967.2877, 324.41, 322.05, 324.34, 321.96, 324.41, 322.05, MLO +1967, 05, 24607, 1967.3699, 325.00, 322.09, 324.92, 322.02, 325.00, 322.09, MLO +1967, 06, 24638, 1967.4548, 324.09, 321.89, 324.27, 322.08, 324.09, 321.89, MLO +1967, 07, 24668, 1967.5370, 322.54, 321.86, 322.79, 322.14, 322.54, 321.86, MLO +1967, 08, 24699, 1967.6219, 320.92, 322.25, 320.84, 322.21, 320.92, 322.25, MLO +1967, 09, 24730, 1967.7068, 319.25, 322.25, 319.27, 322.28, 319.25, 322.25, MLO +1967, 10, 24760, 1967.7890, 319.39, 322.48, 319.27, 322.35, 319.39, 322.48, MLO +1967, 11, 24791, 1967.8740, 320.73, 322.66, 320.51, 322.42, 320.73, 322.66, MLO +1967, 12, 24821, 1967.9562, 321.96, 322.74, 321.73, 322.50, 321.96, 322.74, MLO +1968, 01, 24852, 1968.0410, 322.57, 322.51, 322.65, 322.57, 322.57, 322.51, MLO +1968, 02, 24883, 1968.1257, 323.15, 322.48, 323.33, 322.65, 323.15, 322.48, MLO +1968, 03, 24912, 1968.2049, 323.89, 322.55, 324.09, 322.74, 323.89, 322.55, MLO +1968, 04, 24943, 1968.2896, 325.02, 322.62, 325.24, 322.83, 325.02, 322.62, MLO +1968, 05, 24973, 1968.3716, 325.57, 322.66, 325.84, 322.93, 325.57, 322.66, MLO +1968, 06, 25004, 1968.4563, 325.36, 323.17, 325.21, 323.04, 325.36, 323.17, MLO +1968, 07, 25034, 1968.5383, 324.14, 323.48, 323.77, 323.14, 324.14, 323.48, MLO +1968, 08, 25065, 1968.6230, 322.11, 323.47, 321.86, 323.26, 322.11, 323.47, MLO +1968, 09, 25096, 1968.7077, 320.33, 323.34, 320.35, 323.38, 320.33, 323.34, MLO +1968, 10, 25126, 1968.7896, 320.25, 323.34, 320.41, 323.49, 320.25, 323.34, MLO +1968, 11, 25157, 1968.8743, 321.32, 323.26, 321.71, 323.62, 321.32, 323.26, MLO +1968, 12, 25187, 1968.9563, 322.89, 323.68, 322.98, 323.75, 322.89, 323.68, MLO +1969, 01, 25218, 1969.0411, 324.00, 323.94, 323.96, 323.89, 324.00, 323.94, MLO +1969, 02, 25249, 1969.1260, 324.41, 323.74, 324.71, 324.03, 324.41, 323.74, MLO +1969, 03, 25277, 1969.2027, 325.63, 324.31, 325.50, 324.16, 325.63, 324.31, MLO +1969, 04, 25308, 1969.2877, 326.66, 324.28, 326.70, 324.30, 326.66, 324.28, MLO +1969, 05, 25338, 1969.3699, 327.38, 324.46, 327.36, 324.44, 327.38, 324.46, MLO +1969, 06, 25369, 1969.4548, 326.71, 324.49, 326.77, 324.57, 326.71, 324.49, MLO +1969, 07, 25399, 1969.5370, 325.88, 325.19, 325.35, 324.69, 325.88, 325.19, MLO +1969, 08, 25430, 1969.6219, 323.66, 325.01, 323.42, 324.80, 323.66, 325.01, MLO +1969, 09, 25461, 1969.7068, 322.38, 325.39, 321.88, 324.91, 322.38, 325.39, MLO +1969, 10, 25491, 1969.7890, 321.78, 324.89, 321.90, 324.99, 321.78, 324.89, MLO +1969, 11, 25522, 1969.8740, 322.85, 324.80, 323.16, 325.08, 322.85, 324.80, MLO +1969, 12, 25552, 1969.9562, 324.11, 324.90, 324.39, 325.16, 324.11, 324.90, MLO +1970, 01, 25583, 1970.0411, 325.06, 325.00, 325.32, 325.24, 325.06, 325.00, MLO +1970, 02, 25614, 1970.1260, 325.99, 325.31, 326.01, 325.33, 325.99, 325.31, MLO +1970, 03, 25642, 1970.2027, 326.93, 325.60, 326.74, 325.40, 326.93, 325.60, MLO +1970, 04, 25673, 1970.2877, 328.13, 325.75, 327.88, 325.48, 328.13, 325.75, MLO +1970, 05, 25703, 1970.3699, 328.08, 325.15, 328.49, 325.56, 328.08, 325.15, MLO +1970, 06, 25734, 1970.4548, 327.67, 325.44, 327.84, 325.63, 327.67, 325.44, MLO +1970, 07, 25764, 1970.5370, 326.34, 325.65, 326.36, 325.70, 326.34, 325.65, MLO +1970, 08, 25795, 1970.6219, 324.68, 326.03, 324.39, 325.77, 324.68, 326.03, MLO +1970, 09, 25826, 1970.7068, 323.10, 326.12, 322.80, 325.83, 323.10, 326.12, MLO +1970, 10, 25856, 1970.7890, 323.06, 326.18, 322.78, 325.89, 323.06, 326.18, MLO +1970, 11, 25887, 1970.8740, 324.01, 325.96, 324.00, 325.93, 324.01, 325.96, MLO +1970, 12, 25917, 1970.9562, 325.13, 325.92, 325.19, 325.97, 325.13, 325.92, MLO +1971, 01, 25948, 1971.0411, 326.17, 326.11, 326.08, 326.01, 326.17, 326.11, MLO +1971, 02, 25979, 1971.1260, 326.68, 326.01, 326.74, 326.05, 326.68, 326.01, MLO +1971, 03, 26007, 1971.2027, 327.18, 325.85, 327.43, 326.09, 327.18, 325.85, MLO +1971, 04, 26038, 1971.2877, 327.78, 325.39, 328.55, 326.14, 327.78, 325.39, MLO +1971, 05, 26068, 1971.3699, 328.93, 325.99, 329.14, 326.20, 328.93, 325.99, MLO +1971, 06, 26099, 1971.4548, 328.57, 326.34, 328.48, 326.27, 328.57, 326.34, MLO +1971, 07, 26129, 1971.5370, 327.36, 326.67, 326.99, 326.33, 327.36, 326.67, MLO +1971, 08, 26160, 1971.6219, 325.43, 326.78, 325.02, 326.40, 325.43, 326.78, MLO +1971, 09, 26191, 1971.7068, 323.36, 326.39, 323.43, 326.48, 323.36, 326.39, MLO +1971, 10, 26221, 1971.7890, 323.56, 326.69, 323.44, 326.55, 323.56, 326.69, MLO +1971, 11, 26252, 1971.8740, 324.80, 326.75, 324.69, 326.62, 324.80, 326.75, MLO 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405.74, 406.57, 405.80, MLO +2017, 03, 42809, 2017.2027, 406.99, 405.48, 407.43, 405.90, 406.99, 405.48, MLO +2017, 04, 42840, 2017.2877, 408.88, 406.17, 408.81, 406.07, 408.88, 406.17, MLO +2017, 05, 42870, 2017.3699, 409.84, 406.50, 409.57, 406.23, 409.84, 406.50, MLO +2017, 06, 42901, 2017.4548, 409.04, 406.50, 408.91, 406.40, 409.04, 406.50, MLO +2017, 07, 42931, 2017.5370, 407.14, 406.36, 407.30, 406.55, 407.14, 406.36, MLO +2017, 08, 42962, 2017.6219, 405.19, 406.73, 405.13, 406.71, 405.19, 406.73, MLO +2017, 09, 42993, 2017.7068, 403.20, 406.64, 403.40, 406.86, 403.20, 406.64, MLO +2017, 10, 43023, 2017.7890, 403.56, 407.11, 403.48, 407.01, 403.56, 407.11, MLO +2017, 11, 43054, 2017.8740, 405.10, 407.32, 404.97, 407.17, 405.10, 407.32, MLO +2017, 12, 43084, 2017.9562, 406.68, 407.58, 406.43, 407.32, 406.68, 407.58, MLO +2018, 01, 43115, 2018.0411, 407.98, 407.91, 407.56, 407.48, 407.98, 407.91, MLO +2018, 02, 43146, 2018.1260, 408.35, 407.58, 408.42, 407.64, 408.35, 407.58, MLO +2018, 03, 43174, 2018.2027, 409.21, 407.70, 409.32, 407.79, 409.21, 407.70, MLO +2018, 04, 43205, 2018.2877, 410.23, 407.50, 410.71, 407.97, 410.23, 407.50, MLO +2018, 05, 43235, 2018.3699, 411.23, 407.88, 411.51, 408.16, 411.23, 407.88, MLO +2018, 06, 43266, 2018.4548, 410.81, 408.27, 410.90, 408.38, 410.81, 408.27, MLO +2018, 07, 43296, 2018.5370, 408.83, 408.05, 409.36, 408.61, 408.83, 408.05, MLO +2018, 08, 43327, 2018.6219, 407.02, 408.56, 407.28, 408.86, 407.02, 408.56, MLO +2018, 09, 43358, 2018.7068, 405.53, 408.98, 405.66, 409.13, 405.53, 408.98, MLO +2018, 10, 43388, 2018.7890, 405.93, 409.49, 405.84, 409.39, 405.93, 409.49, MLO +2018, 11, 43419, 2018.8740, 408.05, 410.28, 407.46, 409.66, 408.05, 410.28, MLO +2018, 12, 43449, 2018.9562, 409.16, 410.06, 409.03, 409.92, 409.16, 410.06, MLO +2019, 01, 43480, 2019.0411, 410.85, 410.78, 410.26, 410.17, 410.85, 410.78, MLO +2019, 02, 43511, 2019.1260, 411.58, 410.81, 411.20, 410.42, 411.58, 410.81, MLO +2019, 03, 43539, 2019.2027, 411.90, 410.38, 412.17, 410.63, 411.90, 410.38, MLO +2019, 04, 43570, 2019.2877, 413.46, 410.73, 413.61, 410.86, 413.46, 410.73, MLO +2019, 05, 43600, 2019.3699, 414.75, 411.40, 414.44, 411.08, 414.75, 411.40, MLO +2019, 06, 43631, 2019.4548, 413.89, 411.34, 413.83, 411.30, 413.89, 411.34, MLO +2019, 07, 43661, 2019.5370, 411.79, 411.00, 412.27, 411.52, 411.79, 411.00, MLO +2019, 08, 43692, 2019.6219, 410.02, 411.57, 410.15, 411.74, 410.02, 411.57, MLO +2019, 09, 43723, 2019.7068, 408.48, 411.94, 408.48, 411.96, 408.48, 411.94, MLO +2019, 10, 43753, 2019.7890, 408.40, 411.96, 408.62, 412.18, 408.40, 411.96, MLO +2019, 11, 43784, 2019.8740, 410.16, 412.39, 410.19, 412.40, 410.16, 412.39, MLO +2019, 12, 43814, 2019.9562, 411.81, 412.71, 411.72, 412.61, 411.81, 412.71, MLO +2020, 01, 43845, 2020.0410, 413.32, 413.25, 412.91, 412.83, 413.32, 413.25, MLO +2020, 02, 43876, 2020.1257, 414.04, 413.27, 413.82, 413.04, 414.04, 413.27, MLO +2020, 03, 43905, 2020.2049, 414.44, 412.89, 414.80, 413.23, 414.44, 412.89, MLO +2020, 04, 43936, 2020.2896, 416.11, 413.34, 416.22, 413.44, 416.11, 413.34, MLO +2020, 05, 43966, 2020.3716, 417.16, 413.79, 417.00, 413.63, 417.16, 413.79, MLO +2020, 06, 43997, 2020.4563, 416.29, 413.76, 416.34, 413.84, 416.29, 413.76, MLO +2020, 07, 44027, 2020.5383, 414.43, 413.67, 414.75, 414.03, 414.43, 413.67, MLO +2020, 08, 44058, 2020.6230, 412.52, 414.10, 412.61, 414.23, 412.52, 414.10, MLO +2020, 09, 44089, 2020.7077, 411.17, 414.65, 410.93, 414.43, 411.17, 414.65, MLO +2020, 10, 44119, 2020.7896, 411.12, 414.69, 411.06, 414.61, 411.12, 414.69, MLO +2020, 11, 44150, 2020.8743, 412.89, 415.12, 412.60, 414.80, 412.89, 415.12, MLO +2020, 12, 44180, 2020.9563, 413.88, 414.79, 414.09, 414.98, 413.88, 414.79, MLO +2021, 01, 44211, 2021.0411, 415.15, 415.08, 415.24, 415.16, 415.15, 415.08, MLO +2021, 02, 44242, 2021.1260, 416.47, 415.69, 416.12, 415.34, 416.47, 415.69, MLO +2021, 03, 44270, 2021.2027, 417.10, 415.57, 417.04, 415.49, 417.10, 415.57, MLO +2021, 04, 44301, 2021.2877, 418.26, 415.51, 418.43, 415.66, 418.26, 415.51, MLO +2021, 05, 44331, 2021.3699, 418.95, 415.57, 419.20, 415.83, 418.95, 415.57, MLO +2021, 06, 44362, 2021.4548, 418.70, 416.13, 418.55, 416.01, 418.70, 416.13, MLO +2021, 07, 44392, 2021.5370, 416.66, 415.87, 416.94, 416.18, 416.66, 415.87, MLO +2021, 08, 44423, 2021.6219, 414.38, 415.93, 414.77, 416.37, 414.38, 415.93, MLO +2021, 09, 44454, 2021.7068, 412.93, 416.41, 413.06, 416.55, 412.93, 416.41, MLO +2021, 10, 44484, 2021.7890, 413.52, 417.11, 413.16, 416.73, 413.52, 417.11, MLO +2021, 11, 44515, 2021.8740, 414.81, 417.06, 414.70, 416.92, 414.81, 417.06, MLO +2021, 12, 44545, 2021.9562, 416.43, 417.34, 416.19, 417.08, 416.43, 417.34, MLO +2022, 01, 44576, 2022.0411, 418.01, 417.94, 417.33, 417.25, 418.01, 417.94, MLO +2022, 02, 44607, 2022.1260, 418.99, 418.21, 418.20, 417.41, 418.99, 418.21, MLO +2022, 03, 44635, 2022.2027, 418.45, 416.92, 419.09, 417.54, 418.45, 416.92, MLO +2022, 04, 44666, 2022.2877, 420.01, 417.25, 420.46, 417.69, 420.01, 417.25, MLO +2022, 05, 44696, 2022.3699, 420.78, 417.39, 421.22, 417.84, 420.78, 417.39, MLO +2022, 06, 44727, 2022.4548, 420.68, 418.11, 420.56, 418.01, 420.68, 418.11, MLO +2022, 07, 44757, 2022.5370, 418.71, 417.92, 418.94, 418.18, 418.71, 417.92, MLO +2022, 08, 44788, 2022.6219, 416.75, 418.30, 416.77, 418.36, 416.75, 418.30, MLO +2022, 09, 44819, 2022.7068, 415.42, 418.91, 415.05, 418.55, 415.42, 418.91, MLO +2022, 10, 44849, 2022.7890, 415.31, 418.91, 415.17, 418.75, 415.31, 418.91, MLO +2022, 11, 44880, 2022.8740, 417.03, 419.27, 416.73, 418.95, 417.03, 419.27, MLO +2022, 12, 44910, 2022.9562, 418.46, 419.38, 418.26, 419.15, 418.46, 419.38, MKO +2023, 01, 44941, 2023.0411, 419.13, 419.06, 419.46, 419.37, 419.13, 419.06, MKO +2023, 02, 44972, 2023.1260, 420.33, 419.55, 420.40, 419.61, 420.33, 419.55, MKO +2023, 03, 45000, 2023.2027, 420.51, 418.97, 421.38, 419.83, 420.51, 418.97, MLO +2023, 04, 45031, 2023.2877, 422.73, 419.97, 422.88, 420.10, 422.73, 419.97, MLO +2023, 05, 45061, 2023.3699, 423.78, 420.39, 423.76, 420.37, 423.78, 420.39, MLO +2023, 06, 45092, 2023.4548, 423.39, 420.82, 423.22, 420.66, 423.39, 420.82, MLO +2023, 07, 45122, 2023.5370, 421.62, 420.83, 421.72, 420.96, 421.62, 420.83, MLO +2023, 08, 45153, 2023.6219, 419.56, 421.12, 419.67, 421.27, 419.56, 421.12, MLO +2023, 09, 45184, 2023.7068, 418.06, 421.56, 418.07, 421.58, 418.06, 421.56, MLO +2023, 10, 45214, 2023.7890, 418.41, 422.01, 418.30, 421.89, 418.41, 422.01, MLO +2023, 11, 45245, 2023.8740, 420.11, 422.37, 419.97, 422.20, 420.11, 422.37, MLO +2023, 12, 45275, 2023.9562, 421.65, 422.57, 421.60, 422.50, 421.65, 422.57, MLO +2024, 01, 45306, 2024.0410, 422.62, 422.55, 422.88, 422.80, 422.62, 422.55, MLO +2024, 02, 45337, 2024.1257, 424.34, 423.56, 423.89, 423.10, 424.34, 423.56, MLO +2024, 03, 45366, 2024.2049, 425.22, 423.65, 424.95, 423.37, 425.22, 423.65, MLO +2024, 04, 45397, 2024.2896, 426.30, 423.50, 426.47, 423.66, 426.30, 423.50, MLO +2024, 05, 45427, 2024.3716, 426.70, 423.30, 427.33, 423.93, 426.70, 423.30, MLO +2024, 06, 45458, 2024.4563, 426.62, 424.07, 426.75, 424.21, 426.62, 424.07, MLO +2024, 07, 45488, 2024.5383, 425.40, 424.63, 425.22, 424.48, 425.40, 424.63, MLO +2024, 08, 45519, 2024.6230, 422.70, 424.30, 423.13, 424.76, 422.70, 424.30, MLO +2024, 09, 45550, 2024.7077, 421.60, 425.11, 421.50, 425.03, 421.60, 425.11, MLO +2024, 10, 45580, 2024.7896, 422.05, 425.66, 421.70, 425.29, 422.05, 425.66, MLO +2024, 11, 45611, 2024.8743, 423.61, 425.87, 423.31, 425.54, 423.61, 425.87, MLO +2024, 12, 45641, 2024.9563, 425.01, 425.93, 424.87, 425.76, 425.01, 425.93, MLO +2025, 01, 45672, 2025.0411, 426.42, 426.35, 426.07, 425.98, 426.42, 426.35, MLO +2025, 02, 45703, 2025.1260, 427.00, 426.21, 426.99, 426.19, 427.00, 426.21, MLO +2025, 03, 45731, 2025.2027, 427.73, 426.19, 427.92, 426.36, 427.73, 426.19, MLO +2025, 04, 45762, 2025.2877, 429.24, 426.47, 429.34, 426.55, 429.24, 426.47, MLO +2025, 05, 45792, 2025.3699, 430.21, 426.80, 430.13, 426.72, 430.21, 426.80, MLO +2025, 06, 45823, 2025.4548, 429.52, 426.93, 429.46, 426.90, 429.52, 426.93, MLO +2025, 07, 45853, 2025.5370, 427.56, 426.76, 427.83, 427.06, 427.56, 426.76, MLO +2025, 08, 45884, 2025.6219, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 09, 45915, 2025.7068, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 10, 45945, 2025.7890, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 11, 45976, 2025.8740, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 12, 46006, 2025.9562, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO diff --git a/module3/exo3/monthly_in_situ_co2_mlo.csv b/module3/exo3/monthly_in_situ_co2_mlo.csv new file mode 100644 index 0000000..f845e75 --- /dev/null +++ b/module3/exo3/monthly_in_situ_co2_mlo.csv @@ -0,0 +1,880 @@ +"-------------------------------------------------------------------------------------------" +" Atmospheric CO2 concentrations (ppm) derived from in situ air measurements " +" at Mauna Loa, Observatory, Hawaii: Latitude 19.5°N Longitude 155.6°W Elevation 3397m " +" Since December 2022 sampling has temporarily been relocated to MaunuaKea, Hawaii " +" Latitude 19.8°N Longitude 155.5°W Elevation 4145m " +" " +" Source: R. F. Keeling, S. J. Walker, S. C. Piper and A. F. Bollenbacher " +" Scripps CO2 Program ( http://scrippsco2.ucsd.edu ) " +" Scripps Institution of Oceanography (SIO) " +" University of California " +" La Jolla, California USA 92093-0244 " +" " +" Status of data and correspondence: " +" " +" These data are subject to revision based on recalibration of standard gases. Questions " +" about the data should be directed to Dr. Ralph Keeling (rkeeling@ucsd.edu), Stephen Walker" +" (sjwalker@ucsd.edu) and Stephen Piper (scpiper@ucsd.edu), Scripps CO2 Program. " +" " +" Baseline data in this file through 09-Aug-2025 from archive dated 11-Aug-2025 17:08:37 " +" " +"-------------------------------------------------------------------------------------------" +" " +" Please cite as: " +" " +" C. D. Keeling, S. C. Piper, R. B. Bacastow, M. Wahlen, T. P. Whorf, M. Heimann, and " +" H. A. Meijer, Exchanges of atmospheric CO2 and 13CO2 with the terrestrial biosphere and " +" oceans from 1978 to 2000. I. Global aspects, SIO Reference Series, No. 01-06, Scripps " +" Institution of Oceanography, San Diego, 88 pages, 2001. " +" " +" If it is necessary to cite a peer-reviewed article, please cite as: " +" " +" C. D. Keeling, S. C. Piper, R. B. Bacastow, M. Wahlen, T. P. Whorf, M. Heimann, and " +" H. A. Meijer, Atmospheric CO2 and 13CO2 exchange with the terrestrial biosphere and " +" oceans from 1978 to 2000: observations and carbon cycle implications, pages 83-113, " +" in "A History of Atmospheric CO2 and its effects on Plants, Animals, and Ecosystems", " +" editors, Ehleringer, J.R., T. E. Cerling, M. D. Dearing, Springer Verlag, " +" New York, 2005. " +" " +"-------------------------------------------------------------------------------------------" +" " +" The data file below contains 10 columns. Columns 1-4 give the dates in several redundant " +" formats. Column 5 below gives monthly Mauna Loa CO2 concentrations in micro-mol CO2 per " +" mole (ppm), reported on the 2012 SIO manometric mole fraction scale. This is the " +" standard version of the data most often sought. The monthly values have been adjusted " +" to 24:00 hours on the 15th of each month. Column 6 gives the same data after a seasonal " +" adjustment to remove the quasi-regular seasonal cycle. The adjustment involves " +" subtracting from the data a 4-harmonic fit with a linear gain factor. Column 7 is a " +" smoothed version of the data generated from a stiff cubic spline function plus 4-harmonic " +" functions with linear gain. Column 8 is the same smoothed version with the seasonal " +" cycle removed. Column 9 is identical to Column 5 except that the missing values from " +" Column 5 have been filled with values from Column 7. Column 10 is identical to Column 6 " +" except missing values have been filled with values from Column 8. Missing values are " +" denoted by -99.99 " +" " +" Column 11 is the 3-digit sampling station identifier. MLO refers to the Mauna Loa Observatory." +" MKO refers the summit of nearby Maunakea. MKO data are used to a fill a gap created by the 2022" +" eruption of Mauna Loa, which led to the shutdown measurements by the Scripps CO2 program at MLO" +" from Dec 2022 through Feb 2023" +" " +" CO2 concentrations are measured on the '12' calibration scale " +" " + Yr, Mn, Date, Date, CO2,seasonally, fit, seasonally, CO2, seasonally, Sta + , , , , , adjusted, ,adjusted fit, filled,adjusted filled + , , Excel, , [ppm], [ppm] , [ppm], [ppm], [ppm], [ppm] +1958, 01, 21200, 1958.0411, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +1958, 02, 21231, 1958.1260, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +1958, 03, 21259, 1958.2027, 315.71, 314.43, 316.20, 314.91, 315.71, 314.43, MLO +1958, 04, 21290, 1958.2877, 317.45, 315.15, 317.31, 314.99, 317.45, 315.15, MLO +1958, 05, 21320, 1958.3699, 317.51, 314.68, 317.89, 315.07, 317.51, 314.68, MLO +1958, 06, 21351, 1958.4548, -99.99, -99.99, 317.27, 315.14, 317.27, 315.14, MLO +1958, 07, 21381, 1958.5370, 315.87, 315.20, 315.85, 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+2018, 03, 43174, 2018.2027, 409.21, 407.70, 409.32, 407.79, 409.21, 407.70, MLO +2018, 04, 43205, 2018.2877, 410.23, 407.50, 410.71, 407.97, 410.23, 407.50, MLO +2018, 05, 43235, 2018.3699, 411.23, 407.88, 411.51, 408.16, 411.23, 407.88, MLO +2018, 06, 43266, 2018.4548, 410.81, 408.27, 410.90, 408.38, 410.81, 408.27, MLO +2018, 07, 43296, 2018.5370, 408.83, 408.05, 409.36, 408.61, 408.83, 408.05, MLO +2018, 08, 43327, 2018.6219, 407.02, 408.56, 407.28, 408.86, 407.02, 408.56, MLO +2018, 09, 43358, 2018.7068, 405.53, 408.98, 405.66, 409.13, 405.53, 408.98, MLO +2018, 10, 43388, 2018.7890, 405.93, 409.49, 405.84, 409.39, 405.93, 409.49, MLO +2018, 11, 43419, 2018.8740, 408.05, 410.28, 407.46, 409.66, 408.05, 410.28, MLO +2018, 12, 43449, 2018.9562, 409.16, 410.06, 409.03, 409.92, 409.16, 410.06, MLO +2019, 01, 43480, 2019.0411, 410.85, 410.78, 410.26, 410.17, 410.85, 410.78, MLO +2019, 02, 43511, 2019.1260, 411.58, 410.81, 411.20, 410.42, 411.58, 410.81, MLO +2019, 03, 43539, 2019.2027, 411.90, 410.38, 412.17, 410.63, 411.90, 410.38, MLO +2019, 04, 43570, 2019.2877, 413.46, 410.73, 413.61, 410.86, 413.46, 410.73, MLO +2019, 05, 43600, 2019.3699, 414.75, 411.40, 414.44, 411.08, 414.75, 411.40, MLO +2019, 06, 43631, 2019.4548, 413.89, 411.34, 413.83, 411.30, 413.89, 411.34, MLO +2019, 07, 43661, 2019.5370, 411.79, 411.00, 412.27, 411.52, 411.79, 411.00, MLO +2019, 08, 43692, 2019.6219, 410.02, 411.57, 410.15, 411.74, 410.02, 411.57, MLO +2019, 09, 43723, 2019.7068, 408.48, 411.94, 408.48, 411.96, 408.48, 411.94, MLO +2019, 10, 43753, 2019.7890, 408.40, 411.96, 408.62, 412.18, 408.40, 411.96, MLO +2019, 11, 43784, 2019.8740, 410.16, 412.39, 410.19, 412.40, 410.16, 412.39, MLO +2019, 12, 43814, 2019.9562, 411.81, 412.71, 411.72, 412.61, 411.81, 412.71, MLO +2020, 01, 43845, 2020.0410, 413.32, 413.25, 412.91, 412.83, 413.32, 413.25, MLO +2020, 02, 43876, 2020.1257, 414.04, 413.27, 413.82, 413.04, 414.04, 413.27, MLO +2020, 03, 43905, 2020.2049, 414.44, 412.89, 414.80, 413.23, 414.44, 412.89, MLO +2020, 04, 43936, 2020.2896, 416.11, 413.34, 416.22, 413.44, 416.11, 413.34, MLO +2020, 05, 43966, 2020.3716, 417.16, 413.79, 417.00, 413.63, 417.16, 413.79, MLO +2020, 06, 43997, 2020.4563, 416.29, 413.76, 416.34, 413.84, 416.29, 413.76, MLO +2020, 07, 44027, 2020.5383, 414.43, 413.67, 414.75, 414.03, 414.43, 413.67, MLO +2020, 08, 44058, 2020.6230, 412.52, 414.10, 412.61, 414.23, 412.52, 414.10, MLO +2020, 09, 44089, 2020.7077, 411.17, 414.65, 410.93, 414.43, 411.17, 414.65, MLO +2020, 10, 44119, 2020.7896, 411.12, 414.69, 411.06, 414.61, 411.12, 414.69, MLO +2020, 11, 44150, 2020.8743, 412.89, 415.12, 412.60, 414.80, 412.89, 415.12, MLO +2020, 12, 44180, 2020.9563, 413.88, 414.79, 414.09, 414.98, 413.88, 414.79, MLO +2021, 01, 44211, 2021.0411, 415.15, 415.08, 415.24, 415.16, 415.15, 415.08, MLO +2021, 02, 44242, 2021.1260, 416.47, 415.69, 416.12, 415.34, 416.47, 415.69, MLO +2021, 03, 44270, 2021.2027, 417.10, 415.57, 417.04, 415.49, 417.10, 415.57, MLO +2021, 04, 44301, 2021.2877, 418.26, 415.51, 418.43, 415.66, 418.26, 415.51, MLO +2021, 05, 44331, 2021.3699, 418.95, 415.57, 419.20, 415.83, 418.95, 415.57, MLO +2021, 06, 44362, 2021.4548, 418.70, 416.13, 418.55, 416.01, 418.70, 416.13, MLO +2021, 07, 44392, 2021.5370, 416.66, 415.87, 416.94, 416.18, 416.66, 415.87, MLO +2021, 08, 44423, 2021.6219, 414.38, 415.93, 414.77, 416.37, 414.38, 415.93, MLO +2021, 09, 44454, 2021.7068, 412.93, 416.41, 413.06, 416.55, 412.93, 416.41, MLO +2021, 10, 44484, 2021.7890, 413.52, 417.11, 413.16, 416.73, 413.52, 417.11, MLO +2021, 11, 44515, 2021.8740, 414.81, 417.06, 414.70, 416.92, 414.81, 417.06, MLO +2021, 12, 44545, 2021.9562, 416.43, 417.34, 416.19, 417.08, 416.43, 417.34, MLO +2022, 01, 44576, 2022.0411, 418.01, 417.94, 417.33, 417.25, 418.01, 417.94, MLO +2022, 02, 44607, 2022.1260, 418.99, 418.21, 418.20, 417.41, 418.99, 418.21, MLO +2022, 03, 44635, 2022.2027, 418.45, 416.92, 419.09, 417.54, 418.45, 416.92, MLO +2022, 04, 44666, 2022.2877, 420.01, 417.25, 420.46, 417.69, 420.01, 417.25, MLO +2022, 05, 44696, 2022.3699, 420.78, 417.39, 421.22, 417.84, 420.78, 417.39, MLO +2022, 06, 44727, 2022.4548, 420.68, 418.11, 420.56, 418.01, 420.68, 418.11, MLO +2022, 07, 44757, 2022.5370, 418.71, 417.92, 418.94, 418.18, 418.71, 417.92, MLO +2022, 08, 44788, 2022.6219, 416.75, 418.30, 416.77, 418.36, 416.75, 418.30, MLO +2022, 09, 44819, 2022.7068, 415.42, 418.91, 415.05, 418.55, 415.42, 418.91, MLO +2022, 10, 44849, 2022.7890, 415.31, 418.91, 415.17, 418.75, 415.31, 418.91, MLO +2022, 11, 44880, 2022.8740, 417.03, 419.27, 416.73, 418.95, 417.03, 419.27, MLO +2022, 12, 44910, 2022.9562, 418.46, 419.38, 418.26, 419.15, 418.46, 419.38, MKO +2023, 01, 44941, 2023.0411, 419.13, 419.06, 419.46, 419.37, 419.13, 419.06, MKO +2023, 02, 44972, 2023.1260, 420.33, 419.55, 420.40, 419.61, 420.33, 419.55, MKO +2023, 03, 45000, 2023.2027, 420.51, 418.97, 421.38, 419.83, 420.51, 418.97, MLO +2023, 04, 45031, 2023.2877, 422.73, 419.97, 422.88, 420.10, 422.73, 419.97, MLO +2023, 05, 45061, 2023.3699, 423.78, 420.39, 423.76, 420.37, 423.78, 420.39, MLO +2023, 06, 45092, 2023.4548, 423.39, 420.82, 423.22, 420.66, 423.39, 420.82, MLO +2023, 07, 45122, 2023.5370, 421.62, 420.83, 421.72, 420.96, 421.62, 420.83, MLO +2023, 08, 45153, 2023.6219, 419.56, 421.12, 419.67, 421.27, 419.56, 421.12, MLO +2023, 09, 45184, 2023.7068, 418.06, 421.56, 418.07, 421.58, 418.06, 421.56, MLO +2023, 10, 45214, 2023.7890, 418.41, 422.01, 418.30, 421.89, 418.41, 422.01, MLO +2023, 11, 45245, 2023.8740, 420.11, 422.37, 419.97, 422.20, 420.11, 422.37, MLO +2023, 12, 45275, 2023.9562, 421.65, 422.57, 421.60, 422.50, 421.65, 422.57, MLO +2024, 01, 45306, 2024.0410, 422.62, 422.55, 422.88, 422.80, 422.62, 422.55, MLO +2024, 02, 45337, 2024.1257, 424.34, 423.56, 423.89, 423.10, 424.34, 423.56, MLO +2024, 03, 45366, 2024.2049, 425.22, 423.65, 424.95, 423.37, 425.22, 423.65, MLO +2024, 04, 45397, 2024.2896, 426.30, 423.50, 426.47, 423.66, 426.30, 423.50, MLO +2024, 05, 45427, 2024.3716, 426.70, 423.30, 427.33, 423.93, 426.70, 423.30, MLO +2024, 06, 45458, 2024.4563, 426.62, 424.07, 426.75, 424.21, 426.62, 424.07, MLO +2024, 07, 45488, 2024.5383, 425.40, 424.63, 425.22, 424.48, 425.40, 424.63, MLO +2024, 08, 45519, 2024.6230, 422.70, 424.30, 423.13, 424.76, 422.70, 424.30, MLO +2024, 09, 45550, 2024.7077, 421.60, 425.11, 421.50, 425.03, 421.60, 425.11, MLO +2024, 10, 45580, 2024.7896, 422.05, 425.66, 421.70, 425.29, 422.05, 425.66, MLO +2024, 11, 45611, 2024.8743, 423.61, 425.87, 423.31, 425.54, 423.61, 425.87, MLO +2024, 12, 45641, 2024.9563, 425.01, 425.93, 424.87, 425.76, 425.01, 425.93, MLO +2025, 01, 45672, 2025.0411, 426.42, 426.35, 426.07, 425.98, 426.42, 426.35, MLO +2025, 02, 45703, 2025.1260, 427.00, 426.21, 426.99, 426.19, 427.00, 426.21, MLO +2025, 03, 45731, 2025.2027, 427.73, 426.19, 427.92, 426.36, 427.73, 426.19, MLO +2025, 04, 45762, 2025.2877, 429.24, 426.47, 429.34, 426.55, 429.24, 426.47, MLO +2025, 05, 45792, 2025.3699, 430.21, 426.80, 430.13, 426.72, 430.21, 426.80, MLO +2025, 06, 45823, 2025.4548, 429.52, 426.93, 429.46, 426.90, 429.52, 426.93, MLO +2025, 07, 45853, 2025.5370, 427.56, 426.76, 427.83, 427.06, 427.56, 426.76, MLO +2025, 08, 45884, 2025.6219, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 09, 45915, 2025.7068, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 10, 45945, 2025.7890, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 11, 45976, 2025.8740, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO +2025, 12, 46006, 2025.9562, -99.99, -99.99, -99.99, -99.99, -99.99, -99.99, MLO -- 2.18.1