{ "cells": [ { "cell_type": "markdown", "id": "ca57bfa8-586b-4e10-9260-f872d414f56d", "metadata": {}, "source": [ "[![image](https://colab.research.google.com/assets/colab-badge.svg)](https://githubtocolab.com/tyson-swetnam/agic-2022/blob/main/docs/notebooks/xarray.ipynb)\n", "[![image](https://mybinder.org/badge_logo.svg)](https://tyson-swetnam.github.io/agic-2022/notebooks/xarray/)\n", "\n", "\n", "## Xarray example Jupyter Notebook\n", "\n", "Installation using `pip`:" ] }, { "cell_type": "code", "execution_count": null, "id": "bac5c5fc", "metadata": {}, "outputs": [], "source": [ "# to run this cell uncomment the line below by removing the # \n", "!pip install xarray==0.20.2 dask netCDF4 bottleneck pooch" ] }, { "cell_type": "markdown", "id": "45fd00d3-bee0-40b6-8a3a-dbbd6252fc06", "metadata": {}, "source": [ "## Xarray installation\n", "Install Xarray and some of its dependencies if not already installed using `conda`:\n", "\n", "``` conda install -c conda-forge xarray==0.20.2 dask netCDF4 bottleneck pooch```\n", "\n", "It may take a while resolving installation environments.\n", "If it is successful, will install other package dependecies.\n", "\n", "Xarray comes with a collection of datasets to explore: [xarray.tutorial.open_dataset](https://docs.xarray.dev/en/stable/generated/xarray.tutorial.open_dataset.html)\n", "\n", "Available datasets:\n", "\n", "`\"air_temperature\"`: NCEP reanalysis subset\n", "\n", "`\"air_temperature_gradient\"`: NCEP reanalysis subset with approximate x,y gradients\n", "\n", "`\"basin_mask\"`: Dataset with ocean basins marked using integers\n", "\n", "`\"ASE_ice_velocity\"`: MEaSUREs InSAR-Based Ice Velocity of the Amundsen Sea Embayment, Antarctica, Version 1\n", "\n", "`\"rasm\"`: Output of the Regional Arctic System Model (RASM)\n", "\n", "`\"ROMS_example\"`: Regional Ocean Model System (ROMS) output\n", "\n", "`\"tiny\"`: small synthetic dataset with a 1D data variable\n", "\n", "`\"era5-2mt-2019-03-uk.grib\"`: ERA5 temperature data over the UK\n", "\n", "`\"eraint_uvz\"`: data from ERA-Interim reanalysis, monthly averages of upper level data\n", "\n", "`\"ersstv5\"`: NOAA’s Extended Reconstructed Sea Surface Temperature monthly averages\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "dd41fd10-1a13-4c6f-83e2-87d10597abba", "metadata": {}, "outputs": [], "source": [ "# Load required libraries\n", "\n", "%matplotlib inline\n", "\n", "import numpy as np\n", "import pandas as pd\n", "import dask.array as da\n", "import dask.dataframe as dd\n", "import pooch\n", "import xarray as xr\n", "\n", "import matplotlib.pyplot as plt\n", "import seaborn as sns\n", "\n", "plt.rcParams['figure.figsize'] = (8,5)\n" ] }, { "cell_type": "code", "execution_count": 4, "id": "97b19748-031b-481f-997f-6433d2470320", "metadata": {}, "outputs": [], "source": [ "# Load the air_temperature dataset and define a xarray datastructure\n", "# 4 x Daily Air temperature in degrees K at sigma level 995 \n", "# (2013-01-01 to 2014-12-31)\n", "# Spatial Coverage\n", "# 2.5 degree x 2.5 degree global grids (144x73) [2.5 degree = 172.5 miles]\n", "# 0.0E to 357.5E, 90.0N to 90.0S\n", "\n", "ds = xr.tutorial.open_dataset('air_temperature')\n", "#ds.info()\n" ] }, { "cell_type": "code", "execution_count": 5, "id": "ff9dd0d7-be7c-4e1d-9d14-2a32bc07b435", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:  (lat: 25, time: 2920, lon: 53)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n",
       "  * lon      (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n",
       "  * time     (time) datetime64[ns] 2013-01-01 ... 2014-12-31T18:00:00\n",
       "Data variables:\n",
       "    air      (time, lat, lon) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  COARDS\n",
       "    title:        4x daily NMC reanalysis (1948)\n",
       "    description:  Data is from NMC initialized reanalysis\\n(4x/day).  These a...\n",
       "    platform:     Model\n",
       "    references:   http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reanaly...
" ], "text/plain": [ "\n", "Dimensions: (lat: 25, time: 2920, lon: 53)\n", "Coordinates:\n", " * lat (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n", " * lon (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n", " * time (time) datetime64[ns] 2013-01-01 ... 2014-12-31T18:00:00\n", "Data variables:\n", " air (time, lat, lon) float32 ...\n", "Attributes:\n", " Conventions: COARDS\n", " title: 4x daily NMC reanalysis (1948)\n", " description: Data is from NMC initialized reanalysis\\n(4x/day). These a...\n", " platform: Model\n", " references: http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reanaly..." ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show the components of the xarray.Dataset\n", "ds" ] }, { "cell_type": "code", "execution_count": 6, "id": "51983ed7-8ec6-4a1f-992a-071bacb691d5", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray 'air' (time: 2920, lat: 25, lon: 53)>\n",
       "[3869000 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n",
       "  * lon      (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n",
       "  * time     (time) datetime64[ns] 2013-01-01 ... 2014-12-31T18:00:00\n",
       "Attributes:\n",
       "    long_name:     4xDaily Air temperature at sigma level 995\n",
       "    units:         degK\n",
       "    precision:     2\n",
       "    GRIB_id:       11\n",
       "    GRIB_name:     TMP\n",
       "    var_desc:      Air temperature\n",
       "    dataset:       NMC Reanalysis\n",
       "    level_desc:    Surface\n",
       "    statistic:     Individual Obs\n",
       "    parent_stat:   Other\n",
       "    actual_range:  [185.16 322.1 ]
" ], "text/plain": [ "\n", "[3869000 values with dtype=float32]\n", "Coordinates:\n", " * lat (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n", " * lon (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n", " * time (time) datetime64[ns] 2013-01-01 ... 2014-12-31T18:00:00\n", "Attributes:\n", " long_name: 4xDaily Air temperature at sigma level 995\n", " units: degK\n", " precision: 2\n", " GRIB_id: 11\n", " GRIB_name: TMP\n", " var_desc: Air temperature\n", " dataset: NMC Reanalysis\n", " level_desc: Surface\n", " statistic: Individual Obs\n", " parent_stat: Other\n", " actual_range: [185.16 322.1 ]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show the values of data variable: air\n", "ds.air" ] }, { "cell_type": "code", "execution_count": 7, "id": "051ccc81-5da5-4115-8c4a-be3e99b8c3fb", "metadata": {}, "outputs": [], "source": [ "# Direct access to values\n", "#ds.air.values" ] }, { "cell_type": "code", "execution_count": 8, "id": "3f829ba6-7e3b-49ff-8271-d49c6b4844aa", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "numpy.ndarray" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Underneath is a Numpy N dimensional Array\n", "type(ds.air.values)" ] }, { "cell_type": "markdown", "id": "25cdccc8-df39-40fb-a5f8-cb4d0997d09d", "metadata": {}, "source": [ "### DataArray Properties" ] }, { "cell_type": "code", "execution_count": 9, "id": "69c3d1ef-adf2-4483-a043-376e0e1a2f34", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Frozen({'lat': 25, 'time': 2920, 'lon': 53})" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show dimensions\n", "ds.dims" ] }, { "cell_type": "code", "execution_count": 10, "id": "848b7572-984a-4006-becc-63c8420e2a48", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Coordinates:\n", " * lat (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n", " * lon (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n", " * time (time) datetime64[ns] 2013-01-01 ... 2014-12-31T18:00:00" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show coordinates\n", "ds.coords" ] }, { "cell_type": "code", "execution_count": 11, "id": "f8f9387f-dbdb-4137-99c1-c350f77b36d2", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'Conventions': 'COARDS',\n", " 'title': '4x daily NMC reanalysis (1948)',\n", " 'description': 'Data is from NMC initialized reanalysis\\n(4x/day). These are the 0.9950 sigma level values.',\n", " 'platform': 'Model',\n", " 'references': 'http://www.esrl.noaa.gov/psd/data/gridded/data.ncep.reanalysis.html'}" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show attributes\n", "ds.attrs" ] }, { "cell_type": "markdown", "id": "8d4306bd-2a59-4139-aa90-602d02ab051c", "metadata": {}, "source": [ "We can use [xarray.DataArray.groupby](https://docs.xarray.dev/en/stable/generated/xarray.DataArray.groupby.html) to caculate average monthly temperatures and anomalies." ] }, { "cell_type": "code", "execution_count": 12, "id": "a98cc71a-cf1e-4a72-a54f-abb09a5df027", "metadata": {}, "outputs": [], "source": [ "\n", "# calculate monthly climatology\n", "climatology = ds.groupby('time.month').mean('time')\n", "\n", "# calculate anomalies \n", "anomalies = ds.groupby('time.month') - climatology\n" ] }, { "cell_type": "code", "execution_count": 13, "id": "45fbbd46-68d5-4384-be21-4eb94b0ec331", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:  (lat: 25, month: 12, lon: 53)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n",
       "  * lon      (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n",
       "  * month    (month) int64 1 2 3 4 5 6 7 8 9 10 11 12\n",
       "Data variables:\n",
       "    air      (month, lat, lon) float32 246.3 246.4 246.2 ... 297.6 297.6 297.5
" ], "text/plain": [ "\n", "Dimensions: (lat: 25, month: 12, lon: 53)\n", "Coordinates:\n", " * lat (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n", " * lon (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n", " * month (month) int64 1 2 3 4 5 6 7 8 9 10 11 12\n", "Data variables:\n", " air (month, lat, lon) float32 246.3 246.4 246.2 ... 297.6 297.6 297.5" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show the resulting Dataset\n", "climatology" ] }, { "cell_type": "code", "execution_count": 14, "id": "f26404d1-e7bd-4a6a-ae3a-943231a7196c", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.Dataset>\n",
       "Dimensions:  (lat: 25, lon: 53, time: 2920)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n",
       "  * lon      (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n",
       "  * time     (time) datetime64[ns] 2013-01-01 ... 2014-12-31T18:00:00\n",
       "    month    (time) int64 1 1 1 1 1 1 1 1 1 1 ... 12 12 12 12 12 12 12 12 12 12\n",
       "Data variables:\n",
       "    air      (time, lat, lon) float32 -5.15 -3.886 -2.715 ... -1.375 -1.848
" ], "text/plain": [ "\n", "Dimensions: (lat: 25, lon: 53, time: 2920)\n", "Coordinates:\n", " * lat (lat) float32 75.0 72.5 70.0 67.5 65.0 ... 25.0 22.5 20.0 17.5 15.0\n", " * lon (lon) float32 200.0 202.5 205.0 207.5 ... 322.5 325.0 327.5 330.0\n", " * time (time) datetime64[ns] 2013-01-01 ... 2014-12-31T18:00:00\n", " month (time) int64 1 1 1 1 1 1 1 1 1 1 ... 12 12 12 12 12 12 12 12 12 12\n", "Data variables:\n", " air (time, lat, lon) float32 -5.15 -3.886 -2.715 ... -1.375 -1.848" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show the sesulting Dataset\n", "anomalies" ] }, { "cell_type": "markdown", "id": "271e3360-2990-484f-880d-263304f44754", "metadata": {}, "source": [ "\n", "Much like in Pandas, Xarray includes an interface to Matplotlib that we can access through the `.plot()` method of every DataArray.\n", "\n", "Plotting the air temperature for the first time value, using longitude as the x variable." ] }, { "cell_type": "code", "execution_count": 15, "id": "27cd7421-1273-4139-9b28-1f37dee207a6", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# We can take time average of air temperature over all coordinates \n", "ds.air.mean(\"time\").plot(x=\"lon\");" ] }, { "cell_type": "markdown", "id": "c74251a1-b100-47f2-85d2-8c506dac5ca4", "metadata": {}, "source": [ "## Indexing and selecting data" ] }, { "cell_type": "markdown", "id": "cf430efe-8e78-4300-b82d-ffdbbe4f6778", "metadata": {}, "source": [ "### Positional indexing\n" ] }, { "cell_type": "code", "execution_count": 8, "id": "654aeff1-2d82-47c8-af1f-e740b8323934", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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<xarray.DataArray (time: 4, space: 3)>\n",
       "array([[0.17633122, 0.59377299, 0.30699365],\n",
       "       [0.4243673 , 0.90601059, 0.2009795 ],\n",
       "       [0.37157228, 0.28094102, 0.56942557],\n",
       "       [0.60069197, 0.88338457, 0.07061534]])\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 2000-01-01 2000-01-02 2000-01-03 2000-01-04\n",
       "  * space    (space) <U2 'IA' 'IL' 'IN'
" ], "text/plain": [ "\n", "array([[0.17633122, 0.59377299, 0.30699365],\n", " [0.4243673 , 0.90601059, 0.2009795 ],\n", " [0.37157228, 0.28094102, 0.56942557],\n", " [0.60069197, 0.88338457, 0.07061534]])\n", "Coordinates:\n", " * time (time) datetime64[ns] 2000-01-01 2000-01-02 2000-01-03 2000-01-04\n", " * space (space) \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
<xarray.DataArray (time: 2, space: 3)>\n",
       "array([[0.17633122, 0.59377299, 0.30699365],\n",
       "       [0.4243673 , 0.90601059, 0.2009795 ]])\n",
       "Coordinates:\n",
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       "    resolution:      0.001
" ], "text/plain": [ "\n", "array([[13.237, 13.102, 12.747, 10.805, 9.631],\n", " [14.183, 14.107, 13.924, 12.084, 11.191],\n", " [13.845, 13.796, 13.748, 13.25 , 9.889],\n", " [13.567, 13.561, 13.525, 13.223, 10.316],\n", " [11.334, 10.086, 9.03 , 9.08 , 8.094]], dtype=float32)\n", "Dimensions without coordinates: n_prof, n_levels\n", "Attributes:\n", " long_name: Sea temperature in-situ ITS-90 scale\n", " standard_name: sea_water_temperature\n", " units: degree_Celsius\n", " valid_min: -2.5\n", " valid_max: 40.0\n", " C_format: %9.3f\n", " FORTRAN_format: F9.3\n", " resolution: 0.001" ] }, "execution_count": 26, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Show first n=5 rows of temperature values\n", "argo_data.temp_adjusted.head()" ] }, { "cell_type": "code", "execution_count": 27, "id": "48bbd427-d352-41f7-9c38-0fa1b0be95c4", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Quick Timeseries Profile plot of Temperature\n", "argo_data.temp_adjusted.T.plot()\n", "plt.gca().invert_yaxis()\n" ] }, { "cell_type": "code", "execution_count": 28, "id": "8784497c-6180-4e7a-b346-6e9d42b39efe", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Quick Timeseries Profile plot of Salinity\n", "argo_data.psal_adjusted.T.plot()\n", "plt.gca().invert_yaxis()\n" ] }, { "cell_type": "code", "execution_count": 29, "id": "9f3f0756-9c6a-4606-90c0-8d84e45aa6df", "metadata": {}, "outputs": [ { "data": { "image/png": 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6ttkdEOtLMfY6aKg7qDi4Vx4nH5LPZw/uSefsjBbZVqJTshcRaSdSU4wOGUFHv5YW3HoX3fvJ6g46KqtrqQgPGvY6IKipjSir2au8omrv6UFZcFBREd6WOGvVDp6bt4nUFKNgYBcuOW4Qnz+0d4vXOZEo2YuISJva+6AjvUXXvaOkkqlz13Pb6yvYVFTOuyu3k5eVrmQf6wBEREQOlLvzn9nr+P1zi9hRWsWQHjlcVTiU00b14rC+nWIdXswp2YuISMK7f8ZqfjH1k1emfLy7gv/MWsvU99d/ck0/LbKT4Kc7EUbOt2FtJQt8WcPTU/fuZNjYOjJSg088PP9AyV5ERBLe+BE9+frRu+mSnUFVbe2n+wHU6wvQUCfCyPmqahyWL2mR2NJT7VMHAllpqfz8zJGcOLxHi2yjKUr2IiKS8Pp3zeaGLx7a4DR3p7rW93nbYt1w0NGvhg/mL6LPwCHsrnsFb/ha3t3lVWwtrmRLUfmehyQ1parGMZzszBQ6ZgWv2+2cnUHn7Jbtr7AvSvYiIhIXyqtqeGf5VraXVH06Ede7JbCykfKGknhldS3NuttvweI9gykGWeGDhzp2SGdQ9xw6dahL3OF3h4ygLDudznu+g7Ks9Ng+kEjJXkREWl3d2XV1jVNZU0t1TXC/fVVNLcs/LuHpuRt4ccEmiisaPluOvL4e+cS/uqf95WSm0TWn4Sf/7fVUwH0+SfCT6bPfe5fCEz6zZxuJ/gAfJXsRkTjm7lTVONW1wXXkyCRZHZZXVu97elXNJ+NVteF3OF91eH26/nyR66uKmO9T08P17dpdSsZ7r1FV/cn8kdtr6kE6eVlpnHFob846vA8Du2XvlXxj0cltZVbwpsBkoWQvIhJHvvSvt1m6uTjqJNlS0lKMtFQjPSWFtFQjLTWF9BQjPXwBT3pqWJ6SQnr4nZUelKenGjsopU+vzsFy4fS01HC5lE/mS0vde33pKSl0z8vg+IO6k5nW8g/7kYCSvYhIHPnCob1Z3GM3xeXVFFcEHcJ2V1TvGS+trNnvdeZmptE5O50u2RkMy8/lus8fQkZakHzrkvGBXk8OnqB3xAGtQ1qPkr2ISBz55glD9jm9ptYprggSf3F5NRt2lfHA9NUs3FjExl3lDS5TN/+WogpSUoxOHdLJSEvsa9Cyf5TsRUQSSGqYrDtmpfHQkjXc+NJHbCuppEN6KkO659CrUxa9OmXRu1MWvTp1oHfHT8a75mToFbXtlJK9iEgCWrRxNz99cj4ZaSn858pjKRjYRYlcGqV2HBGRBHRwrzy++7lhVFbX8supC1j+cXGsQ5I41ubJ3sz6m9lrZrbIzBaY2TVh+fVmtt7M5oafL0Qsc52ZLTOzJWZ2WlvHLCIST9ydrcUVnDisO2cc1puFG4s44+a3eGXh5liHJnEqFs341cD33X2OmeUBs83s5XDaTe7+l8iZzWwkMAEYBfQBXjGz4e6+/11SRUQS0DvLtvK/xVtYvb2UNdtKWbO9lLKqT/4Fphh0z82kpDK6x7dK+9Pmyd7dNwIbw+HdZrYI6LuPRc4Bprh7BbDSzJYB44DprR6siEiM1dY63374fYorqhnULZsBXXP4zLDuDOyWTf+u2Qzsmk2/LtnqXS/7FNMOemY2CDgCeBc4Hvi2mV0EzCI4+99BcCAwI2Kxdez74EBEJGlsK6lke0klA7pm84NTR3DKyHx1xJP9Zu5t83SmT23YLBd4HbjB3Z8ws3xgK+DAb4De7n6Zmd0CTHf3B8Ll7gSec/fHG1jnJGASQH5+/tgpU6a0UW2aVlxcTG5ubqzDaDGqT3xLtvpA8tVpf+ozd0s1t31QQXkNXH5oBsf3bbu3pUWrPe+feDF+/PjZ7l7Q0LSYnNmbWTrwOPCguz8B4O6bI6bfDjwTjq4D+kcs3g/Y0NB63X0yMBmgoKDACwsLWzz25gqeLlUY6zBajOoT35KtPpB8ddpXfSqra1mxtZhFG4tYvHE3M7Zso7ymgoKBXZh45pH06pTVtsFGoT3tn0TU5snegvanO4FF7n5jRHnv8Ho+wBeB+eHw08BDZnYjQQe9YcDMNgxZRKRVbSuu4MUFm5m1ajsLNxax/ONiqmqCVteM1BSG5efyhy8dylcL+rf5C2EkOcTizP544EJgnpnNDct+ApxvZmMImvFXAVcAuPsCM3sUWEjQk/9q9cQXkURXWeM8PHMNz364kekrtlFT6/TMy2Rkn44UjujJIb3zOKR3RwZ3zyE9wV+vKrEXi974bwENHZo+t49lbgBuaLWgRETa0HurtvPLd8rYWDKPwd1zuOqkoXzh0N4c0jtPne+kVehxuSIibWjRxiK++u/pdM007rn0KE4a3kMJXlqd2oZERNrQ7NU7cIfhXVPYVVbFuh1lxOquKGk/dGYvItKGjhrUlWOHdGP26m1MnzIXgB55mRw5oDOTThzK2IFdYhugJCWd2YuItKERvfJ4eNIx/OOz2fz48weTk5HKx7uD3vizV2+PdXiSpHRmLyLSyqpqatlRWsmOkioWbNjFK4s287+FpZTXLCYvM41LjhvEBUcPYHh+XqxDlSSlZC8ish8iE3fwXcn28HtHadUn4+HwjpJKdlfs/YKannmZHN07jQs/O4bjD+pOh4zUGNVG2gslexGRCCUV1azbUcba7aWs21HK2h1lwff2MtbvLGNXWVWjy+ZkpNI5O4OuORl0yclgcLfsvca7ZmcwoGs2o/p05I03XqdwZH4b1kzaMyV7EWn3bnltGS8t2MTaHWVsL6nca1pWegr9umTTv0sHjhzYmR65WXTNSadLTgZdsoNP15wMOmenk5WuM3SJT0r2ItLubdxVxoINRVTXBrfA5WWmcV5BP75xzECGdM/RffCS8JTsRaTd++25h3Lt6Qfz5kdb+d/iLby2ZAt3v72K+6avZuzALnz24J6cNqoXg7vnxDpUkWZRshcRATqkp3JI7zyy0lMYnp/LU3M3sGhjETNXbmfmyu3c+NJHzP3lKWRn6N+mJB791opIu+HubC6qYMXWYlZ8XMLKrZ981mwvpab2kyfZdclO58gBnRncPZchPXIY07+zEr0kLP3mikhSq6qp5Yk563jw3TUs3VxMWdUnL83MSk9hcPdcRvbuyBmH9mZw9xwG98hhcLccuuRkxDBqkZalZC8iSamqppbHZ6/jn68tY92OMkb16cj54wYwuEcOQ7rnMKRHDvl5WXo/vLQLSvYiklQqq2t5fM46bgmT/OH9OvGbc0ZTOEJvl5P2S8leRJJCZXUtj80Okvz6nWUc3r8zvzl3NIV6hayIkr2IJLbK6lr+M3st/3ptOet3ljGmf2du+OJovSdeJIKSvYgkpIrqGv4zax23TguS/BEDOvO7Lx3KicO6K8mL1KNkLyIJxd15bPY6bnr5IzbsKufIAZ35/ZcO5QQleZFGKdmLSMIorazmJ0/M46m5GzhiQGf+eN5hfOYgJXmRpijZi0hC2Fhcy7m3vM3SLcX84NThfKvwIN02JxIlJXsRiXvPz9vIr6aXkZ2VwX2XjeOEYT1iHZJIQolJsjezVcBuoAaodvcCM+sKPAIMAlYBX3X3HeH81wETw/m/6+4vxiBsEWljVTW1/PH5xdzx1kqGdkrh/qs+Q5/OHWIdlkjCieWZ/Xh33xox/mPgVXf/g5n9OBz/kZmNBCYAo4A+wCtmNtzdaz69ShFJFpuLyvn2Q3N4b9UOLjluEJ/J3aJEL9JMKbEOIMI5wL3h8L3AuRHlU9y9wt1XAsuAcW0fnoi0lXeWbeWMm99i/voi/j5hDNefPYo0XZ8XabZYndk78JKZOfBvd58M5Lv7RgB332hmPcN5+wIzIpZdF5aJSJLZWlzB755bxBNz1jOkRw4PXX40w/PzYh2WSMIzd296rpbeqFkfd98QJvSXge8AT7t754h5drh7FzO7BZju7g+E5XcCz7n74w2sdxIwCSA/P3/slClT2qA20SkuLiY3NzfWYbQY1Se+JVp9at2Ztraaxz6qpKIGPj84nbOGppOZ+snZfKLVqSmqT3xLxPqMHz9+trsXNDQtJmf27r4h/N5iZk8SNMtvNrPe4Vl9b2BLOPs6oH/E4v2ADY2sdzIwGaCgoMALCwtbqQb7b9q0acRTPAdK9YlviVSfeet28bOn5vHBulKOG9qNX58zmoN6fvqfbCLVKRqqT3xLtvq0+TV7M8sxs7y6YeBUYD7wNHBxONvFwNRw+GlggpllmtlgYBgws22jFpGWtqusil9Mnc/Zt7zF+p3l/H3CGB785tENJnoROTCxOLPPB54Mn3iVBjzk7i+Y2XvAo2Y2EVgDfAXA3ReY2aPAQqAauFo98UUSl7szde4GfvvsIraXVHDxsYP43qnD6ZiVHuvQRJJWmyd7d18BHN5A+Tbgc40scwNwQyuHJiKtbNmW3fzsqfnMWLGdw/t35p5Lj2J0306xDksk6ekJeiLSJt5ZtpVv3jeL9NQUbvjiaM4/aoAedyvSRpTsRaTV/W/xZq58YA6Du+Vw38Rx5HfMinVIIu2Kkr2ItKpnP9zINVPe55DeHbnvsnF0ycmIdUgi7Y6SvYi0msdmr+Paxz7gyAFduOvSo9QJTyRGlOxFpFXcP30VP5+6gM8c1J3JF40lO0P/bkRiRX99ItLi/v36cn7//GJOPqQn/7zgSLLSU2Mdkki7pmQvIi2mptb54wuLmfzGCs48rDc3fW0M6anx9L4tkfZJyV5EWkRJRTXXTJnLK4s2c+ExA7n+7FGk6tY6kbigZC8iB2zDzjIm3juLJZuK+NXZo7j4uEGxDklEIijZi8gBmbt2J5ffN4uyyhruuuQoCkf0bHohEWlTSvYi0mzPfLiB7z/6AT3yMnnwm3r3vEi8UrIXkf3m7vzjf8u48eWPKBjYhX9fOJZuuZmxDktEGqFkLyL7ZVdZFT95ch7PfriRLx3Rl99/+VAy03RrnUg8U7IXkahNX76N7z86l827K7j29BFcddJQwtdVi0gcU7IXkSZVVNdw48sfMfmNFQzsms3jVx3HmP6dYx2WiERJyV5E9mnp5t1cM2UuCzcWcf64AfzsjEPIydS/DpFEor9YEWmQu3PvO6v4/fOLyclM4/aLCjhlZH6swxKRZlCyF5FP2VJUzg8e+5A3PvqY8SN68MfzDqNnnt5BL5KolOxFZI+K6hqenLOeP76wmLKqGn5z7mi+cfQAdcITSXBK9iJCcUU1D7+7hjveWsHmogrG9O/MX75yOAf1zI11aCLSAppM9maWBZwJnAD0AcqA+cCz7r6gdcMTkda0rbiCe95Zxb3vrKKovJrjhnbjL185nM8c1F1n8yJJZJ/J3syuB84GpgHvAluALGA48IfwQOD77v5h64YpIi1p7fZS7nhzBY/MWktFdS2njezFlYVDdTudSJJq6sz+PXe/vpFpN5pZT2DA/mzQzEYAj0QUDQF+AXQGLgc+Dst/4u7PhctcB0wEaoDvuvuL+7NNEQks2bSb215fztMfbCDF4ItH9GXSiUPVXC+S5PaZ7N39WTNLBf7g7j9sYPoWgrP9qLn7EmAMQLju9cCTwKXATe7+l8j5zWwkMAEYRXAZ4RUzG+7uNfuzXZH2bNaq7dw6bTmvLt5CdkYqlx43iIknDKZ3pw6xDk1E2kCT1+zdvcbMxpqZubu38PY/Byx399X7uD54DjDF3SuAlWa2DBgHTG/hWESSzltLt/L3Vz/ivVU76JKdzvdOGc5Fxw6kc3ZGrEMTkTYUbW/894GpZvYfoKSu0N2fOMDtTwAejhj/tpldBMwi6AuwA+gLzIiYZ11YJiKN2FRSy8R73uPVxVvo27kD1581kq8e1Z/sDN2AI9IeWTQn62Z2dwPF7u6XNXvDZhnABmCUu282s3xgK+DAb4De7n6Zmd0CTHf3B8Ll7gSec/fHG1jnJGASQH5+/tgpU6Y0N7wWV1xcTG5u8lwXVX3iU2mV8/TySl5eXUV6inH2QemcMjCd9JTE71mfLPuojuoT3xKxPuPHj5/t7gUNTYvqMN/dL23ZkAD4PDDH3TeH29hcN8HMbgeeCUfXAf0jlutHcJDQUJyTgckABQUFXlhY2PJRN9O0adOIp3gOlOoTX2pqnUfeW8tf31zC9tJqTuibzl8vLqRHXvK8Yz7R91F9qk98S7b6RJXsw1vsJhJ0ktvzzMwDObMHzieiCd/Merv7xnD0iwT38gM8DTxkZjcSdNAbBsw8gO2KJJUZK7bxq/8uZNHGIo4a1IV7zxrH1qXvJ1WiF5EDE+0FvPuBxcBpwK+BrwOLmrtRM8sGTgGuiCj+k5mNIWjGX1U3zd0XmNmjwEKgGrhaPfFFgnvlf/fcIp6fv4m+nTvwzwuO4IxDe2NmTFsa6+hEJJ5Em+wPcvevmNk57n6vmT0ENPted3cvBbrVK7twH/PfANzQ3O2JJJOi8ir+/fpybn9zJalmfO+U4Uw6cQhZ6amxDk1E4lS0yb4q/N5pZqOBTcCgVolIRBq0q7SKu95eyd1vr6SovJpzx/ThR58/WPfKi0iTok32k82sC/BzgmvoueGwiLSy7SWV3PHmCu6bvpriimpOGZnPdz87jEP7dYp1aCKSIKLtjX9HOPg6weNtRaSVbdldzh1vruT+6aspr67hC6N78+3PHsQhvTvGOjQRSTDR9sbvBlwPHE/Qge5N4Dfuvq31QhNpnzbtKue215fz8Mw1VNXUcvbhfbh6/EEMy8+LdWgikqCibcafArwBfDkc/zrBy2xObo2gRNqjdTtKue315Tz63jpq3fniEX351viDGNw9J9ahiUiCizbZd3X330SM/9bMzm2FeETandXbSvjXa8t5fM46zOC8sf35VuFQ+nfNjnVoIpIkok32r5nZBODRcPw84NnWCUmkfaiuqeXfb6zgb698hJnx9aMHcMVJQ+nTWb3rRaRl7TPZm9lugmv0BnyP4OE6AKlAMfDLVo1OJEmt3FrC9x+dy5w1OznjsN788syR9OyY1fSCIiLN0NT77NUjSKQFuTsPzFjN755bTHqqcfP5R3D24X1iHZaIJLmmzuyP3Nd0d5/TsuGIJK9Nu8r54WMf8ObSrZwwrDt/Pu9wenXS2byItL6mrtn/NfzOAgqADwia9A8D3gU+03qhiSQHd+fpDzbw86fmU1Xj/Obc0Xzj6AGYJf5rZ0UkMTTVjD8ewMymAJPcfV44Phr4QeuHJ5LYdpRU8rOp83n2w40cMaAzN351jG6lE5E2F21v/IPrEj2Au88P31AnIg2orXWemrue3z+/mJ2llfzwtBFcceIQ0lJTYh2aiLRD0Sb7RWZ2B/AAQe/8b3AAr7gVSWYfrtvJ9U8vYM6anRzerxN3X3IUo/vqOfYiEjvRJvtLgauAa8LxN4BbWyUikQS1tbiCv7y4hEdmraVbTgZ/Ou8wzjuyHykpujYvIrEV7YtwyoGbwo+IRKiqqeX+6au56ZWPKKusYeLxg/nuycPomJUe69BERICmb737LzAZeMHdq+pNGwJcAqxy97taLUKROPbW0q386r8LWLqlmBOGdeeXZ43koJ56PIWIxJemzuwvJ3hy3t/MbDvwMcFteIOBZcA/3X1q64YoEn/Wbi/lhmcX8cKCTfTv2oHJF47llJH5up1OROJSU7febQKuBa41s0FAb6AM+MjdS1s/PJH4Ulldy22vL+eW15aRYsYPTh3ON08YQlZ6aqxDExFpVLQd9HD3VcCqVotEJM7NXr2D6574kI82F3PGob356RmH6KU1IpIQok72Iu1VcUU1f35hMffNWE2vjlnceXEBnzskP9ZhiYhETcleZB9eWbiZn0+dz6aici4+dhA/OG0EuZn6sxGRxBL147zMrIOZjdiP+e8ysy1mNj+irKuZvWxmS8PvLhHTrjOzZWa2xMxOiygfa2bzwmk3m3pASRvYsrucqx+cwzfvm0VeVhqPX3Uc1589SoleRBJSVMnezM4C5gIvhONjzOzpJha7Bzi9XtmPgVfdfRjwajiOmY0EJgCjwmX+ZWZ1PZ5uBSYBw8JP/XWKtBh355H31nDyX1/n5YWb+f4pw3nmOydw5IAuTS8sIhKnoj1NuR4YB0wDcPe5Ye/8Rrn7Gw3Mcw5QGA7fG67vR2H5FHevAFaa2TJgnJmtAjq6+3QAM7sPOBd4Psq4RaK2aGMRv/rvAmas2M64wV35/ZcOZWiP3FiHJSJywKJN9tXuvqsFWtDz3X0jgLtvNLOeYXlfYEbEfOvCsqpwuH55g8xsEkErAPn5+UybNu1A420xxcXFcRXPgUqm+mwpreU/i0qZ9cKbdEiDS0ZlcGK/ctYumMXaWAfXTMm0f+okW51Un/iWbPWJNtnPN7MLgFQzGwZ8F3inBeNo6CjC91HeIHefTPDEPwoKCrywsLBFgmsJ06ZNI57iOVDJUJ8tu8v55/+W8fDMNZgbVxYO5coTh9IpO/Efc5sM+6e+ZKuT6hPfkq0+0Sb77wA/BSqAh4AXgd82Y3ubzax3eFbfG9gSlq8D+kfM1w/YEJb3a6BcpNmKyquY/PoK7nxrJZU1tUw4qj8FHT7mi6cfHOvQRERaRZPJPuwo97S7n0yQ8A/E08DFwB/C76kR5Q+Z2Y1AH4KOeDPdvcbMdpvZMcC7wEXAPw4wBmmnyqtquG/6Kv41bTk7S6s46/A+fO+U4QzunpNUzXUiIvU1mezDhFtqZp3cfVe0Kzazhwk643U3s3XALwmS/KNmNhFYA3wl3MYCM3sUWAhUA1e7e024qqsIevZ3IOiYp855sl+qa2p5bPY6/vbKUjYVlXPS8B788LQRese8iLQb0TbjlwPzzOxloKSu0N2/29gC7n5+I5M+18j8NwA3NFA+CxgdZZwie7g7Ly7YxJ9eXMKKj0s4YkBnbvraGI4d2i3WoYmItKlok/2z4UckIazaWsIvnl7AGx99zLCeuXornYi0a1Ele3e/t7UDEWkJ5VU13DptObe+vpyM1BR+edZILjxmIGmpUT8sUkQk6USV7M1sJQ3c8ubuQ1o8IpFmeuOjj/nF1Pms2lbKWYf34ednHELPjlmxDktEJOaibcYviBjOIuhY17XlwxHZf5t2lfObZxby7LyNDOmewwMTj+Yzw7rHOiwRkbgRbTP+tnpFfzOzt4BftHxIItGprqnlnndWcdPLH1Fd63z/lOFMOmkImWmpTS8sItKORNuMf2TEaArBmX5eq0QkEoXZq3fw0yfnsXjTbsaP6MGvzh7NgG7ZsQ5LRCQuRduM/9eI4WpgFfDVFo9GpAlVNbXc+PJH3Pb6cnp1zOK2b4zltFHqZS8isi/RNuOPb+1ARJqyamsJ10x5nw/W7WLCUf35+ZkjydH75UVEmhTt++yvMbOOFrjDzOaY2amtHZwIBA/HeXTWWr5w85us2lbKrV8/kj98+TAlehGRKEX73/Iyd/+7mZ0G9AQuBe4GXmq1yESAXaVV/OSpeTz74UaOGdKVm742ht6dOsQ6LBGRhBJtsq+7IPoF4G53/8B0kVRa2bsrtvF/j8xly+4Krj19BFecOJTUFP3aiYjsr2iT/WwzewkYDFxnZnlAbeuFJe1ZVU0tN7+6lFteW8aArtk8ftVxHN6/c6zDEhFJWNEm+4nAGGCFu5eaWVeCpnyRFlVUXsWV98/mneXb+MrYflx/9ihdmxcROUDR/hc9Fpjr7iVm9g3gSODvrReWtEebi8q5+K6ZLNtSzF++cjjnje0X65BERJJCtG8HuRUoNbPDgWuB1cB9rRaVtDvLthTzpX+9w5rtpdx1yVFK9CIiLSjaZF/t7g6cA/zd3f+OnqAnLWT26h2cd9s7VFTX8MikYzlxeI9YhyQiklSibcbfbWbXARcCJ5hZKpDeemFJe/Hyws185+E59OqYxb2XjWNgt5xYhyQiknSiPbP/GlBBcL/9JqAv8OdWi0rahYdnruGK+2cxIj+Px646ToleRKSVRPu43E1m9jgwLCzaCjzZalFJUquqqeXPLy5h8hsrKBzRg1suOFI97kVEWlG0b727HJhE8A77oQRn9rcBn2u90CQZbdxVxrcfep/Zq3dw4TED+cVZI0lPjbaBSUREmiPa06mrgXHAuwDuvtTMerZaVJKUpi3Zwv89MpfK6lpuPv8Izj68T6xDEhFpF6JN9hXuXln3hFwzSwO81aKSpFJdU8tNr3zELa8t5+Beedzy9SMZ2iM31mGJiLQb0bafvm5mPwE6mNkpwH+A/+5rATO7y8y2mNn8iLI/m9liM/vQzJ40s85h+SAzKzOzueHntohlxprZPDNbZmY365n8iWVzUTlfv+NdbnltOROO6s9TVx+vRC8i0saiTfY/Aj4G5gFXAM8BP2timXuA0+uVvQyMdvfDgI+A6yKmLXf3MeHnyojyWwn6CwwLP/XXKXHq7WVbOePmN/lw3S5u/Orh/OHLh5GVnhrrsERE2p0mm/HNLAX40N1HA7dHu2J3f8PMBtUri3wl7gzgvCa23Rvo6O7Tw/H7gHOB56ONQ2Jj8hvL+f3zizmoRy4PX34kw/L1DCYRkVix4MF4Tcxk9iBwnbuv2a+VB8n+mfBAof60/wKPuPsD4XwLCM72i4CfufubZlYA/MHdTw6XOQH4kbuf2cj2JhG0ApCfnz92ypQp+xNuqyouLiY3N3mar/dVn1dWV/HAokrG9Upl4uhMMtPi/8pLe9o/iSrZ6qT6xLdErM/48eNnu3tBQ9Oi7aDXG1hgZjOBkrpCdz+7OQGZ2U+BauDBsGgjMMDdt5nZWOApMxsFNJQlGj06cffJwGSAgoICLywsbE54rWLatGnEUzwHqrH6TJ27ngdemMvJh+Rz2zeOJC1BbqtrL/snkSVbnVSf+JZs9Yk22f+qpTZoZhcDZwKfC5+3j7tXEDyhD3efbWbLgeHAOiDyjSj9gA0tFYu0rNeWbOH7j37A0YO78s8LjkiYRC8ikuz2mezNLAu4EjiIoHPene5e3dyNmdnpBJ39TnL30ojyHsB2d68xsyEEHfFWuPt2M9ttZscQ3ON/EfCP5m5fWs+sVdu56oHZjOiVx+0XF6gjnohIHGnqzP5eoAp4E/g8MBK4JpoVm9nDQCHQ3czWAb8k6H2fCbwc3kE3I+x5fyLwazOrBmqAK919e7iqqwh69ncg6JinznlxZtHGIi675z16d+rAvZeNo2OW3pEkIhJPmkr2I939UAAzuxOYGe2K3f38BorvbGTex4HHG5k2C/hUBz+JD6u2lnDRXTPJzkjj/onj6J6bGeuQRESknqYuqlbVDRxI870kp5VbS5gweQbVNbXcN3Ec/bpkxzokERFpQFNn9oebWVE4bARP0CsKh93dO7ZqdBK3NhbXcu2/p1Nd6zx0+TEM1330IiJxa5/J3t3Vy0o+ZdmW3fx+ZjkZGek8fPkxjOilRC8iEs/0EnHZLx9t3s0Ft8/ADKZMOoaDeirRi4jEO90ILVFbvKmI8yfPIMWMHx+VpUQvIpIglOwlKos2Bok+PTWFR644lt65+tUREUkU+o8tTVq7vZSL7ppJVnoqUyYdw+DuObEOSURE9oOSvezTrtIqLr3nPSqqarh/4jgGKdGLiCQcddCTRlVU13D5/bNYs62U+yeO0zV6EZEEpWQvDaqtdb7/6AfMXLmdm88/gqOHdIt1SCIi0kxqxpcG/fGFxTzz4UZ+/PmDOfvwPrEOR0REDoCSvXzKfdNX8e83VnDhMQO54sQhsQ5HREQOkJrxZY+K6hr+/MIS7nhrJScfks/1Z48ifDuhiIgkMCV7AWDFx8V8d8r7zF9fxEXHDuQnXziE1BQlehGRZKBkLzw+ex0/nzqfjLQUJl84llNH9Yp1SCIi0oKU7Nux3eVV/GLqAp58fz1HD+7K3yaMoXenDrEOS0REWpiSfTv1wdqdfHfK+6zdXsr3ThnO1eMPUrO9iEiSUrJvZ2prndvfXMGfX1xCfscsHr3iWAoGdY11WCIi0oqU7NuZnzw5jynvreXzo3vxhy8dRqfs9FiHJCIirUzJvh2ZOnc9U95by5UnDeVHp4/QbXUiIu2EHqrTTqzZVspPn5xPwcAu/ODU4Ur0IiLtSKslezO7y8y2mNn8iLLrzWy9mc0NP1+ImHadmS0zsyVmdlpE+VgzmxdOu9mUpfZbVU0t35nyPikGf5swhrRUHeOJiLQnrflf/x7g9AbKb3L3MeHnOQAzGwlMAEaFy/zLzFLD+W8FJgHDwk9D65R9uPHlj/hg7U7+8OXD6NclO9bhiIhIG2u1ZO/ubwDbo5z9HGCKu1e4+0pgGTDOzHoDHd19urs7cB9wbqsEnKTeWrqV215fzvnj+vOFQ3vHOhwREYmBWLTnftvMPgyb+buEZX2BtRHzrAvL+obD9cslCks37+b/Hp3L0B65/OLMUbEOR0REYsSCE+ZWWrnZIOAZdx8djucDWwEHfgP0dvfLzOwWYLq7PxDOdyfwHLAG+L27nxyWnwBc6+5nNbK9SQRN/uTn54+dMmVKq9VtfxUXF5Obm9tm2/vw42pu/aCC9BTj2qOy6JfXssd1bV2f1qb6xL9kq5PqE98SsT7jx4+f7e4FDU1r01vv3H1z3bCZ3Q48E46uA/pHzNoP2BCW92ugvLH1TwYmAxQUFHhhYWGLxN0Spk2bRlvE4+7c884q/jZnISN6deTOiwvo07nlH4HbVvVpK6pP/Eu2Oqk+8S3Z6tOmzfjhNfg6XwTqeuo/DUwws0wzG0zQEW+mu28EdpvZMWEv/IuAqW0ZcyKpqqnlZ0/N51f/XcjnDsnnsSuPbZVELyIiiaXVzuzN7GGgEOhuZuuAXwKFZjaGoBl/FXAFgLsvMLNHgYVANXC1u9eEq7qKoGd/B+D58CP17Cqt4lsPzebtZdu48qShXHvaCFL0rHsREaEVk727n99A8Z37mP8G4IYGymcBo1swtKSzcmsJE+95j7U7SvnzeYfxlYL+TS8kIiLthh6Xm+BmrNjGFffPJsXgwW8ew7jBeqmNiIjsTck+gb28cDNXPzSH/l06cPcl4xjQTQ/MERGRT1OyT1BPzFnHDx/7kNF9OnL3pePompMR65BERCROKdknoLvfXsmv/ruQ44Z2Y/JFBeRmajeKiEjjlCUSiLvz91eX8rdXlnLqyHxuPv8IstJTm15QRETaNSX7BFFb6/z6mYXc884qzhvbjz986VC9vU5ERKKiZJ8A3J1rH/+Qx2av47LjB/OzMw7RPfQiIhI1JfsEcNfbq3hs9jq++9mD+L9ThhM8TFBERCQ6ageOc3PX7uQPzy/ilJH5SvQiItIsSvZxbFdpFd9+aA4987L4y3mHK9GLiEizqBk/Trk7P3zsAzbtKuc/Vx5Lp+z0WIckIiIJSmf2ceqed1bx0sLN/PjzB3PEgC6xDkdERBKYkn0c+mDtTn733CJOPqQnEz8zONbhiIhIglOyjzPLPy5m4r2zguv0X9F1ehEROXBK9nFk1dYSLrh9BuDce9lRdM7W8+5FROTAKdnHibXbS7ng9hlUVtfy4DeP4aCeebEOSUREkoR648eBDTvLuOCOGZRU1vDQ5UczopcSvYiItByd2cfY5qJyLrh9BjtLqrh/4jhG9ekU65BERCTJKNnH0Me7K7jg9hl8vLuCey4bx2H9Osc6JBERSUJqxo+R8qoaLrvnPTbsLOfey8YxdqDupRcRkdahZB8jv35mIfPW7+L2iwoYN7hrrMMREZEkpmb8GHhizjoeencNV540lFNG5sc6HBERSXKtluzN7C4z22Jm8yPKHjGzueFnlZnNDcsHmVlZxLTbIpYZa2bzzGyZmd1sCf6UmSWbdvPTJ+dz9OCu/ODU4bEOR0RE2oHWbMa/B/gncF9dgbt/rW7YzP4K7IqYf7m7j2lgPbcCk4AZwHPA6cDzLR9u6yuuqOaqB2eTm5XGPy44grRUNayIiEjra7Vs4+5vANsbmhaenX8VeHhf6zCz3kBHd5/u7k5w4HBuC4faJtydHz3+Iau2lvCP84+gZ15WrEMSEZF2IlanlicAm919aUTZYDN738xeN7MTwrK+wLqIedaFZQnn9XXVPPvhRn542sEcM6RbrMMREZF2JFa98c9n77P6jcAAd99mZmOBp8xsFNDQ9XlvbKVmNomgyZ/8/HymTZvWchEfgB3ltUxZXMEhXVMZ4WuYNm1trEM6YMXFxXHz820Jqk/8S7Y6qT7xLdnq0+bJ3szSgC8BY+vK3L0CqAiHZ5vZcmA4wZl8v4jF+wEbGlu3u08GJgMUFBR4YWFhS4ffLFc9MJsaL+PWy05kUPecWIfTIqZNm0a8/HxbguoT/5KtTqpPfEu2+sSiGf9kYLG772meN7MeZpYaDg8BhgEr3H0jsNvMjgmv818ETI1BzM320oJNPD9/E+cclJ40iV5ERBJLa9569zAwHRhhZuvMbGI4aQKf7ph3IvChmX0APAZc6e51nfuuAu4AlgHLSaCe+LvLq/jF1AUc3CuP0welxzocERFpp1qtGd/dz2+k/JIGyh4HHm9k/lnA6BYNro385cUlbN5dzm0XjmXn8rmxDkdERNop3ejdSuas2cF9M1Zz8bGDGNO/c6zDERGRdkzJvhVU1dRy3ePz6N0xix+cNiLW4YiISDunF+G0gslvrGDJ5t3ccVEBuZn6EYuISGzpzL6Frdxawt9fXcoXDu3FyXrJjYiIxAEl+xbk7vz0yXlkpqVw/VmjYh2OiIgIoGTfoh6fs553lm/jR6cfTM+Oeva9iIjEByX7FrK9pJLfPruQsQO7cMG4AbEOR0REZA8l+xZy86tLKSqr4ndfPJSUlIYe6S8iIhIbSvYtYM22Uh58dzVfO6o/I3rlxTocERGRvSjZt4C/vryE1BTjms8Nj3UoIiIin6Jkf4Dmr9/F1LkbuOz4wfTqpE55IiISf5TsD9AfX1hM5+x0rjhpaKxDERERaZCS/QF4e9lW3ly6lW+PP4hOHfRWOxERiU9K9gfg5leX0rtTFt84ZmCsQxEREWmUkn0zLdiwi3dXbufS4weRlZ4a63BEREQapWTfTHe/vYrsjFS+VqAH6IiISHxTsm+Gj3dX8PTcDXz5yH50yta1ehERiW9K9s3w0LtrqKyp5ZLjB8U6FBERkSYp2e+niuoa7p+xmsIRPRjaIzfW4YiIiDRJyX4/PTFnPVuLK7j0+MGxDkVERCQqSvb7obyqhr+/spQjBnTmxGHdYx2OiIhIVJTs98O976xiU1E5Pzr9YMz0ZjsREUkMrZbszay/mb1mZovMbIGZXROWdzWzl81safjdJWKZ68xsmZktMbPTIsrHmtm8cNrNFoNMu6usin9NW85Jw3twzJBubb15ERGRZmvNM/tq4PvufghwDHC1mY0Efgy86u7DgFfDccJpE4BRwOnAv8ys7mk1twKTgGHh5/RWjLtBk99Yzq6yKq49fURbb1pEROSAtFqyd/eN7j4nHN4NLAL6AucA94az3QucGw6fA0xx9wp3XwksA8aZWW+go7tPd3cH7otYpk1sKSrnzrdWcvbhfRjVp1NbblpEROSAtck1ezMbBBwBvAvku/tGCA4IgJ7hbH2BtRGLrQvL+obD9cvbzAPvrqGyupbvnaL31YuISOJJa+0NmFku8Djw/9y9aB+X2xua4Psob2hbkwia+8nPz2fatGn7HW9DnppZxkGdU1g1/z1WNXMdxcXFLRZPPFB94luy1QeSr06qT3xLtvq0arI3s3SCRP+guz8RFm82s97uvjFsot8Slq8D+kcs3g/YEJb3a6D8U9x9MjAZoKCgwAsLC1ukHo+PrWB7SSUjeuU1ex3Tpk2jpeKJB6pPfEu2+kDy1Un1iW/JVp/W7I1vwJ3AIne/MWLS08DF4fDFwNSI8glmlmlmgwk64s0Mm/p3m9kx4TovilimTfTIyzygRC8iIhJLrXlmfzxwITDPzOaGZT8B/gA8amYTgTXAVwDcfYGZPQosJOjJf7W714TLXQXcA3QAng8/IiIiEoVWS/bu/hYNX28H+Fwjy9wA3NBA+SxgdMtFJyIi0n7oCXoiIiJJTsleREQkySnZi4iIJDklexERkSSnZC8iIpLklOxFRESSnJK9iIhIklOyFxERSXIWvDU2+ZjZx8DqWMcRoTuwNdZBtCDVJ74lW30g+eqk+sS3RKzPQHfv0dCEpE328cbMZrl7QazjaCmqT3xLtvpA8tVJ9YlvyVYfNeOLiIgkOSV7ERGRJKdk33YmxzqAFqb6xLdkqw8kX51Un/iWVPXRNXsREZEkpzN7ERGRJKdk34LMrL+ZvWZmi8xsgZld08A8ZmY3m9kyM/vQzI6MRazRiLI+hWa2y8zmhp9fxCLWaJhZlpnNNLMPwvr8qoF5Emn/RFOfhNk/dcws1czeN7NnGpiWMPunThP1ScT9s8rM5oXxzmpgekLtoyjqk3D7qCFpsQ4gyVQD33f3OWaWB8w2s5fdfWHEPJ8HhoWfo4Fbw+94FE19AN509zNjEN/+qgA+6+7FZpYOvGVmz7v7jIh5Emn/RFMfSJz9U+caYBHQsYFpibR/6uyrPpB4+wdgvLs3dg96Iu6jfdUHEnMf7UVn9i3I3Te6+5xweDfBH3jferOdA9zngRlAZzPr3cahRiXK+iSM8GdeHI6mh5/6nVYSaf9EU5+EYmb9gDOAOxqZJWH2D0RVn2SUUPuovVCybyVmNgg4Ani33qS+wNqI8XUkQALdR30Ajg2bkp83s1FtG9n+CZtU5wJbgJfdPaH3TxT1gQTaP8DfgGuB2kamJ9T+oen6QGLtHwgOKF8ys9lmNqmB6Ym2j5qqDyTePvoUJftWYGa5wOPA/3P3ovqTG1gkrs/GmqjPHIJHNB4O/AN4qo3D2y/uXuPuY4B+wDgzG11vloTaP1HUJ2H2j5mdCWxx99n7mq2BsrjcP1HWJ2H2T4Tj3f1Igub6q83sxHrTE2YfhZqqTyLuo09Rsm9h4bXTx4EH3f2JBmZZB/SPGO8HbGiL2Jqjqfq4e1FdU7K7Pwekm1n3Ng5zv7n7TmAacHq9SQm1f+o0Vp8E2z/HA2eb2SpgCvBZM3ug3jyJtH+arE+C7R8A3H1D+L0FeBIYV2+WRNpHTdYnEfdRQ5TsW5CZGXAnsMjdb2xktqeBi8Ieq8cAu9x9Y5sFuR+iqY+Z9Qrnw8zGEfxObWu7KKNnZj3MrHM43AE4GVhcb7ZE2j9N1ieR9o+7X+fu/dx9EDAB+J+7f6PebAmzf6KpTyLtHwAzywk762JmOcCpwPx6syXMPoqmPom2jxqj3vgt63jgQmBeeB0V4CfAAAB3vw14DvgCsAwoBS5t+zCjFk19zgOuMrNqoAyY4PH7pKbewL1mlkrwB/uouz9jZldCQu6faOqTSPunQQm8fxqU4PsnH3gyzH1pwEPu/kIC76No6pNo+6hBeoKeiIhIklMzvoiISJJTshcREUlySvYiIiJJTsleREQkySnZi4iIJDkle5EEYmbd7JO3b20ys/UR4xmxji+SBW8LO64V19/BzF4Pbz3EzIab2XMWvG1tkZk9amb5Znaomd3TWnGIJALdZy+SQNx9GzAGwMyuB4rd/S+xisfM0ty9upHJhUAx8M5+rC/V3WuinP0y4Al3rzGzLOBZ4Hvu/t9wXeOBHu4+z8z6mdkAd18TbSwiyURn9iIJzszGhme4s83sRQvfMGZm08zsJjN7IzzTPcrMnjCzpWb223CeQWa22MzuteDd44+ZWXYU6/2dmb0OXGNmZ5nZuxa8s/2V8Gx6EHAl8H9hq8MJZnaPmZ0XEXdx+F1oZq+Z2UMED3BKNbM/m9l7YUxXNFL1rwNTw+ELgOl1iR7A3V9z97qnof2X4Cl2Iu2Skr1IYjOCl3Oc5+5jgbuAGyKmV7r7icBtBInxamA0cImZdQvnGQFMdvfDgCLgWxa8E2Ff6+3s7ie5+1+Bt4Bj3P0IgmfAX+vuq8Jt3uTuY9z9zSbqMQ74qbuPBCYSPGL1KOAo4HIzG7xXpYNLFkPC7RDWaV8vnJkFnNBEDCJJS834IoktkyDRvRw+8jMViHwO+dPh9zxgQd0zys1sBcHLSnYCa9397XC+B4DvAi80sd5HIob7AY+EZ/4ZwMpm1GOmu9ctdypwWEQrQCdgWL31dg9jj9YWoE8z4hJJCkr2IonNCJL4sY1Mrwi/ayOG68br/v7rPzPbo1hvScTwP4Ab3f1pMysErm9kmWrC1sTwxSKRHQoj12fAd9z9xUbWA8EzyrMixhcAJ+1j/qxwGZF2Sc34IomtAuhhZsdC8EpiMxu1n+sYULc8cD5Bs/yS/VhvJ2B9OHxxRPluIC9ifBUwNhw+B0hvZH0vErx4JD3c9vDwjWR7uPsOIDXsmAfwEHCcmZ1RN4+ZnW5mh4ajw/n029lE2g0le5HEVkvwVq4/mtkHwFxgf293WwRcbGYfAl2BW929cj/Wez3wHzN7E9gaUf5f4It1HfSA24GTzGwmcDR7n81HugNYCMwxs/nAv2m4FfIl4DMA7l4GnAl8J+yAuBC4hKD5HmA8QW99kXZJb70TacfCXvPPuPvoWMeyv8zsCIJb7S5sYr5M4HXgM/u4TVAkqenMXkQSkru/D7xW91CdfRgA/FiJXtozndmLiIgkOZ3Zi4iIJDklexERkSSnZC8iIpLklOxFRESSnJK9iIhIklOyFxERSXL/Hx17ZztL9wI1AAAAAElFTkSuQmCC", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Profile Plot\n", "nprof = 25 #Specify a profile to plot\n", "plt.plot(argo_data.temp_adjusted[nprof], argo_data.pres_adjusted[nprof])\n", "\n", "plt.xlabel('Temperature (C)')\n", "plt.ylabel('Pressure (dbar)')\n", "plt.title('Argo Profile from %s' % argo_data.juld[nprof].dt.strftime('%a, %b %d %H:%M').values)\n", "plt.grid()\n", "\n", "plt.gca().invert_yaxis() #Flip the y-axis\n" ] }, { "cell_type": "code", "execution_count": 30, "id": "4b1a74b2-1838-40bc-9eb2-eda307ca15d7", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Profile Plot\n", "\n", "data = argo_data.copy()\n", "\n", "# Subplot example\n", "fig, (ax1,ax2) = plt.subplots(1,2, sharey=True, figsize=(10,6))\n", "\n", "nprof = 0 # Fist profile\n", "ax1.plot(data.temp_adjusted[nprof], data.pres_adjusted[nprof], label=data.juld[nprof].dt.strftime('%Y-%m-%d').values)\n", "ax2.plot(data.psal_adjusted[nprof], data.pres_adjusted[nprof])\n", "\n", "nprof = 25 # Middle-ish profile\n", "ax1.plot(data.temp_adjusted[nprof], data.pres_adjusted[nprof], label=data.juld[nprof].dt.strftime('%Y-%m-%d').values)\n", "ax2.plot(data.psal_adjusted[nprof], data.pres_adjusted[nprof])\n", "\n", "nprof = -1 # Last profile\n", "ax1.plot(data.temp_adjusted[nprof], data.pres_adjusted[nprof], label=data.juld[nprof].dt.strftime('%Y-%m-%d').values)\n", "ax2.plot(data.psal_adjusted[nprof], data.pres_adjusted[nprof])\n", "\n", "ax1.set_ylabel('Pressure (dbar)')\n", "ax1.set_xlabel('Temperature (C)')\n", "ax2.set_xlabel('Salinity')\n", "ax1.invert_yaxis()\n", "ax1.legend()\n", "\n", "# Add some gridlines\n", "ax1.grid()\n", "ax2.grid()\n", "\n", "# Add a super title\n", "fig.suptitle('Argo Float #%d' % data.platform_number[nprof].values, fontweight='bold', fontsize=16);\n" ] }, { "cell_type": "markdown", "id": "31537b43-e58c-41f1-b1aa-83adb4c3e5af", "metadata": {}, "source": [ "## Temperature Salinity Diagram" ] }, { "cell_type": "code", "execution_count": 31, "id": "f726f01e-fbe9-427a-997c-8a213e06f2ca", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# TS Diagram\n", "nprof = 25 #Selected profile\n", "plt.scatter(data.psal_adjusted[nprof], data.temp_adjusted[nprof])\n", "plt.xlabel('Salinity')\n", "plt.ylabel('Temperature (°C)')\n", "plt.grid()\n", "\n", "plt.title('Argo Float #%d' % data.platform_number[nprof].values, fontweight='bold');\n" ] }, { "cell_type": "code", "execution_count": 32, "id": "43d0b2fb-b026-4a55-8a26-4adbd8848097", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# We can also use a colored scatterplot to show the depth dimension.\n", "# T-S Diagram with depth\n", "plt.figure(figsize=(8,6))\n", "\n", "nprof = 25 #Selected profile\n", "plt.scatter(data.psal_adjusted[nprof], data.temp_adjusted[nprof], c=data.pres_adjusted[nprof], cmap='viridis_r')\n", "plt.xlabel('Salinity');\n", "plt.ylabel('Temperature (°C)')\n", "plt.grid()\n", "\n", "cbh = plt.colorbar();\n", "cbh.set_label('Pressure (dbar)')\n" ] }, { "cell_type": "markdown", "id": "74bfddae-e0e5-4bb3-b300-45578905f985", "metadata": {}, "source": [ "To calculate density, we will need the wonderful `seawater` library.\n", "\n", "To install it:\n", "\n", "Use: `!pip install seawater`\n", "\n", "Or in Anaconda use: `conda install -c conda-forge seawater`" ] }, { "cell_type": "code", "execution_count": 34, "id": "dd23020d-ea87-4bab-bc3d-713e0a501bc3", "metadata": {}, "outputs": [], "source": [ "import seawater\n" ] }, { "cell_type": "code", "execution_count": 35, "id": "4cbf63e6-31ab-4360-9597-224b65c18427", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# TS Diagram with density contours\n", "plt.figure(figsize=(8,6))\n", "\n", "# Calculate the density lines\n", "x = np.arange(33, 35, .1)\n", "y = np.arange(2, 23, .5)\n", "X, Y = np.meshgrid(x, y)\n", "Z = seawater.eos80.dens0(X,Y) - 1000 # Substract 1000 to convert to sigma-t\n", "\n", "# Plot the contour lines\n", "CS = plt.contour(X, Y, Z, colors='grey', linestyles='dashed', levels=np.arange(22,30,.5))\n", "plt.clabel(CS, inline=1, fontsize=10, fmt='%0.1f')\n", "\n", "# Plot the data\n", "nprof = 25 #Selected profile\n", "plt.scatter(data.psal_adjusted[nprof], data.temp_adjusted[nprof], c=data.pres_adjusted[nprof], cmap='viridis_r')\n", "plt.xlabel('Salinity');\n", "plt.ylabel('Temperature (°C)')\n", "plt.title('Argo Float #%d on %s' % (data.platform_number[nprof].values, data.juld[nprof].dt.strftime('%Y-%m-%d').values), fontweight='bold');\n", "\n", "# Add a colorbar\n", "cbh = plt.colorbar(label='Pressure (dbar)');\n" ] }, { "cell_type": "markdown", "id": "1fc87d39-ea36-4069-afe2-7cd3582fc28a", "metadata": {}, "source": [ "## Float Track Map" ] }, { "cell_type": "code", "execution_count": 39, "id": "ba008ab1-7ee2-4f67-adb7-93efdb7d0d0b", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ ":19: UserWarning: FixedFormatter should only be used together with FixedLocator\n", " cbar.ax.set_yticklabels(pd.to_datetime(cbar.get_ticks()).strftime(date_format='%Y-%m-%d'));\n" ] }, { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Simple map of a float track\n", "plt.figure(figsize=(8,8))\n", "plt.plot(data.longitude, data.latitude, c='lightgrey')\n", "plt.scatter(data.longitude, data.latitude, c=data.juld, cmap='RdYlBu')\n", "plt.grid()\n", "plt.xlabel('Longitude')\n", "plt.ylabel('Latitude')\n", "plt.title('ARGO Robot drift map')\n", "\n", "# Crude profile labels\n", "for jj in [1,25,-1]:\n", " plt.text(data.longitude[jj]+.02, data.latitude[jj]+.02, data.n_prof[jj].values);\n", "\n", "# Add a colorbar\n", "cbar = plt.colorbar();\n", "\n", "# Fix the colorbar ticks\n", "import pandas as pd # We need pandas for this\n", "cbar.ax.set_yticklabels(pd.to_datetime(cbar.get_ticks()).strftime(date_format='%Y-%m-%d'));\n", "\n", "# Set the aspect ratio to pseudo-Mercator\n", "#plt.gca().set_aspect(1 / np.cos(np.deg2rad( np.mean(plt.ylim()) )))\n" ] }, { "cell_type": "code", "execution_count": null, "id": "52b50709-3a12-4bb3-a00a-7a5c48629040", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3.10.4 64-bit", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.10.4" }, "vscode": { "interpreter": { "hash": "4f946df053fbf2b937619d3c5458e7af74262f9a954d8797ba0b27400bcafe06" } } }, "nbformat": 4, "nbformat_minor": 5 }