010.0_FIX_LONS_LATS.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "02942d9d",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cartopy\n",
    "import xarray as xr\n",
    "import matplotlib as mpl\n",
    "import matplotlib.pyplot as plt\n",
    "from cartopy.util import add_cyclic_point"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "952eb385",
   "metadata": {},
   "outputs": [],
   "source": [
    "file_in = 'precip.mon.mean.enh.nc'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "48043aac",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "<xarray.Dataset>\n",
      "Dimensions:  (lat: 72, lon: 144, time: 511)\n",
      "Coordinates:\n",
      "  * lat      (lat) float32 88.75 86.25 83.75 81.25 ... -83.75 -86.25 -88.75\n",
      "  * lon      (lon) float32 1.25 3.75 6.25 8.75 11.25 ... 351.2 353.8 356.2 358.8\n",
      "  * time     (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-07-01\n",
      "Data variables:\n",
      "    precip   (time, lat, lon) float32 ...\n",
      "Attributes:\n",
      "    Conventions:    COARDS\n",
      "    title:          CPC Merged Analysis of Precipitation (includes NCEP Reana...\n",
      "    platform:       Analyses\n",
      "    source:         ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly\n",
      "    dataset_title:  CPC Merged Analysis of Precipitation\n",
      "    documentation:  https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html\n",
      "    date_modified:  26 Feb 2019\n",
      "    References:     https://www.psl.noaa.gov/data/gridded/data.cmap.html\n",
      "    version:        V2108\n",
      "    history:        update08/2021 V2108\n",
      "    data_modified:  2021-08-06\n"
     ]
    }
   ],
   "source": [
    "with xr.open_dataset(file_in) as dset:\n",
    "    print(dset)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "48f140cb",
   "metadata": {},
   "outputs": [],
   "source": [
    "# plot function\n",
    "\n",
    "def plot_map(data_array):\n",
    "\n",
    "    fig = plt.figure(figsize=(10, 10))\n",
    "\n",
    "    ax = plt.axes(projection=cartopy.crs.PlateCarree())\n",
    "\n",
    "    plt.contourf(\n",
    "        data_array.lon,\n",
    "        data_array.lat,\n",
    "        data_array,\n",
    "        20,\n",
    "        transform=cartopy.crs.PlateCarree(),\n",
    "        cmap=plt.cm.RdYlBu_r\n",
    "    )\n",
    "\n",
    "    gl = ax.gridlines(\n",
    "        crs=cartopy.crs.PlateCarree(),\n",
    "        draw_labels=True,\n",
    "        linewidth=0.01\n",
    "    )\n",
    "\n",
    "    gl.top_labels = False\n",
    "    gl.right_labels = False\n",
    "\n",
    "    # contorno dos estados\n",
    "    states = cartopy.feature.NaturalEarthFeature(\n",
    "        category='cultural',\n",
    "        scale='50m', facecolor='none',\n",
    "        name='admin_1_states_provinces_shp'\n",
    "    )\n",
    "    ax.add_feature(states, edgecolor='k')\n",
    "\n",
    "    # contorno dos países\n",
    "    countries = cartopy.feature.NaturalEarthFeature(\n",
    "        category='cultural',\n",
    "        scale='50m', facecolor='none',\n",
    "        name='admin_0_countries'\n",
    "    )\n",
    "    ax.add_feature(countries, edgecolor='k')\n",
    "\n",
    "    plt.colorbar(shrink=0.9, orientation='horizontal')\n",
    "\n",
    "    plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e23893ad",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_map(dset['precip'].sel(time='2020-03-01'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "3d58df23",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(511, 72, 144)"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dset['precip'].shape  # longitudes antes do add_cyclic_point"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e25f83f4",
   "metadata": {},
   "outputs": [],
   "source": [
    "# add_cyclic_point\n",
    "\n",
    "lon = dset.coords['lon']\n",
    "\n",
    "lon_idx = dset['precip'].dims.index('lon')\n",
    "\n",
    "arr_data, arr_lon = add_cyclic_point(\n",
    "    dset['precip'].values, coord=lon, axis=lon_idx\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "643a80c4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(511, 72, 145)"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "arr_data.shape  # mais 1 ponto de grade na longitude!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "7ed07d14",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "masked_array(data=[  1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,\n",
       "                    18.75,  21.25,  23.75,  26.25,  28.75,  31.25,  33.75,\n",
       "                    36.25,  38.75,  41.25,  43.75,  46.25,  48.75,  51.25,\n",
       "                    53.75,  56.25,  58.75,  61.25,  63.75,  66.25,  68.75,\n",
       "                    71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,\n",
       "                    88.75,  91.25,  93.75,  96.25,  98.75, 101.25, 103.75,\n",
       "                   106.25, 108.75, 111.25, 113.75, 116.25, 118.75, 121.25,\n",
       "                   123.75, 126.25, 128.75, 131.25, 133.75, 136.25, 138.75,\n",
       "                   141.25, 143.75, 146.25, 148.75, 151.25, 153.75, 156.25,\n",
       "                   158.75, 161.25, 163.75, 166.25, 168.75, 171.25, 173.75,\n",
       "                   176.25, 178.75, 181.25, 183.75, 186.25, 188.75, 191.25,\n",
       "                   193.75, 196.25, 198.75, 201.25, 203.75, 206.25, 208.75,\n",
       "                   211.25, 213.75, 216.25, 218.75, 221.25, 223.75, 226.25,\n",
       "                   228.75, 231.25, 233.75, 236.25, 238.75, 241.25, 243.75,\n",
       "                   246.25, 248.75, 251.25, 253.75, 256.25, 258.75, 261.25,\n",
       "                   263.75, 266.25, 268.75, 271.25, 273.75, 276.25, 278.75,\n",
       "                   281.25, 283.75, 286.25, 288.75, 291.25, 293.75, 296.25,\n",
       "                   298.75, 301.25, 303.75, 306.25, 308.75, 311.25, 313.75,\n",
       "                   316.25, 318.75, 321.25, 323.75, 326.25, 328.75, 331.25,\n",
       "                   333.75, 336.25, 338.75, 341.25, 343.75, 346.25, 348.75,\n",
       "                   351.25, 353.75, 356.25, 358.75, 361.25],\n",
       "             mask=False,\n",
       "       fill_value=1e+20,\n",
       "            dtype=float32)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "arr_lon"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "7762e2e4",
   "metadata": {},
   "outputs": [],
   "source": [
    "new_dset = xr.Dataset(\n",
    "    data_vars={\n",
    "        'precip': (('time', 'lat', 'lon'), arr_data)\n",
    "    },\n",
    "    coords={\n",
    "        'time': dset.time.values,\n",
    "        'lat': dset.lat.values,\n",
    "        'lon': arr_lon\n",
    "    }\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "536404ae",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_map(new_dset['precip'].sel(time='2020-03-01'))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c1fd57a1",
   "metadata": {},
   "source": [
    "### Corrigir longitudes e latitudes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "42493da9",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Voltamos para o dset original!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "079682db",
   "metadata": {},
   "outputs": [
    {
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       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block;\n",
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       "  max-width: 700px;\n",
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       "\n",
       ".xr-text-repr-fallback {\n",
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       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
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       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
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       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
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       "  margin-right: 10px;\n",
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       "\n",
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       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
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       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
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       "\n",
       ".xr-section-item input + label {\n",
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       "\n",
       ".xr-section-item input:enabled + label {\n",
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       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
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       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
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       "  display: grid;\n",
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       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
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       "\n",
       ".xr-preview {\n",
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       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
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       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
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       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (lat: 72, lon: 144, time: 511)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.75 86.25 83.75 81.25 ... -83.75 -86.25 -88.75\n",
       "  * lon      (lon) float32 1.25 3.75 6.25 8.75 11.25 ... 351.2 353.8 356.2 358.8\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-07-01\n",
       "Data variables:\n",
       "    precip   (time, lat, lon) float32 0.21 0.21 0.21 0.2 0.2 ... 0.0 0.0 0.0 0.0\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          CPC Merged Analysis of Precipitation (includes NCEP Reana...\n",
       "    platform:       Analyses\n",
       "    source:         ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly\n",
       "    dataset_title:  CPC Merged Analysis of Precipitation\n",
       "    documentation:  https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html\n",
       "    date_modified:  26 Feb 2019\n",
       "    References:     https://www.psl.noaa.gov/data/gridded/data.cmap.html\n",
       "    version:        V2108\n",
       "    history:        update08/2021 V2108\n",
       "    data_modified:  2021-08-06</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-261541c5-063e-42fc-b98e-919f041fe327' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-261541c5-063e-42fc-b98e-919f041fe327' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 72</li><li><span class='xr-has-index'>lon</span>: 144</li><li><span class='xr-has-index'>time</span>: 511</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-8a624ef2-ddcf-4d9f-b6ea-47aed45bb590' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8a624ef2-ddcf-4d9f-b6ea-47aed45bb590' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>88.75 86.25 83.75 ... -86.25 -88.75</div><input id='attrs-66f158d4-ebff-45b2-8a53-7888e3af4f07' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-66f158d4-ebff-45b2-8a53-7888e3af4f07' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ff070b7f-8c6c-49d6-8e23-064a84bab069' class='xr-var-data-in' type='checkbox'><label for='data-ff070b7f-8c6c-49d6-8e23-064a84bab069' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.75 -88.75]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([ 88.75,  86.25,  83.75,  81.25,  78.75,  76.25,  73.75,  71.25,  68.75,\n",
       "        66.25,  63.75,  61.25,  58.75,  56.25,  53.75,  51.25,  48.75,  46.25,\n",
       "        43.75,  41.25,  38.75,  36.25,  33.75,  31.25,  28.75,  26.25,  23.75,\n",
       "        21.25,  18.75,  16.25,  13.75,  11.25,   8.75,   6.25,   3.75,   1.25,\n",
       "        -1.25,  -3.75,  -6.25,  -8.75, -11.25, -13.75, -16.25, -18.75, -21.25,\n",
       "       -23.75, -26.25, -28.75, -31.25, -33.75, -36.25, -38.75, -41.25, -43.75,\n",
       "       -46.25, -48.75, -51.25, -53.75, -56.25, -58.75, -61.25, -63.75, -66.25,\n",
       "       -68.75, -71.25, -73.75, -76.25, -78.75, -81.25, -83.75, -86.25, -88.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.25 3.75 6.25 ... 356.2 358.8</div><input id='attrs-a0e4308d-3dd3-4847-9f0c-0e212251ba30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a0e4308d-3dd3-4847-9f0c-0e212251ba30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61547dab-2590-40d4-b194-08f56d3e1d40' class='xr-var-data-in' type='checkbox'><label for='data-61547dab-2590-40d4-b194-08f56d3e1d40' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  1.25 358.75]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([  1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75,\n",
       "        91.25,  93.75,  96.25,  98.75, 101.25, 103.75, 106.25, 108.75, 111.25,\n",
       "       113.75, 116.25, 118.75, 121.25, 123.75, 126.25, 128.75, 131.25, 133.75,\n",
       "       136.25, 138.75, 141.25, 143.75, 146.25, 148.75, 151.25, 153.75, 156.25,\n",
       "       158.75, 161.25, 163.75, 166.25, 168.75, 171.25, 173.75, 176.25, 178.75,\n",
       "       181.25, 183.75, 186.25, 188.75, 191.25, 193.75, 196.25, 198.75, 201.25,\n",
       "       203.75, 206.25, 208.75, 211.25, 213.75, 216.25, 218.75, 221.25, 223.75,\n",
       "       226.25, 228.75, 231.25, 233.75, 236.25, 238.75, 241.25, 243.75, 246.25,\n",
       "       248.75, 251.25, 253.75, 256.25, 258.75, 261.25, 263.75, 266.25, 268.75,\n",
       "       271.25, 273.75, 276.25, 278.75, 281.25, 283.75, 286.25, 288.75, 291.25,\n",
       "       293.75, 296.25, 298.75, 301.25, 303.75, 306.25, 308.75, 311.25, 313.75,\n",
       "       316.25, 318.75, 321.25, 323.75, 326.25, 328.75, 331.25, 333.75, 336.25,\n",
       "       338.75, 341.25, 343.75, 346.25, 348.75, 351.25, 353.75, 356.25, 358.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1979-01-01 ... 2021-07-01</div><input id='attrs-3d086413-4d19-45fa-8960-6cf5bfdae59d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3d086413-4d19-45fa-8960-6cf5bfdae59d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bfd12f9b-e5a2-49a4-b21f-baa5ff532dcb' class='xr-var-data-in' type='checkbox'><label for='data-bfd12f9b-e5a2-49a4-b21f-baa5ff532dcb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>avg_period :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>actual_range :</span></dt><dd>[1569072. 1941600.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1979-01-01T00:00:00.000000000&#x27;, &#x27;1979-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1979-03-01T00:00:00.000000000&#x27;, ..., &#x27;2021-05-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2021-06-01T00:00:00.000000000&#x27;, &#x27;2021-07-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e835a7e4-b02b-401c-bcce-d34a7b5f8c08' class='xr-section-summary-in' type='checkbox'  checked><label for='section-e835a7e4-b02b-401c-bcce-d34a7b5f8c08' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>precip</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.21 0.21 0.21 0.2 ... 0.0 0.0 0.0</div><input id='attrs-29c85d02-65f2-48bf-ad6b-c16396db7414' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29c85d02-65f2-48bf-ad6b-c16396db7414' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1395244e-60ae-4751-95d3-fbebfe63183e' class='xr-var-data-in' type='checkbox'><label for='data-1395244e-60ae-4751-95d3-fbebfe63183e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Average Monthly Rate of Precipitation</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>units :</span></dt><dd>mm/day</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>var_desc :</span></dt><dd>Precipitation</dd><dt><span>dataset :</span></dt><dd>CPC Merged Analysis of Precipitation Enhanced</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Mean</dd><dt><span>actual_range :</span></dt><dd>[ 0.   59.08]</dd></dl></div><div class='xr-var-data'><pre>array([[[0.21, 0.21, ..., 0.22, 0.22],\n",
       "        [0.12, 0.13, ..., 0.11, 0.11],\n",
       "        ...,\n",
       "        [0.06, 0.06, ..., 0.05, 0.05],\n",
       "        [0.08, 0.07, ..., 0.08, 0.07]],\n",
       "\n",
       "       [[0.3 , 0.3 , ..., 0.31, 0.3 ],\n",
       "        [0.26, 0.27, ..., 0.25, 0.25],\n",
       "        ...,\n",
       "        [0.01, 0.01, ..., 0.01, 0.01],\n",
       "        [0.01, 0.01, ..., 0.01, 0.01]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[1.24, 1.24, ..., 1.28, 1.26],\n",
       "        [1.17, 1.15, ..., 1.28, 1.22],\n",
       "        ...,\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ]],\n",
       "\n",
       "       [[1.02, 1.01, ..., 1.05, 1.03],\n",
       "        [0.84, 0.85, ..., 0.82, 0.83],\n",
       "        ...,\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ec7a7193-4e49-48da-ab5f-6966a65a3d9f' class='xr-section-summary-in' type='checkbox'  ><label for='section-ec7a7193-4e49-48da-ab5f-6966a65a3d9f' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>COARDS</dd><dt><span>title :</span></dt><dd>CPC Merged Analysis of Precipitation (includes NCEP Reanalysis)</dd><dt><span>platform :</span></dt><dd>Analyses</dd><dt><span>source :</span></dt><dd>ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly</dd><dt><span>dataset_title :</span></dt><dd>CPC Merged Analysis of Precipitation</dd><dt><span>documentation :</span></dt><dd>https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html</dd><dt><span>date_modified :</span></dt><dd>26 Feb 2019</dd><dt><span>References :</span></dt><dd>https://www.psl.noaa.gov/data/gridded/data.cmap.html</dd><dt><span>version :</span></dt><dd>V2108</dd><dt><span>history :</span></dt><dd>update08/2021 V2108</dd><dt><span>data_modified :</span></dt><dd>2021-08-06</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (lat: 72, lon: 144, time: 511)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.75 86.25 83.75 81.25 ... -83.75 -86.25 -88.75\n",
       "  * lon      (lon) float32 1.25 3.75 6.25 8.75 11.25 ... 351.2 353.8 356.2 358.8\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-07-01\n",
       "Data variables:\n",
       "    precip   (time, lat, lon) float32 0.21 0.21 0.21 0.2 0.2 ... 0.0 0.0 0.0 0.0\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          CPC Merged Analysis of Precipitation (includes NCEP Reana...\n",
       "    platform:       Analyses\n",
       "    source:         ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly\n",
       "    dataset_title:  CPC Merged Analysis of Precipitation\n",
       "    documentation:  https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html\n",
       "    date_modified:  26 Feb 2019\n",
       "    References:     https://www.psl.noaa.gov/data/gridded/data.cmap.html\n",
       "    version:        V2108\n",
       "    history:        update08/2021 V2108\n",
       "    data_modified:  2021-08-06"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b12fa593",
   "metadata": {},
   "outputs": [],
   "source": [
    "# inverter latitudes: 90:-90 para -90:90\n",
    "dset = dset.reindex(lat=dset['lat'][::-1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "a51c7023",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (lat: 72, lon: 144, time: 511)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "  * lon      (lon) float32 1.25 3.75 6.25 8.75 11.25 ... 351.2 353.8 356.2 358.8\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-07-01\n",
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       "    precip   (time, lat, lon) float32 0.08 0.07 0.07 0.07 ... 1.07 1.05 1.03\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          CPC Merged Analysis of Precipitation (includes NCEP Reana...\n",
       "    platform:       Analyses\n",
       "    source:         ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly\n",
       "    dataset_title:  CPC Merged Analysis of Precipitation\n",
       "    documentation:  https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html\n",
       "    date_modified:  26 Feb 2019\n",
       "    References:     https://www.psl.noaa.gov/data/gridded/data.cmap.html\n",
       "    version:        V2108\n",
       "    history:        update08/2021 V2108\n",
       "    data_modified:  2021-08-06</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-020d338b-2339-4a3d-ab69-23aca4f9f902' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-020d338b-2339-4a3d-ab69-23aca4f9f902' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 72</li><li><span class='xr-has-index'>lon</span>: 144</li><li><span class='xr-has-index'>time</span>: 511</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-42d6e9b4-1440-4b65-98ae-e2e62f3dc0f7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-42d6e9b4-1440-4b65-98ae-e2e62f3dc0f7' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-88.75 -86.25 ... 86.25 88.75</div><input id='attrs-53849a05-9dea-49d4-a741-c77398b776e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53849a05-9dea-49d4-a741-c77398b776e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d66da53-37d7-4909-bd68-b667569428ed' class='xr-var-data-in' type='checkbox'><label for='data-7d66da53-37d7-4909-bd68-b667569428ed' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.75 -88.75]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-88.75, -86.25, -83.75, -81.25, -78.75, -76.25, -73.75, -71.25, -68.75,\n",
       "       -66.25, -63.75, -61.25, -58.75, -56.25, -53.75, -51.25, -48.75, -46.25,\n",
       "       -43.75, -41.25, -38.75, -36.25, -33.75, -31.25, -28.75, -26.25, -23.75,\n",
       "       -21.25, -18.75, -16.25, -13.75, -11.25,  -8.75,  -6.25,  -3.75,  -1.25,\n",
       "         1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.25 3.75 6.25 ... 356.2 358.8</div><input id='attrs-53422312-8e13-4430-9c4e-0fd2eaea3d0d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53422312-8e13-4430-9c4e-0fd2eaea3d0d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-19929db8-a840-4617-9644-0f455bbbf42b' class='xr-var-data-in' type='checkbox'><label for='data-19929db8-a840-4617-9644-0f455bbbf42b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>actual_range :</span></dt><dd>[  1.25 358.75]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([  1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75,\n",
       "        91.25,  93.75,  96.25,  98.75, 101.25, 103.75, 106.25, 108.75, 111.25,\n",
       "       113.75, 116.25, 118.75, 121.25, 123.75, 126.25, 128.75, 131.25, 133.75,\n",
       "       136.25, 138.75, 141.25, 143.75, 146.25, 148.75, 151.25, 153.75, 156.25,\n",
       "       158.75, 161.25, 163.75, 166.25, 168.75, 171.25, 173.75, 176.25, 178.75,\n",
       "       181.25, 183.75, 186.25, 188.75, 191.25, 193.75, 196.25, 198.75, 201.25,\n",
       "       203.75, 206.25, 208.75, 211.25, 213.75, 216.25, 218.75, 221.25, 223.75,\n",
       "       226.25, 228.75, 231.25, 233.75, 236.25, 238.75, 241.25, 243.75, 246.25,\n",
       "       248.75, 251.25, 253.75, 256.25, 258.75, 261.25, 263.75, 266.25, 268.75,\n",
       "       271.25, 273.75, 276.25, 278.75, 281.25, 283.75, 286.25, 288.75, 291.25,\n",
       "       293.75, 296.25, 298.75, 301.25, 303.75, 306.25, 308.75, 311.25, 313.75,\n",
       "       316.25, 318.75, 321.25, 323.75, 326.25, 328.75, 331.25, 333.75, 336.25,\n",
       "       338.75, 341.25, 343.75, 346.25, 348.75, 351.25, 353.75, 356.25, 358.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1979-01-01 ... 2021-07-01</div><input id='attrs-8b74e3b7-0d1a-4c7e-8614-374dd98343db' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8b74e3b7-0d1a-4c7e-8614-374dd98343db' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1cc0d722-f0fc-4531-9562-335cbff31e93' class='xr-var-data-in' type='checkbox'><label for='data-1cc0d722-f0fc-4531-9562-335cbff31e93' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>avg_period :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>actual_range :</span></dt><dd>[1569072. 1941600.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1979-01-01T00:00:00.000000000&#x27;, &#x27;1979-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1979-03-01T00:00:00.000000000&#x27;, ..., &#x27;2021-05-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2021-06-01T00:00:00.000000000&#x27;, &#x27;2021-07-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-0e49b68b-7abc-489e-88de-b1cae71693ec' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0e49b68b-7abc-489e-88de-b1cae71693ec' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>precip</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.08 0.07 0.07 ... 1.07 1.05 1.03</div><input id='attrs-21c5fbfb-aa47-4638-a3cb-277d264ca809' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-21c5fbfb-aa47-4638-a3cb-277d264ca809' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aae45140-8477-4903-b0b3-1bfc891fa773' class='xr-var-data-in' type='checkbox'><label for='data-aae45140-8477-4903-b0b3-1bfc891fa773' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Average Monthly Rate of Precipitation</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>units :</span></dt><dd>mm/day</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>var_desc :</span></dt><dd>Precipitation</dd><dt><span>dataset :</span></dt><dd>CPC Merged Analysis of Precipitation Enhanced</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Mean</dd><dt><span>actual_range :</span></dt><dd>[ 0.   59.08]</dd></dl></div><div class='xr-var-data'><pre>array([[[0.08, 0.07, ..., 0.08, 0.07],\n",
       "        [0.06, 0.06, ..., 0.05, 0.05],\n",
       "        ...,\n",
       "        [0.12, 0.13, ..., 0.11, 0.11],\n",
       "        [0.21, 0.21, ..., 0.22, 0.22]],\n",
       "\n",
       "       [[0.01, 0.01, ..., 0.01, 0.01],\n",
       "        [0.01, 0.01, ..., 0.01, 0.01],\n",
       "        ...,\n",
       "        [0.26, 0.27, ..., 0.25, 0.25],\n",
       "        [0.3 , 0.3 , ..., 0.31, 0.3 ]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        ...,\n",
       "        [1.17, 1.15, ..., 1.28, 1.22],\n",
       "        [1.24, 1.24, ..., 1.28, 1.26]],\n",
       "\n",
       "       [[0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        ...,\n",
       "        [0.84, 0.85, ..., 0.82, 0.83],\n",
       "        [1.02, 1.01, ..., 1.05, 1.03]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3c74f3b6-c166-443a-8042-21c9a5be8c4b' class='xr-section-summary-in' type='checkbox'  ><label for='section-3c74f3b6-c166-443a-8042-21c9a5be8c4b' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>COARDS</dd><dt><span>title :</span></dt><dd>CPC Merged Analysis of Precipitation (includes NCEP Reanalysis)</dd><dt><span>platform :</span></dt><dd>Analyses</dd><dt><span>source :</span></dt><dd>ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly</dd><dt><span>dataset_title :</span></dt><dd>CPC Merged Analysis of Precipitation</dd><dt><span>documentation :</span></dt><dd>https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html</dd><dt><span>date_modified :</span></dt><dd>26 Feb 2019</dd><dt><span>References :</span></dt><dd>https://www.psl.noaa.gov/data/gridded/data.cmap.html</dd><dt><span>version :</span></dt><dd>V2108</dd><dt><span>history :</span></dt><dd>update08/2021 V2108</dd><dt><span>data_modified :</span></dt><dd>2021-08-06</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (lat: 72, lon: 144, time: 511)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "  * lon      (lon) float32 1.25 3.75 6.25 8.75 11.25 ... 351.2 353.8 356.2 358.8\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-07-01\n",
       "Data variables:\n",
       "    precip   (time, lat, lon) float32 0.08 0.07 0.07 0.07 ... 1.07 1.05 1.03\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          CPC Merged Analysis of Precipitation (includes NCEP Reana...\n",
       "    platform:       Analyses\n",
       "    source:         ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly\n",
       "    dataset_title:  CPC Merged Analysis of Precipitation\n",
       "    documentation:  https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html\n",
       "    date_modified:  26 Feb 2019\n",
       "    References:     https://www.psl.noaa.gov/data/gridded/data.cmap.html\n",
       "    version:        V2108\n",
       "    history:        update08/2021 V2108\n",
       "    data_modified:  2021-08-06"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "e09603c7",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;lat&#x27; (lat: 72)&gt;\n",
       "array([-88.75, -86.25, -83.75, -81.25, -78.75, -76.25, -73.75, -71.25, -68.75,\n",
       "       -66.25, -63.75, -61.25, -58.75, -56.25, -53.75, -51.25, -48.75, -46.25,\n",
       "       -43.75, -41.25, -38.75, -36.25, -33.75, -31.25, -28.75, -26.25, -23.75,\n",
       "       -21.25, -18.75, -16.25, -13.75, -11.25,  -8.75,  -6.25,  -3.75,  -1.25,\n",
       "         1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75],\n",
       "      dtype=float32)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "Attributes:\n",
       "    units:          degrees_north\n",
       "    actual_range:   [ 88.75 -88.75]\n",
       "    long_name:      Latitude\n",
       "    standard_name:  latitude\n",
       "    axis:           Y</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'lat'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 72</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-e7c0a985-86e2-4e38-be8e-485fa9f73053' class='xr-array-in' type='checkbox' checked><label for='section-e7c0a985-86e2-4e38-be8e-485fa9f73053' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-88.75 -86.25 -83.75 -81.25 -78.75 ... 78.75 81.25 83.75 86.25 88.75</span></div><div class='xr-array-data'><pre>array([-88.75, -86.25, -83.75, -81.25, -78.75, -76.25, -73.75, -71.25, -68.75,\n",
       "       -66.25, -63.75, -61.25, -58.75, -56.25, -53.75, -51.25, -48.75, -46.25,\n",
       "       -43.75, -41.25, -38.75, -36.25, -33.75, -31.25, -28.75, -26.25, -23.75,\n",
       "       -21.25, -18.75, -16.25, -13.75, -11.25,  -8.75,  -6.25,  -3.75,  -1.25,\n",
       "         1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75],\n",
       "      dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-735de38d-a142-4f40-a07e-d952d2464175' class='xr-section-summary-in' type='checkbox'  checked><label for='section-735de38d-a142-4f40-a07e-d952d2464175' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-88.75 -86.25 ... 86.25 88.75</div><input id='attrs-384c4de9-2183-404c-929c-dd23653a6727' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-384c4de9-2183-404c-929c-dd23653a6727' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-badd776c-edb3-490e-a574-f71ac7c5dea6' class='xr-var-data-in' type='checkbox'><label for='data-badd776c-edb3-490e-a574-f71ac7c5dea6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.75 -88.75]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-88.75, -86.25, -83.75, -81.25, -78.75, -76.25, -73.75, -71.25, -68.75,\n",
       "       -66.25, -63.75, -61.25, -58.75, -56.25, -53.75, -51.25, -48.75, -46.25,\n",
       "       -43.75, -41.25, -38.75, -36.25, -33.75, -31.25, -28.75, -26.25, -23.75,\n",
       "       -21.25, -18.75, -16.25, -13.75, -11.25,  -8.75,  -6.25,  -3.75,  -1.25,\n",
       "         1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5c675766-1931-4e42-b892-22f0f5336e03' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5c675766-1931-4e42-b892-22f0f5336e03' class='xr-section-summary' >Attributes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.75 -88.75]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'lat' (lat: 72)>\n",
       "array([-88.75, -86.25, -83.75, -81.25, -78.75, -76.25, -73.75, -71.25, -68.75,\n",
       "       -66.25, -63.75, -61.25, -58.75, -56.25, -53.75, -51.25, -48.75, -46.25,\n",
       "       -43.75, -41.25, -38.75, -36.25, -33.75, -31.25, -28.75, -26.25, -23.75,\n",
       "       -21.25, -18.75, -16.25, -13.75, -11.25,  -8.75,  -6.25,  -3.75,  -1.25,\n",
       "         1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75],\n",
       "      dtype=float32)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "Attributes:\n",
       "    units:          degrees_north\n",
       "    actual_range:   [ 88.75 -88.75]\n",
       "    long_name:      Latitude\n",
       "    standard_name:  latitude\n",
       "    axis:           Y"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dset.lat"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "941f36d4",
   "metadata": {},
   "outputs": [],
   "source": [
    "dset['lon_aux'] = xr.where(\n",
    "    dset['lon'] > 180,\n",
    "    dset['lon'] - 360,\n",
    "    dset['lon']\n",
    ")\n",
    "\n",
    "dset = (\n",
    "    dset\n",
    "        .swap_dims({'lon': 'lon_aux'})\n",
    "        .sel(**{'lon_aux': sorted(dset.lon_aux)})\n",
    "        .drop('lon')\n",
    ")\n",
    "\n",
    "dset = dset.rename({'lon_aux': 'lon'})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "3011e196",
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       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;lon&#x27; (lon: 144)&gt;\n",
       "array([-178.75, -176.25, -173.75, -171.25, -168.75, -166.25, -163.75, -161.25,\n",
       "       -158.75, -156.25, -153.75, -151.25, -148.75, -146.25, -143.75, -141.25,\n",
       "       -138.75, -136.25, -133.75, -131.25, -128.75, -126.25, -123.75, -121.25,\n",
       "       -118.75, -116.25, -113.75, -111.25, -108.75, -106.25, -103.75, -101.25,\n",
       "        -98.75,  -96.25,  -93.75,  -91.25,  -88.75,  -86.25,  -83.75,  -81.25,\n",
       "        -78.75,  -76.25,  -73.75,  -71.25,  -68.75,  -66.25,  -63.75,  -61.25,\n",
       "        -58.75,  -56.25,  -53.75,  -51.25,  -48.75,  -46.25,  -43.75,  -41.25,\n",
       "        -38.75,  -36.25,  -33.75,  -31.25,  -28.75,  -26.25,  -23.75,  -21.25,\n",
       "        -18.75,  -16.25,  -13.75,  -11.25,   -8.75,   -6.25,   -3.75,   -1.25,\n",
       "          1.25,    3.75,    6.25,    8.75,   11.25,   13.75,   16.25,   18.75,\n",
       "         21.25,   23.75,   26.25,   28.75,   31.25,   33.75,   36.25,   38.75,\n",
       "         41.25,   43.75,   46.25,   48.75,   51.25,   53.75,   56.25,   58.75,\n",
       "         61.25,   63.75,   66.25,   68.75,   71.25,   73.75,   76.25,   78.75,\n",
       "         81.25,   83.75,   86.25,   88.75,   91.25,   93.75,   96.25,   98.75,\n",
       "        101.25,  103.75,  106.25,  108.75,  111.25,  113.75,  116.25,  118.75,\n",
       "        121.25,  123.75,  126.25,  128.75,  131.25,  133.75,  136.25,  138.75,\n",
       "        141.25,  143.75,  146.25,  148.75,  151.25,  153.75,  156.25,  158.75,\n",
       "        161.25,  163.75,  166.25,  168.75,  171.25,  173.75,  176.25,  178.75],\n",
       "      dtype=float32)\n",
       "Coordinates:\n",
       "  * lon      (lon) float32 -178.8 -176.2 -173.8 -171.2 ... 173.8 176.2 178.8</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'lon'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>lon</span>: 144</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-0e55628c-b29b-4786-afe7-fb700cfe3604' class='xr-array-in' type='checkbox' checked><label for='section-0e55628c-b29b-4786-afe7-fb700cfe3604' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>-178.8 -176.2 -173.8 -171.2 -168.8 ... 168.8 171.2 173.8 176.2 178.8</span></div><div class='xr-array-data'><pre>array([-178.75, -176.25, -173.75, -171.25, -168.75, -166.25, -163.75, -161.25,\n",
       "       -158.75, -156.25, -153.75, -151.25, -148.75, -146.25, -143.75, -141.25,\n",
       "       -138.75, -136.25, -133.75, -131.25, -128.75, -126.25, -123.75, -121.25,\n",
       "       -118.75, -116.25, -113.75, -111.25, -108.75, -106.25, -103.75, -101.25,\n",
       "        -98.75,  -96.25,  -93.75,  -91.25,  -88.75,  -86.25,  -83.75,  -81.25,\n",
       "        -78.75,  -76.25,  -73.75,  -71.25,  -68.75,  -66.25,  -63.75,  -61.25,\n",
       "        -58.75,  -56.25,  -53.75,  -51.25,  -48.75,  -46.25,  -43.75,  -41.25,\n",
       "        -38.75,  -36.25,  -33.75,  -31.25,  -28.75,  -26.25,  -23.75,  -21.25,\n",
       "        -18.75,  -16.25,  -13.75,  -11.25,   -8.75,   -6.25,   -3.75,   -1.25,\n",
       "          1.25,    3.75,    6.25,    8.75,   11.25,   13.75,   16.25,   18.75,\n",
       "         21.25,   23.75,   26.25,   28.75,   31.25,   33.75,   36.25,   38.75,\n",
       "         41.25,   43.75,   46.25,   48.75,   51.25,   53.75,   56.25,   58.75,\n",
       "         61.25,   63.75,   66.25,   68.75,   71.25,   73.75,   76.25,   78.75,\n",
       "         81.25,   83.75,   86.25,   88.75,   91.25,   93.75,   96.25,   98.75,\n",
       "        101.25,  103.75,  106.25,  108.75,  111.25,  113.75,  116.25,  118.75,\n",
       "        121.25,  123.75,  126.25,  128.75,  131.25,  133.75,  136.25,  138.75,\n",
       "        141.25,  143.75,  146.25,  148.75,  151.25,  153.75,  156.25,  158.75,\n",
       "        161.25,  163.75,  166.25,  168.75,  171.25,  173.75,  176.25,  178.75],\n",
       "      dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-5091f8b2-07b8-425b-a59d-0b849628d722' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5091f8b2-07b8-425b-a59d-0b849628d722' class='xr-section-summary' >Coordinates: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-178.8 -176.2 ... 176.2 178.8</div><input id='attrs-3e4f3765-a4df-4d49-bd3e-d56eaf296377' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-3e4f3765-a4df-4d49-bd3e-d56eaf296377' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34d6cb1b-a41d-4bab-b836-771b30cd6781' class='xr-var-data-in' type='checkbox'><label for='data-34d6cb1b-a41d-4bab-b836-771b30cd6781' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-178.75, -176.25, -173.75, -171.25, -168.75, -166.25, -163.75, -161.25,\n",
       "       -158.75, -156.25, -153.75, -151.25, -148.75, -146.25, -143.75, -141.25,\n",
       "       -138.75, -136.25, -133.75, -131.25, -128.75, -126.25, -123.75, -121.25,\n",
       "       -118.75, -116.25, -113.75, -111.25, -108.75, -106.25, -103.75, -101.25,\n",
       "        -98.75,  -96.25,  -93.75,  -91.25,  -88.75,  -86.25,  -83.75,  -81.25,\n",
       "        -78.75,  -76.25,  -73.75,  -71.25,  -68.75,  -66.25,  -63.75,  -61.25,\n",
       "        -58.75,  -56.25,  -53.75,  -51.25,  -48.75,  -46.25,  -43.75,  -41.25,\n",
       "        -38.75,  -36.25,  -33.75,  -31.25,  -28.75,  -26.25,  -23.75,  -21.25,\n",
       "        -18.75,  -16.25,  -13.75,  -11.25,   -8.75,   -6.25,   -3.75,   -1.25,\n",
       "          1.25,    3.75,    6.25,    8.75,   11.25,   13.75,   16.25,   18.75,\n",
       "         21.25,   23.75,   26.25,   28.75,   31.25,   33.75,   36.25,   38.75,\n",
       "         41.25,   43.75,   46.25,   48.75,   51.25,   53.75,   56.25,   58.75,\n",
       "         61.25,   63.75,   66.25,   68.75,   71.25,   73.75,   76.25,   78.75,\n",
       "         81.25,   83.75,   86.25,   88.75,   91.25,   93.75,   96.25,   98.75,\n",
       "        101.25,  103.75,  106.25,  108.75,  111.25,  113.75,  116.25,  118.75,\n",
       "        121.25,  123.75,  126.25,  128.75,  131.25,  133.75,  136.25,  138.75,\n",
       "        141.25,  143.75,  146.25,  148.75,  151.25,  153.75,  156.25,  158.75,\n",
       "        161.25,  163.75,  166.25,  168.75,  171.25,  173.75,  176.25,  178.75],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5093cd59-2749-4990-a472-561654c774db' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5093cd59-2749-4990-a472-561654c774db' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'lon' (lon: 144)>\n",
       "array([-178.75, -176.25, -173.75, -171.25, -168.75, -166.25, -163.75, -161.25,\n",
       "       -158.75, -156.25, -153.75, -151.25, -148.75, -146.25, -143.75, -141.25,\n",
       "       -138.75, -136.25, -133.75, -131.25, -128.75, -126.25, -123.75, -121.25,\n",
       "       -118.75, -116.25, -113.75, -111.25, -108.75, -106.25, -103.75, -101.25,\n",
       "        -98.75,  -96.25,  -93.75,  -91.25,  -88.75,  -86.25,  -83.75,  -81.25,\n",
       "        -78.75,  -76.25,  -73.75,  -71.25,  -68.75,  -66.25,  -63.75,  -61.25,\n",
       "        -58.75,  -56.25,  -53.75,  -51.25,  -48.75,  -46.25,  -43.75,  -41.25,\n",
       "        -38.75,  -36.25,  -33.75,  -31.25,  -28.75,  -26.25,  -23.75,  -21.25,\n",
       "        -18.75,  -16.25,  -13.75,  -11.25,   -8.75,   -6.25,   -3.75,   -1.25,\n",
       "          1.25,    3.75,    6.25,    8.75,   11.25,   13.75,   16.25,   18.75,\n",
       "         21.25,   23.75,   26.25,   28.75,   31.25,   33.75,   36.25,   38.75,\n",
       "         41.25,   43.75,   46.25,   48.75,   51.25,   53.75,   56.25,   58.75,\n",
       "         61.25,   63.75,   66.25,   68.75,   71.25,   73.75,   76.25,   78.75,\n",
       "         81.25,   83.75,   86.25,   88.75,   91.25,   93.75,   96.25,   98.75,\n",
       "        101.25,  103.75,  106.25,  108.75,  111.25,  113.75,  116.25,  118.75,\n",
       "        121.25,  123.75,  126.25,  128.75,  131.25,  133.75,  136.25,  138.75,\n",
       "        141.25,  143.75,  146.25,  148.75,  151.25,  153.75,  156.25,  158.75,\n",
       "        161.25,  163.75,  166.25,  168.75,  171.25,  173.75,  176.25,  178.75],\n",
       "      dtype=float32)\n",
       "Coordinates:\n",
       "  * lon      (lon) float32 -178.8 -176.2 -173.8 -171.2 ... 173.8 176.2 178.8"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dset.lon"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "b40a7f58",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:  (lat: 72, time: 511, lon: 144)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-07-01\n",
       "  * lon      (lon) float32 -178.8 -176.2 -173.8 -171.2 ... 173.8 176.2 178.8\n",
       "Data variables:\n",
       "    precip   (time, lat, lon) float32 0.12 0.13 0.13 0.13 ... 1.37 1.36 1.35\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          CPC Merged Analysis of Precipitation (includes NCEP Reana...\n",
       "    platform:       Analyses\n",
       "    source:         ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly\n",
       "    dataset_title:  CPC Merged Analysis of Precipitation\n",
       "    documentation:  https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html\n",
       "    date_modified:  26 Feb 2019\n",
       "    References:     https://www.psl.noaa.gov/data/gridded/data.cmap.html\n",
       "    version:        V2108\n",
       "    history:        update08/2021 V2108\n",
       "    data_modified:  2021-08-06</pre><div class='xr-wrap' hidden><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-8cc1d04a-5a5f-43af-a2b1-d2e07654fdfa' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8cc1d04a-5a5f-43af-a2b1-d2e07654fdfa' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 72</li><li><span class='xr-has-index'>time</span>: 511</li><li><span class='xr-has-index'>lon</span>: 144</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-0df37d23-5845-485d-8643-8055e20d9c11' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0df37d23-5845-485d-8643-8055e20d9c11' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-88.75 -86.25 ... 86.25 88.75</div><input id='attrs-0756b5f8-1e82-4934-8068-867d34cfaf04' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0756b5f8-1e82-4934-8068-867d34cfaf04' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-026e5cc4-8c15-44d1-a17a-c1acf27fe744' class='xr-var-data-in' type='checkbox'><label for='data-026e5cc4-8c15-44d1-a17a-c1acf27fe744' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>actual_range :</span></dt><dd>[ 88.75 -88.75]</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-88.75, -86.25, -83.75, -81.25, -78.75, -76.25, -73.75, -71.25, -68.75,\n",
       "       -66.25, -63.75, -61.25, -58.75, -56.25, -53.75, -51.25, -48.75, -46.25,\n",
       "       -43.75, -41.25, -38.75, -36.25, -33.75, -31.25, -28.75, -26.25, -23.75,\n",
       "       -21.25, -18.75, -16.25, -13.75, -11.25,  -8.75,  -6.25,  -3.75,  -1.25,\n",
       "         1.25,   3.75,   6.25,   8.75,  11.25,  13.75,  16.25,  18.75,  21.25,\n",
       "        23.75,  26.25,  28.75,  31.25,  33.75,  36.25,  38.75,  41.25,  43.75,\n",
       "        46.25,  48.75,  51.25,  53.75,  56.25,  58.75,  61.25,  63.75,  66.25,\n",
       "        68.75,  71.25,  73.75,  76.25,  78.75,  81.25,  83.75,  86.25,  88.75],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1979-01-01 ... 2021-07-01</div><input id='attrs-0db2ffe8-9350-45bf-90d0-189ca8203b11' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0db2ffe8-9350-45bf-90d0-189ca8203b11' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59bd437d-c2fd-4ec5-82c8-8bbea465917f' class='xr-var-data-in' type='checkbox'><label for='data-59bd437d-c2fd-4ec5-82c8-8bbea465917f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Time</dd><dt><span>delta_t :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>avg_period :</span></dt><dd>0000-01-00 00:00:00</dd><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>axis :</span></dt><dd>T</dd><dt><span>actual_range :</span></dt><dd>[1569072. 1941600.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1979-01-01T00:00:00.000000000&#x27;, &#x27;1979-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1979-03-01T00:00:00.000000000&#x27;, ..., &#x27;2021-05-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2021-06-01T00:00:00.000000000&#x27;, &#x27;2021-07-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>lon</span></div><div class='xr-var-dims'>(lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-178.8 -176.2 ... 176.2 178.8</div><input id='attrs-6eba4251-40c7-4e08-9854-429e610af2c8' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6eba4251-40c7-4e08-9854-429e610af2c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7af37f17-3849-43da-90ab-6510c6bc5dd9' class='xr-var-data-in' type='checkbox'><label for='data-7af37f17-3849-43da-90ab-6510c6bc5dd9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'></dl></div><div class='xr-var-data'><pre>array([-178.75, -176.25, -173.75, -171.25, -168.75, -166.25, -163.75, -161.25,\n",
       "       -158.75, -156.25, -153.75, -151.25, -148.75, -146.25, -143.75, -141.25,\n",
       "       -138.75, -136.25, -133.75, -131.25, -128.75, -126.25, -123.75, -121.25,\n",
       "       -118.75, -116.25, -113.75, -111.25, -108.75, -106.25, -103.75, -101.25,\n",
       "        -98.75,  -96.25,  -93.75,  -91.25,  -88.75,  -86.25,  -83.75,  -81.25,\n",
       "        -78.75,  -76.25,  -73.75,  -71.25,  -68.75,  -66.25,  -63.75,  -61.25,\n",
       "        -58.75,  -56.25,  -53.75,  -51.25,  -48.75,  -46.25,  -43.75,  -41.25,\n",
       "        -38.75,  -36.25,  -33.75,  -31.25,  -28.75,  -26.25,  -23.75,  -21.25,\n",
       "        -18.75,  -16.25,  -13.75,  -11.25,   -8.75,   -6.25,   -3.75,   -1.25,\n",
       "          1.25,    3.75,    6.25,    8.75,   11.25,   13.75,   16.25,   18.75,\n",
       "         21.25,   23.75,   26.25,   28.75,   31.25,   33.75,   36.25,   38.75,\n",
       "         41.25,   43.75,   46.25,   48.75,   51.25,   53.75,   56.25,   58.75,\n",
       "         61.25,   63.75,   66.25,   68.75,   71.25,   73.75,   76.25,   78.75,\n",
       "         81.25,   83.75,   86.25,   88.75,   91.25,   93.75,   96.25,   98.75,\n",
       "        101.25,  103.75,  106.25,  108.75,  111.25,  113.75,  116.25,  118.75,\n",
       "        121.25,  123.75,  126.25,  128.75,  131.25,  133.75,  136.25,  138.75,\n",
       "        141.25,  143.75,  146.25,  148.75,  151.25,  153.75,  156.25,  158.75,\n",
       "        161.25,  163.75,  166.25,  168.75,  171.25,  173.75,  176.25,  178.75],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-45f34f93-2180-4674-b917-440c9a4749e9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-45f34f93-2180-4674-b917-440c9a4749e9' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>precip</span></div><div class='xr-var-dims'>(time, lat, lon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.12 0.13 0.13 ... 1.37 1.36 1.35</div><input id='attrs-7e4930dc-3f8f-4756-9fe2-46d4a66deef0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e4930dc-3f8f-4756-9fe2-46d4a66deef0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-294fac2d-4fc8-4af5-92f0-65edf30f5379' class='xr-var-data-in' type='checkbox'><label for='data-294fac2d-4fc8-4af5-92f0-65edf30f5379' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Average Monthly Rate of Precipitation</dd><dt><span>valid_range :</span></dt><dd>[ 0. 70.]</dd><dt><span>units :</span></dt><dd>mm/day</dd><dt><span>precision :</span></dt><dd>2</dd><dt><span>var_desc :</span></dt><dd>Precipitation</dd><dt><span>dataset :</span></dt><dd>CPC Merged Analysis of Precipitation Enhanced</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>parent_stat :</span></dt><dd>Mean</dd><dt><span>actual_range :</span></dt><dd>[ 0.   59.08]</dd></dl></div><div class='xr-var-data'><pre>array([[[0.12, 0.13, ..., 0.12, 0.12],\n",
       "        [0.14, 0.15, ..., 0.15, 0.14],\n",
       "        ...,\n",
       "        [0.3 , 0.32, ..., 0.26, 0.28],\n",
       "        [0.28, 0.29, ..., 0.27, 0.27]],\n",
       "\n",
       "       [[0.02, 0.02, ..., 0.02, 0.02],\n",
       "        [0.02, 0.03, ..., 0.03, 0.02],\n",
       "        ...,\n",
       "        [0.31, 0.34, ..., 0.27, 0.29],\n",
       "        [0.34, 0.34, ..., 0.33, 0.33]],\n",
       "\n",
       "       ...,\n",
       "\n",
       "       [[0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        ...,\n",
       "        [1.4 , 1.42, ..., 1.34, 1.37],\n",
       "        [1.36, 1.35, ..., 1.38, 1.37]],\n",
       "\n",
       "       [[0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        [0.  , 0.  , ..., 0.  , 0.  ],\n",
       "        ...,\n",
       "        [1.13, 1.13, ..., 1.14, 1.13],\n",
       "        [1.34, 1.33, ..., 1.36, 1.35]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ff7e7c1a-2326-406a-9df8-5d30b5b9d0da' class='xr-section-summary-in' type='checkbox'  ><label for='section-ff7e7c1a-2326-406a-9df8-5d30b5b9d0da' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>COARDS</dd><dt><span>title :</span></dt><dd>CPC Merged Analysis of Precipitation (includes NCEP Reanalysis)</dd><dt><span>platform :</span></dt><dd>Analyses</dd><dt><span>source :</span></dt><dd>ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly</dd><dt><span>dataset_title :</span></dt><dd>CPC Merged Analysis of Precipitation</dd><dt><span>documentation :</span></dt><dd>https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html</dd><dt><span>date_modified :</span></dt><dd>26 Feb 2019</dd><dt><span>References :</span></dt><dd>https://www.psl.noaa.gov/data/gridded/data.cmap.html</dd><dt><span>version :</span></dt><dd>V2108</dd><dt><span>history :</span></dt><dd>update08/2021 V2108</dd><dt><span>data_modified :</span></dt><dd>2021-08-06</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:  (lat: 72, time: 511, lon: 144)\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 -88.75 -86.25 -83.75 -81.25 ... 83.75 86.25 88.75\n",
       "  * time     (time) datetime64[ns] 1979-01-01 1979-02-01 ... 2021-07-01\n",
       "  * lon      (lon) float32 -178.8 -176.2 -173.8 -171.2 ... 173.8 176.2 178.8\n",
       "Data variables:\n",
       "    precip   (time, lat, lon) float32 0.12 0.13 0.13 0.13 ... 1.37 1.36 1.35\n",
       "Attributes:\n",
       "    Conventions:    COARDS\n",
       "    title:          CPC Merged Analysis of Precipitation (includes NCEP Reana...\n",
       "    platform:       Analyses\n",
       "    source:         ftp ftp.cpc.ncep.noaa.gov precip/cmap/monthly\n",
       "    dataset_title:  CPC Merged Analysis of Precipitation\n",
       "    documentation:  https://www.esrl.noaa.gov/psd/data/gridded/data.cmap.html\n",
       "    date_modified:  26 Feb 2019\n",
       "    References:     https://www.psl.noaa.gov/data/gridded/data.cmap.html\n",
       "    version:        V2108\n",
       "    history:        update08/2021 V2108\n",
       "    data_modified:  2021-08-06"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dset"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "c5055f9f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plot_map(dset['precip'].sel(time='2020-03-01'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "22469625",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}