python作业/HW13平滑相关检验.ipynb

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    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import scipy.signal as ssg\n",
    "import xarray as xr\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter\n",
    "from matplotlib.ticker import MultipleLocator\n",
    "\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']  ###防止无法显示中文并设置黑体\n",
    "plt.rcParams['axes.unicode_minus'] = False  ###用来正常显示负号"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:    (lat: 89, lon: 180, time: 2016, nbnds: 2)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.0 86.0 84.0 82.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon        (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 352.0 354.0 356.0 358.0\n",
       "  * time       (time) datetime64[ns] 1854-01-01 1854-02-01 ... 2021-12-01\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    time_bnds  (time, nbnds) float64 9.969e+36 9.969e+36 ... 9.969e+36 9.969e+36\n",
       "    sst        (time, lat, lon) float32 ...\n",
       "Attributes: (12/37)\n",
       "    climatology:               Climatology is based on 1971-2000 SST, Xue, Y....\n",
       "    description:               In situ data: ICOADS2.5 before 2007 and NCEP i...\n",
       "    keywords_vocabulary:       NASA Global Change Master Directory (GCMD) Sci...\n",
       "    keywords:                  Earth Science &gt; Oceans &gt; Ocean Temperature &gt; S...\n",
       "    instrument:                Conventional thermometers\n",
       "    source_comment:            SSTs were observed by conventional thermometer...\n",
       "    ...                        ...\n",
       "    creator_url_original:      https://www.ncei.noaa.gov\n",
       "    license:                   No constraints on data access or use\n",
       "    comment:                   SSTs were observed by conventional thermometer...\n",
       "    summary:                   ERSST.v5 is developed based on v4 after revisi...\n",
       "    dataset_title:             NOAA Extended Reconstructed SST V5\n",
       "    data_modified:             2022-01-07</pre><div class='xr-wrap' style='display:none'><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-67e50319-2507-4058-b31b-6b83ada58293' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-67e50319-2507-4058-b31b-6b83ada58293' 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>: 89</li><li><span class='xr-has-index'>lon</span>: 180</li><li><span class='xr-has-index'>time</span>: 2016</li><li><span>nbnds</span>: 2</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-8c47db76-79f9-4c89-bbc4-2de788f3bee3' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8c47db76-79f9-4c89-bbc4-2de788f3bee3' 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'>88.0 86.0 84.0 ... -86.0 -88.0</div><input id='attrs-7d5fefa5-08e3-40c2-b42c-594a84c9272c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7d5fefa5-08e3-40c2-b42c-594a84c9272c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02ed06ce-b765-4670-a2ff-b6b8c065fd09' class='xr-var-data-in' type='checkbox'><label for='data-02ed06ce-b765-4670-a2ff-b6b8c065fd09' 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>long_name :</span></dt><dd>Latitude</dd><dt><span>actual_range :</span></dt><dd>[ 88. -88.]</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([ 88.,  86.,  84.,  82.,  80.,  78.,  76.,  74.,  72.,  70.,  68.,  66.,\n",
       "        64.,  62.,  60.,  58.,  56.,  54.,  52.,  50.,  48.,  46.,  44.,  42.,\n",
       "        40.,  38.,  36.,  34.,  32.,  30.,  28.,  26.,  24.,  22.,  20.,  18.,\n",
       "        16.,  14.,  12.,  10.,   8.,   6.,   4.,   2.,   0.,  -2.,  -4.,  -6.,\n",
       "        -8., -10., -12., -14., -16., -18., -20., -22., -24., -26., -28., -30.,\n",
       "       -32., -34., -36., -38., -40., -42., -44., -46., -48., -50., -52., -54.,\n",
       "       -56., -58., -60., -62., -64., -66., -68., -70., -72., -74., -76., -78.,\n",
       "       -80., -82., -84., -86., -88.], 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'>0.0 2.0 4.0 ... 354.0 356.0 358.0</div><input id='attrs-0fd58987-3ee2-4d4f-a34f-b308fc748223' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0fd58987-3ee2-4d4f-a34f-b308fc748223' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-47fe49f0-35b4-4fe2-953d-6d0560f3cd35' class='xr-var-data-in' type='checkbox'><label for='data-47fe49f0-35b4-4fe2-953d-6d0560f3cd35' 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>[  0. 358.]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([  0.,   2.,   4.,   6.,   8.,  10.,  12.,  14.,  16.,  18.,  20.,  22.,\n",
       "        24.,  26.,  28.,  30.,  32.,  34.,  36.,  38.,  40.,  42.,  44.,  46.,\n",
       "        48.,  50.,  52.,  54.,  56.,  58.,  60.,  62.,  64.,  66.,  68.,  70.,\n",
       "        72.,  74.,  76.,  78.,  80.,  82.,  84.,  86.,  88.,  90.,  92.,  94.,\n",
       "        96.,  98., 100., 102., 104., 106., 108., 110., 112., 114., 116., 118.,\n",
       "       120., 122., 124., 126., 128., 130., 132., 134., 136., 138., 140., 142.,\n",
       "       144., 146., 148., 150., 152., 154., 156., 158., 160., 162., 164., 166.,\n",
       "       168., 170., 172., 174., 176., 178., 180., 182., 184., 186., 188., 190.,\n",
       "       192., 194., 196., 198., 200., 202., 204., 206., 208., 210., 212., 214.,\n",
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       "       312., 314., 316., 318., 320., 322., 324., 326., 328., 330., 332., 334.,\n",
       "       336., 338., 340., 342., 344., 346., 348., 350., 352., 354., 356., 358.],\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'>1854-01-01 ... 2021-12-01</div><input id='attrs-467dd629-445c-4574-afee-cfade46f71a9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-467dd629-445c-4574-afee-cfade46f71a9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a7404228-b10d-4b4b-b02d-064ebc778b27' class='xr-var-data-in' type='checkbox'><label for='data-a7404228-b10d-4b4b-b02d-064ebc778b27' 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>prev_avg_period :</span></dt><dd>0000-00-07 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>[19723. 81053.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1854-01-01T00:00:00.000000000&#x27;, &#x27;1854-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1854-03-01T00:00:00.000000000&#x27;, ..., &#x27;2021-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2021-11-01T00:00:00.000000000&#x27;, &#x27;2021-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2d614a78-7825-4f30-b06b-59471b1559b4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2d614a78-7825-4f30-b06b-59471b1559b4' class='xr-section-summary' >Data variables: <span>(2)</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>time_bnds</span></div><div class='xr-var-dims'>(time, nbnds)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-6b6f478c-3f0a-432f-a87e-f7e94db4e868' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6b6f478c-3f0a-432f-a87e-f7e94db4e868' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cab628fc-ce67-463e-85c3-6bc125556e06' class='xr-var-data-in' type='checkbox'><label for='data-cab628fc-ce67-463e-85c3-6bc125556e06' 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 Boundaries</dd></dl></div><div class='xr-var-data'><pre>array([[9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       ...,\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36],\n",
       "       [9.96921e+36, 9.96921e+36]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sst</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'>...</div><input id='attrs-6f9aef68-fb77-4144-985e-5d5e566d8863' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6f9aef68-fb77-4144-985e-5d5e566d8863' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23acdc62-f260-4ed0-b8cc-5007cee1d985' class='xr-var-data-in' type='checkbox'><label for='data-23acdc62-f260-4ed0-b8cc-5007cee1d985' 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>Monthly Means of Sea Surface Temperature</dd><dt><span>units :</span></dt><dd>degC</dd><dt><span>var_desc :</span></dt><dd>Sea Surface Temperature</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>dataset :</span></dt><dd>NOAA Extended Reconstructed SST V5</dd><dt><span>parent_stat :</span></dt><dd>Individual Values</dd><dt><span>actual_range :</span></dt><dd>[-1.8     42.32636]</dd><dt><span>valid_range :</span></dt><dd>[-1.8 45. ]</dd></dl></div><div class='xr-var-data'><pre>[32296320 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a0b5a3d8-b9ec-4e0d-a32d-f5e6639ddb33' class='xr-section-summary-in' type='checkbox'  ><label for='section-a0b5a3d8-b9ec-4e0d-a32d-f5e6639ddb33' class='xr-section-summary' >Attributes: <span>(37)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>climatology :</span></dt><dd>Climatology is based on 1971-2000 SST, Xue, Y., T. M. Smith, and R. W. Reynolds, 2003: Interdecadal changes of 30-yr SST normals during 1871.2000. Journal of Climate, 16, 1601-1612.</dd><dt><span>description :</span></dt><dd>In situ data: ICOADS2.5 before 2007 and NCEP in situ data from 2008 to present. Ice data: HadISST ice before 2010 and NCEP ice after 2010.</dd><dt><span>keywords_vocabulary :</span></dt><dd>NASA Global Change Master Directory (GCMD) Science Keywords</dd><dt><span>keywords :</span></dt><dd>Earth Science &gt; Oceans &gt; Ocean Temperature &gt; Sea Surface Temperature &gt;</dd><dt><span>instrument :</span></dt><dd>Conventional thermometers</dd><dt><span>source_comment :</span></dt><dd>SSTs were observed by conventional thermometers in Buckets (insulated or un-insulated canvas and wooded buckets) or Engine Room Intaker</dd><dt><span>geospatial_lon_min :</span></dt><dd>-1.0</dd><dt><span>geospatial_lon_max :</span></dt><dd>359.0</dd><dt><span>geospatial_laty_max :</span></dt><dd>89.0</dd><dt><span>geospatial_laty_min :</span></dt><dd>-89.0</dd><dt><span>geospatial_lat_max :</span></dt><dd>89.0</dd><dt><span>geospatial_lat_min :</span></dt><dd>-89.0</dd><dt><span>geospatial_lat_units :</span></dt><dd>degrees_north</dd><dt><span>geospatial_lon_units :</span></dt><dd>degrees_east</dd><dt><span>cdm_data_type :</span></dt><dd>Grid</dd><dt><span>project :</span></dt><dd>NOAA Extended Reconstructed Sea Surface Temperature (ERSST)</dd><dt><span>original_publisher_url :</span></dt><dd>http://www.ncdc.noaa.gov</dd><dt><span>References :</span></dt><dd>https://www.ncdc.noaa.gov/data-access/marineocean-data/extended-reconstructed-sea-surface-temperature-ersst-v5 at NCEI and http://www.esrl.noaa.gov/psd/data/gridded/data.noaa.ersst.v5.html</dd><dt><span>source :</span></dt><dd>In situ data: ICOADS R3.0 before 2015, NCEP in situ GTS from 2016 to present, and Argo SST from 1999 to present. Ice data: HadISST2 ice before 2015, and NCEP ice after 2015</dd><dt><span>title :</span></dt><dd>NOAA ERSSTv5 (in situ only)</dd><dt><span>history :</span></dt><dd>created 07/2017 by PSD data using NCEI&#x27;s ERSST V5 NetCDF values</dd><dt><span>institution :</span></dt><dd>This version written at NOAA/ESRL PSD: obtained from NOAA/NESDIS/National Centers for Environmental Information and time aggregated. Original Full Source: NOAA/NESDIS/NCEI/CCOG</dd><dt><span>citation :</span></dt><dd>Huang et al, 2017: Extended Reconstructed Sea Surface Temperatures Version 5 (ERSSTv5): Upgrades, Validations, and Intercomparisons. Journal of Climate, https://doi.org/10.1175/JCLI-D-16-0836.1</dd><dt><span>platform :</span></dt><dd>Ship and Buoy SSTs from ICOADS R3.0 and NCEP GTS</dd><dt><span>standard_name_vocabulary :</span></dt><dd>CF Standard Name Table (v40, 25 January 2017)</dd><dt><span>processing_level :</span></dt><dd>NOAA Level 4</dd><dt><span>Conventions :</span></dt><dd>CF-1.6, ACDD-1.3</dd><dt><span>metadata_link :</span></dt><dd>:metadata_link = https://doi.org/10.7289/V5T72FNM (original format)</dd><dt><span>creator_name :</span></dt><dd>Boyin Huang (original)</dd><dt><span>date_created :</span></dt><dd>2017-06-30T12:18:00Z (original)</dd><dt><span>product_version :</span></dt><dd>Version 5</dd><dt><span>creator_url_original :</span></dt><dd>https://www.ncei.noaa.gov</dd><dt><span>license :</span></dt><dd>No constraints on data access or use</dd><dt><span>comment :</span></dt><dd>SSTs were observed by conventional thermometers in Buckets (insulated or un-insulated canvas and wooded buckets), Engine Room Intakers, or floats and drifters</dd><dt><span>summary :</span></dt><dd>ERSST.v5 is developed based on v4 after revisions of 8 parameters using updated data sets and advanced knowledge of ERSST analysis</dd><dt><span>dataset_title :</span></dt><dd>NOAA Extended Reconstructed SST V5</dd><dt><span>data_modified :</span></dt><dd>2022-01-07</dd></dl></div></li></ul></div></div>"
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       "<xarray.Dataset>\n",
       "Dimensions:    (lat: 89, lon: 180, time: 2016, nbnds: 2)\n",
       "Coordinates:\n",
       "  * lat        (lat) float32 88.0 86.0 84.0 82.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon        (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 352.0 354.0 356.0 358.0\n",
       "  * time       (time) datetime64[ns] 1854-01-01 1854-02-01 ... 2021-12-01\n",
       "Dimensions without coordinates: nbnds\n",
       "Data variables:\n",
       "    time_bnds  (time, nbnds) float64 ...\n",
       "    sst        (time, lat, lon) float32 ...\n",
       "Attributes: (12/37)\n",
       "    climatology:               Climatology is based on 1971-2000 SST, Xue, Y....\n",
       "    description:               In situ data: ICOADS2.5 before 2007 and NCEP i...\n",
       "    keywords_vocabulary:       NASA Global Change Master Directory (GCMD) Sci...\n",
       "    keywords:                  Earth Science > Oceans > Ocean Temperature > S...\n",
       "    instrument:                Conventional thermometers\n",
       "    source_comment:            SSTs were observed by conventional thermometer...\n",
       "    ...                        ...\n",
       "    creator_url_original:      https://www.ncei.noaa.gov\n",
       "    license:                   No constraints on data access or use\n",
       "    comment:                   SSTs were observed by conventional thermometer...\n",
       "    summary:                   ERSST.v5 is developed based on v4 after revisi...\n",
       "    dataset_title:             NOAA Extended Reconstructed SST V5\n",
       "    data_modified:             2022-01-07"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;sst&#x27; (time: 501, lat: 89, lon: 180)&gt;\n",
       "[8026020 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
       "  * time     (time) datetime64[ns] 1854-12-01 1855-01-01 ... 2021-02-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Means of Sea Surface Temperature\n",
       "    units:         degC\n",
       "    var_desc:      Sea Surface Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    dataset:       NOAA Extended Reconstructed SST V5\n",
       "    parent_stat:   Individual Values\n",
       "    actual_range:  [-1.8     42.32636]\n",
       "    valid_range:   [-1.8 45. ]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'sst'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 501</li><li><span class='xr-has-index'>lat</span>: 89</li><li><span class='xr-has-index'>lon</span>: 180</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-0fd88f1c-e7d8-490d-9d04-c5f55a22136f' class='xr-array-in' type='checkbox' checked><label for='section-0fd88f1c-e7d8-490d-9d04-c5f55a22136f' 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>...</span></div><div class='xr-array-data'><pre>[8026020 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-180a76fd-c25f-4560-baaa-0008a3a09808' class='xr-section-summary-in' type='checkbox'  checked><label for='section-180a76fd-c25f-4560-baaa-0008a3a09808' 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'>88.0 86.0 84.0 ... -86.0 -88.0</div><input id='attrs-645869f2-eb90-4426-897f-fb4cd2e3d04f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-645869f2-eb90-4426-897f-fb4cd2e3d04f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-65984bd1-a647-43ae-ab1c-421d2c795038' class='xr-var-data-in' type='checkbox'><label for='data-65984bd1-a647-43ae-ab1c-421d2c795038' 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>long_name :</span></dt><dd>Latitude</dd><dt><span>actual_range :</span></dt><dd>[ 88. -88.]</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>axis :</span></dt><dd>Y</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([ 88.,  86.,  84.,  82.,  80.,  78.,  76.,  74.,  72.,  70.,  68.,  66.,\n",
       "        64.,  62.,  60.,  58.,  56.,  54.,  52.,  50.,  48.,  46.,  44.,  42.,\n",
       "        40.,  38.,  36.,  34.,  32.,  30.,  28.,  26.,  24.,  22.,  20.,  18.,\n",
       "        16.,  14.,  12.,  10.,   8.,   6.,   4.,   2.,   0.,  -2.,  -4.,  -6.,\n",
       "        -8., -10., -12., -14., -16., -18., -20., -22., -24., -26., -28., -30.,\n",
       "       -32., -34., -36., -38., -40., -42., -44., -46., -48., -50., -52., -54.,\n",
       "       -56., -58., -60., -62., -64., -66., -68., -70., -72., -74., -76., -78.,\n",
       "       -80., -82., -84., -86., -88.], 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'>0.0 2.0 4.0 ... 354.0 356.0 358.0</div><input id='attrs-87369197-8550-408e-ba48-a77ff9f37ad2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-87369197-8550-408e-ba48-a77ff9f37ad2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e213bae6-9c10-405c-bc7e-6570a706f435' class='xr-var-data-in' type='checkbox'><label for='data-e213bae6-9c10-405c-bc7e-6570a706f435' 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>[  0. 358.]</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>axis :</span></dt><dd>X</dd><dt><span>coordinate_defines :</span></dt><dd>center</dd></dl></div><div class='xr-var-data'><pre>array([  0.,   2.,   4.,   6.,   8.,  10.,  12.,  14.,  16.,  18.,  20.,  22.,\n",
       "        24.,  26.,  28.,  30.,  32.,  34.,  36.,  38.,  40.,  42.,  44.,  46.,\n",
       "        48.,  50.,  52.,  54.,  56.,  58.,  60.,  62.,  64.,  66.,  68.,  70.,\n",
       "        72.,  74.,  76.,  78.,  80.,  82.,  84.,  86.,  88.,  90.,  92.,  94.,\n",
       "        96.,  98., 100., 102., 104., 106., 108., 110., 112., 114., 116., 118.,\n",
       "       120., 122., 124., 126., 128., 130., 132., 134., 136., 138., 140., 142.,\n",
       "       144., 146., 148., 150., 152., 154., 156., 158., 160., 162., 164., 166.,\n",
       "       168., 170., 172., 174., 176., 178., 180., 182., 184., 186., 188., 190.,\n",
       "       192., 194., 196., 198., 200., 202., 204., 206., 208., 210., 212., 214.,\n",
       "       216., 218., 220., 222., 224., 226., 228., 230., 232., 234., 236., 238.,\n",
       "       240., 242., 244., 246., 248., 250., 252., 254., 256., 258., 260., 262.,\n",
       "       264., 266., 268., 270., 272., 274., 276., 278., 280., 282., 284., 286.,\n",
       "       288., 290., 292., 294., 296., 298., 300., 302., 304., 306., 308., 310.,\n",
       "       312., 314., 316., 318., 320., 322., 324., 326., 328., 330., 332., 334.,\n",
       "       336., 338., 340., 342., 344., 346., 348., 350., 352., 354., 356., 358.],\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'>1854-12-01 ... 2021-02-01</div><input id='attrs-f36e480a-1bd5-4f07-a9a6-a466dcd1ec9b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f36e480a-1bd5-4f07-a9a6-a466dcd1ec9b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09b61c7b-ea6c-40c7-95b4-7620c6baaf99' class='xr-var-data-in' type='checkbox'><label for='data-09b61c7b-ea6c-40c7-95b4-7620c6baaf99' 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>prev_avg_period :</span></dt><dd>0000-00-07 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>[19723. 81053.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1854-12-01T00:00:00.000000000&#x27;, &#x27;1855-01-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1855-02-01T00:00:00.000000000&#x27;, ..., &#x27;2020-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2021-01-01T00:00:00.000000000&#x27;, &#x27;2021-02-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-608411ce-fafc-48f9-ba86-f9d8678a2949' class='xr-section-summary-in' type='checkbox'  checked><label for='section-608411ce-fafc-48f9-ba86-f9d8678a2949' class='xr-section-summary' >Attributes: <span>(9)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Monthly Means of Sea Surface Temperature</dd><dt><span>units :</span></dt><dd>degC</dd><dt><span>var_desc :</span></dt><dd>Sea Surface Temperature</dd><dt><span>level_desc :</span></dt><dd>Surface</dd><dt><span>statistic :</span></dt><dd>Mean</dd><dt><span>dataset :</span></dt><dd>NOAA Extended Reconstructed SST V5</dd><dt><span>parent_stat :</span></dt><dd>Individual Values</dd><dt><span>actual_range :</span></dt><dd>[-1.8     42.32636]</dd><dt><span>valid_range :</span></dt><dd>[-1.8 45. ]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'sst' (time: 501, lat: 89, lon: 180)>\n",
       "[8026020 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0\n",
       "  * time     (time) datetime64[ns] 1854-12-01 1855-01-01 ... 2021-02-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Means of Sea Surface Temperature\n",
       "    units:         degC\n",
       "    var_desc:      Sea Surface Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    dataset:       NOAA Extended Reconstructed SST V5\n",
       "    parent_stat:   Individual Values\n",
       "    actual_range:  [-1.8     42.32636]\n",
       "    valid_range:   [-1.8 45. ]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 对冬季ENSO指数进行5点、11点一次、二次平滑\n",
    "winsst = ds['sst'].loc[ds.time.dt.month.isin([12, 1, 2])].loc['1854-3-01':'2021-11-01', :, :]\n",
    "winsst"
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   "outputs": [],
   "source": [
    "# 把今年的12月和明年的1、2月当作今年的冬季\n",
    "# 创建一个1854-2020的一维矩阵\n",
    "win = np.zeros((int(len(winsst.time) / 3), len(winsst.lat), len(winsst.lon)))\n",
    "temp = np.zeros((len(winsst.lat), len(winsst.lon)))\n",
    "j = 0\n",
    "for i in range(len(winsst.time)):\n",
    "    temp += winsst[i, :, :]\n",
    "    if (i + 1) % 3 == 0:\n",
    "        win[j, :, :] = temp / 3\n",
    "        j += 1\n",
    "        temp = 0"
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       ".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",
       "}\n",
       "\n",
       ".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 (time: 167, lat: 89, lon: 180)&gt;\n",
       "array([[[-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        [-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        [-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        ...,\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]],\n",
       "\n",
       "       [[-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "...\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]],\n",
       "\n",
       "       [[-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        ...,\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]]])\n",
       "Coordinates:\n",
       "  * time     (time) int32 1854 1855 1856 1857 1858 ... 2016 2017 2018 2019 2020\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 167</li><li><span class='xr-has-index'>lat</span>: 89</li><li><span class='xr-has-index'>lon</span>: 180</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-39f5d37e-6f6c-4b32-b933-3eb6d62222f5' class='xr-array-in' type='checkbox' checked><label for='section-39f5d37e-6f6c-4b32-b933-3eb6d62222f5' 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>-1.8 -1.8 -1.8 -1.8 -1.8 -1.8 -1.8 ... nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[[-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        [-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        [-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        ...,\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]],\n",
       "\n",
       "       [[-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "...\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]],\n",
       "\n",
       "       [[-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        ...,\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]]])</pre></div></div></li><li class='xr-section-item'><input id='section-b389ac72-cda0-4c52-9bcc-afe765c79198' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b389ac72-cda0-4c52-9bcc-afe765c79198' 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'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>1854 1855 1856 ... 2018 2019 2020</div><input id='attrs-5ac4a4a5-63e4-4537-8d89-4275f1a8464b' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5ac4a4a5-63e4-4537-8d89-4275f1a8464b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-096cbaed-4a5b-4086-ab3e-ba6b6402d176' class='xr-var-data-in' type='checkbox'><label for='data-096cbaed-4a5b-4086-ab3e-ba6b6402d176' 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([1854, 1855, 1856, 1857, 1858, 1859, 1860, 1861, 1862, 1863, 1864, 1865,\n",
       "       1866, 1867, 1868, 1869, 1870, 1871, 1872, 1873, 1874, 1875, 1876, 1877,\n",
       "       1878, 1879, 1880, 1881, 1882, 1883, 1884, 1885, 1886, 1887, 1888, 1889,\n",
       "       1890, 1891, 1892, 1893, 1894, 1895, 1896, 1897, 1898, 1899, 1900, 1901,\n",
       "       1902, 1903, 1904, 1905, 1906, 1907, 1908, 1909, 1910, 1911, 1912, 1913,\n",
       "       1914, 1915, 1916, 1917, 1918, 1919, 1920, 1921, 1922, 1923, 1924, 1925,\n",
       "       1926, 1927, 1928, 1929, 1930, 1931, 1932, 1933, 1934, 1935, 1936, 1937,\n",
       "       1938, 1939, 1940, 1941, 1942, 1943, 1944, 1945, 1946, 1947, 1948, 1949,\n",
       "       1950, 1951, 1952, 1953, 1954, 1955, 1956, 1957, 1958, 1959, 1960, 1961,\n",
       "       1962, 1963, 1964, 1965, 1966, 1967, 1968, 1969, 1970, 1971, 1972, 1973,\n",
       "       1974, 1975, 1976, 1977, 1978, 1979, 1980, 1981, 1982, 1983, 1984, 1985,\n",
       "       1986, 1987, 1988, 1989, 1990, 1991, 1992, 1993, 1994, 1995, 1996, 1997,\n",
       "       1998, 1999, 2000, 2001, 2002, 2003, 2004, 2005, 2006, 2007, 2008, 2009,\n",
       "       2010, 2011, 2012, 2013, 2014, 2015, 2016, 2017, 2018, 2019, 2020])</pre></div></li><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'>88.0 86.0 84.0 ... -86.0 -88.0</div><input id='attrs-5a6d56b1-2e14-4982-891a-dd45e9cf7c13' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5a6d56b1-2e14-4982-891a-dd45e9cf7c13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10d12c53-fb8e-4193-bf67-fbb13f44be2e' class='xr-var-data-in' type='checkbox'><label for='data-10d12c53-fb8e-4193-bf67-fbb13f44be2e' 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([ 88.,  86.,  84.,  82.,  80.,  78.,  76.,  74.,  72.,  70.,  68.,  66.,\n",
       "        64.,  62.,  60.,  58.,  56.,  54.,  52.,  50.,  48.,  46.,  44.,  42.,\n",
       "        40.,  38.,  36.,  34.,  32.,  30.,  28.,  26.,  24.,  22.,  20.,  18.,\n",
       "        16.,  14.,  12.,  10.,   8.,   6.,   4.,   2.,   0.,  -2.,  -4.,  -6.,\n",
       "        -8., -10., -12., -14., -16., -18., -20., -22., -24., -26., -28., -30.,\n",
       "       -32., -34., -36., -38., -40., -42., -44., -46., -48., -50., -52., -54.,\n",
       "       -56., -58., -60., -62., -64., -66., -68., -70., -72., -74., -76., -78.,\n",
       "       -80., -82., -84., -86., -88.], 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'>0.0 2.0 4.0 ... 354.0 356.0 358.0</div><input id='attrs-a9c84c21-fdfd-47cc-85c3-9be11783761c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-a9c84c21-fdfd-47cc-85c3-9be11783761c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b5b26c6-36dd-4927-a753-77ca20c02e27' class='xr-var-data-in' type='checkbox'><label for='data-1b5b26c6-36dd-4927-a753-77ca20c02e27' 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([  0.,   2.,   4.,   6.,   8.,  10.,  12.,  14.,  16.,  18.,  20.,  22.,\n",
       "        24.,  26.,  28.,  30.,  32.,  34.,  36.,  38.,  40.,  42.,  44.,  46.,\n",
       "        48.,  50.,  52.,  54.,  56.,  58.,  60.,  62.,  64.,  66.,  68.,  70.,\n",
       "        72.,  74.,  76.,  78.,  80.,  82.,  84.,  86.,  88.,  90.,  92.,  94.,\n",
       "        96.,  98., 100., 102., 104., 106., 108., 110., 112., 114., 116., 118.,\n",
       "       120., 122., 124., 126., 128., 130., 132., 134., 136., 138., 140., 142.,\n",
       "       144., 146., 148., 150., 152., 154., 156., 158., 160., 162., 164., 166.,\n",
       "       168., 170., 172., 174., 176., 178., 180., 182., 184., 186., 188., 190.,\n",
       "       192., 194., 196., 198., 200., 202., 204., 206., 208., 210., 212., 214.,\n",
       "       216., 218., 220., 222., 224., 226., 228., 230., 232., 234., 236., 238.,\n",
       "       240., 242., 244., 246., 248., 250., 252., 254., 256., 258., 260., 262.,\n",
       "       264., 266., 268., 270., 272., 274., 276., 278., 280., 282., 284., 286.,\n",
       "       288., 290., 292., 294., 296., 298., 300., 302., 304., 306., 308., 310.,\n",
       "       312., 314., 316., 318., 320., 322., 324., 326., 328., 330., 332., 334.,\n",
       "       336., 338., 340., 342., 344., 346., 348., 350., 352., 354., 356., 358.],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-897b973d-7a1b-44d8-8bfc-59c228be26ea' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-897b973d-7a1b-44d8-8bfc-59c228be26ea' 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 (time: 167, lat: 89, lon: 180)>\n",
       "array([[[-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        [-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        [-1.79999995, -1.79999995, -1.79999995, ..., -1.79999995,\n",
       "         -1.79999995, -1.79999995],\n",
       "        ...,\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]],\n",
       "\n",
       "       [[-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "...\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]],\n",
       "\n",
       "       [[-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        [-1.79999983, -1.79999983, -1.79999983, ..., -1.79999983,\n",
       "         -1.79999983, -1.79999983],\n",
       "        ...,\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan],\n",
       "        [        nan,         nan,         nan, ...,         nan,\n",
       "                 nan,         nan]]])\n",
       "Coordinates:\n",
       "  * time     (time) int32 1854 1855 1856 1857 1858 ... 2016 2017 2018 2019 2020\n",
       "  * lat      (lat) float32 88.0 86.0 84.0 82.0 80.0 ... -82.0 -84.0 -86.0 -88.0\n",
       "  * lon      (lon) float32 0.0 2.0 4.0 6.0 8.0 ... 350.0 352.0 354.0 356.0 358.0"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 把win转化成 DataArray\n",
    "win = xr.DataArray(data=win, dims=['time', 'lat', 'lon'], coords={'time': np.arange(1854, 2021, 1),\n",
    "                                                                  'lat': winsst.lat.data,\n",
    "                                                                  'lon': winsst.lon.data})\n",
    "win"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "ENSOwin = win.loc[:, 5:-5, 190:240].mean(dim=['lat', 'lon'], skipna=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "## 进行平滑操作\n",
    "## 利用 scipy.signal 的 savgol_filter 函数\n",
    "### 五点一次、二次平滑\n",
    "ENSOwin5_1 = ssg.savgol_filter(ENSOwin, 5, 1)\n",
    "ENSOwin5_2 = ssg.savgol_filter(ENSOwin, 5, 2)\n",
    "\n",
    "### 十一点一次、二次平滑\n",
    "ENSOwin11_1 = ssg.savgol_filter(ENSOwin, 11, 1)\n",
    "ENSOwin11_2 = ssg.savgol_filter(ENSOwin, 11, 2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x648 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "## 绘图\n",
    "fig = plt.figure(figsize=(16, 9))\n",
    "ax = fig.add_axes([0.1, 0.1, 0.35, 0.35])\n",
    "ax2 = fig.add_axes([0.55, 0.1, 0.35, 0.35])\n",
    "ax3 = fig.add_axes([0.1, 0.55, 0.35, 0.35])\n",
    "ax4 = fig.add_axes([0.55, 0.55, 0.35, 0.35])\n",
    "\n",
    "# 标题\n",
    "ax3.set_title(\"5点1次平滑\")\n",
    "ax4.set_title(\"5点2次平滑\")\n",
    "ax.set_title(\"11点1次平滑\")\n",
    "ax2.set_title(\"11点2次平滑\")\n",
    "\n",
    "# 绘制\n",
    "ax.plot(np.arange(1854, 2021), ENSOwin11_1, color=\"k\", alpha=0.7, label='11点1次平滑')\n",
    "ax.plot(np.arange(1854, 2021), ENSOwin, color=\"r\", alpha=0.2, label='原始数据')\n",
    "ax2.plot(np.arange(1854, 2021), ENSOwin11_2, color=\"k\", alpha=0.7, label='11点2次平滑')\n",
    "ax2.plot(np.arange(1854, 2021), ENSOwin, color=\"r\", alpha=0.2, label='原始数据')\n",
    "ax3.plot(np.arange(1854, 2021), ENSOwin5_1, color=\"k\", alpha=0.7, label='5点1次平滑')\n",
    "ax3.plot(np.arange(1854, 2021), ENSOwin, color=\"r\", alpha=0.2, label='原始数据')\n",
    "ax4.plot(np.arange(1854, 2021), ENSOwin5_2, color=\"k\", alpha=0.7, label='5点2次平滑')\n",
    "ax4.plot(np.arange(1854, 2021), ENSOwin, color=\"r\", alpha=0.2, label='原始数据')\n",
    "ax.legend(loc='upper left', fontsize=10)\n",
    "ax2.legend(loc='upper left', fontsize=10)\n",
    "ax3.legend(loc='upper left', fontsize=10)\n",
    "ax4.legend(loc='upper left', fontsize=10)\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/13/qu1.png', dpi=200)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# 第二问"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "D:\\anaconda\\envs\\py310\\lib\\site-packages\\numpy\\lib\\nanfunctions.py:1879: RuntimeWarning: Degrees of freedom <= 0 for slice.\n",
      "  var = nanvar(a, axis=axis, dtype=dtype, out=out, ddof=ddof,\n"
     ]
    }
   ],
   "source": [
    "# 计算冬季ENSO指数与全球冬季海温的相关系数并进行显著性检验  t检验\n",
    "# 对数据进行标准化 距平/标准差\n",
    "# ENSOwin\n",
    "ENSOwinbz = (ENSOwin - ENSOwin.mean()) / ENSOwin.std()\n",
    "\n",
    "# win\n",
    "winbz = (win - win.mean(dim='time')) / win.std(dim='time', skipna=True)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# 相关系数显著性检验\n",
    "- 假设$\\rho$=0成立，它服从自由度为n-2 的 t分布\n",
    "- 给定显著性水平 $\\alpha$ 0.05"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# 相关系数\n",
    "$r=\\frac{\\frac{1}{n}\\sum_{i=1}^{n}(X_{i}-\\overline{X})(Y_{i}-\\overline{Y})}{\\frac{1}{n}\\sqrt{\\sum_{i=1}^{n}(X_{i}-\\overline{X})^2}\\sqrt{\\sum_{i=1}^{n}(Y_{i}-\\overline{Y})^2}}$\n",
    "\n",
    "# 统计量 t\n",
    "$t=\\frac{r\\sqrt{n-2}}{\\sqrt{1-r^2}}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# 求相关系数\n",
    "def xiangguan(x, ds):\n",
    "    x = x - x.mean()\n",
    "    y = ds - ds.mean(dim='time')\n",
    "    x = x.reshape((len(x), 1, 1))\n",
    "    up = np.sum(x * y, axis=0) / len(x)\n",
    "    down = (np.sqrt(np.sum(x ** 2)) * np.sqrt(np.sum(y ** 2, axis=0))) / len(x)\n",
    "    # 相关系数\n",
    "    r = up / down\n",
    "    return r"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# 冬季ENSO指数与全球冬季海温的相关系数\n",
    "sstxg = xiangguan(np.array(ENSOwinbz), winbz)\n",
    "\n",
    "# 进行t检验\n",
    "\n",
    "t = (sstxg * np.sqrt(len(ENSOwinbz) - 2)) / (np.sqrt(1 - np.power(sstxg, 2)))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "t1 = t.where(t > 1.984, np.nan)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x648 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "lat = winbz.lat.data\n",
    "lon = winbz.lon.data\n",
    "# 相关系数\n",
    "fig = plt.figure(figsize=(16, 9))\n",
    "ax = fig.subplots(1, 1, subplot_kw={'projection': ccrs.PlateCarree(central_longitude=180)})\n",
    "ax.coastlines('50m')\n",
    "ax.set_title('冬季ENSO指数与全球冬季海温的相关系数')\n",
    "# 标注坐标轴\n",
    "ax.set_xticks(np.arange(-180, 180 + 10, 10), crs=ccrs.PlateCarree())\n",
    "ax.set_yticks(np.arange(-90, 90 + 10, 10), crs=ccrs.PlateCarree())\n",
    "# 设置大小刻度\n",
    "minorticks = MultipleLocator(10)\n",
    "majorticks = MultipleLocator(30)\n",
    "ax.xaxis.set_major_locator(majorticks)\n",
    "ax.xaxis.set_minor_locator(minorticks)\n",
    "ax.yaxis.set_minor_locator(minorticks)\n",
    "# 经纬度格式，把0经度设置不加E和W\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "lat_formatter = LatitudeFormatter()\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)\n",
    "colorbar = ax.contourf(lon, lat, sstxg, cmap='bwr', transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)\n",
    "\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/13/qu2.png', dpi=200)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1152x648 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# t检验\n",
    "fig = plt.figure(figsize=(16, 9))\n",
    "ax = fig.subplots(1, 1, subplot_kw={'projection': ccrs.PlateCarree(central_longitude=180)})\n",
    "ax.coastlines('50m')\n",
    "ax.set_title('冬季ENSO指数与全球冬季海温的相关系数的t检验 t>ta区域')\n",
    "# 标注坐标轴\n",
    "ax.set_xticks(np.arange(-180, 180 + 10, 10), crs=ccrs.PlateCarree())\n",
    "ax.set_yticks(np.arange(-90, 90 + 10, 10), crs=ccrs.PlateCarree())\n",
    "# 设置大小刻度\n",
    "minorticks = MultipleLocator(10)\n",
    "majorticks = MultipleLocator(30)\n",
    "ax.xaxis.set_major_locator(majorticks)\n",
    "ax.xaxis.set_minor_locator(minorticks)\n",
    "ax.yaxis.set_minor_locator(minorticks)\n",
    "# 经纬度格式，把0经度设置不加E和W\n",
    "lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "lat_formatter = LatitudeFormatter()\n",
    "ax.xaxis.set_major_formatter(lon_formatter)\n",
    "ax.yaxis.set_major_formatter(lat_formatter)\n",
    "colorbar = ax.contourf(lon, lat, t1,\n",
    "                       colors=['#fff2f2', '#ffd9d9', '#ffa6a6', '#ff8d8d', '#ff7373', '#ff5858', '#fe3d3d'],\n",
    "                       transform=ccrs.PlateCarree())\n",
    "plt.colorbar(colorbar, extendrect='True', pad=0.03, fraction=0.04, shrink=0.7)\n",
    "\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/13/qu22.png', dpi=200)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%% md\n"
    }
   },
   "source": [
    "# 第三问"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "#  对El Nino和La Nina年的我国冬季气温进行合成分析，并进行显著性检验\n",
    "#  1984-2021年\n",
    "#  ElNino 年\n",
    "nino_year = np.array(\n",
    "    [1951, 1957, 1963, 1965, 1968, 1972, 1976, 1977, 1979, 1982, 1986, 1991, 1994, 1997, 2002, 2004, 2006, 2009, 2014])\n",
    "\n",
    "# Lanina 年\n",
    "nina_year = np.array([1950, 1954, 1964, 1970, 1973, 1975, 1984, 1988, 1995, 1998, 2000, 2007, 2010, 2011])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;air&#x27; (time: 222, lat: 73, lon: 144)&gt;\n",
       "[2333664 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
       "  * time     (time) datetime64[ns] 1948-12-01 1949-01-01 ... 2022-02-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Mean Air Temperature at sigma level 0.995\n",
       "    valid_range:   [-2000.  2000.]\n",
       "    units:         degC\n",
       "    precision:     1\n",
       "    var_desc:      Air Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    parent_stat:   Individual Obs\n",
       "    dataset:       NCEP Reanalysis Derived Products\n",
       "    actual_range:  [-73.78001  42.14595]</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'air'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 222</li><li><span class='xr-has-index'>lat</span>: 73</li><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-f9556715-626f-44bc-94d0-bb1e1a487bdf' class='xr-array-in' type='checkbox' checked><label for='section-f9556715-626f-44bc-94d0-bb1e1a487bdf' 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>...</span></div><div class='xr-array-data'><pre>[2333664 values with dtype=float32]</pre></div></div></li><li class='xr-section-item'><input id='section-36799a8b-b74a-4681-9790-70db61b00563' class='xr-section-summary-in' type='checkbox'  checked><label for='section-36799a8b-b74a-4681-9790-70db61b00563' 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'>90.0 87.5 85.0 ... -87.5 -90.0</div><input id='attrs-68cb50c8-01ae-4b3b-8817-587c462a0958' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-68cb50c8-01ae-4b3b-8817-587c462a0958' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed00d612-f780-4c74-b6b4-376d9aedf281' class='xr-var-data-in' type='checkbox'><label for='data-ed00d612-f780-4c74-b6b4-376d9aedf281' 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>[ 90. -90.]</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([ 90. ,  87.5,  85. ,  82.5,  80. ,  77.5,  75. ,  72.5,  70. ,  67.5,\n",
       "        65. ,  62.5,  60. ,  57.5,  55. ,  52.5,  50. ,  47.5,  45. ,  42.5,\n",
       "        40. ,  37.5,  35. ,  32.5,  30. ,  27.5,  25. ,  22.5,  20. ,  17.5,\n",
       "        15. ,  12.5,  10. ,   7.5,   5. ,   2.5,   0. ,  -2.5,  -5. ,  -7.5,\n",
       "       -10. , -12.5, -15. , -17.5, -20. , -22.5, -25. , -27.5, -30. , -32.5,\n",
       "       -35. , -37.5, -40. , -42.5, -45. , -47.5, -50. , -52.5, -55. , -57.5,\n",
       "       -60. , -62.5, -65. , -67.5, -70. , -72.5, -75. , -77.5, -80. , -82.5,\n",
       "       -85. , -87.5, -90. ], 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'>0.0 2.5 5.0 ... 352.5 355.0 357.5</div><input id='attrs-54df710e-59ca-4e9c-9f91-30ed7d29b89a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-54df710e-59ca-4e9c-9f91-30ed7d29b89a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6fcd18ff-2daf-4d41-99bf-a4585e28f100' class='xr-var-data-in' type='checkbox'><label for='data-6fcd18ff-2daf-4d41-99bf-a4585e28f100' 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>[  0.  357.5]</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([  0. ,   2.5,   5. ,   7.5,  10. ,  12.5,  15. ,  17.5,  20. ,  22.5,\n",
       "        25. ,  27.5,  30. ,  32.5,  35. ,  37.5,  40. ,  42.5,  45. ,  47.5,\n",
       "        50. ,  52.5,  55. ,  57.5,  60. ,  62.5,  65. ,  67.5,  70. ,  72.5,\n",
       "        75. ,  77.5,  80. ,  82.5,  85. ,  87.5,  90. ,  92.5,  95. ,  97.5,\n",
       "       100. , 102.5, 105. , 107.5, 110. , 112.5, 115. , 117.5, 120. , 122.5,\n",
       "       125. , 127.5, 130. , 132.5, 135. , 137.5, 140. , 142.5, 145. , 147.5,\n",
       "       150. , 152.5, 155. , 157.5, 160. , 162.5, 165. , 167.5, 170. , 172.5,\n",
       "       175. , 177.5, 180. , 182.5, 185. , 187.5, 190. , 192.5, 195. , 197.5,\n",
       "       200. , 202.5, 205. , 207.5, 210. , 212.5, 215. , 217.5, 220. , 222.5,\n",
       "       225. , 227.5, 230. , 232.5, 235. , 237.5, 240. , 242.5, 245. , 247.5,\n",
       "       250. , 252.5, 255. , 257.5, 260. , 262.5, 265. , 267.5, 270. , 272.5,\n",
       "       275. , 277.5, 280. , 282.5, 285. , 287.5, 290. , 292.5, 295. , 297.5,\n",
       "       300. , 302.5, 305. , 307.5, 310. , 312.5, 315. , 317.5, 320. , 322.5,\n",
       "       325. , 327.5, 330. , 332.5, 335. , 337.5, 340. , 342.5, 345. , 347.5,\n",
       "       350. , 352.5, 355. , 357.5], 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'>1948-12-01 ... 2022-02-01</div><input id='attrs-af23e358-ace5-4f31-bb35-8eef43aa4b12' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-af23e358-ace5-4f31-bb35-8eef43aa4b12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ac87f3d-13b2-434c-9091-dc7a016c1265' class='xr-var-data-in' type='checkbox'><label for='data-8ac87f3d-13b2-434c-9091-dc7a016c1265' 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>prev_avg_period :</span></dt><dd>0000-00-01 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>[1297320. 1947432.]</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1948-12-01T00:00:00.000000000&#x27;, &#x27;1949-01-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;1949-02-01T00:00:00.000000000&#x27;, ..., &#x27;2021-12-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-01-01T00:00:00.000000000&#x27;, &#x27;2022-02-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-86c613aa-062c-4786-8fc9-66e357490a52' class='xr-section-summary-in' type='checkbox'  ><label for='section-86c613aa-062c-4786-8fc9-66e357490a52' class='xr-section-summary' >Attributes: <span>(10)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>Monthly Mean Air Temperature at sigma level 0.995</dd><dt><span>valid_range :</span></dt><dd>[-2000.  2000.]</dd><dt><span>units :</span></dt><dd>degC</dd><dt><span>precision :</span></dt><dd>1</dd><dt><span>var_desc :</span></dt><dd>Air Temperature</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>Individual Obs</dd><dt><span>dataset :</span></dt><dd>NCEP Reanalysis Derived Products</dd><dt><span>actual_range :</span></dt><dd>[-73.78001  42.14595]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'air' (time: 222, lat: 73, lon: 144)>\n",
       "[2333664 values with dtype=float32]\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5\n",
       "  * time     (time) datetime64[ns] 1948-12-01 1949-01-01 ... 2022-02-01\n",
       "Attributes:\n",
       "    long_name:     Monthly Mean Air Temperature at sigma level 0.995\n",
       "    valid_range:   [-2000.  2000.]\n",
       "    units:         degC\n",
       "    precision:     1\n",
       "    var_desc:      Air Temperature\n",
       "    level_desc:    Surface\n",
       "    statistic:     Mean\n",
       "    parent_stat:   Individual Obs\n",
       "    dataset:       NCEP Reanalysis Derived Products\n",
       "    actual_range:  [-73.78001  42.14595]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 读取气温数据\n",
    "air = xr.open_dataset('../../data/air.mon.mean.nc')['air']\n",
    "air = air.loc[air.time.dt.month.isin([12, 1, 2])].loc['1948-12-01':'2022', :, :]\n",
    "air"
   ]
  },
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   "execution_count": 17,
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       "  * time     (time) datetime64[ns] 1948-12-31 1949-12-31 ... 2021-12-31\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 74</li><li><span class='xr-has-index'>lat</span>: 73</li><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-f832e55f-7fed-4181-8f2e-0fe764581d56' class='xr-array-in' type='checkbox' checked><label for='section-f832e55f-7fed-4181-8f2e-0fe764581d56' 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>-34.4 -34.4 -34.4 -34.4 -34.4 -34.4 ... -26.0 -26.0 -26.0 -26.0 -26.0</span></div><div class='xr-array-data'><pre>array([[[-34.40433375, -34.40433375, -34.40433375, ..., -34.40433375,\n",
       "         -34.40433375, -34.40433375],\n",
       "        [-35.29324023, -35.32626025, -35.35216204, ..., -35.20243645,\n",
       "         -35.22736613, -35.26118787],\n",
       "        [-35.07357979, -34.95202319, -34.84761429, ..., -35.48198509,\n",
       "         -35.34519577, -35.20348803],\n",
       "        ...,\n",
       "        [-22.44105848, -22.30333392, -22.1562074 , ..., -22.62232526,\n",
       "         -22.61979802, -22.55648549],\n",
       "        [-22.13874054, -22.18056488, -22.21561368, ..., -21.95558167,\n",
       "         -22.02998416, -22.09044774],\n",
       "        [-23.3167394 , -23.3167394 , -23.3167394 , ..., -23.3167394 ,\n",
       "         -23.3167394 , -23.3167394 ]],\n",
       "\n",
       "       [[-31.08884239, -31.08884239, -31.08884239, ..., -31.08884239,\n",
       "         -31.08884239, -31.08884239],\n",
       "        [-30.39472198, -30.3507843 , -30.31818199, ..., -30.56093407,\n",
       "         -30.50142479, -30.44202232],\n",
       "        [-28.86324883, -28.50448799, -28.16555214, ..., -30.01632881,\n",
       "         -29.63089943, -29.24183655],\n",
       "...\n",
       "        [-25.15509796, -25.03841209, -24.91706276, ..., -25.3170414 ,\n",
       "         -25.31036949, -25.25288963],\n",
       "        [-25.97463417, -25.99778175, -26.01403809, ..., -25.83005714,\n",
       "         -25.88964272, -25.93621826],\n",
       "        [-27.42070961, -27.42070961, -27.42070961, ..., -27.42070961,\n",
       "         -27.42070961, -27.42070961]],\n",
       "\n",
       "       [[-20.17038155, -20.17038155, -20.17038155, ..., -20.17038155,\n",
       "         -20.17038155, -20.17038155],\n",
       "        [-23.70489502, -23.72999382, -23.74175453, ..., -23.61828804,\n",
       "         -23.64875221, -23.67744637],\n",
       "        [-24.8093338 , -24.41546631, -24.03123474, ..., -25.90810394,\n",
       "         -25.56145477, -25.19008636],\n",
       "        ...,\n",
       "        [-24.3327179 , -24.1877594 , -24.02007484, ..., -24.50263977,\n",
       "         -24.50947762, -24.44669151],\n",
       "        [-24.79465675, -24.83262444, -24.86593628, ..., -24.58385277,\n",
       "         -24.6710453 , -24.73844147],\n",
       "        [-26.0017395 , -26.0017395 , -26.0017395 , ..., -26.0017395 ,\n",
       "         -26.0017395 , -26.0017395 ]]])</pre></div></div></li><li class='xr-section-item'><input id='section-fc932b44-46bf-407e-a7f6-9b5922aaec97' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fc932b44-46bf-407e-a7f6-9b5922aaec97' 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'>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'>1948-12-31 ... 2021-12-31</div><input id='attrs-47acc0de-ff62-453b-9ca4-9e01521962f4' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-47acc0de-ff62-453b-9ca4-9e01521962f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-30eb57b5-2e7a-4083-988b-7a849dd6e6b0' class='xr-var-data-in' type='checkbox'><label for='data-30eb57b5-2e7a-4083-988b-7a849dd6e6b0' 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([&#x27;1948-12-31T00:00:00.000000000&#x27;, &#x27;1949-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1950-12-31T00:00:00.000000000&#x27;, &#x27;1951-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1952-12-31T00:00:00.000000000&#x27;, &#x27;1953-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1954-12-31T00:00:00.000000000&#x27;, &#x27;1955-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1956-12-31T00:00:00.000000000&#x27;, &#x27;1957-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1958-12-31T00:00:00.000000000&#x27;, &#x27;1959-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1960-12-31T00:00:00.000000000&#x27;, &#x27;1961-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1962-12-31T00:00:00.000000000&#x27;, &#x27;1963-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1964-12-31T00:00:00.000000000&#x27;, &#x27;1965-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1966-12-31T00:00:00.000000000&#x27;, &#x27;1967-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1968-12-31T00:00:00.000000000&#x27;, &#x27;1969-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1970-12-31T00:00:00.000000000&#x27;, &#x27;1971-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1972-12-31T00:00:00.000000000&#x27;, &#x27;1973-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1974-12-31T00:00:00.000000000&#x27;, &#x27;1975-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1976-12-31T00:00:00.000000000&#x27;, &#x27;1977-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1978-12-31T00:00:00.000000000&#x27;, &#x27;1979-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1980-12-31T00:00:00.000000000&#x27;, &#x27;1981-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1982-12-31T00:00:00.000000000&#x27;, &#x27;1983-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1984-12-31T00:00:00.000000000&#x27;, &#x27;1985-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1986-12-31T00:00:00.000000000&#x27;, &#x27;1987-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1988-12-31T00:00:00.000000000&#x27;, &#x27;1989-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1990-12-31T00:00:00.000000000&#x27;, &#x27;1991-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1992-12-31T00:00:00.000000000&#x27;, &#x27;1993-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1994-12-31T00:00:00.000000000&#x27;, &#x27;1995-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1996-12-31T00:00:00.000000000&#x27;, &#x27;1997-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;1998-12-31T00:00:00.000000000&#x27;, &#x27;1999-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2000-12-31T00:00:00.000000000&#x27;, &#x27;2001-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2002-12-31T00:00:00.000000000&#x27;, &#x27;2003-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2004-12-31T00:00:00.000000000&#x27;, &#x27;2005-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2006-12-31T00:00:00.000000000&#x27;, &#x27;2007-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2008-12-31T00:00:00.000000000&#x27;, &#x27;2009-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2010-12-31T00:00:00.000000000&#x27;, &#x27;2011-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2012-12-31T00:00:00.000000000&#x27;, &#x27;2013-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2014-12-31T00:00:00.000000000&#x27;, &#x27;2015-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2016-12-31T00:00:00.000000000&#x27;, &#x27;2017-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2018-12-31T00:00:00.000000000&#x27;, &#x27;2019-12-31T00:00:00.000000000&#x27;,\n",
       "       &#x27;2020-12-31T00:00:00.000000000&#x27;, &#x27;2021-12-31T00:00:00.000000000&#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'>lat</span></div><div class='xr-var-dims'>(lat)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>90.0 87.5 85.0 ... -87.5 -90.0</div><input id='attrs-c1bf37e1-426e-4774-8bf6-94db2095c9a5' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c1bf37e1-426e-4774-8bf6-94db2095c9a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7aea95bd-1bd6-4c87-8c67-e0b7023588cc' class='xr-var-data-in' type='checkbox'><label for='data-7aea95bd-1bd6-4c87-8c67-e0b7023588cc' 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([ 90. ,  87.5,  85. ,  82.5,  80. ,  77.5,  75. ,  72.5,  70. ,  67.5,\n",
       "        65. ,  62.5,  60. ,  57.5,  55. ,  52.5,  50. ,  47.5,  45. ,  42.5,\n",
       "        40. ,  37.5,  35. ,  32.5,  30. ,  27.5,  25. ,  22.5,  20. ,  17.5,\n",
       "        15. ,  12.5,  10. ,   7.5,   5. ,   2.5,   0. ,  -2.5,  -5. ,  -7.5,\n",
       "       -10. , -12.5, -15. , -17.5, -20. , -22.5, -25. , -27.5, -30. , -32.5,\n",
       "       -35. , -37.5, -40. , -42.5, -45. , -47.5, -50. , -52.5, -55. , -57.5,\n",
       "       -60. , -62.5, -65. , -67.5, -70. , -72.5, -75. , -77.5, -80. , -82.5,\n",
       "       -85. , -87.5, -90. ], 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'>0.0 2.5 5.0 ... 352.5 355.0 357.5</div><input id='attrs-fd1c2cb9-d5c1-4a5d-a086-f21379044327' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fd1c2cb9-d5c1-4a5d-a086-f21379044327' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db3c45d1-2ab5-4c41-9db1-5fcfdff9a87c' class='xr-var-data-in' type='checkbox'><label for='data-db3c45d1-2ab5-4c41-9db1-5fcfdff9a87c' 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([  0. ,   2.5,   5. ,   7.5,  10. ,  12.5,  15. ,  17.5,  20. ,  22.5,\n",
       "        25. ,  27.5,  30. ,  32.5,  35. ,  37.5,  40. ,  42.5,  45. ,  47.5,\n",
       "        50. ,  52.5,  55. ,  57.5,  60. ,  62.5,  65. ,  67.5,  70. ,  72.5,\n",
       "        75. ,  77.5,  80. ,  82.5,  85. ,  87.5,  90. ,  92.5,  95. ,  97.5,\n",
       "       100. , 102.5, 105. , 107.5, 110. , 112.5, 115. , 117.5, 120. , 122.5,\n",
       "       125. , 127.5, 130. , 132.5, 135. , 137.5, 140. , 142.5, 145. , 147.5,\n",
       "       150. , 152.5, 155. , 157.5, 160. , 162.5, 165. , 167.5, 170. , 172.5,\n",
       "       175. , 177.5, 180. , 182.5, 185. , 187.5, 190. , 192.5, 195. , 197.5,\n",
       "       200. , 202.5, 205. , 207.5, 210. , 212.5, 215. , 217.5, 220. , 222.5,\n",
       "       225. , 227.5, 230. , 232.5, 235. , 237.5, 240. , 242.5, 245. , 247.5,\n",
       "       250. , 252.5, 255. , 257.5, 260. , 262.5, 265. , 267.5, 270. , 272.5,\n",
       "       275. , 277.5, 280. , 282.5, 285. , 287.5, 290. , 292.5, 295. , 297.5,\n",
       "       300. , 302.5, 305. , 307.5, 310. , 312.5, 315. , 317.5, 320. , 322.5,\n",
       "       325. , 327.5, 330. , 332.5, 335. , 337.5, 340. , 342.5, 345. , 347.5,\n",
       "       350. , 352.5, 355. , 357.5], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-cf3a8f4a-22ea-47a5-bf09-71f99bd22ad6' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-cf3a8f4a-22ea-47a5-bf09-71f99bd22ad6' 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 (time: 74, lat: 73, lon: 144)>\n",
       "array([[[-34.40433375, -34.40433375, -34.40433375, ..., -34.40433375,\n",
       "         -34.40433375, -34.40433375],\n",
       "        [-35.29324023, -35.32626025, -35.35216204, ..., -35.20243645,\n",
       "         -35.22736613, -35.26118787],\n",
       "        [-35.07357979, -34.95202319, -34.84761429, ..., -35.48198509,\n",
       "         -35.34519577, -35.20348803],\n",
       "        ...,\n",
       "        [-22.44105848, -22.30333392, -22.1562074 , ..., -22.62232526,\n",
       "         -22.61979802, -22.55648549],\n",
       "        [-22.13874054, -22.18056488, -22.21561368, ..., -21.95558167,\n",
       "         -22.02998416, -22.09044774],\n",
       "        [-23.3167394 , -23.3167394 , -23.3167394 , ..., -23.3167394 ,\n",
       "         -23.3167394 , -23.3167394 ]],\n",
       "\n",
       "       [[-31.08884239, -31.08884239, -31.08884239, ..., -31.08884239,\n",
       "         -31.08884239, -31.08884239],\n",
       "        [-30.39472198, -30.3507843 , -30.31818199, ..., -30.56093407,\n",
       "         -30.50142479, -30.44202232],\n",
       "        [-28.86324883, -28.50448799, -28.16555214, ..., -30.01632881,\n",
       "         -29.63089943, -29.24183655],\n",
       "...\n",
       "        [-25.15509796, -25.03841209, -24.91706276, ..., -25.3170414 ,\n",
       "         -25.31036949, -25.25288963],\n",
       "        [-25.97463417, -25.99778175, -26.01403809, ..., -25.83005714,\n",
       "         -25.88964272, -25.93621826],\n",
       "        [-27.42070961, -27.42070961, -27.42070961, ..., -27.42070961,\n",
       "         -27.42070961, -27.42070961]],\n",
       "\n",
       "       [[-20.17038155, -20.17038155, -20.17038155, ..., -20.17038155,\n",
       "         -20.17038155, -20.17038155],\n",
       "        [-23.70489502, -23.72999382, -23.74175453, ..., -23.61828804,\n",
       "         -23.64875221, -23.67744637],\n",
       "        [-24.8093338 , -24.41546631, -24.03123474, ..., -25.90810394,\n",
       "         -25.56145477, -25.19008636],\n",
       "        ...,\n",
       "        [-24.3327179 , -24.1877594 , -24.02007484, ..., -24.50263977,\n",
       "         -24.50947762, -24.44669151],\n",
       "        [-24.79465675, -24.83262444, -24.86593628, ..., -24.58385277,\n",
       "         -24.6710453 , -24.73844147],\n",
       "        [-26.0017395 , -26.0017395 , -26.0017395 , ..., -26.0017395 ,\n",
       "         -26.0017395 , -26.0017395 ]]])\n",
       "Coordinates:\n",
       "  * time     (time) datetime64[ns] 1948-12-31 1949-12-31 ... 2021-12-31\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 把今年的12月和明年的1、2月当作今年的冬季\n",
    "# 创建一个1854-2020的一维矩阵\n",
    "winair = np.zeros((int(len(air.time) / 3), len(air.lat), len(air.lon)))\n",
    "temp = np.zeros((len(air.lat), len(air.lon)))\n",
    "j = 0\n",
    "for i in range(len(air.time)):\n",
    "    temp += air[i, :, :]\n",
    "    if (i + 1) % 3 == 0:\n",
    "        winair[j, :, :] = temp / 3\n",
    "        j += 1\n",
    "        temp = 0\n",
    "# 把win转化成 DataArray\n",
    "winair = xr.DataArray(data=winair, dims=['time', 'lat', 'lon'],\n",
    "                      coords={'time': pd.date_range('1948', '2022', freq='1y'),\n",
    "                              'lat': air.lat.data,\n",
    "                              'lon': air.lon.data})\n",
    "winair"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# ElNino 年 和 LaNina 年的 合成分析\n",
    "ninoair = winair.loc[winair.time.dt.year.isin(nino_year)]\n",
    "ninaair = winair.loc[winair.time.dt.year.isin(nina_year)]\n",
    "aveair = winair.mean(dim='time')\n",
    "# 异常年份的平均场 减去 气候态\n",
    "ninohe = ninoair.mean(dim='time') - winair.mean(dim='time')\n",
    "ninahe = ninaair.mean(dim='time') - winair.mean(dim='time')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
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       "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "<path d=\"M16 26c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
       "</symbol>\n",
       "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
       "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
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       "<path d=\"M23 18h-14c-0.552 0-1-0.448-1-1s0.448-1 1-1h14c0.552 0 1 0.448 1 1s-0.448 1-1 1z\"></path>\n",
       "</symbol>\n",
       "</defs>\n",
       "</svg>\n",
       "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
       " *\n",
       " */\n",
       "\n",
       ":root {\n",
       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
       "}\n",
       "\n",
       "html[theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --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 !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\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",
       "}\n",
       "\n",
       ".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 (lat: 73, lon: 144)&gt;\n",
       "array([[-0.5435435 , -0.5435435 , -0.5435435 , ..., -0.5435435 ,\n",
       "        -0.5435435 , -0.5435435 ],\n",
       "       [-0.4777301 , -0.47070134, -0.46412373, ..., -0.5012352 ,\n",
       "        -0.49328305, -0.48530278],\n",
       "       [-0.27537831, -0.28471003, -0.29511235, ..., -0.25056785,\n",
       "        -0.25790447, -0.26629691],\n",
       "       ...,\n",
       "       [ 0.04022531,  0.03608686,  0.03243464, ...,  0.05052393,\n",
       "         0.04671226,  0.04285432],\n",
       "       [-0.04898627, -0.05907285, -0.06900076, ..., -0.02156624,\n",
       "        -0.03069882, -0.0401826 ],\n",
       "       [-0.1168616 , -0.1168616 , -0.1168616 , ..., -0.1168616 ,\n",
       "        -0.1168616 , -0.1168616 ]])\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>lat</span>: 73</li><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-a4a0f06e-d509-45ba-85f4-6e8a605a96c0' class='xr-array-in' type='checkbox' checked><label for='section-a4a0f06e-d509-45ba-85f4-6e8a605a96c0' 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>-0.5435 -0.5435 -0.5435 -0.5435 ... -0.1169 -0.1169 -0.1169 -0.1169</span></div><div class='xr-array-data'><pre>array([[-0.5435435 , -0.5435435 , -0.5435435 , ..., -0.5435435 ,\n",
       "        -0.5435435 , -0.5435435 ],\n",
       "       [-0.4777301 , -0.47070134, -0.46412373, ..., -0.5012352 ,\n",
       "        -0.49328305, -0.48530278],\n",
       "       [-0.27537831, -0.28471003, -0.29511235, ..., -0.25056785,\n",
       "        -0.25790447, -0.26629691],\n",
       "       ...,\n",
       "       [ 0.04022531,  0.03608686,  0.03243464, ...,  0.05052393,\n",
       "         0.04671226,  0.04285432],\n",
       "       [-0.04898627, -0.05907285, -0.06900076, ..., -0.02156624,\n",
       "        -0.03069882, -0.0401826 ],\n",
       "       [-0.1168616 , -0.1168616 , -0.1168616 , ..., -0.1168616 ,\n",
       "        -0.1168616 , -0.1168616 ]])</pre></div></div></li><li class='xr-section-item'><input id='section-b31f7b27-0d73-4cb4-abe5-1babec64ee39' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b31f7b27-0d73-4cb4-abe5-1babec64ee39' class='xr-section-summary' >Coordinates: <span>(2)</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'>90.0 87.5 85.0 ... -87.5 -90.0</div><input id='attrs-fc66bc31-5fb0-4072-81f7-fb611bc474de' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fc66bc31-5fb0-4072-81f7-fb611bc474de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e8bacde6-6abd-49b2-bd98-cacbd976323c' class='xr-var-data-in' type='checkbox'><label for='data-e8bacde6-6abd-49b2-bd98-cacbd976323c' 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([ 90. ,  87.5,  85. ,  82.5,  80. ,  77.5,  75. ,  72.5,  70. ,  67.5,\n",
       "        65. ,  62.5,  60. ,  57.5,  55. ,  52.5,  50. ,  47.5,  45. ,  42.5,\n",
       "        40. ,  37.5,  35. ,  32.5,  30. ,  27.5,  25. ,  22.5,  20. ,  17.5,\n",
       "        15. ,  12.5,  10. ,   7.5,   5. ,   2.5,   0. ,  -2.5,  -5. ,  -7.5,\n",
       "       -10. , -12.5, -15. , -17.5, -20. , -22.5, -25. , -27.5, -30. , -32.5,\n",
       "       -35. , -37.5, -40. , -42.5, -45. , -47.5, -50. , -52.5, -55. , -57.5,\n",
       "       -60. , -62.5, -65. , -67.5, -70. , -72.5, -75. , -77.5, -80. , -82.5,\n",
       "       -85. , -87.5, -90. ], 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'>0.0 2.5 5.0 ... 352.5 355.0 357.5</div><input id='attrs-5f6cfc2f-12c8-46ea-9d5d-7feb803eebb0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-5f6cfc2f-12c8-46ea-9d5d-7feb803eebb0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1e706a42-35bc-4325-ab6a-a97200be37bd' class='xr-var-data-in' type='checkbox'><label for='data-1e706a42-35bc-4325-ab6a-a97200be37bd' 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([  0. ,   2.5,   5. ,   7.5,  10. ,  12.5,  15. ,  17.5,  20. ,  22.5,\n",
       "        25. ,  27.5,  30. ,  32.5,  35. ,  37.5,  40. ,  42.5,  45. ,  47.5,\n",
       "        50. ,  52.5,  55. ,  57.5,  60. ,  62.5,  65. ,  67.5,  70. ,  72.5,\n",
       "        75. ,  77.5,  80. ,  82.5,  85. ,  87.5,  90. ,  92.5,  95. ,  97.5,\n",
       "       100. , 102.5, 105. , 107.5, 110. , 112.5, 115. , 117.5, 120. , 122.5,\n",
       "       125. , 127.5, 130. , 132.5, 135. , 137.5, 140. , 142.5, 145. , 147.5,\n",
       "       150. , 152.5, 155. , 157.5, 160. , 162.5, 165. , 167.5, 170. , 172.5,\n",
       "       175. , 177.5, 180. , 182.5, 185. , 187.5, 190. , 192.5, 195. , 197.5,\n",
       "       200. , 202.5, 205. , 207.5, 210. , 212.5, 215. , 217.5, 220. , 222.5,\n",
       "       225. , 227.5, 230. , 232.5, 235. , 237.5, 240. , 242.5, 245. , 247.5,\n",
       "       250. , 252.5, 255. , 257.5, 260. , 262.5, 265. , 267.5, 270. , 272.5,\n",
       "       275. , 277.5, 280. , 282.5, 285. , 287.5, 290. , 292.5, 295. , 297.5,\n",
       "       300. , 302.5, 305. , 307.5, 310. , 312.5, 315. , 317.5, 320. , 322.5,\n",
       "       325. , 327.5, 330. , 332.5, 335. , 337.5, 340. , 342.5, 345. , 347.5,\n",
       "       350. , 352.5, 355. , 357.5], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9f5e0ba9-1ae4-47f0-a074-88e81fcf2197' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9f5e0ba9-1ae4-47f0-a074-88e81fcf2197' 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 (lat: 73, lon: 144)>\n",
       "array([[-0.5435435 , -0.5435435 , -0.5435435 , ..., -0.5435435 ,\n",
       "        -0.5435435 , -0.5435435 ],\n",
       "       [-0.4777301 , -0.47070134, -0.46412373, ..., -0.5012352 ,\n",
       "        -0.49328305, -0.48530278],\n",
       "       [-0.27537831, -0.28471003, -0.29511235, ..., -0.25056785,\n",
       "        -0.25790447, -0.26629691],\n",
       "       ...,\n",
       "       [ 0.04022531,  0.03608686,  0.03243464, ...,  0.05052393,\n",
       "         0.04671226,  0.04285432],\n",
       "       [-0.04898627, -0.05907285, -0.06900076, ..., -0.02156624,\n",
       "        -0.03069882, -0.0401826 ],\n",
       "       [-0.1168616 , -0.1168616 , -0.1168616 , ..., -0.1168616 ,\n",
       "        -0.1168616 , -0.1168616 ]])\n",
       "Coordinates:\n",
       "  * lat      (lat) float32 90.0 87.5 85.0 82.5 80.0 ... -82.5 -85.0 -87.5 -90.0\n",
       "  * lon      (lon) float32 0.0 2.5 5.0 7.5 10.0 ... 350.0 352.5 355.0 357.5"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ninohe"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# 创建地图\n",
    "def createmap(ax1):\n",
    "    # 海岸线\n",
    "    ax1.coastlines('110m')\n",
    "    ax1.set_extent([70, 135, 5, 55], crs=ccrs.PlateCarree())\n",
    "    # 标注坐标轴\n",
    "    ax1.set_xticks(np.arange(70, 135 + 10, 10), crs=ccrs.PlateCarree())\n",
    "    ax1.set_yticks(np.arange(5, 55 + 10, 10), crs=ccrs.PlateCarree())\n",
    "    # 设置大小刻度\n",
    "    minorticks = MultipleLocator(10)\n",
    "    majorticks = MultipleLocator(30)\n",
    "    ax1.xaxis.set_major_locator(majorticks)\n",
    "    ax1.xaxis.set_minor_locator(minorticks)\n",
    "    ax1.yaxis.set_minor_locator(minorticks)\n",
    "    # 经纬度格式，把0经度设置不加E和W\n",
    "    lon_formatter = LongitudeFormatter(zero_direction_label=False)\n",
    "    lat_formatter = LatitudeFormatter()\n",
    "    ax1.xaxis.set_major_formatter(lon_formatter)\n",
    "    ax1.yaxis.set_major_formatter(lat_formatter)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x648 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "lon=air.lon.data\n",
    "lat=air.lat.data\n",
    "# 合成分析绘图\n",
    "fig = plt.figure(figsize=(16, 9))\n",
    "ax1 = fig.add_axes([0.1, 0.1, 0.35, 0.8], projection=ccrs.PlateCarree(central_longitude=105))\n",
    "ax2 = fig.add_axes([0.55, 0.1, 0.35, 0.8], projection=ccrs.PlateCarree(central_longitude=105))\n",
    "ax3 = fig.add_axes([0.48, 0.26, 0.01, 0.46])\n",
    "createmap(ax1)\n",
    "createmap(ax2)\n",
    "# 标题\n",
    "ax1.set_title('ElNino年')\n",
    "ax2.set_title('LaNina年')\n",
    "\n",
    "# 绘图\n",
    "colorbar=ax1.contourf(lon,lat,ninohe,cmap='rainbow',levels=np.arange(-1.8,1.2,0.1), transform=ccrs.PlateCarree(),zorder=0,extend='both')\n",
    "plt.colorbar(colorbar,pad=0.03, fraction=0.04,shrink=0.7,cax=ax3,orientation='vertical')\n",
    "ax2.contourf(lon,lat,ninahe,cmap='rainbow',levels=np.arange(-1.8,1.2,0.1), transform=ccrs.PlateCarree(),zorder=0,extend='both')\n",
    "\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/13/qu31.png', dpi=200)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [],
   "source": [
    "# 显著性检验\n",
    "from scipy.stats import ttest_ind\n",
    "\n",
    "# 1.t值\n",
    "# T检验是用t分布理论来推论差异发生的概率，从而比较两个平均数的差异是否显著。\n",
    "# 2.P值\n",
    "# P值是用来判定假设检验结果的一个参数。\n",
    "#\n",
    "# P值（P value）就是当原假设为真时所得到的样本观察结果或更极端结果出现的概率。如果P值很小，说明原假设情况的发生的概率很小，而如果出现了，根据小概率原理，我们就有理由拒绝原假设，P值越小，我们拒绝原假设的理由越充分。\n",
    "t_nino,_=ttest_ind(ninoair,winair,equal_var=False)\n",
    "t_nina,_=ttest_ind(ninaair,winair,equal_var=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[-0.4598289 , -0.4598289 , -0.4598289 , ..., -0.4598289 ,\n",
       "        -0.4598289 , -0.4598289 ],\n",
       "       [-0.38900534, -0.37260194, -0.35666327, ..., -0.43841887,\n",
       "        -0.42094866, -0.40504659],\n",
       "       [-0.40555939, -0.37780414, -0.35241049, ..., -0.49954184,\n",
       "        -0.46717564, -0.43547997],\n",
       "       ...,\n",
       "       [-0.50474166, -0.53027541, -0.5642208 , ..., -0.45311934,\n",
       "        -0.4663975 , -0.4819967 ],\n",
       "       [-0.64926554, -0.64484818, -0.63901946, ..., -0.66235007,\n",
       "        -0.65778643, -0.65330835],\n",
       "       [-0.3039339 , -0.3039339 , -0.3039339 , ..., -0.3039339 ,\n",
       "        -0.3039339 , -0.3039339 ]])"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "t_nina"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {
    "collapsed": false,
    "pycharm": {
     "name": "#%%\n"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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9SCIOLF6+x0+QKSlbrMRYJ0ESzqBHXoPYfyPfBWYusF4UlfDT8fUQxAGiEf4P/hjRohB6Nkn4M6xHYz4AhBDTwn5GRTQ5GHiv7v/jgEFRDrsB6CmEKAZaA8G+6CkUSUgqZM0YxQkZ83vE1M/4bQzh5I2OlJDjZJLhEMkkxZA6YmxEGoMomGBPv+2Yb2zm8+GGIHtxgfHbRc3P89Sc5Gq4Pi9N3yA4QwhWwC9Syv5hP6MjNssHVtb9fyPQNEpTk4G22uH5vW47hULhM1rNFrt+FBqtxxXbLsmlc5rs+kk1rD5np8cSbs0zTuQcSSvHySbD4SSTFIMS40T7BEmS/SLGIfwoyOCurPpNjBOR7NFjm9kG5Nb9v4Do1/Q7gcuklHcD89BWi1IoFD7G76Ls9g3OkCQrUTaPXc/RqZv8VsXYTgI/5zgZ5TcWySbFoMTY6P5+eT7R8JsYW8HIusclPdaauui4MV83aGKsMMx0tFTqUqAPMD/KNvWBXkKIUuAAYq8ipVAofEi4IKubh7vTre2+voVfx5NpbrJT4m/HGMboe+jW+xIoOU4lEQ5HSbE5/CKSdkZ+/SjJdj0/p8TYbHGuIAuykuKU4WNgkhCiBdrKT2cIIe6VUt4Wts0DwCtoqdU/Ae+43kuFQmELIVFWkrznnGQlytFxOiJuZgxj9r1K9D7YlVINPpfjgvSdKSvEkJxSDEqM7WrXD8/R72Icwo/Vq0PYLcjJIMapsqyTVaSUW4QQg4GjgIeklGuA3yK2mYq2OpRCoUgSvIwm+7FmhFPRZAiGKHuZFh56zeONY6y+L26/7r6W41RGiXHwcXqusNdR5KCIcQgzguxG9Bj0XVyMtOMWahkn75FSbmJ3xWqFQpFiqGjybpyMJoN5CbUqd0GYEx15o9+u11/Pa2dn1BiUHPuOZJVicE+MkymiauRYbj1vO5+b23OM/SzIEP1ioldAkyFiHI6KHisUCoV+3Igm+zFqHAsno8lGCYLc2oHdr7VXkXolxz7Bj1JsRWYjpUdFjN07rlOSbPfz8qr4lt8FORI/XNgVCoVCERxazRYqklyH09FkhTPoFWO7o8ag5NgXeC3GToirVzLsddTYD8su2S3JTjwnv1SlNoKXgpyqqOixQqFQmEMJ8t74KZqsiI0VMbYDJcce4pUUp1IUN5WxKslOib4fxNitCtaQOulURikdXknJmGyvu6FQKBRJi52CHKSU6kSoaHLyYodbKTn2ACXFCjcxWtnayei3H8Q4hBuCDCqKrFAoFAqFX1Gi7C+ciBob9R8lxy6ipNhZVEp1bPREkVNFisNRgux/VGq1QqFQmEelV+tHpV17i1UxNuJZ8cbDSo5dQEmxwi9Ek2Snpd6vYhxCCbJCoVAokhmrgpxMKdV6UNFk93FqnrEZF/KlHAshhgHDGnRq7nVXLOOFGKeiFHsdNQ4abkW5/S7GIcwKsuHjqHnIplDRYwWEjQ3o5HVXFIqUwE9SHK9GhZP9dFuUYy3fqCTdPhI5g5DSv6kWLft3lpdOe9zrbphGibG7eCXIfk6n9oqgSHEkZgTZSPR4j2MliSDrXYc5GkYKclmR47sQ06WU/U03YBNCiOveaFX06NnFOfq2n732Fynlfg53K3C0EP3lpUzzuhsKRWAwGjX2kxRHEnnd8HNfnSBZJdnImsbxosdGlnGqN+ipqGODNN09URjCbTEumbMgpcUYvJFUJcZ7E1QxBu1za/Sza3YpAa8Wt1coFApF6mBEjEuHV/peNsP75/e+OoGVG9J+pnROE91Bg3hBidLiDnsFOkp7dDE0NvVlWnXQcVOMU12IvUJJ8d4EWYojMZpmbXT+8a7jqDRrhUKhUDiEXjEOmmQGrb8K/ZTOaaIrePBjWeu4wYnS4g57+Vhpjy66vElFjm1GibG3OC2tW4b0UGIchWQS4xCufpZVFFmhUCgUNrGip0xaMVYkb/Q4hB0RZDAfRVaRYxtRYuwPjK7ra6RdxZ4koxSHYySCbDZ6vOtYMQTZ71Hl5UPKkv5CrVAoFEHAq7nF4fNg1fXAHVqPK07a+cdgLIIM8ae4xYoix0LJsU0oMU5elBRHJ9nF2AxWBTkaVqLKfhdrI6iK1QqFQhEdP0hxrL8pWVaYRa8gQ2JJDgU69PiakmOLeFF4y0n0RFyDIIvx+qg3qhyE5+kFqSbFbs0/dgI9F5VkEmiFQqFIJcysXWxVjI1GK5UsO0eyR4/BmCCDPkkuKVtMbW1tzDaUHFsgiGJsR7px0bg5gRbHIPfda4ImxqHPjNV+B1mQE2FHUTCVWq1QKBTuYEaIQ1gRY7skLFo76vphHiXI0YknyaXFHVgxdX7MfVVBLpOkqhiHt+XVusLJhtES814QhD6GE7m0mR2fHzNLPJld5skLkrUo2DRGe90FhUKhsIyRIluRWFmiafmQMsflK9nlzmlS4eaCkaWewokWqNj05xo+OPM/MfdRcmyCoImxkyKrBNk4IdGMFE6/Cqgf+xSPWJ8Xr+bqB0mSk02Qf+JxJvOA191QKBQKU4SE2ItosRtSHHk8hSIRZgU5JMnrF6zklUNvYeD1J8XcXsmxAUrKFgdSjJ1GRZETE02G7djWSfzQB6Mk+rxY/TxZ+fwrQXaX77mfn3mG85nodVcUCoVCN3YIcQgzYuy2FEceW2GOVIgehzA7DeyrH3cwevBtDL7rTA64YmjM7dScY524LcUQDDGOPJ6az7sbO8Qy1IbbUc9kk+Jo25p9jkbnH4cTEmS/z0cu6bHW8MXHjXnHeipWSyTjuZ15fMQFTKSQ5o72SaFQKKxghwRHw6gY+0VMQ/1IJdmzi1SYfxzC6DzkLb/9zvTTr6Dbff9gx/Bj+bEs9rZKjnUQNDH2MoobOnaqSrJTUumWJAdNisH8a1IyZ4EnggzBkGQzguw1EslXXM8SJnA+E8insdddUigUil04JcLhmI0W+w1V6NEcqSbIkDjjrWzqb/w68hq6P3Y7TYcekbBdJcdxCJoUg3/mAKdiFNkNsXRSkoMmxrYU2fJQkGHPVGujohyZpu2EaBsVZC+jx7XUMpbLWcMMzmM8udR3tB9+QQjxEtAdGCulvDfOds8AX0gpP3OtcwqFwlEhdntZpmiEi0nQbqgqkoPI8y78nNw4+WdmnP8Pej13H42PPEhXe0qO8UaCo5EsYpyqWBEto9gpyUGTYrD35oCb71s8rM5JjrW/VWl2UpBDA7uSMdmG+hQabIYkuYZqPuUiyljCuXxNNoWG2gsqQojhQLqUcqAQ4mUhRGcp5cIo2x0MNFNirFC4h1dzhuNhV0QxVqTO7owjFT02RypFj6MROgerSsdTce9N5N39An80P4jG6EvD9rUc59dU6hLXeNEbv4hvPJQUJw9ui5YfpM5tnIiam33f7IgeO40d0mx0LWSjA5rS4ZWGBRm0wWdN7U4mrDiHtC2bGckXZJFnuB1X6d8SejfTt+3stY2EENPC/jJaShm+NtVg4L26/48DBgF7yLEQIhN4AfhcCHGilPITkz1XKBQ6sbLkkt04LcTRtlMRZO8JXYNTVZKrvv+Ciof+Qd4Dr5DRawCgfwzjaznWSxAEOBbJLMapmFoN/olEJiNeLccUjyAIcjTMpHQbkWQzggzGo8i/rruHqtqtHNX9E9amZdNqtqHd/c56KWX/OI/nAyvr/r8R6Bdlm3OBucBDwFVCiDZSyift7aZCoQihV4ydEOEQdgqRmRUMlCD7h1SMItesXELFv/9O/qPvkN6tj+H9k0KOg4ZdA3w/i7HX2PHaWBF7Jcj247QYez3/2EuMFgjTO/AxU3XUSBS5sqaM3zc+x0kdp5Kepu0TmXKd5GwDcuv+X0D05Rn3RYs4rxFCvAncByg5VigcIJ4Y2ynDTsuOHUv62SXIKrXaOqkmyJVvPkXWyeeZEmNQcuwqvpDiMTH2HZ4cEV47bxhYjXwrQbYPtyLGqSzIoElykKLIczc8RZvCoRRmtd/rsT0GqckVTQ5nOloqdSnQB5gfZZtFQOjE7A8sdadrCkXqEEuKzQqx2yLj1Pr2KoLsH1JFkGv/Wkn1hLEUvDPZdBtKjh3G7kG9I2Ic7bEAyrITkXSrS1MpQQ4efhfkRNNI7Kqg7UQU2ejd/3hR5KqabczZ8CRDO3xvqM0k42NgkhCiBXAscIYQ4l4p5W1h27wEvCyEOAPIBE51v5sKRfJilxi7IS5OSXCiYypB9gfJNg852phiwdzbyBx6JmnFDU23q+TYAZyIcjkmxUb2MSHMbs07djrF3MrzUIJsDT/OM46HVUG2WkMhcn+zfTEaRXZSkGHPKHJVbTkTVpxDq8JjKM7uaqi9ZEJKuUUIMRg4CnhISrkG+C1im63Aae73TqFIfqyKsVOS4oUEx8OqIKvUansJYhRZz/tfNvMdasZ9SqfLppKZYPt4z1/JsY34TorBnBgnastnUWW35l5biSIrQQ4WVt8vPxUJtCLLRqLITs5Dht1R5O1Vqxm39ATq5/RkUIvnDbWRjEgpN7G7YrVCoXAJs2JsRkr8Jrtm8FMEuWRMtqMF0YKA3wXZyBhBSsm67+9n04zXaX/uF2QWJF4RovW4YjbHeEzJsQ04FdnylRj7EK8KkpmNIieDIIeLlRsC6GXUOBner2iYkWW9UWQjgx8zkYAJB01j6bunUH/gRWQNupH0j7IM7a9QKBRWMVN0y4iEJIMIx0IJsr/wiyBbyQqora5k5Wd/Y+eGBXS4aKIuMU6EkmMLpKwUj5ljKHrsRGq115W6rc5FDhKx5Cn0dz9FSe0mWQU5nND7l0iS9UaRjRbqAn0Xxq2LxrHi44tpfsx/KO45QjtGxMDGzFrJCoVCoRejYqykeG+UIPsLr+Yh25EmX12xkWX/HUFGXgPanzeOtMw86x0j+rIPhhFCHCuEuF4IsZ8d7fmZkjkLdv04ge/F2Ad4LcbhGO1LUObPlhZ32PWjd1u7seO1Kho3x/L5EpT3zCp6b3KEr48ctz0DA71EF+UN00az8pNRtDn93V1iHI3S4ZV7/Ci8JZXGBorkxwkxLumxdtdPKmHm+dolb5E3UdVNVQ035nS3Hle868cqlRv/YPFLh5LXsj+tT3vHNjEGnZFjIURT4EtgALC47gfgKinlLKAn8BjwN7SlJaK18SqwSkp5qxDiLgAp5V0W+u4qTg+QbRE+N8XYYPTYLvwkxiGMRpH9Go20Krh+iyTbea746T3T811kpdo22BtFNpJmDXteoGVtDWu+uZWtC7+g/QXfkt2go662QuwasCbvUk6eosYGilTBbjHWI4d6b0Q6id6ijGZQEWT/4USatRPSXb7sB5a/P5Img2+jwX4X296+3rTqh4FcoDfwjpTypojHvwOuA15P0M4lQoi7jXXRW9yIGgU2WuyiILsixRaXszKSPu4n2bI76muHJFv93EWeL25VTbcbs69D+H5mzjO9Fbf1zEU2OgAKzUWu3VnOio8vpLpiEx0unEBGbgPdbShcI2XHBgqF0fnFQRHicGL1xy5p9psgg/m1qZ0gPKrtVr8SyaweeXYyCl02+7+s/vIfHNX4dVotPRqWmm8r1n3zhHIshDgcKAfWACXAUCHEYcAs4FIpZbWUchowTWc/RurrsrcEIlIMgUmjtiIntoux3tfMhPz7XZCdXoM32rHcjiTHOl+sCrLT75dT3zmR7ep9DnYLMuibhwywtN98tt90LoXZvWh3yhukpavCW34jVccGitQjWtTYiBgHUYoTEa2/ZoXZ6UKOexxLRwq1H6LI0frph36BO+nX0ZBSkvP8fyjb9DIntv2GBjm9HDtWXDkWQmQBtwMnAx8DPwNHSilXCyFeB44DPjVwvKeBG4HP4xxzFDAKoEmr+gaato4vl2KKhx/E2IBAepISbfU1cliQncJNCbYbP8/xtRqRjdeeW4SOqaf/RtKs7apmXfPH75TfeA5Zw0ZSe961rBTbaT1OybGf8HpsUI825jquUChSmtCSgPEe95JE8u7H6LbTlIzJpqa2ksmrLuOvyrmc0OEn8jKtV6SOR6LI8c3AM1LKMiEEwEwpZegdmQZ0Nni8NcA8YDAwIdoGUsrRwGiALvu2iT3Jw0bsKvzjCn4Q4kg8mn8cFz++Ti7gJyk2EzH2sxhHYkQyI/fxA0Yl2Y15yFWl46m492pyrrmHrKNO3vX3eGlcXt3FTnE8HRu0EP1dGRsoFLEwEsUrndMkqQtuWU2xdjutOlKQgyia0SQ6iM8jGpHPbUf1Rr5ZNpzsjIYMbT+BjDT7Cm/FIpEcHwkcLoS4AugLfCGEuA4tBeok4H4Tx3wM+IUYF0A3sXteo2PYLXqz10JPf8zxsB0npNiP8h+Gn4QYzKdR+0kcjZBIMv3+vPSmizuRZg27B0aVH79G5cuPkHf/y2T03j/hcULoKh6iZrPaTVKPDRSKcFrNFnELctnBj2WtA5dabce8YzNibDW1etexfSaTVqtmR+7vt+cXj1jPfXPlIr5aejxti05g/6YPIoQtiywlJK4cSykPCf1fCDEBuBp4GxDAp1LKb4weUEr5qxBiotH97MbsgDWwQhxi9trd/9opyH4QyBSNFvsBv1SoBq1qeLTPqdOp7uGS7KYQ27HmtheCHOKAbqtZcNfjrP1yIvnPfEJ6q/a69lN4RzKPDRQKvUSLHseq9qsnehwUQXaygrVbBEkczeL36HiimwFryifz7fLT6NfkLvZpcGnUbVrNFrqOZfTmlt5q1UgpB9f9t7ehI+ze//wobbmOr6XYSbmbHeVLOZkE2Wkx9oP8R8HrqLFdUuz36KoRnHwu8b6HrEqyE4IM8QdS1eXbmXXprVRt3soB494gq34+YKx4l8JbkmVsoFDEw47ocdAF2W4ptvIdb1f02C84vdayX0RZ7/NcVPYWpauvZ3Cr12lVePSuv+uV4UiM7qdbjoOOmQGrZ1WS7SaaGIc/FmRB9mm02A9FuZzEzkhxMomx3Zj5DrIiyXYLMsSOIleu28AvI66ioFtH+rz8H9KyMvc8RpTUa4VCofA7TqwV6yVORIrVd/punBbjeMdzS5T1PkcpJTPW3c/8TS9yXPtv6b3IuYrU8Uh6OTY68DYlxD4VtLhSnAy4/br7LHrsRdTY7vRpJca7sftmnFlJ1luoy6ggw+5BVsWylUwbfhnNhh9Dp1sup66oU+xjWSxm85WlvRUKhSI6RpfXCVL02Kn0aSXG/sHJ6tdGpV/KWmbNuY4VTORSfqJwUXPb+6SXpJXjlJZiMCbGQYwe+/m1T1L8NK84EbHmHfsRp/tpRZL1CDLov1FzYPFyvvphB7+cfgXtrrmAtqPONNQnhUKh8AojqdXxosd+F2Qn5xTbKcbJkFrtdtQ4FkaiyU70udnsKj7mfLawgvOZSC7Fth/DCEkpx46Lsd/FzEzEOCiC7PVr75PosdtRYyfE2M2osR9T3N2WdzOSbHea9R/fzOC3kQ8z9IlL2HqMEmOFQhF8jEaPwX+C7EaRLRUxDgZuCnur2YJy1vEO55BBNufwFZnkunb8WCSdHDsqxl6LWSKsplH7fYknv7/+SUrQxdhveB3RNirJ4YJcvqWCT0Z/T4sOjRk8vN+e28WIItdUVTP3wx8offxTytdtZvgb19NpSD9gz0FfMlRAVSgUyY0byzqFE/696IQou/W9q8R4b/wSNbaKlJLlW8fy1/Yf6NP4VrLSCxPu02q24C9m8ylPMJcP6MsFHMVDpPtES/3RC5twTIz1SFm4mHohmH6cX2xnlNVPYqzzeTlVlMvNqHGQUqkj8VtqtZ/6AsYkud+M37lz6jreeeQr+g3uyjfvTmX2j4sYdd/JZGVHFNKqiyJXbNrG9Be+ZOpTY6nfoSmDbj6VrsP2Jy09Peoxog38rAzcwttTc44VCoXbJCrMpSd6HI6douzmzUgnxTioqdXJIsZrt09l6pqb2FGzjoY5ffjkj/05ss2H1M/pHnV7KWvZMWccr/MYa5nFAC7nKhaQT2OXex6fpJFjI2LsmBTH+1sizAq13VLst/RqP0lxOD5Jr3YKJ6U4laLGjgtx5OfDxDkZ7yaOlJKPv/uDfz3/Ex1b1eP+Dy+nQ8+WlG+u4JEr3+KG4/+P2165gCatG+zaZ8WitUx77j2++2A6HU8o4YyP/0mLfp0M9wuciZQoFAqF3ZhJrQbjghwiJLdGviO9yM5xI2IcVEEOMlsq/+Dnv/7JX9t/YL8md9G5/nmkiQwWbHqVsX8OZmDzJ+hYvHvqVFVtOevnvskUniCDHEq4jp6MIAPvbhIs5tuYjyWFHNsuxmal2ApG2+vZxLlosVeC7FcR9hFuRI2TTYy9mG/s2TJwJm/aRBPkH2as5Panf6S6ppbH/zGYwf1bA+WUAvn1crn99Yv44KnxXHrQv8ktyKa6qobqnTVkZKVz3HkHMvqnW2nYvJ7na3HP/99UT4+vUCiSC7sKc9mBnmiyV1NW3EylDpIgBzlqXFG9jl/X3sMfm9+hV8PrOLTVy2Sk5e16vEv982mY05dvl5/GlDU3IqlGVu+kmh105CiO51nacSgCc+sV28VOtvMZl8Z8PPBybKsYeyHFZnG6H07OP3ZDgq28PnqfdxJGj5UYm8cWIbbjsxFqw+C5GRLktRu3c/WD45mzeAN3XFLCKUd2IS1t94UsNAdZCMFpVx3BUWfuT1VlNZlZGaRnppObn01G5u7UaaMVre2kqqKSsZc/6/pxFQpF6uF29DgSVbdBAdrNm2hYnSs/a/1jzFh3P52Kz+LUznPJzYieCt0wty/DO82ieO460skinUwyyCGLfEvHt5PvuZeWDGATf0R9PPByrJekEmO3sFOQ3YoK2/Ee2fi8nZp3bDfJJsVuYVuE2InPh4mbN0Xj5nDD7PU0LM5l2ltnk50VfX5weJGu4kaJi2+AsXWR7aJyawWVW7e7ekyFQqEIR0/02C5B9gteFOAKQvTYiahxLBmOt51RUd5Q8Ruz1j/MiR1KKcrumHD7dnNzgTaGjuEm65hLb0Yym3ejPh5oOXZ10J1qYhzC7xWsw/HpexRPkPUulbNre5ujcEqKkxwdglxVU8ut4xfz5R8b6dIgj++WbGLKf8+JKcYhjJ674GwUOdq5LDMlT1VX234sPyGEeAnoDoyVUt4bZ7umwJdSyn1d65xCkaTESq2OFT0OSVuiAl1AoCXZ66rUfhZkO8VYrxAn2j+eJK/a9h2la64jJ70RO2rW07PhtTHF2Gp/3KYBndhE7PFvoOVYL5ajxj6VLtfwuyDb/f64/FzNSoYZwXCj+rSSYoM4nVURR5DXbKtkxAdzyMtM56Vh3fizrIIL+jajaUN96U+h99qsJOsl/Fw3sq8QghbtG/HHrJWGjhcUhBDDgXQp5UAhxMtCiM5SyoUxNn8YfLCApEKRJMQSjHjp1UYkGfwvyl7LcBCwQ4qdks9o57CUkpnr/8PsDY9zUItnyBC5bNm5mM71z3WlT27QgI6s5teYjwdWjl0bgKe6GIfwqyAH5P1JlF5tJQrnF1JNin0zx9gkyzfvYNCrv3BBn+bccWg70oRg/5ZF2oMGpwOYOX+NYOVcb57EcgwMBt6r+/84YBCwlxwLIQ4HyoE1rvVMoUgRokWRQ0KUSJJBvyjv0b5H0hwEGfZT9NjPYhx5jBU9JVJKflh1GRt2/MaJHaZQkNV6j22ShQZ0Yg7vx3w8sHJsG6pCsn78JMhOSbGDz88JQfYDqSbFtuHmd09E9LhsRxXHvj2Tq/dvxd8H2jMvyGwU2Wmat2vkdRf2oKJXK7YM6apv47u/aySEmBb2l9FSytFhv+cDIfPfCPSLbEIIkQXcDpwMfGyiywqFIgHxosgQW5JBvyiH45Y0B0GG/YhdKdRuCmmr2YKJ3Mu6nOkMbT+BzPSCpBLicOrTMWYxLgioHDuypnE0AhKVdBU/CLJfxNjmNWXBv4IRDSXFFvDiplyYIN/z/VIOaFnE9SWxq5uaLSbnl3M41I8FeTLO/WHfs15K2T/O49vYnSpdAKRF2eZm4BkpZZkQyTnQUSj8Qry5yBBfkkFf2nU8lMxqeBU99tO8YqOsZz5TeJK/7fiNwt/1FdoMKvVoQznrYj4e7UKaOsQboCoxjs3std68Pl4d12b03LApmbPAt/Lp5765haWbbl5mq9Qdu6q2ll5N8kkkS1aep5vnSOicDP8JMUJvlDaYTEdLpQboAyyJss2RwBVCiAlAXyHEi+50TaFITeJJTcmY7F0/8Wg9rniPH4X/CbIYA9RSTR6NKKS568d2m3Qy+Bu/xXw8cJHjVB+U+4pwUXU6muy0FHsdDY+B36JwCov4ZBpHUVYGW3fWOH4cp85fI+djoqrbAedjYJIQogVwLHCGEOJeKeVtoQ2klIeE/i+EmCClvNj9bioUqYWeasDhMqU3ohyO2ehyquBW9DjoUhwii0J2stWz47tNQzrHfCxwcmyEuFEPFTW2l9BrZrdkuvFeeCDGRlNWvZqPrKQ4Pqu3VtKsICthBBawT4xjfSb0nsdj5lDUtID126t0bW7HWt2mq1qr8y8uUsotQojBwFHAQ1LKNRD7driUcrA7PVMoFKBPksGYKIdQwuwtsaR4Z81mhMggM03fqg8hvJ7fm00RlSkkx/EIlBy7MlBSYmwNK9HkFHvtzQgyOB9FVkISn4yxM3l1zlqem76KX1Zv5fIBLXlsSKf4gqxHjK2e/zrrAUyvqGJc6XL69Gpm7XgmCD+H3TjPbKko7nOklJvYXbFaoVD4kHDxcUKUQ0QKc6rLslPR40gxllKyrmIqv298niVbxpCb0Zjj2o3fo9pzPLwW4+1s5BdeQOJ8Rplf+IvZMR8LlBzbRqyBaorJmePEiyb75bX2OJ3aTFTOCUlWQpyYBUs38dJHs3h/7O+UtCritoPbMrBVPY59+zeu+WohTxzdOboguyHG4e3EOKd/3l7FNau3sqq6lssb5DLqkLa6m7UjehyOk+dbpBCXrtjs2LEUCoXCKGZFGZQs+4Hw96SqtpxFZW8yb+PzVNVupWv9Szi9ywIWlr3O2D8P4/j24ynIir8ihJdiXEUF47iBWbxNF4ZxPhM964ub1FDNJ1wQ8/HAyLHRwVQqRAwCg19E2Kd4VRVYCbE+Nm+r5L4Xp/DhNws5/4QeTL+kP22Lc3Y9/vXZfTn6rd+46suFPHlMhCB7Mcc4iiB/X76TU5dt5pFmBZxZnEOGEPD5AlMV1/1IvO/7e75f4l5HFAqFwgBGRBmULJvBzuhx6PWXUrJkyxhKV19Ho9z+DGj2IC3zj0AIrc5x70Y3IEhj7J+HxxVkL8V4B5t5j1PJpQFXMo8CmnrWF7dZyFgg9msfCDm2dRCvosaKED4twmUUJbnOIKXko/GLuPXJyRxZ0paf3zqLdlMW77VdvZwMLt63Odd+tYg7D2lH4/ws7QG9Yuzgd4+Ukv/bUMH968p5q3U9jirI2nODiPWP42F39Ngqem+ANsrLSryRQqFQeEykKBmVZaOiDKkpy1bZuvNPflx1FVur/mRw6zdonn9o1O061BvBrPWPsWTrx/RsePVej3spxmuZw38ZTgeO5BieID0YOmgbeTRCBF2OFQrb8ZkY+008/EYoOu7WjYDFKzdzwyMTWb1+G6/efQwlvaMvbSCl5N5JS3nx11X8cEE/X4hxOfDT7LVMbJzH19t2UimhtGMD2ttQtdnL89RsNlDXNarAiEKhCB5uR5UheYt82RE9HvCBYMaGB5i1/lF6N/o7RzYcQ3pa9Juv6yt+5eulJ9Kj4RX0aHDVXo+7LcYSyTrmsoSJLGUifzKeITxCX851tR9+oSFdWc/8mI/7Xo7NDIZjDqJ8soyKQhGN8PNWibJGZMp4ohRyq/K8s6qGJ976hWfe/41rR/bj8tP7kJkRXSorq2u5+LN5zNuwndIL96N5of7lHNZU1TBj/gYGAA0t9Xg364Ab0Soz9QUOXbedu9vW49D8LLLTEhQL81l6teVpMWHf9V2zk3opJ4VCkQIYFWWwHlUOoaLLUL50Mh/9cTWFme05qeNUCrPax9x26ZZPmbTyEg5q8Qzt652y1+OxxLiKHaxhBulk0oL9bOm3RDKD1/iWW8kgh3YcSieOZQiPUI9WthwjiOTTiDRijw18KcdCiGHAsA4t6xneV801VsTFroixwzIROo9TWZLNzKWOto9eYd5ZVcPIWz+ntlYy8aXTadOsKOa2myqqOOHdWTQtyGLiefuSlxn7S3ZzTS3TKqr5uaKKn+v+3VYr6Q4sAG4FLgesJP++DVwHnA2sBnb1fOlmfed8SCZ1nNd2n5u2fWfHuPnZNduXlzmFCUJjgwZ08rorCoVnWBFlK5IcIlmjy7HYPOd91n9yIwc2f4p2RSfHXZli9vrHmbn+EY5u+z8a5w3Y6/HQe1dDNev5nZVMZSU/s4qfWcfvNKIr21lPKwZyFA9Sn9gSnohNLOFjzqOK7ZzJp7Skv+m2kpGGdGUFP0V9zJejBinlZ8Bn+3ZrconefRIOsFTUOHWxQ4g9iqylajTZ7TWdq6truehf48jMSOO1e46JGS0OMXddOXPXl/PtuX3JSk/b6/EN1bXctbacr7ftZEV1LX1zMhiQm8EpRdk82DSfjgs3IoC5wN+BJ4DDgD5oUd+Dgb1bjc0VwBdAiYF9omJwDrLn6Phe72RDOrnCH4TGBi1Ef91jA4UimdG7jnIIOyU5nFgpy36QZivp1Fvm/4/1n/yDY9uNo0FOr4Tbz9v0Igc0+09UMW45G2bwGr/wImuYQSEtaMEAWjKAvpxHM/qSSS472c5PPMJo+tOag2hGX5rRl7YcTD6Ndfd9Gs/SkC4M5bm4UdJUpRHdgiXHRvDFAE2xGztENN48TLfmCvsszRRSV5SdprZWcsUD37Jt+07e/ffQhGIMcFCbYvo1K+SVGau5dL+Wu/4upeTt2X/x90UbGVEvm/fa1KN7drpWHToK3dGk9hdgGjADeBL4G5o066Ea2ArsH2sDnesf78JAFNl1TNzkzImXUq5QKBRJgF8kORIvo8xW5xhv++Nb1n5wOUe3G6tLjAH6NbmTmeseokO903dVrgbInf0Hr3MpFWziCO6jFQPJJXr/ssjjUG5nPy5lGZNYwwx+4QW+5RauZF7cQlLhbGcDrThAiXEMGhI7CBNYOTYkxSpqbA9uiakXxbL8KAJxUKJsnK3bd7JoWRnbtu9k2/Yqyiuq2Lp9J5N+Wcnq9eV8+MgwsnVGGaWUdGqQy5jf1+2S4z83VfC3zxewelsln7apx/55mbr71q/uB+AhiLM0/d5MBhqTINJsVJDBH5Jsw3f3ospqGzqiUCgU/qfVbKFbkME9SQ7H6SizESmWUlK5fh41FZuo3blt1091+To2T3icI9uMoXGu/nTkgsy2bKycydaqJRRldaBWVrF0zqP8yMMczC0cwDW6K0MX0ITunEJ3TqGc9TxOW3ZSTjYFCffdyXZWMY2unKC776nG0jhrOgdOjlWk2EV8VtHZVgImw/GI95kIojg7kVK9eOVmTr7uEwrzsigqyKIgL5P8XO3fNs0LefzGw8jL0SezO2tquejTecxZV84/D27Lvyb+yXdLypixZhu3DGrD9Wu2khlnTlK8zIidwFPAGAPP7WugArgBuAZoHe+4Zj7TbhTscuIGZt3rfLf9LSsUCoVvMRpFBm8kORKrUWajkWJZW8OqL65l64KxZNZrQ3pWIWlZ+aRlF9JieRED2nxIs/xButvTCnFdzICmD7Bq27fMXXU7S/iOpvRhFD9bmj88hf+jN2frEmOAjSxkM8v4mWdIJ4vOHGP62MnIUiaznnkxHw+MHJuWYhU11o+S4aQj1ucmiNJsljdrcrn3ile46YIBXHBiT0ttVVTVcNzbM5mwtIzMNMG/f1jGYW2LufHANhzcph6F2RmWvnPeBrqCobIZ9wEXAs/W7fcKcJzpHsTAziiygyIcye/Al/YfTaFQKHyPFUkOx0/CHE2WzaRP11ZXsuKj86nZsZnOl/9GenbhrsdKxmRDC2Ptzdv4Ij+sugyAWesfpWP1YXTgCA7nXurTXncqdDQq2co0nuWiGPNjo9GMPvydlczmv3zBVcznSI7hcTLQv6pGMvMdt3Mod/AJF0Z93Pdy7FqkuGcTR9Yc9TXJJMMpKr9mifa5SkZhnjd9KXec8TxPXnswJw62XuF2e1UtB7aux/UlrTm4bT2KdUab9fINmLq/2xF4GDgJOANNlu+EvWcamY0ehzASRXbyxqTO7+q70OZu3+xcTxQKhcLXmJHkcKIJM3gjzVbnEQPI2mqWvn0S6bn1aXvmR6Rl7H5+sZ5rYmo5sMXTtMg/jO4Lu1iS4UhW8yu5NKABHQ3tl0ku+3I++zCcT7iAlxnE6XxAMW1t61sQWcx4trCS3pwTTDlO37LDWgMqahwdv0txKopu+Lnqg8rYIdwWZrtTqneUV5KensYBPZvb0l7DvEzuO7yD+QbiSN0MYD5QY751BgHT0QR5OPARUeYi2yHIsOd56gMRjmQm8D3wMkqOFQqFwuh85ET4SZoNISXV5Wup1+MUm8QYujUYBcRew9gsVexgPp9QxlLKWUcBxq/dORRxOh/wE4/yAgdwLt/QFGtZdEFFIhnPbQzmrrhzv30txwoHUMWu/EekWMQSDQ9eRz8IsxX6HtKF4y88iPPv+JLP/u8kXZWovaAcOBlt3vAoi201RZuHfDhaca+oYmhVkMHV9Ggz3AHcBOTb1qJCoVAEG6tRZD34LTU7EpGeSZvT3mHxq0eS06wveS37WxLjEHaLMcD33MtfzOJqFpkS4xACwYH8nVwa8gEjuISfySLPxp4Gg0V8SSWb6cmIuNslrxyrqPGeuCHFAZJgPYLneEq/0XPUJ9Icel2CIsln3XA0j02Yy53P/sj9Vx1sqa0tQ3o4cl78CzgIbb1iO8gA3kKbg3woMNCmdm3FwWksE9CWxnrXsSMoFApFcHFDksPxW5Q5u1EXWg59kuUfjGRE82mQYU2OnRDjtcxlOs9zGb9RZHQSdAz6ch6L+YYvuZYTGG1Lm0Ghkm18yz85jLsTLm+VvHKs2I2dYhwAAbZL2kLtOCLJdt688UFKth04UaUaIC0tjedvP4rBF70HwKB9W7Fvt8Y0b6Sv6qNtxJDBTcCjaDJrJ62B0cBZwK+w94qKdkSPjeBCTYcq4H7gaeA1IMfxIyoUCkVwcVuSIwmXZrdFuajbiRSP/4VxS0+ka4OLaJSzH/VzupMmjNUScUKMASZxHy0YQC71bWtTIBjKszxPP+bwPj04zba2/cxSJvMx59GOwXTj5ITbJ6ccq6ixhl0DXx8JlxfRStsl2cnz00VRLho3JzDR4wUDe/PRozt4+4t5vDhmFjMWrCUjPY19uzbh8RsH6xLlb6cuo7ZGcrKUpMVbqskg9YH3gevQpO5q4FS0glpTgYuAE4AsE22fiJZiPQr4L+xdIsRpQXaxyOFc4Fy0NZ9/BVq6dmSFQqEINl5LMri/nFTJmGxqm97LvI2jWb1tAjPXP0z5zmXUz+lJj4ZX06n4rIRtFM1exXS+YB+Gk0cDW/t3BA/wFdfzBB3pzUgO5U7K+JOP64ps9eV8ikxc6bIp5BTe4S2OowX9LS0x5Xeq2MF33MFM3mQoz9KNE3XtlxxybJdsJFPFaqsDXg+F2K/CZYsku3njJkkiynbRsXUxt48qAUBKyfK/tnLBHV8xa+H6uHL814Zybnx8EjMXrqMgL4tbN2zjmv1bc16fZuRn2TOH+WTgeGAscDba8kP/Q1um6Wm0dOt3gcNMtP0wcADwAjHmM4e+8+ySZJe/Q2uAx4F/A/eiPUdn7uMrFApFchMrCuqmNDsZTY5M704TGXRveDndG14OwM6arczb9Dx/bn4/rhxLWcuaOaN5mztoyf58zY305AwO4Goa082WvhbThhF8wFrm8hmXMIaR/MUsejOSLazgGXrRi7M4jicNV8duSX8GcTMfcCYXMol07F15ww+s4hc+4lwa0Y2/8Rv5NNa9bzDlWEWGY2NlgOuBQPlVhONhWpK9PG8dEmW7osdOpVTHQghBm2ZFtG9Zj42bo1fFl1Ly+v/mcvfzpZw7rDvP3XYkOVnp/Pbijzw+ZTl3TPiTi/ZtzrAuDSnISic/M53C7HSaRWtMhzBmoUny1UBztIJSbdAix18DZwKlQDuDzzUHLWp8MNq85pjvVngfjX6PeHRTcTFwPpoMTwEs1BFXKBQKRQz0pA47IdB2iLKRYltZ6YU0zh3A0i2fxtxm0465TF10KZJazmcCTejBVtYwjWd5lUNpzn7051IKaUkmeWSRTwHNTK8x3ITuHModLOYbSriWdgxGIDiKh3iFQyjlcQZyneF2S7iWxXzDd9zBkTxgqm9+pIYqJnE/U3maY3icXpxp+OZB8ORYiXFsjA5oXZZhN0U4nmyVzFlgyzEcnZPsJNGW4rGAHYIcek/skmS973H3Dg25e3Qpi5aXccbRXenURpvbs2jZJq556Du2V1bzyeMn0rNTI0B7roe0LeaQtsUs3lTBk1NXcOM3f7C9qpbyqhrWlO3g7VZFDCsyX9wj2iXqKLTKyycDP4DhGpPd6tq9BPhRzw7RZDfa94uDUrwMbd50tEuaRJtPfRtwC3AtUZasUigUvsWISDk1p1NhL9HeJyeWjtIjyVaqTxdldWTTjll8u+wMOtc/h1YFR5MmMqiprWTGugeYv+4ZBvMv+nMZaXVXnkKacRj/YhC3MIu3mcKT7KCMKsrZQRkt6M9ZfGa6T504mk4cvcffsilkBB/xIiU0pQ8dONxQm2mkcRKv8hx96MmZNKO36f65xXY2kk4m2RRGfXwtc/mIc8mnMZfxq6m0cwAhpXfzCxLRv0WRnHZJ/70fcEuQg5Ji7VMpdlqGnY42mpFoXaLstxs8Np0Pdr/fet9fKzc7pJTMWrSed7+cx/tfL6RdiyL27daE979ewI3nDWDUKb1IT9cufgnf2zFzeG5jBZPLd/Jm63q7/27T94gEzqn7902Mpw7XAG3RUrb9vsLhdGAAMAJ4lj2Lia1Ei6ZvAF4H9tHRnoDpUsooFxN3EUJcN/r2ox4dcXRXXdvXG/TUL1LK/RzuVuBoIfrLS5nmdTcUJrE7wqjkORjY+b5HE2Q7lmMKsaN6I4s3/5dFZW+wtepP2hedxqryb2la2YXjeIp6tNLd1k7KeZjmXMcycvcujWmZxYznQ87iYkqpbzi3DL7jTnZQxrE8YXvf7KSWWl7iQLaxhuG8SVsGhT1WQymPM5l/czj3sR+X6IoW34WIOjYIphyD+4LhN1E2kz7tsBQ7IcNup9vGwoiABVKQwZbzw6kbIqHzwK6ofzSqqmsYP3U5P8xYxcXDe9KmWdGux/SIMcCqqhp6LtrIX90akRkq2mXjd8d2tNToc4DrTex/K1AJPGJbj+ynFhiEVmX7d7R52G+iPe+30J73VWjrN+udJaXkOLlQchxc3Jq7apcwW+mvkvbYeFn4yyibKxfwx+Z36LS2N/twsuEUXYC3GUZPzqQ3iYt8meEnHuM3XudCfjC8fvEm/uQF9ud6VphO/XaDX3mV6TzPIG7hM0axH6M4lDvYzDI+5nwEghN5hQYGJljFkuPgpVWHGN7DXcEIyahXkmx2LrESYlsI71MiQdOVbh16X/wkyTakWztVwdpJKQ6RmZHO0Qe24+gD2+36WyIpLnt/Fr9WVDN9RzW/VFQxvaKanRJWV9XSJivd1qjxQrSU6FbAP9DkMer85jhcgCaeD2Cu+rUbvIm2JNPlaKnSx6BV7+4AbEGLfPfzrHf+QwjxEtAdGCulvDfK4/XQ6rmlA+XACCnlTnd7qUh13JahyON5UWhKbx9SkfDXwu+iXC+7C/2a3EmrtfrevxqqWc/vrGI6q/mF1UxnDTNoxUDb+1ZBGSsopYKNrGcepTzOIdxqqI36tKcpvZnPp75d2mkHm/mWWzmTT2jJAFoygI85nxcYwBZWcDC3cgDX7Epzt0pw5RjcF2TYU1KdFGWfVpsOggyXFhsry1NStthY+xH9jSVugZZkHwqy20R736SUPDttFROWbuKXRRv5q7qWPjkZ9MvJ4OiCLG5pnM8+2elk2LjUUy1aOrRAi54OAe7BuBgDdAYaoi171Nem/tnJFrSI8EfsnkM8DG1pplAlb7V28W6EEMOBdCnlQCHEy0KIzlLKhRGbjQQelVJ+LYR4Fu1+Q+xqMwqFzfhBfvzSByXIe9NqtvDF+xOPRO/bSn7mV15hNb+wllkU0Zrm9KM5/diHk2nGvranVH/HXfzIw7Rkf1pzIKfzIe041FRbXTmBPxlPD07T/V64eS5P4F905jhaMgCAQpozki+Yw39pRl8a65pgpZ9gyzF4I8ghYgmsWWm2YykVB6TYq7mkCdsxKMFm2tEjzomiyluG9EicluvleRwNm4t2BQE96fB3TVzC2IUbuDZd8K829eiSnU56LBG26eZZGlpBrfPRLMcquWjzj/3IPcDRaEtPhdMcuNj97jjCopbNjHwHNhJChOcPj5ZSjg77fTDwXt3/x6ElBuwhx1LKZ8J+bQz4bI6QIpmJN9B2epkeKzhVGVkJcnT8LMiJ3q+/mM1bHM+B/J1enElT+pBDUdx97KAJPWhOP85nvOW2Msih1uDIINb7Zff5vZa5zOQNLmfPMVoaafTiTFuPFSL4cuxH7Fov1Ag+l2IrQmyXBFs9tl5RjiXIoCOK7CdBBtOS7Ofosdnq4q/OWM0bM9dQ2qyAJhkJUndsziq5Ei0V2g45FmjRaL8xD3gF8NknwGvWJ5grnY9WowxgI3EyzoUQA4H6UspSG/unUMQk1uDZbilO1G48YbW7L3r6oAQ5On4U5ETv01ZW8zZDOZpH6cPZLvVKoxsn8SXXsYbfaEYfS20J0gBpy+tv5/ktkXzJNRzC7RTgnlslhxxblQojA3+/yEtA0qbNSrGXQhwLvaIcS5AhtZZ/8oMg2/U6j12wnpvGzmdih/qJxdgBhqItV/Qz1CUVmUe7BPoLCVyDVjCsqcd9CRjb0JIBAAqIsaKVEKIB8CRwikv9UqQ4botxPOw45vIhZQC0HldsqQ8hSVaCHB0/CXKi96ec9bzNMPpxketiDJBOJv25jKk8xQm8YKktQRrSxtvmdp3fv/MRW1nNAP5mQ6/0kxxyDMYF2axcuiXSLqaz+mkesR1S/GNZa9P7Hli8XNd2iUQ5UXXlmKnWfoweh2NQkr0SZLukeNqqLdz+3Z/8vqyMD9rUo1u2jq9MB2oRpKMVqHoKeM1iW2n4L3L8KbAcrQq1whDT0VKpS4E+wPzIDYQQWcD7wC1SyqXudk+RariRRm1VVPW2b/QxSNyn0uGVSpAT4CdBjkYFZfzEo/zM0/TjYg7hNs/6sh+jeIquHMmD5NHAQkuCbcX+GhlUUcFXXM9JvEK67rUp7CF55Bjii4UXcyd9Pl/TL1JsVoitSLDeNvXIcqj/sSTZcBTZiCDrFTG7U/0NFO1yU5DtkuJZf23jjgl/MnXVFm4ryOKTzg3JStMxiHGwSN9FQEe0CaNW3k0v5HgrsB6tsFhkaLMCuA54Hv1LMyl28TEwSQjRAjgWOEMIca+UMny0dhFauvU/hRD/BJ6VUv7X/a4qkh27xDiRgBrZLp6s6j2OEWK1Gd4PJciJCb0mXklytPekkm1M4f8o5TG6MIxRTKM+7T3o3W4KaEIXhvErL3MQN5huRziQU5bo3K6hmi2sII9GZFOw1+M/8BAt2Z/2HGZrv/SQXHIMe4qFz+XUTZyWE6NSbFSInRBho8dNJMqxJNlUFNnuCHI8aTMrzj4SZLukeGNFFVd8voDxSzZx04FteDtdkKtHisHxZd4aoNnPGOAyC+1U44wcVwGLgQVhP/Pr/t0M1K/7tzewb9jPJ2iVs49yoE/JjpRyixBiMNrL95CUcg3wW8Q2zwLPut87RSphRoydkFMnjlHSY+/v9tI5xq6by4eUKUE2gRdR5GjvxTRG8x130J7DuZDJNELfWvVusC8X8hXXWZLjDS2qkNvtHxks71FL/TnrWM98NrAg7Gc+m/iTPBpRwUbq0Ybm7Esz9qU5+5JHI6bwJJfyi+190oMuOa6br7Qf8KuUcn2MbY4F9gEmSimn29dFE7gkxYkG+17OK3UrUmdEioMixLEI9UePJJuJIjsuyLGYvTaQgmz350tKyfmf/E6T/Cz+aFOPgtVbweNocSQrwMDy9nvzBVrk2VrpDo0JwGfsFuBlQEugC9C17hin1/3eEi1ivAmYgbY00wTgcWAdWk6wwhxSyk3srljtGoEbFygcw69ibIZoIqx3u0TCrATZHG4KcrT3YD6fMYn7OJevaUovV/phhC2soL6FkUEVFcxa/wj7Nb3bcl92VK/n943PUVY5n80757O5cgFp6Zk0rulCI7rSkC704Rwa0pUGdCSTXGqoYj3zWM2vrOFXvudz/mImB3MrxbSx3CczJJRjIUR94H9oy0w+KoQ4HG2eU2j0f5WUchbQE3gM+Fvd49HaehVYJaW8VQhxF4CU8i5rT8F+7BrA29GOHgFwe06nn6PERu/mRiPRxVFPNNlMFNlzQQZzkmxQkMMxc+7aftOp7vV9csN2Vpft4IP29clK11l0y0UxrgB+AQ40uf9G4BLgDaDQYl/eAP6BViTsYDQB7ggkWkilPnBY3Y8iuKTiuECxN4mExQkxTnR9NjIG0CvCVtsL71MiQQZ3148NCm4IcrTXfTMr+JRLGMGHvhRjgKVMpK3J9Y0BPm54M42q+9Gh3mmW+lFetYIvlhxN49z9aVlwJN2zL6deVhdyMhrGPafTyaQpvepe33Mt9cEu9ESOewPXSylL6y6IFwLvSClvitjuO7SpY68naO8SIYT12xMO4HVl3Wj4qU9+lGI7ZDhem1ZF2WgU2VNBBvNRZAOCHE480Y08922T4iiv5S8VVdyztpzSDvX1zS0GV8UYYArQC6LMzInPDrQ82/vQShVbFdMngYeA8UB3i225QbXXHUhOUmZcoIiOG2JsRl7tFN5EWWJ6xyyhPoXGFvEEGVQUORZOCnK017uWGsYwkgO4mjYc5Mhx7WAJE9nfYDlLiaSMJSziS/7c/CHDO/2WeKc4bK5cyBdLjmafBpfRp/GNez3ux3N6AwtjPpZQjqWUEwGEEIcA+wMfAEOFEIcBs4BLpZTVUsppwDQd/ZmNPct12oYVAU0kjLHSaIOC0wW2jAixEyJs5Jh6RTnygmo0ihyzknUkTsmZlSiyjdgiwzpuKlTUSs5YvoVHmxXQMVE1apeFOJzvgUN0bFeONi+5FJiKtm5wV7SSxg9YOL4E7kWznElAOwttucFMtMreb3vdkSQkFcYFiujokRMrYmx3NNcoelesiNzW6M39RIKsiI6bKdaT6q6Yg4i85+cftrKa7aynCT0TbruMH1jMN6xkKiuZSjpZNCg6gCMa/ZecDPOVrjdU/MZXS4+jX5O76Nbgkpjb+UGQK9jEHN7jN15nI4tibqd3zrEARqBNGfsVOFJKuVoI8TpwHNpKHHp5GrgR+DzGsUYBowDa1HP+i8KMGBuaZxtAeTa7DBM4I8ZeSHE0Qv3QI8l2RJH3wO9LPIHp6LFj6Hy9qqWkfVY6d6wtpwo4tziHDBH2Be6hEIeTTvxCWpVoFZ8fAPoDhwNnoRW9yrN47M1oaxBPRhPjZhbbc4JaYA3wXzQp3gicgza3uZt33Upa3BwX1B1v19ignkfz0FIZvUJiVoy9lmKrHFi83Hd1UpIRJ8Q4lrDlUMxaZvM5V3EI/6SIlrYf2yppZCRcn3g5P/Et/2QLy+nOqfTjYoYxmi09W1g6tpSSZVs/Y9LKSziwxZN0qHe6pfacQCKpZgeL+ZbfeJ0/GEdHhjCIW+jE0dxDVtT9dMmxlFICVwgh7gFaSCkn1T00DehssK9rgHnAYLRxS+SxRgOjAfq3KHLs9pDTUmylTbeF2Y7n5VQKtV/EOJzSOU0CfyHXhZkUaz8IssGbCIXpaXzVrphJ5Tu5Y205D6zbzp07azgTTUj9wgCiR36r0GTwHrRc1y/Qqj/bwTa0tZUfRauUPQFt3rARNgNLgD/D/j0OOFrn/rOAu+vaqYjzUwXUA05Em+R6KHsvG6WwDzfHBXXH2zU2aCH6+3cR1CTDjSidX66nRqLGZijpsdaXY5qg4KYYAxzAlfRkBD/wH56lN705h0HcTKGPbg/n05gcitnEHzSM+NpdzQzGcxt/MZNDuYO+nLdrvWArr6WUklXl3zLtr9uprt3G4a3fpUWBvglboehxDVVsZjll/EkZS9jEnwAcwb262qmmku+4g7+YSRUVVFNR9++OsP9r/6aRQQv605fzGMbz5OoYxegpyHUTsFpK+TpQDDwnhJiHlgZ1EnC/rmeyJ4+h1ZaZEG+jmqIcE00nxi9ibPRYdkizI4KfQmIcIpEgx4oeB44gCbLZyHpdZPhgtAmS3wG3o83RvQ8YbkvnrLMfmnXchGYSq+v+XY62iO27wECbjlUBPAc8iGYr35M4+vpb3XZLgD+A39EqY1cB7dHSsNvX9fcj9Mnx+8DlaO9HVyA3zk824K8ZTcmLl+MChTuYGTwbjRr7RYrBeTFOhEqpjo9X6x3n05ghPMRArmcy/+ZputOPiziE28ihnid9iqQF/RnPbeTSgK2sZhtr2MYaatjJwdzCCD4kgz3ntJtlTfkkpv11BxXVq+nX5E7a1zudNBE7jFBZs4llW8eypXIR26qWsGnHXLZnrKKyej0FNKeYdtSnPfVoy/fcw+Hcg0hwJd/CSv7LKRTRiv25ikxyySB3r38zyCGTXNJMhDn0RI5HA+8JIS5Gu/AdAryFNg75VEr5jdGDSil/FUJM1LNtuMjaMQfR72IcD7/0Ixw/L88UPp/HiWUjzESQY6VWKyxgVIoTpEkfhpY6/DVwNto6NPuY65mtNATuRJPNbkBztPTm5kBTG4/zAVoV6gHAOLRodCy2oUn5aDRZHwq0RZPkMrR5yscCx6NFi5ugXTzGJuhDDXBbXdvj0FLDFb7C03GBwjnMDpyDtmRTOHaJsUqtdgY3i3DFopBmHMvjHMQ/GMsVTOBfHMOjjvTLKCVcwx+Mo4DmdOAoCmhGAc0oohUZEWnDZl/L8qqVTFp5MZsrF7Bvk9vpVHw2aSK6Qkop+Wv7j8zf9AJLt3xC84LDaZDdg4y0fDbvnA9AU/rQhaF04Xia0w+B4EceZiflZMcpO7qMH3if0xnAFRzMLQlF2ix6CnJtAo6K+HO88VK8ts4P+/9go/uHxNaMJJstuqVXSBNJYrIJkVEpBm+Lb4WLcjyMXsjjCbKKHrsQPU4kxibnCwtgCHAx8AL45BIINzjc/njgSuAT4IA42/2CZkfvosnw4cB5aNJ+Dpq0/4A2GfULNBm+Hi2aXA/YEqftTWhzpSuBn4FGpp+Nwin8NC5QWMeLqJyVqHHkddWKkCbFNTqJ8SpiHIsiWnI0j/IiB3AE95OJMxmuRmjLwbTl4ITbmX0tq2rLGbf0RFoXHsNRbT4hPS36PN0d1RtZVPYG8za9QFXNNhrk9uLgli/RsuAIVpdPZNLKURzffgL1s3vw1/bJbFryOf9lOAdwDQdyPdkUUcmWqHIskUzjeb7jDk7mNTpzrKnnohddc479htFosuNFt3SIYjLJcxDEWK8Mx9rPiCTbMQc5siiX7orVbuE3QdYTLbahkNYlaKV47wcfXAKdZQFwJlpBq8l1/1bX/VSF/X8usB7txsEZaAK7Dq0y05/AEcDHQBZaRPv8sJ+30dLDN8boQygndxjwHwJ6gVIofI7dwuFW1DiWyIb+7oeorYoe24eTYmylanIDOtCcfvzOGHpzlo29cg4jr2X45/mADzOZuOJ8GuT0pFXBMUz761ZqqaZWViFlNbWyGkkNlTVlrCmfSOvC4+nZ8Gqm/XU7+Rktmb3hMSauPI90kc0x7b6kUa6WB9ai4HBa9DycfWafwidcyECuI5siKthIEXsWCqumks+5kuX8yEX8sNfcaicI/NgjXjTZ6WgxmBNFPe34RZbteH5uXyjMinFkG04Jsi2p1V5UUDa7BrKd6E2htun1aY82n3cMBOQSaI5NaEJ6L9oc44+A/0NbW+dAtAtF6Of8um3+gxYdngiEFoHYCuQTvRBWMVrE+RxgA1qa9SPsTln/APgbWpT+HLuemEKhAJwTjVhiHA8zN5P1RHiNSrKKGvsXv0WMI9mPUUzhSd/LsdHXMfLz/GmD2yjfsop253yBfGcGC8peJSutmB4NryI9LRtBBmkik3SRzSEtX2JHzTrG/nk4g1o+T7uikwColdXUyEoy0/L3Ol42hZSxhEq2sA8n8ybHcAT305uzSSONLaziPU6hkBZcTCnZFJp+LYwQeDkOERlNDpIY62nbDVm2+/mYkWI/FeGyQ5CTJrXaLHZGj12KFkcyCk0U/X0JNI5EqwT9Idpk0WFokXKAJ9AmkV6Olit7A3sK7/NoadWT2S3GAIVo6yx/jpaWHipX8gRaevUktDTpWWhr9xyCFq3OA94BvkK7GaFQKKzhpFzoEWK7osZmrp961h928rqsosfWcFqM7Vhrtysn8DlXso55NPbpYoFmxbi6YiNb549ly+8fsWPdXDpe9D1pGdksPecA2m2ZwvKPLmTp+k8Y3OoN8jN3L2+1becyvlxyDAOa3r9LjAHSRAaCdNaUTyYjLZdGufsBsGXnYv6XcSwnVb9KDvU4kgfoyol8ybVM5Un6cxnfcQcDuJxB3EKai+tPJI0ch+OHNGq7sSLLbvfX7EXBy3TqeO05UszLaPTYL2scu51ebeR5OxRNPwG4Ai3lt6cjR3CXX4H30CK1VcCpwBtAScR2p6AV5RqJVpzsdbTiXzuAq9DSq8OTn/4CnkQT5/bAP9Ei7tPQIsST0ApygZZyfR1ahPhOYD5aerZ/bo0pFMHETxHiaBiJGtshsNGiyX6/YW2HvAWVIIgxQDqZ9OUCpvEsx/KELW3ahZnXcPKxq9ky/SO2/P4x21dOpaD9YOr1PJ1WXY4jPbto13aZRa1of84XrJv8H97/uT8thj5FUdehlIzJZs7Gp2hZcBRd6p+/a/taWcOSLR8ya/0jVNaUsbNmM30a30SHeiP44s8h7Nvkn9RvMEIbYAGtKeEifmQ27zCVpxnGaLpwvMVXxDhJKcdG8bsYR8Mv/QjH6zuldotxZLt6JDklosdOp1ebuRHgYJp5JproXYaWQuyntY+NsgMtTfostGJa/Yi//FEbtKWt7qvb9lW0Odh5QKew7arQCngdC/xU99gbaJW/09HW5mkbpf1GaBFkhUJhHTvFwooM27F0k93XTLevwSp6bBy/p1JHcgBX8xx96MN5tPBBzpOVSvN/jb2T7Usn0WTw7bQ+/R3Ss2JXjBZp6TQ55GYK2h/K8o8uYNvib/jpxP+w/KPF1NvnJO1udx0z1t3H0i0f06/JnbQpHMa2qmV8s+xUfll7F30a38w+DS7bq/000ujNSHoz0tTzsYOUlmOjSyPFE1I7vgSDKlB2PHc/pVPHwqkociAxKsiJoscW1yh2mivQ1tx9Em2Zo6CSg1Y1eglaYSw9ZKBFd3OBx9EiyKCJdqhI2XtAB+DZsP3OqTuGIPEayQqFwhp2iIVd0WEr+HUcFMr08mNgIhlwQ4ztjsgX0owhPMwnXMAl/LzXskluYcfya41KrmHx3I/Iaz0wrhiHk9d6IB0v+p75j3Wi0cDroLaa2uqdlA6vpGRMNtW125m74WmGdvie4uyuABRmtWNYh8msLh9Pq4LdFadX9JS+yphwL4HbBOW5OY6s7Vvao4vvxDjUTugnKPhFjJ2KGps5TrTnE+11ijyn/LiOta1ECvCYObt/zOBiUbI04CW0glWLXDuqM9yKluL8vcH9vgHORSusNRhohybNq4GHib7MVHf8sUa0QpHMWBkch//YgZWosd/F2Ch+fT5+I2gR43B6czb1aMMk7nf92Ct6StvWJc9u2In6/S5kzTe3GWqnfOlkcluXkFXclsKuJ7Bm3E0se28Eq8u/Z8GmV2mad+AuMQ6RkZZD68LjEMI/MhxJICLH4dIQvtyN1bZ07+OCGMdr149fsH4SeLfEOPx4KoKM+fnHdh3bZToDtwEXoqUJ+/rOYhzy0eYAXwlMR0sbT8SfaHOVP63b/mNgHlqhsm5AK+AYB/qqUCjio3dw7EZU2Mp10Y/jHNhbjEvKFqvosY24JcZORSUFgqE8z3P0pRsn0Zy+jhwnHKuvWazvgiYH38TCZ/pSvnQy+W0H6Wpr0y+v0KDfBQDU7zOSevucxKaZb/H1lFFUbfiD49uP190vP0WPAyHH4ZgVZbNRuVhfgm7Kodei7ORztRo1dluMw48bbyBgx9rHMfFiGSe/4PFzvwqtkNVTwNWe9sQap6I9jy5ohbEuQpPmWLyEVpgrfK3nbsAzaNH07QT3ZoFCEVRiDZL9kB4dTrxroZkxjdcpzkYEWc09jk2QI8bhFNGCIfyHjzmfS5jqWHq101Mn0rLyaX7sYyz77+kUdjuBRgOvJadx7ElRO8uWUrH6V9qMeG+PNhr2H0WD/S6mct3vNJtsbC62XwQ5cHIcjl5RtluM7cSoRCXTl6wd6dTLh5T5VpAjSbrCXOCPtY9dJB14BRiEVrn6cG+7YxoB/BeYgrZe8T1o6dbXRdm2Gu05fxWjrQbsuZyTQqHwDq/E2Ew6dVCvhypyHCzckK0+nMs8PuFTLuZkXkPELXVpDDfrCRR1HUrelbPYOG00f75+NHktB9By2LNk5Dfea9tNv75GvV6nk5aZu9djQqSR08TcKiWh5+ulJAdajsMJCXC4JPt9DmdIDkP/OhZpTHJCF2UvJFmlWOOeIPskYt4ZTSxPR5uH29vb7ljiALQI8uto0eFocvwFWtXqZFjGSqFQ2Eu8659TYuymnJo9VjIFMoKMW4IlEAznTV7jcMZzO0dwr+U2vSqyl5HXkCaH3EKjgdcw77GO1FRs3EuOZW01m2a8RruzPk54/JIx2Yb7AN5KctLIcQi/C3GIaFHTVJJkJ6pTexlFdpTwebo+EcS9SLEI8mC0+bZDgR+AoA+DZgBHxXjsReAS97qiUCh8iNGbwH6NGDs9Tc2MFIfLgx9SShXmyCKPs/iMlziQerSmP5eabsuKGNuVPVK1eTnpWQVkNdzbq7Yt+prMwhbkNO2lqz9mBRm8SbVOOjlOBsLFMRlF2cllm7yIItsVPQ7PeigaZ1PhKjdxUpB9eFPgDGAl2tq+k9GqOAeVr9Eix5GsQqts/Za73VEoFB5i9XoWBDGO9rvZvpkR4qS8ke8zvLjRkE9jzuZLXmYQhbSgK8MMt2FXBWqrbFv8LQUdj4xaVXrjry9Tv64Qlxu4HUVWcuwBRuQwlaLJduJlqnVK44Qg+1CMQ1wP/AHcCIz2uC9mWVX3E23d41eB0wB9qx4qvEAI8RLaqlljpZRRc/n0bKMIHq1mC9uKGtk1PSgoYpxoGz19NSrFTgYGFHviZQS+AR05g094gyFczwqydV5BzXyWnagxEPouqH3nW4p7n7HX41VbV1O+ZBKtTnpZd5tWo8ch3JJkJcdxiFeR0O0KhMkSTXb74uBWqrWaexyGXYLsYykOIYDD0OYgB5Wv0QqLpUf8fSNaSnWQn1uyI4QYDqRLKQcKIV4WQnSWUi40uo0itVFinHifUP+dHPeplGp78MPr2Ir9EQhq2Klre6NibKcUR/v8y6qdbF35PS1PfH7Pv0vJhilPUa/7yaRnF9rWB6M4nWqt5Nhl7JDDZBFlt/CLIEcODiLXT4xKEOYbR8OKIAfpeQJV4NDCDe7QEC0tfALaXGqAMWjrIJ8B9PekV8nLovwm5Osv8tNICDEt7PfRUsrwJIXBQGgdjXFohdQjxVfPNookwMyAORXF2MxSi05JsR3RNMVu/CDGIWqoIl3H6MCLtcoTfu6lJK1BYxYvv5fOnR9GpGWwc/MyVo29muqtq2lz+ruGj2lX9DiEk1FkJccu4kTUVE+bfhFoL1OKgpRmHcj5xtEwKsgBk+IQOwm2HA8F3kAT4euAacAsNJsa5GG/FACsl1LGuz+Rjzb1HbRgf7RFJfVso0gxkl2KIbYYh/8bws1xUhDGIUHET2IMUMPOuHLsphQb/byLrGwKRn/O9rv+xrxFx9G40Qmsm/QgDfe/gsYH/R2RnmmqH3YLMjgjyUqOUwA3Bdrvc2rcrGht5u500qFHkAMqxQDlaGsFB1mOAY4EfkKrSj0ATZZzPO2RQifbgNAikwVAmsltFCmEkwW3QngtxtGINz5xOiMv0djIb2KnMI9EsozJ1FJNWgzNckOMrX7ORVExef95k8oXH2TrD1/S/rxx5DTex1KbThL+mlr9PCk5dolYX4zRRM2Luat+l1o78WMUObxSdVQCLJAxBTnAz2kp8BTwCnAwcL+33bGF9mjrNisCxXS0AH8p0AeYb3IbRYpgdnxhRBj9IMaRUWMzhVDB2YiySqm2Dz/cXKimktn8lyk8QSVbOZGXSItyL1KPGHspxeGI9HRyLr0VLoUcm8bMTkSPI7EqykqOLaC3KJdR8QyXNlXkyTl8vy7ymCRJr4a9BTnAYgzaPNwTgZ/RpFKh8IiPgUlCiBZoq4qdIYS4V0p5W5xtSlzvpcIXGBlPmJXCoItxJHr3TfksMQ/xgxgDTORu5vIhR/MonThmLzF2MlrshivYOWZ2Q5BDmEm7VnLsIXpOMiXKzuJ7QU4mAi7E4QwHmqPEWOEtUsotQojBwFHAQ1LKNcBvCbbZ7HI3FT5Az/jBquAZFeNQUcpYq4KYIZEYR17v7RpX6ZXoaOMNv8hdEPHTa7cPw/mNN+jIUa6JsdteEOQxs5FospJjhzGSTp0Ip77UUx0/pVlHLcaVRFKZLFwHHArcxO7JnAqFF0gpN7G7GrXpbRTJS6Kxgh1RT7NiHP5/q5JsVIyj/c2tcZVKqbaGn6Q4RAv2oz4dmMsH9OJMw/vrFWOvx/52CbKb0eNIdony7OiPKzlOQLy1jhNhpxjrbcfrD02QcfOOmK5lnBS+pRtwIFpq9UNAX097o1AoFNHxmxjHu/ZZGW+ZEeNoqGw9f+NHKQ5nEDfxCReyk3L6cj7pZNg2x9hP52OQI8h68GXVSiHEMCHE6PLNFab2tzNFJxF+mF8TTutxxXv9KPTjpy8fhb95FxiGNonzTOBPb7ujUCQ9obFBJSozXA9uXM/sHgOZuXFslxhH4sY4yu+y5xdazRaBeK06cywj+IhZvMUz9GBS6/cT7hM0MQ5hR59Kh1faun6zXfhSjqWUn0kpR+XXM5+w6KYgxyLWHVm3TvLlQ8p8+YHyM1Yvgnr398P5qbBGNnAVsBAoBP7hbXcUiqQnNDbIpp7XXQkEbtwc/7Gsta7CpCHiXftKizsYvjZGO3bk2MvKOMipcVRICPTORU1G4sluSIaDIsXhtKaE8xjPcTzFdytGsqN6Q8xtgyrGIWybs18nydF+vCDp0qrDv1hLizu4kr4ar2p1SY+1UdOrnUpJ8POHKBUJX+v4x7LWCe+ybxnSI/q8Y4VvKQDaAPW97ohCoVBE0HpccdxxQfg1ygp6rm+7jlk3TnOiIFeIyLGXkTGX3eOo8L5E68eKnjJwAmgXyfq8BYKm9CZD5JOd3sB0O0EY0zudYq1HkO2eu+zLyHGy4UaJfxUl9g/xviTCb6LscSOnR5fYDUZbI1jhK34F9vW6EwqFQhGFRANXK0sdhWMmiuyXLKrQGMrOcVRJj7Vxx39+TCdV2MfstjNomNsXIaLfAHD6/Q+df+E/TuG1f9gdaU56Obb6xat3/0R3TKOdlHacTEqK/Un4YMT0wGN4D3s6o3CcGaiiXAqFIriUzmmy68cqRiXZKfSkVzsxhoomIuG/RzteKqdXJysbdsygYU5fT44dS4TdFGavsEOUkyqtOpbIupVebYbwdAQlualBePqZn89NhT42A38Bnb3uiEKhUMQgUXp1OLEE2ehAOiTIXhYujZZe7eSxjOLlcjYK51jRU7Jh+QxaFxxjug2z56rR8zBye7M3yPxYwTpckI18zpI+chzCjdQdM9FjUNFfv2D1Q10yJnuPD5/e6HHo3AylVm8ZoiLGQeJbYCCQ7nVHFAqFIg5Wr3Hh0WUjkWa/RJKdRI+QJNpGRY+Th1pZw6pt42maPyjq406lVNsRCbYSUfazzxiJKKeMHLuFWUFWBBs9d6TCBxHJPlBIJcYAp3jdCYVCodCBE5EdI5LsBU6Ou8yKRLhAqLnHycWKnpK/tv9AfmYLirLMBebMCKbd57mV9sLn8Dsxn98qiSQ5aeRYT2TYrcIPSpBTh8hocehvISwPRELzjlVRLl9SCYwFTvS6IwqFQuExbkeRjbTjhDg4MZZT0ePkYMmWMbQrOjnqY0G6GWL3Oe5nYQ4nqeYc68EvczxjLfGkCA5m5gnFWtopdF6W9uhCyZwFakmngDAe6AE097ojCoVCoRMj84+NEhrXJBpUh4utW3OS7Rh3mZGF8OU+Yy3rpOYeJwcrekqklCzZ8hHHtP3cVBt+iBpHtu2kr9jxXWR3RkxSRI6NRoT9MP8YVAQ5yCS6iNkaPVb4irHAdcAxwHnAmd52R6FQpDBm14l1+rpkZDAdiib7fbqR0THbgcXLTYm/ih4HjzKWMYG7Gb/8TMYs6kN2en2Ks7vvtZ0TUWM3XMLvvmJ3JDrlIsduEn63UOFvjAwUYolxq9ki5kUt/E59rOixwv+UAhcB1wOHA/sAHT3tkUKhUJjDyQgy6I8ih+N0RNmtQX5k31X0OHmpoZr3OJWC4h60zj+OXo3+Tv3s7jHXN46H0c+j36XVC0KvoZUbgCkrxyq92j1ifXjtfN5uHAPii3Ho35Agl4zJ1nWXMCTIMVOrh/eAMXO0ecez1RehV1QA5wNPAqd52xWFQqHYC73XHDuIHHjGG9SbkWTYe05xEG4k29XHFT2l6awAhbv8wEPkUI+DW74UV4jt/my6LcZB8xUrkhx4ObaSIu2GIOuJHtu1xpjfSPTBNSO0Xt4lSyTGsfYJfSHGih4rgsFtQF+UGCsUiuRBb/Q40QAz9HgiSbZy3fN7Jl4iMTYaPVaC7H/WMJNSHmMU09lmIlIcNIImyLDnd5JeUQ68HFslkSCXlC22PEfZaHp1kGXZrjXW/IYRMY6XXq0IJpOAd4BZXndEoVAobCaaIJtNSUwkyWajyH4mCBFthf1Us5OPOY8jeZBtPeOP8fVEjY2kVHsaKAqgIIfQG00OvByblVcjEePwbc2KcujL08ydz/APgZcnZDJdzIxgJmIcuX+i6HFkarXCP5QDFwDPAg097otCoVA4gd0FuhJFpFM1e0pFj5OHSdxPIS3YlwtY6XVnXCb02Q26JHN39McDL8ewW171iKtV8Yjc36gsW5FkcF+UU+Hi5cdq0mpJJ/9wM3Agai1jhULhf0JS5Ye1VFNBkM1EjVVxruCzil+YxrNcyq+s7GlPm0YK5Pnls+PV8mixsMuLkkKOQ8SKIjsZiTMbVbYqyeBc+rUfPnBBx/bUalWUyxN+AMYAs73uiEKhUMQg2vUmUqwcWUIm7Bix2ne6InZQMSLIKnrsL2qo5lMuYggPU0QLtpDa0+iMRJGd9gu7ItpJJcewpyC7nZ5qJIIdwg5J3nV8C7KshFih2JMq4DLgMaC+x31RKBQKK+gRWb3724lfImBm0Bs1jhW4UYIcTKbyJLk0pDdn215fJojR4xDh57DX/bKaZetrOc6v2GFqP6/nbJqJJtspybv6EeXkDD9JvD55g4y6SCU/jwMtUdWpFQqF/zGSraQnqmxUhuMtI5XK0ePQeNCKICv8w2aW8z33cRE/2pZObQU/CrLfMCPKaU51xi5K5izwuguWKClbbEjWDyxevuvHkf70WLvrR5EYNecnNVkKPAg8DajbIIogIYR4SQjxkxDitjjb1BNCfCGEGCeE+EgIkeVmHxX+omRM9l4/ZtuJRTzRC2JRHzNjtFhjwfC2wsdmu4p31t10UKtgeM+XXMv+XEkjujh2DHVTxDn0+o/v5Rg0QU41SQYclWQ3CBf9oD8XRWpxNXAt0NHjfigURhBCDAfSpZQDgQ5CiM4xNh0JPCqlHAKsAY5xq48K5/BDRlMqCLKRdGozbUYTZIX3zOd//MVMBnGzr25UBOmzYydW3CKRJPs6rTqSkCCX9nDujo3T+CXl2m70npxBeC6+RRXlcoVPgPnAe153RJGULCxvQLn+779GQohpYb+PllKOjrP9YHafuuOAQcDCyI2klM+E/doYUF8oCsOEZDxaMbBUT7GOJcbxlh+NlWINau6x1+xkO19wFcMYTSY54HARrlT5nISwGjwL398OvwhE5DiSoEeRQ5hNufYaOyLCfnge4H36ip47fluG9HChJwqAbcBVaGsaq4R6hQ9YL6XsH/azhxgLIZ4XQkwI/aCdvqElNzcCTeM1LoQYCNSXUpY60XmF+7SaLaL+ONFu+GORmEnNDkIEzI6xS7xxX7QIcmR6tcJ9vuceWjGQjhzlq6hxiCB8dqLhhNfY0WagIsfhJEMUOYTRKtd23yExeky721RR5OiE1jpWuMcdaKG3wzzuh0KhBynlpeG/CyGeAHLrfi0gzg1wIUQD4EngFMc6qPAN8QQ5crBvRqZjLScVTejiRcWcLDDk1thJT9DDbAQZUNFjl1nDTH7hRf7GLFePazR67LfiXPFwI0BmxTECK8chUlmSwXnB9PsJHERSLV0mKHwMfAhM97gfCoUFpqOlUpcCfdBmCOxFXQGu94FbpJRL3euewo/YJVp2CbJZjIxX4m0bayyip30j2YB6BRl2V69W6dXusoPNvMepHM2jFNLMl1HjIOFF1qiZm2K2pVULIY4VQlwvhNjPrjaNkAxFu0L4oXiXFyncfkkbT4TTFyRdN0d6BjOFxq8sBEahTdZspHOfGue6o1CY5WPgHCHEo8DpwFghRHchxL0R210E9AP+WZeSPcKJzng9LlC4j5EU61jTmvSkiDpZ8DNa246tIKIjxToyvVrhDhLJx5xPB46kD+fo3q9W2jc6MDr1z6/p1X4Z3+vtR8LIsRCiHvAukA6UAyOARUDoE32VlHIW0BN4DPgbMYIvQohXgVVSyluFEHcBSCnvSthLA9gRSbZDsu2IZHsRSfbLyWtHFNlPXxLxCpQovKUcGA7cDRygc5+lwFFAF+A5oJUzXVMoDCGl3CKEGIx2ej4kpdwMbAZui9juWbSp9aYI2rhA4S5G1lxOJowGNcL3MzLOU9Fjd/iBh9jKak7lXSDxUlpS1vLT6mtZsuVDDmzxNO2KTnKhl/7GTqdI9Pky40pfxXhcT1p1aMmHr4UQzwI3A+9IKW+K2O474Drg9QTtXSKEuFvHcS3hdRQ53vGNirMbkuzWXdEgVei2usaxIwOEUMVqhS1ItIhxP+DSBNuGmI9mHtcBW4F9gUfBwH1lhcI5pJSbcL7YeiDHBQr3iLz+GU2vDtL8STAvxokIBQtCc49D6dUKZ1nMeEp5nEuYSoaO8py1sppJKy9hy85FHNzyBX5afR1/lL3LIS1fJDO9wFJfgjj32KhT2PH5MbMaUCwSynGUJR+WA0OFEIcBs4BLpZTVUsppwLRobUQwG+3CGhUhxCi08Sqtm1o7ofxKyZwFpiLLRu8uQvQT9Mey1rbJsNET2uhzsCuKbIbQhTxSkkMX/ER3bMMHBuGDgvAvuWhfYHFfUyXGtvI02hfST4Ce+++/AccC9wPn1/2tN/BPlBwrUge3xwWw59igHm1M9VvhLXZlUPkhw81rQtFjhf1sZgVjGMlw3qQe2vgzXqCjpnYn360YSVXtVo5p9yWZafk0zz+MDxZ2Z8OOGSw5Z4BbXd+Fl4LshRjHatOsJOsuyBVa8gH4GnhFSrlaCPE6cBzwqYFjPg3cCHwe7cG6pSpGA+zbrUnq5eUkwOobDv44cf2CnruwZiTZqBhHe09C2QdF46IIsVrn2DI/oaVS/wTk6di+FDgR7Qvs1LC/zwMOt713CoX/cWtcAHuODVqI/mps4HMiZSKWFMeKiMUa2PtVjEuLO5geKxkZz4XGK0qMnaGanbzPaRzA1XTgiITZf9W12/lm2amkp+UypM0npKdl1/29nO1pm1h8Zm9P1sxNZTGO1r5RZ9IlxxFLPqyRUoa+5aYBnQ0dEdagjScHAxPibZi+ZUd0Magjldd/NRNF1tuu0wQpehyOHkmONyDQI8ah1z+qGKuosW2UAqcBLwEddWz/C3AC8Bpa5Dicz4FbbO2dQuF/vBoXKPxPqolxiNC4Ru84Ss84KDT28VMNlWRlB1v4jFHk04SDuCmhGNfKGsYtPYG8jBYc0upl0oSmVKXDKymb9T/y5SGkZaTOTQy/iXG0Y+l1Dz0FufZY8kEI8Z4Q4j60NKiT0DIMjfIY2nhzgol9dxFPnCH55dnqF7CXEWGn5D6EkQuJ0Tk8iSQ5fJvwY4TQK8Z7EC7GKmpsmh3AnWiS+zQwTMc+NWjzkf/D3mK8AS3VerB9XVQofI+fxwUKb9EjxskmxZEkiiIbkeJwIqPGqhiXffzB13zKxXTiGHru8wKr0hO/tvM3vUiNrOTQVq8y5ZQqwtew2DL/fxR2Ps7BHvsLP4txtOMm+gzqiRyHL/nwT7QCG2+gTdH7VEr5jdHOSSl/FUJMNLqfUSLlOdllORa2THS3qcBZ+FxrpwXZaWJJcqxoMSQW43BUOrW9/AycB3QHZgJ6b5+8BOQA50Z57F3geCDXjg4qFMEhsOMChXMksxiHZFVvf6JFkfWOdyLFWEWNnaOSrYzjHyziC4bxAjk9j9K1347q9Uz/605aXvQZU5pV7fFYzY7NbPvjW1oc93+29NHvS3gFRYyN9EFPQa5oSz78y0xnpJTnh/1/cMIdNlVoEbPh9khtNNlIVWGOh5uVvvUKstOp1VYqQIZLst7CW7G+TFQ6tf1Uon1hvQQ8gbbmjN777RuA24FxMfZ5BXMhMoUiyHg6LlD4kmQT41jjDbOSbOWYoKLGTrCYb/mEi+jAkfyNmazvWaR737F5N5O33ynkNuu912Ob53xAQYfDyMhraGd3fUkQxVgPugtyeUo8ObAozl4Js9mK1U70w+3jRT7voEeQQ5gR4/AvCpVObT/T0apKd0RLf25mcP9b0WS6T5THZqFNlDzCQv8UCoUi6CSLGBu5AW9Uks0eV0WN7aeSbXzDTcznU4Yxmtyex7Be576lwyvZvnIaW//7OZ0v/zXqNpt+e4PGg260r8M+xSsxjuUtdjpVMOQ4HrHE2YI0F42bk5QRZSsibGdhNKdvDJi9mNi1fqAZMQ5n12utIsam2QHcBzyPNpHxLPRHi0P8jFZu9/cYj7+GlmqdbrKPCoVCEWSiFSwKkhjbkY1mVZJj9SF8HKOixvaxmPF8xiW05RD+xiw29Kyna7/QeS1ra1j9xTU0PeIe0nOK99qucv0CqjYtobCjvvTsRPg1pdoNMTbqLOHbW3WM4MtxLMLFwoQoB1WQ7YoEJyp2Zmbb8NczUpD1RI/9UrU6HnqXaor8ooi7bBOoqLEBvgCuQlt/eAbQwmQ7TwL/AIqjPFYFvAmoCZIKhSIVCbIYOzGOMCrJKlrsLltZzVf8neX8wHE8TVeGJqxGDXuf09tXTKF2ZznFvc+Kuv2m396kXq8zEOmZtvTbDF4t4xQLPWJsdxZrqD2zkuxvOd5RvacU9DT5hRESZYOS7GdBtvNEMiLCVo9jVZCdxkz0ONrF37IYq3RqwywDrkUrtvUke1eWNkoztAh0NL4COgBdLR5DoVAogoYS48Ttx3ouRqVYRY2tUUM1U3mKSdxHPy7hBF5gbc88VhBfjGMtP5ZR0Izaqu0IsffqxbK2hrKZb9FupJEl3oOHkc+pF2Icq20jouxvOY4kmiQYEWYTkhwSFj9IshdR4V1EpviaTFsPgiDHQ0+Kixkx3gOVTm2IncCjwMPA1cDbaNWlrdIV+D7GY68CF9hwDIVCoQgSSoyNHSv8eZkVY4U5lvEDY7mcPBpzAZNoTLe6R8yJMUBWcVuqy9dRW7WdtMy8PR7b9ud3ZBY2I6eJPb7gx5TqIIlxvGMlEuVgyXE0YkXV4kmzSUn2SpDtOHkMC3EiQbMw19tJQbYjHSkUPTbzxaRXjCPfU5VObY5vgSuATsBUtGiuXXQDXojy9w3AN2jVrxUKhSJVUGJs/3FjjVnCxVhFjY2xjbV8zY0s5huO5hF6cDqirupIvFTqeFIcQqSlk1W/A5UbFu1Vqbrstzco7nOOtc77mCCLsdFjB1+OYxGSCj2SDKakzklcF2K7opUJpHnllkqu/GIBWR/MIatdQ/JyM8jLyaRJgxn0uf0UMjK18kaxBNmtecdGxDjaBd+0GKuo8V5IYCOwClhZ9+8qYBranOIngBMwXnArEd3QinGVA/lhf38TbW1jfWU8FAqFIvg4Lcbf3v4G6+YsIzM/h6z8bLIKcsnMz6HniINp0r2N6X77uU6JihZbo4oKtrJqj5/NLGMmb9GHc7iS38mmcNf2scRYjxSHk92oCxWrf9lDjqsrNrJ14Vc0P+ZRc0/G5ySTGOsheeU4hN45yzqjyU6mWVs9WRyXYT03HBIcTxzVic8XbeDVE/dhe1UNG1oVU76jik8n/MGGsjcZ8n/nGW/bA+IVPLBNjFMsarwEaBf2+2bgSuB9IA+tsFb4z3FoKdR7JjbZR0NgKHA38GDd3yrQ0rfHOHRMhUKh8BNGhMJKxHjNr4spbt+UlgM6s3PbDnaW72Dryg28PexuLvv1/8gpMv5NnwxinOpR43LWk0EO2RTs+ttvvMk4bmAHZRTSnEJaUkiLup/mnMd4mtIzYdtGpThEwwGXs/zjC6jX/RTSszX5Xv/j49TrfrJtaxv7KaU61cQYUkGOw5m9NrHYGZBkq4Ls2+hwIimzMPe7RWE2TfOz6N+8kM4N83a9hucO7c6g89+l6ekL6TOoM+B99DiSRBUAjcwv3ut9S2ExlsC/6n5ur/t3KnAmcAywFijyqG+PAr2AkWjVr58F+gMDPOqPQqFQuIVVMTaSRt1qYDd2lJXT99w9V46v3rGTsVc8yylv/F1Hj3fjVzE2Ei0OiXGqsopfeJuh5NOYcxhHJnl8zpWsZCojGUtz+u1Kl05E+LlsVopD5Lc7mIIOR7B2wt00P/o/VG1bw6bpL9Lx0lJL7YYwK8ZOVKnWK8Z6l2oKghhDqsmxEcbMcUWQzaBbiOPJsN3ypTNCv+n9Weyort31e+g1bFw/j6dvOYJrLnqFx0r/SVH9/JhtuImeLxujRbeUGO+mCrgUmAX8hrZucGnd/58DTrbjIKHz0cTr2hS4t66PX6JFkL+1o08KhULhY9yeX7x15Qayo0SHj370Yp7f71pmvvUdvUceFqfHuwm6GKe6FAMs5As+4lyG8jxrmcXLHAxI2jGYUUwjC/1jRD1LNukh/Fyv3f9Gto04guLeZ7Hptzco7nMWWfXMpf9bjRJ7KcXgfLTY6oo6ZjxNyXE8fCTIvhTiKEwHtsxey/7UzdPs2YTpFVX0zskgUwjuXVvOydnpdG6490XwyJK2HHNQe955+CsuvW84YDx6XNJjrS1FuYxGiXftZ6ToVrT3KoXEeDHwNyATmIB2vkwAHgBeBMzPMotB5E0bna/1xcBrwOHAENCRrKVQKBTBxYoYR7t2Vm/ZRsOpn9Fy/y5QrH0Pb16+DpGeRlGLhqydu4y5H/zAlfOe22vfrLwcTn37H7w+5Hb2OeUgMnOy4vbdr2JshVRKqd7Jdn7hBSbxAGfyKa0ZSHeGU0RrcqhHd04x1F7kuWwmahztPE8rbkjmtbfy59sXIDespeDNiSxvoG2nZ96434TYTFE8O6PFTi4pa6bt1JNjPanV4ehIs3ZqHnJQhDhELXAaUB+YBxwA9Ju9lmeBJsCopvm8VraDOZ33nJMRfoPhyjP6cujlY7jg9mFk5bi7iLpZIQaLKdSQMlK8AXgPrajVAmAUWhp16IuomN3zex1HpyynAc8DB6P1XaFQKJIVu8X4wOLlTHrufb5+4St2bq0gMz+H3iMHM/PN79ixuZwepw1i46LVHHzr6eQ1KNxrf4Dm+3ak+b4d+X3Mj/Q+a3DMvvtZjM1GjVNBjGup4U/GM5M3mc+ntOQALuB7GrF7FZN+XGj5OEbEWI+8Zh5zGlVffUj64ONJa9DY0L5msEuIrVaHD4oUWyH15NgsOqPIsdArzrYIMTgqWxKtavAcYB1a5C8TraBSEVoV4R3AWOBTYAqwFXjwr3L+1byAphlpMV/P9i3r0bddfX7430wOO3U/wNnosZm06V37RvmCMFyJ2kdSXIMWuV0HHATYNcyoAD5DE+KJaIW0bkWLwrp7+yMB4bIc8b70RJv77Kv+KhQKhY2YFePQdbR623bKFyxm+2LtmtmtuIzfM9KZ/sJXnPrOP2g5oAt/zfyTX1/9lgNvOJmeZxzClP/7jLKlaxlw+XFx+7bfJUcz9ZmxUeXYz1IM9iwx6SWb+JMlTKAJPWnGvqTboA4SyWp+ZRZvMYt3KKQFvTmbI3mQQprZ0Gvj6dRGpVYIQd7Db0F6uqH9jGCHENu1VJrd84r9Ksag5NgYOgQ5FradBC5HicuBn9BEOPwnG+gBNAOq0eaOVqGlxAogFzi17ifExwBR0qlhz+jxsEM78s3383fJMVhb+zgadkaJIdjzilcB/0aLirZCk+Kr0apAHxz2043EyyVJYA2wEC0y/APa+z4ArajVm7hcXMtMZfXQfhHvkRJjhUKRrBgV45pFc6lZOJumW3/ll3l/sG3eH1Su20h+p7a06dYYkSaYVVVDbVU1XYYOoOWALgghaNanA8c+tvtafvjdZ+vqX9cTDuDDkQ9TU1VNeubuoavfxTgWfo8a11LLDF5hOi+wiT9oz+H8xGOUsYRWHEAbDqYtB9OSA8jSsWbETsrZwEI2spC1zGYO71NNBb0YyXl8S2P2sbX/etOprUZ5RYb9GmVViO1eN1yvFEOwo8Xh+FqOzdaTW4s2n7HExr7swoIgWz5uLBwUrceAV4Gjgb5ogtMDaGS2wfC09hivZdvmheycrO/DaCR6bCVKDDZJMfhGjCXa3N5bgQuASUDnsMfm1/1tEtpNj21okvx/aBIdYh5wJ5oML0K7MdK57mdf4D60pZcCRxRBVigUwaSWGpYwkdYcSCY5XnfHVxgV49pN69l20dE0O/FIMvbpRMtzh1PQrSNH9JWk6YiiRV5L9dz4zsjOJL9pMVtXbaS4rXZtD4IY685i81ERrrXM5TMuAQSH8S/aczjpdbeHt7OR5fzAUibxLbfyFzNpSm/25yp6c9auNiSSb7iFFZSykYVUsJH6dKQhnWlIV07gBVpzoO5q00bQI8Z+WioJ/CfE4GMpNrMUrUF8LcfzgdnoK4Aj0aJUz6Kl8wpgIzEiXUbnHUeic7kny/hgLnEhcDzwhAvHCkWPWzYpYOXabXs9biZ6bOQLx7b0afC1FMPu+b4VwHi05YrCEWiR4m7AJXV/+wYYzt5fGo8ADYDRaEJc7EiPFQqFHoQQLwHdgbFSynsTbNsU+FJKua8rnbOJbazRve1W1vArLzGd0ZSzlpN4lZ6McLB3wcJMKrXIyyctI43eL/4bIbRRlp7BeazBtt5re73Wjdi8fN0uOfY7scRYT8EmL6LG1VQymX8zlac4jLvZj0tJI22PbfJoQFeG0ZVhgFZA6wX2p5w9xzermM4c3mMYo2lIZ4povVdbThAkMbYixE7IcAi7pRhMirELEhwLX8txK+BItLTMWFHgLWipms8CO9Gq3z6FFuVcxO5ImCM4FUX2cD5xJA3R1py1lQTR446titm8tZKsDyex85SDEzYXL3qsh2hfMjEv4lG+CII0r7gKeBhNaG8HrgT0zpZ5ALgH9pgNVIX2+ZwGtLWtlz5CRY8VAUIIMRxIl1IOFEK8LIToLKVcGGeXh9GSPQJFBRsYx40cxYNRI08SyVK+52ee4Q/G0Z3TOIOPWcjnrORnw3IcGnAnW3Eks3OMB/bbyjfpadSUV3BIqw1xj6F7nqIOQW57SE9mvvkdbQf18H3U2Mg8Yz+kUy/nJz7lYhrQiUv5lXp75IfFZgGfkUY6+3PlHn+fy/v04kw6cqQT3TWN12LsRyE2IsO79rFbij0U4Wj4Wo4bAE8Cw9CiV73Qoshd0VI5nwX+i7bEyhPAYeyOFA8AfsZhOQZ7BdlHUhyiEbDeiYZjRO+Lxs2BIT24+cL9uePpH/nn8EG77kyD8eJciUi0RvGuvyeSYvD1vGLQBPYioHnd/9sZ2FcCM9Ciw+FMANqTpGKsUDjAopVFLNM/cG4khJgW9vtoKWXkxzCcwewuqj4OGIRWAmAvhBCHo5WV0B+G9QkN6cpSJvIuJ9GRo2lCT5rQgzQy+I3XmcZzSCQDuJxhjCaHegCUs45J3GfoWOECqbfATxAk2mrxrcz6xfSqnou2GvzemBlwJ2LQTafyZNdLKbnmRGjuXzmOJ8Z6osZuUslWvuVW5vIhx/IE3TnVUKrzGmbQiWP2KNIlkczhfUYwxokux8SOZZvi4cR6wonwcv5w1P2diBT7TIzB53IMWkrvOOAT4EPgbuBPNGm7BJgFtIyyX0iOz4rymO1YTbP2oRSH2Io219RRotxgOOf47jz7/m9M+XI2JcfumfRrR3EuvdHiZJBiiRYlfhEtYnwWiQtrRSKAEWg3o24N+/v7aMt3JTUqeqzwjvVSyv6xHhRCPI92vzjEocBLdf/fCPSLsV8W2tfCydTVSgwSaWRwLt8yg1dYwwxm8iZrmU0t1XRlGMfzDG05ZK9Bfgv6s5pfqKWGNB05M0ar3cbaz2+ybLkqdfl2MuVOdm6r2GsfK4PvRNf23PoFHHTTKYy78WXavT5wjxvnQcXLqPFyfuJ9RtCRo7ic2eTRwHAbPRjBu5zEETywK216Nb+QRjrN6GN3l2PiRDq1FzIM7leX1tWWTikGH0SLbRiv+V6OQSvqEz4hqhKt4/EubQOAO+I1anXecTTsfqM9HpDPBK4A3nXqADHSq0Nzjx++/lAuuvItWo+7npYdE79XeqPHesQ4GaQ4xL3AF2g3khon2DYeZ6NFnm9Bk+Ua4CMcSLu3Czs/30qQ/U+89ztJ3zsp5aXhvwshnmB3mnQBxJzkdzPwjJSyLKiCkU0BB3DVrt8lkmp2kBknSzyPBuTTlPXMownxb2abFeNYbflFkK2KcW1VFctGXUWHI/vSpIeWM2TrIDyBIO9/xVBmvjmBPx9/mQ7XXWTbce3CSNTYSzFey1ze5SRO4MVd84fN0Iw+ZFPIcn6gLdo0uLl8QHdOc6TYVjTsEmOvZBjsEWInsjXAxynUDl7XAyHHkeip6dcXTe4CiQ8GckvQ1qN9Ei1t3QsO6deK2y45gH+e9hyPj7uO4kaFux4zEz1ONSkGrdL4K8CPWBNjgIFo8/pfB7LQ0qybo6VVKxSuYPcNzeRjOloqdSnQB62uZTSOBA4XQlwB9BVCvCilvNilPjqCQMQV4xDN6MtfzIorx3aKcXibXguyGTEOFwYpJetvuhmk5MQXr0YIYS1SPGcBpT267P33ONf3zJwsRv7vDp4+4GZyW7eg+anHmj6+3QRlPeMtrOItjmMID1sSY9A+d705myk8SQUb2cJKZvMup/COTb2Nj57Paiwx9lKGwboQOyXDu9r3mxS7ONYOpBzrIQetWFDg8IFoLQBOAG4E52t6JogenzesB0tXbeGus17gwU+uJDs3K25zsaLHjoixD96reHyFFh6ayJ5FtMwi0M6JF9BEuxHa+sg70G5Y+SMu4iAqeuwdZqQ4fKpG6rxvHwOThBAtgGOBEiFEd+AsKeVtoY2klIeE/i+EmBB0MTZCBjnUxhkdOCHG4W17JchWxbhmewXb/vMAa+cs4/zx95OemWF4cB7tGmtGkGfn70u/d59k2smjyGnRlPoHRp094CqJxNgvUeNKtvI2x7Mfo+jDOba02ZuzmccnTGc02dRjXy6kMd2ppdaVCtXh6JlnHFQpdlqGwaH0aTAnxh5et5NWjiFgg3UfDN6mAQ+iFVn6J3C1p73Zze2jSlh299c8dNkb/POVC0hL075s9UaP9RTdMrw0kw/er3j8CpyDlvbcNcG2eigDvgd+R5uHPhMoAj5Aq+gzFFwuvaFICfRIsRfrzvsUKeUWIcRg4CjgISnlZmAzcFucfQa70jlfEX104KQYhx/DbUG2IsZVZVtY9uK7rHnxLVqVdGPk/+4kKz9H10Bd70A7liDHo7BnF3qNfoAZF9zA/v97mfzO7QztbydGxTgSt86HGqp4j1Npyf4czC2W26ulhtX8yp+MJ4d6LGUSOdRjMV8zmX+TRiajmEZDOtnQ+70JyrJNViLETgqxEREOxzEp9tG42pdyLIQYBgyz8nHSdYlzYt6xnmP6CAl8ixYBXABcj5aGW+BmJxIs7SSE4OlbjuDk6z/httOfY8CR3dmnfzs69m4VVZDjfREZjhYHTIoBlqJVeH8WOMhCO5XA/cDnaNXhS9BS7J8H9gMy67bbCfRGW1/8eAvHUyh2Eet72aAIbxlSt/3d31nsUHCQUm5id8XqpCI0NmhgabDtvAAnwq2lofRKMewtETtW/cXSZ99kxZsf0+S4wZw3/n6adG9j6PilPbqYHoDrodFhA+l8+1VMO/lSWowYSr3+vajXvxfZjRs6dsxIzKRSR0aN3UAi+YxRpJHJcTxtaT7wAj5nOs+zlO8ppAXtOZx+XMJw3iSP3a/9ZB7kK67nLD614ynsgdl0ajeixn6cP2z1c+hI6rSPx9O+lGMp5WfAZ/2FuMR0G7gcOfbxmxyNGrRI37+BCuAm4Ey0uaR+IZRaDZCdlc5/HxrKpxP+YNqUBTz62k+Ub6ngrTl37/oSSRRFTiTGQY8Wh7gOuBw4xUIbW4GTgEK0CtcHEHuufxbwd7TSt76SYy9ufimsYUGKd4mwImkJjQ1aiP4WxgbStUJBiQgf4NspylakuGbpQirffpbvv/+CNmcP5cBJ75PbqhmLgCbsHvSXFnfQNYCPFREOXX9jPR7reh45barV2SeT164VGyf9zLIX32XTBf+g7+uP0njIwQn75gZ+WbppEV+xkqlcwtQ9ll0yyjRGM4G7GMJ/GMrzFMaZtDWAK5jIPaxkGi2JWXTfMEbOb7fwU4Vpu25I2S7EARlDg0/l2C50XWqsDqAD9GaHGAtcizZn9A60KKO7s0LMUZiXxcjj9mHkcfvw7pfzeGXanstzxpLkVEijDlGOlgnwUqIN47AObbLifsAzxK8KD1oV7DuAxy0c0zGUIPufeO9PFCk2KsFG0zUVqUD00UGr2cKV1OpoWI0mx+q3Ximu3bSeiodvoua3KWSdciEF7/5AWb0GdGu1+9r3Y1nrPSRAryBH7Vecz2U0MY63EkWDQQNoMGgAtZU7+a7bERT2VJ/5SH7nQ/blIrLIN7W/RDKJB/iFF7mA7xOmStdQxcecR3sOoym94m5rBL2fTzfSqe1cg9it9YcTkcpCHE7SyrErl7cAvuljgQuBt9FSZP1x/zyCKIW5Ivn+lxUMaVscda5SeKp1shfdiuQrYH+gvoU2zgEOAx4i8fkxGxiCJsaOF29TJBcGo8R6pFiJsCIx3qdVxyNSkq3Iut45mHLrZsqvP5OMfgeRd9uTiNy83W3MabJHKqqdgrxXf3VGi2Ox5bffySwqILuZ1bUZkotaapjPpxzMrabb+J2P+I3XuYgfKKR53G1rqOYDzqCaSkbwIRm61pgxj96osR0p1XYKMZiXYtdlGPQJccDGzLFIWjnOAKrrfhI+STPRpQCeAOOBC4DP0NJkfYXB9+Cik3pxxs1jOfu4fWIKciTJGi0O5yNguMU2NqGlZOu5cfI34F/4XIztih4H8HzwJTZJsRJhhRnSyKSaHV53IyFuSDGA3F5O+Q0jyehbQs6VdxJt3Ws9ghwLvYN/o9HiaBT160FW4wYsf/l92lzs/FUpKEs3LedHCmhOfQsLL+5gE605MKEYA8zmHbaymvP5zlYx9jJq7AcptkOIDckwpJQQh5O0cpwLdEBL+dzXzoYDehL8BJyBVqXFd2IcjQTR4/26N+Xcod259j8TePuB4xLOX0oFMQZYhBbJtUIu2jz0RMwB/kC74eJ7VHq1txhMnYboUqxHiI2uf65ILVqwH6v4mX5c6HVXbCNe5CyeKMjKCspvPo+0Dl3JufruqGK86xgJBDnmfjE+j+FyYIcYA6RlZNDzmXuZeuz5NDx8IPkdjBUQS1Y2sohsCi0trZRBLtW6RgYwndEcyA2uiLEbUWMvxdi1QlrhpKgQh5O0cgwwCJiMjXIc0JPhV7TiSq8Bgz3tiXnCP+ChQfNNFwzgsIvf450v53HWsfsAexf5SPY06kieQJtDfihgdliQA7riKi+gpehnJtrQLyhBdpdEr7VNUqxkWGGENgziF16M+biX847jYbTgUKLomazayfbbR5HWoAm5NzwUV4x39cGkIEdtK87n1owYhyjo0p4ON1zC7MtvZ/+xLyPSE1XNcA6/FOPqzTlM5wVKeYwD+bupNjLI0ZVxsZY5bOQPujLM1HGiYeTzaHfU2Mt5xa4stRQiyecQGyXp5XgscJWejeMNnAN8MvwOHIdWWOlYj/tiF6EP/pYhPXjutqM46bpPOKRfK1o1Ldy1TawvlWQWY9DmG/8dGAl8h7kPeKLI8U7gOeB1YLqJ9j1FCbLzmIgSgz4p1ivCVgbXiuSmKX0oYykVbCLXUnUGc7hRVTehGNfUUHH3lZCWTu5tTxgSyGiCDPZIhNHPbay0ZjnoWsrfm8z3d3xM9ll/2+txN5bz8RPpZHAKb/MC+9OOwbRgP8NtZJJLVYLI8Qqm8DlXsh+jSLfptnk8MXb6s+RVBWozUqyE2F6SXo5vweKyTgE+KRajpdg+hLVlfVwjUlyirHkcTtG4ORwE/O30PlzxwHg+fuyEmHe/kzWNOho3AF8D9wJ3mdi/BfAAsAU4ld1rXkvgY+BGoBMwESzMYPKQ0HttQJLnzF7LEey+aSCAI9GWQBtQ97fngW1g8r58wDEZJQb9kWKnIk2K1CKdDFqyP8v5kS4OLz7nBxGORNbWUvHg35HbNpP379cQGcYlJlKQIfZnUK9g6P0M65nnK9LSyLv1cbZdcgwZJYeT3qFr1DasSHJQ5huHqE87juNJPuBMLmU62RQm3imMApqzglK+4Rb6cgGN2P0dvYk/+ZZbWcr3HMY99OU8u7u/F0bm1Rt9n41I8dsn3M2SibN3/V7UqhEl155A33OPYFDFclYsWsu99/2PG54aSU5+/DRzV6RYCbEuklqO2wO1wBJ0DuLD5SzgJ8Y8tEjxrWjVh5OZO5pkc9CqMt66/2vO/ufeM25TSYxBW5brdaAfcARgdLXHR4H/Aa+grZl8Mto89beAMuBprM9r9gUGosgvA+fBrlqfO9Eqvp8KdATaok3h2ISWqeKn9cIdw4IQgzUp1jOQDtrgVeEebRjEMiY7KsdOiLHVlFFZXUXFIzdTu+JP8h95B5GdY7qtaIIcjWif1Uj5cOLznNaiDTmjbqHivqvJf/5/UW8C6H0OyUJPRvAHX/M5V3Eyrxratzl9uZDJzOAVXuFgGtCJ7pxGGUuYyRscwNWcwIuml4qKhtV5xmYwIsbr569g5c8LuW7Jy4g0LTBTf9Jk3n/iW56+43Xmj9ifcW9PITs3kx8/n8Xhp8Ve69mIGKsosfMktRwLds87NhThCvjJ8TVaWu2DBKRYUjwSRI8BMtLSeH5oV054dxaXh6VcQ/KnUceiOdpax2ejzTlvYGDfbLRMg1OA1cCbaBXOzwPOJ/G6x4FChyDXSMk7aOtH1wv7+zXA5WhF7krrHm+L3xeKsYgDQgz6pDjRAFrJsEIvbTiIidwd83Gr847tGLzbPXeydssmtt8+CpGdQ/7Db+2xXJNZzMqlkUwPK5/rzBPOZuf/3qZ62iQySw6P2b4TghxrvnHJGGeXNUrEsTzB8+zHTN6mN2cZ2rcpPTmaRziSf7OQL5jFWxTQjMuZrauKtRGMfv7s+LwYTaOe+dYEep15CLn1C3anTg/qTJ9BnVk8eyWfv/Yjt7x0Hu8/8S01NbVR23BUipUQmyap5Rh2y7Hu6GnAT5JngLuBD4BDPO6Lm/RpWsD2qlpWbqmkZVF29C+RFBHjEMehLet0Cdr5YGZqQXPgH3U/SUsCQR5fXkULYJ8oj2Wi3YgaCYxGe729Hfo4hMl5xBB/fWKrkeJEA+fQAHVz3K0UqUYrSljNr1RT6fgarEYwM8BPJHalc5pQs+wPtt94LhkHHUXO5bfbWqTKjhTleO1aQQhBRv+DqZkzPaYchx9L73MI8o24LPI5lXd5g6NoRQkNMF7QMJ1MunEC3TjBgR7aO89Yz3tqZm6xlJKZb37HPa+cS+coc4o79GzJlf85je1bdzBv2hKuf2rvGxF6xNgxIYaUGAebJenleCBaSmSyU42WAvst8ANaqmfSEPqwxxmECyEoaVXETys2c2r3iAtXkqdRx+MBtJTol4CLPe6Lr4kjyG8uKeNsHU18hvU1pn2FQ0IM5qVYz6DULxViFf4lm0Ia0Ik1zKCVzYsbmokaG5FioxLaecNnzLzmZva57SpanTuc0jnO5P7E+mwa6a8T0pneoz87P3xJ9/FTIc26OX0ZxC2M4Wwu4HvSfaQCZsTYStTYbNGtoq++pTALOvVuFXe7mT8sonWXpjRstjvvTG+02JAYqyixrfjnE+EQfYCFaIVyChJsG1Rmoy2p0whtPeN68Tf3N/GieJEf/ogB+sBWRfy0YsuecpzCYgzaskzvoC3tdDDQNf7mqU2Uc29nreQTtCkKiTgZ7bUO/FSGWJ8/i0IMzkhxIhkuGZPN7LhbKFKRVhzACqbYKsdGxFjvgN6IrIUP9CetbsyiB55l1X8/o/dLD9Lw4P33as+NCGi0Y0Q+Jyf7kd6jH9X3XImsqdEVMU8VQS7hWv7gK77nHg7jX153JyFOzDM2I8ah9Omnx/zC4acNSLgEWq8DO/LIFetYuXgdp1Rs0nUMJcXek/RynA30An4h+dKMq4B/A/8H3I8WGTRdlTuIRHwpDNy3Bbd9tzjm46n65dAdLdV+JPAjKVIsyiwRgryuppY8oJmOXc8G7gSmAbHLbvgUG5dfCife+sSQeF5xtEGzHhlWKBLRkgP4k/ExH3dyvWM9Ymylwu7SyXP49cInyOzZiwMnv09244Yxj+FFirCbx0yr34i0+o2oXbKA9I7RJsfsjVOp4n4ijTRO4lWepx8dOIq2DPK6S6Y+b/E+S/HePytiDLBmyXr2O7xbwn3yi3IZetEgJt71IafcFDu1P4QuMVap046T9HIMWlrpFJJLjn9Fi1C1QBN/tZAJ9P15BTNWbolexCvFvyAuA74EbkdfFFShsalG6l4JNQttGa0HgA+d65J9+ESIIfqc4sgBdDwpVkKsMEpL9mcyD3jdDVsIDfR3lu/gm1teY+4HP3D805ex6bARHvfMH6R16kHNwtm65TgeyTS1o5DmDOMFxnA2lzGDXIq97lJU7I4aGxXjaOsUby3bTkG93MT7zllA50Nb0e+5Cdx84f60aBw9h9VWKU7x8a4dpIwcf+R1J2zkLrTCWw+jFRpLumixgSV2wvltRzU9cupOaSN31lIAAbwI9AWOBhLfv1QAbKqp1S3HoGVv3AGsQrtx5UtMpE0bLaq1x+MG1ye2U4pbzU66b0eFTTRmH7bxF9vZQB7RI6tGKRmTrWsg33pcsemIVyyWl87jw7P+Q5uDe3D57KfJa1DIj7EPkVLULppL+rlXe92NmKzoKT37rurKUBbxBWP5G6fwNiJJRpR2Rf2jiTHAts0VFBTHrvgePq+4YXEupxzRmdc/m8vNF+6/x3YJpVgJsSekjBzf4nUnbGIj8B9gEdhcOD/4fLVtJ8cUmEsangdciZai3t3OTvmIxsCraEsyzQCbhoPJjZHIMWjrQKejzf/3FSaixGaFOJ4Mh7AixUqIFXaQRjot6M9KfqYzx0TdxkxqtV5BtpsfH/mIAZcfz0E36C8LaEd6cyLR95raVcuQ27eS1ilxTYRIfppRTIMPbyejXiEdbxhlS39Kh1f6LtNlCA8zmv78xhv05VxP+mB3SnUsjESNY4kxQPnmCgpjyHG0glur1m2jpPeeo3ZbxFhJsSOkhBx3BMrR1mwNulDWohVZCvrzcIKvtu3kyeZRUlYSfHm8A1wNlAC3AWMc6JtfOAoYgSbI7wHWV7pMQsIyF4xGjj9BW0LLF/O6bU6bjiXEZmV41/5KihUe0YoDWMmUmHJsFi8EWdZK6rdv6sqxIj+jfhbkqqnfkTHgUERamqH9atesYPsdl5LVMp/N02bSYsQwclsn58grk1xO4R1e5wia0IMW7Od1lywRK2qsV4zjSXGIrWXbKSjeM606VhXqbdt3MvnXlTx321GADVKshNhxUkKOBbA/2rzjk7ztiiVq0eaNpsSbZjC1+q/qWv7cWcMBeZm696lEW/7q67qfrkBn4GdggKHOBov70NJ/+wKvoS13poiO0cjxx8ClDvVFFz4R4ngyvKsNG6RYCbHCCi05gOmMdqRtNwV5w8KVbFiwkrQMZ5ZpguDMo42kesp3ZB42zNA+VT99S8UD15F9xmX0u/cUFt79f/zx8Gh6PnGnQ730NrUaoBm9OZ5neZNjOYCrGcTNvljiyYnlm+KhR4wrK3YCkJ2r3QZPtDTTN1OWMaBnM9r8tChxB2KJsRJiV/H+zHeJUFGukzzuhxmq0KKZ96JFjd/0tju+ZNzWSg4vyCIzsqx+jC+UKcAlaDI8jd3LX92OFj3+yqmO+oBs4A20olEnA+cD/6r7u0LjsfXbGVmcw6Y123TL8Sa088qT+gYupE0bnTu81/4xUjijDbqVECvcoCX78ykXI5Ex51o6WbU6GkbmSm77/f/bO+/wqKqtD797ZtI7JPTeITTpIlUFRREVRb0q2FCx16vX+tmuvfeGIigWFBEriBcrIFVKEKT3EEjvbfb3x84kk2R6piWz3+fJA8zsc86ecGZm//Za67d2UvDGq/z23TqG3TSZbqe7HvHztrFUMEaPZUU5FRtWEnXXs66NL8ij5K0nKP9jKdGPvo1pwAiEyKDTzZfz+5ApFN58OeB/d29/kcr5tGM4X3EV21nMucwlBeeOzMGEp1FjV0Txxt93UF5aQec+bYhLjHa5X/E3v+5mWrJz8y6bwliL4oAQMuJ4GPBcoCfhJrtQJkpzgB7A08DpNEEDLi/gar1xLnAfShg+B/yL2r/PK1G/55+Bcd6eZJBxHqr38bWo1kNzgRMCOqPg4cGMQl7MLKIncKYL4zejshDOAGJ8OjMrAhglbogYtqBFsSbQxNOGMKLIZjfN6Or18/sielxZXEL6Vz9ycM7nFO87xEk3nMYZr8wiMsF7nzyeRomDTSBXblmLsW0nDEmOXSCklFT8/C3FLz2A6cRTiJvzEyI+EbD0PYaO113KzifegNuacl4ZJNCe6SxhLW/yHqMYw30M5xYMuJeW7g7+3HyyhSvCGGDVD1v48vWfmXjJcFKinGdpFBaX88rHG/jp9928NGuY/YE6Whx0hJQ4XgtUELwvuhg4gGrT9C7KNGkGsBwa2d6dl3AjtXp5YTk9I0zkVppJMBpqjq9CogTxrSgBkwY0s3GeMOA/KDfwcR5PvPHQApWV8CEwEVhAaLxuZ0QLuDM5mruPFDi0JzmKcqdehMo4mOXriTl7P7gpit1Nm7Ynil019nE3dVoLYvcRQsxG+Qp+K6V8zMnY14HvpZRf+2VyQUhbhnOAlQ7Fsb+jx9ZIs5nSo8cp3neI9C+XcGTBdyQM6U+nmy4jZeJoRqWke+1ajTV12h4V61dAWDiVu/6228bJnH6A4ufvxXx4P9EPv4lpwHCb4zrOuoRf+kwg6sosDAm2Vg8NJ9Cp1RYEgqFcR1cm8iWXkc5fnMMcvztZu5tS7W7U2FVRbCEyKpzLzurDpnW7aRYfaXec2Sz5ZMk2Hnv5d8Z0TGD91UNpHWdn41cL46AkWHWi10lGpVY/D9wV4LnURQJjgdVAW1SU+CpUyqtOdXWNue3ieTOrmI7bMzkzLpxz4iPog0qbTgduQEXiP0ZFSx0xBHjFt9MNKgSqJVhL4BJgHdAqoDMKPNEGwZlxEZx9pIAUB+MuRt1j28Ct2mS38VAUe6uW2BV3aVs4W2xrUexdhBBTAaOU8kQhxHtCiO5Syh12xo4GWoWyMAboy0X8zP/Rh/MJw/6CNxAC+dBHi0i7/THCEuKIbNuKlImjOfHnT4jq4LxRnDsmeN4kmKLH4VMugfIyCu+8BEOzFMJOOx9jrwEYOnVHRMdR9vm7lM57mfALriH6v7MRYfazz0yx0UR370jlgT0+E8fBRjO6Mp2lvMtw1jObwcwM9JS8hrvCGKBbfi55cRF8/+pUMrKL7I5btHwnL765ks+npTKiXYLtQVoUBzUhI44B3kIZLU0huCKxfwDHgCLwYeJK0+aU2HBO2ZtDJjA/t5QPc0vZBuxDbTD8GxU5dsVFuBtKSEtCK4V9Isqo62KUQZnvrF2Cn2iDoMgs6etgjBll3rYAHwljL0eJwb1aYnejxK5GnUJdEDffHEOiSHRpbC4kCyHWWj30tpTSkYPUOJQRPcBSYBRQTxwLIcKAd4DvhBBnSym/cmlCTZA+nMdm5vMLj3Aqjzsc68/WTlJK9rzyAUMWvkmzk4a4fby7NLWoMYAhuRWR195DxMy7qFj7K+X/+5ryH7+kcv9OqKzAmDqEmLe+xdius0vni+7cgdyDu6Fv43ZzdodwopnGAt5nNG0YQmsGevX87r6fvBE1dlcYW2qLN0SEcTSziMgIEx1axdscG780jc1Ld3L5gFZaGDdivCaOhRCTgN7AL1LKdd46rzfpDDwCXAH8TvAs/t9BiRItjG3gKLXaxgdJc+Cmqh+AMtSmQ6Ibl4yr+jmMiuSHEg+iRPLDqPdKqBJdWkmx2fGX9k7U/ebVGIIrZQQ+NthyNUrsymLalX6eoSKKPeS4lNKuMhJCvIUy2rcwFphd9fcsYJCdQ2cAW1EWCzcJITpIKb2eMNMY1gUCwZm8zpsMoDdTaYtjIerLCLL1Aj/nz7/AbCZppH0h5k7PVgu+jBpbCKboMYAwGgkbPp6w4eMBtfEgczIRic0RdU08HRDTtQPZB/f4appA8KRWW5NCL07nJRYwjWtYRyS2haE38Uatvifvj7pYm25FRZooLq2wO9bSomn9kXzuGdWx/gBHLZq0MA4qXBLHQoiWwOdSytFCCBOwu+oH4CYp5WagL/ACcB0qM9PWeeYAh6WU9wohHgKQUj7UkBfgLrNQkZ4XgTv8eWE75KB6o7rmpRjiePDhEY5nPWe7ocItoSaOjcB81Ip6FEoohyLJwIHySoctvdZjX3l4RABTp92JEjsSxa6IYdCC2FtIKWt1DhNCvARYbFFjsb/negIqCp0uhPgQ1eHNLXHclNYFcbTiNJ7nK67gGtZiCoKCpoPzFtJ2+lS3xJunNMWosSOEEAgnJl3WKFOuDKI7t8e8Pij3eHxOfy5mP7+xmJlcUJ2cEhy44/DuatTYlhN184RIDh0tqPe4dd9is5SsT89nUOvY2oN0tLhR4VQcCyGSUO1QLVaI/YGPpZR31xm6HGXYOtfJKa8WQgQsKGVAmV0NB85C1fcGkk9QAsRRXWPIE4APj+6oyOA4v1858LRErWafJnTF8RTg87xSpjoY4zVx3IhFsY4MBx3rUPtaq4ABwHY743YClhtiCKoCxWWa2roAoB8Xk8Zn/Mp/OdlJ3oyv648r8gvJ+HY5PR661WfX8DXBFj32BtFdO2I+uCDQ0wgYp/ECL9KJLHbTDNuZR77EnfupIVFjey2axg1tz/WP/0RWXkm1IZe1MAbYnV1MYqSJ5OiqsIyOFjdKXIkcVwIXogKcACOAyUKI8agOJtdKKSuklGtRhtDO2ILy/QkYXVHpo1cCvxDY9OpMoFMAr6+xjSVyHKpMRJnCleFZ5L2xcx5wT34ZWdhPmw4DChtykSATxd4SxFoMB5RFwG9CiDbAJGCEEKIPcLGU8n6rcbOB94QQF6Fu5fPdvE6TWxcIBJN5kzcYQG/OpbWTxnbuCGR3647NZWUgITzZu8ZP/kiptqapCeToLu2pPLgHKaVPI/rBmFoNEEYknRnPPn7xiji29/7xdvszC65EjR31Lo6LDmf80PYsWLqda88fUE8YA4QbDRSXmzFLieHLrbZPpEVx0OO0zFVKmSelzLV6aA1wqpRyGOpL9Qw3r/kaqrWqTYQQ1wgh1goh1h5z88TucCPqxb/qw2u4Qm/g7wDPQVOfHigH4lAlERU9d2VV2xRpAcxMiuQ81AZBIaq1mjWnA0s8vYCzHsU2hHHexFS77ZjqCuNViV2qf6xZkdO+njBeldai3qK5/dLEesJ4xMIIm8K43RZR60cTOKSUeaiEl1XAeCllrpRyax1hjJQyX0o5TUo5Rkp5opTykLvX8ee6AGqvDYrwzeogjtZM5FkWcQUVlDkd35D73VEqc3jzJESYibKjxx2ew9b72ZvzCEYsn02BmHdYs0SEMCCzHf+/NGU6Mpa9/BLoaVTjTkq103M5EMYW7pgxhKfmrGHb+ysBWH0oj/JKc/XzHRIiSY4OY8P8jbZPoIVxo8ATD6hNUsojVX9fi1pDu0M6SneMs/WklPJtKeUQKeUQX6YaG1Bb548Ce314HWdocRycnAT8hgqPhCpjgZ8DPYkA8lSrWBLiwrkmMZJXWsYwGHgC5VINKlS2C9Xr2GX6trAvjO2IYmi4+7S9RXRDosVaDAcnUspsKeVnUkrvNcB1jk/XBVB7bRDtw0KkAUwnnrb8wdMujXf1PWDrPVT3vWb9fozt0ZmCf1yrj7S8v61/6p7XlQ0wX+CN6wRSEFvz59aWGPsNpWLDCrtjAj1HX9OJcewN4ZXB6L0ZzD6tG+d8upk1h/IY+d56xs/9i8P5NdHu06Xkh/w6m2tbMrQwbkR4Io7nCSEGCCGMwDmAne0Rh7yAWnsHlO7ARcCnAZxDN+AgUBLAOWjq0wZlxhWa1huKcRBE+8P+xygEH7VPYEtJBQ9nFPJkyxjuA5Z0VO0ZwoBTUP1ynOJIFINDUexutNgaR6K4odFijcaKJrMuEAhO4Qk28B4S19KmfSGQY3p0pnB7w52RPXWa9zbuiltXBLE/X4fl92gaNpaKNb/67brBRjI9qaCE7AaGlbzVwskW3nCpdsTZPVO4a2QHxnywgWl9UiipMHPDd1VR54VpnB4bzg8FVuJYi+JGhyetnB5BGdoKYLGUcpm7J5BSbhBCBMW6+3TgeaCui4i/CEO1mNoB9AvQHDS2mYASPsMCPZEAMRqYDpSj7tNQJMYg+LpjApcdzOP5zGKebBnD6bHh1UJ3SnYx/zmUz3JUD/V44H/Ar1X/vg0Y6oEoBu9Ei+uNc6NHsRbFGjdoUuuClvSjklKy2ElzF4PglveGs0W/rfrjurW5q9JaUJrQn4xVezk8suY9624KabAIY1vXtyV2Aj03VzANG0vp/Nc9rjt21dE/WOuOBYJOjGUfv5DkA8ecQNUbu5JSbV1jfMvwdhRXmJm94QitYsN588ye1eZbY2LC2Xowj8n7chiWX0YqardwGSoQdiNwMRDp6YvR+ByXxbGUclzVn1tQzpRuI6W8vO75As044F9AAarvRSCwpFZrcRxcTESl0d7vbGATpRlq42YdKoU4VGkdZuTU2HB6Rpi5KyWm1nMzEiPpG2liTXEFa4rKyckpYTxwM/C/VrFMyyyi/e5sbk+OZkpcOEbrxZQPU6jrjWugKAYtjDX1aarrAoGgKxPZyRKXxbEFV4y6XBHIho7dKf/jx1pjXDHUGpGaEZSiuC6W1+uNlGt/mn4Z2ncFwLx/J8aO7lYPNA0sdccDuSzQU/Ebdc23hBBcN6QNj/++j62tYwlfWmPhGmkQpHVrxortmawB3kf1tHsUVar3InAvqr/ddSiPE01w4UladZMiFhiMqi8NFLruODgZg2rXkx/oiQSQcYR2arWFveVmekTU97UXQjA4KoxZzaKY3S6eL/q24Ma+LRjQtwW3JUezs0dzbm4exTPHCunxTyYvHS8i/8yePhHG7tQVg64t1mgc0ZWJ7MbtADjg2kaSsxRrY8fumPe63zPBU2HsakTTmwSbYHcFIQSmYeOoWB2634yWyLGn+LINmic4ixrbcqUG2JdTSicB4Yb67/dW2zOZigqwfAM8iSrDmgh8h+pxdxjoCcwEHDR80gSAkBfHoKJigXTl7UFotw0KVqJRKdU/B3gegSTUTbkstDEZeOJYEY9nFJJZYaag0syaonLmZhfzn/QCztmXw5zs4nrHmYRgWkIkK7o246PpA1nRLJpOL6/kx11Ztca5U1sMtoVxvTE26orBfu2fTqPWaGpoxwgON2Bl0FCBLFq2RRbkIouLPJ6DK3W+1r4CgRDI3sDfIts01HbdsSu/66ZACn0oJZ9cfFvbG+zELt/FoQozFx3IZXVROZVSsrO0gsVbMngKuAzVMtZWgKU38BbwD6qd66kokawJDrQ4BgYRWOOlZCDL6ShNIJiESokJrn1O/zEGWAFUBHoiAeb+FjH80CmRnWWVdPonkxbbjnPN4Xx+KCgj1qAE8MMZhTx7vGYhu7+ski0lVb+5qamMaJfAp+enMqp9IjmlNb9Rd6PFzoSxJ6K47qJNR4s1oU4inSiniAL3/Ohr0RCB3OHHJEzhzWj9rdkj8eeOKHY2H01tTENGUbHpT8yH9wd6KgFBIOjImKBq6eQpnkaNWZhG1wgTe3s0Z3hUGBceyCVm6zFO3ZHFm0AGav0Eyr/GssY3Az9Qs6ZMQZXuvUtgO+doauOJIVeTYzBwRwCvnwhkB/D6GvvcgHKZeRm4xYXxTwAHUB+AsurPcOBZIMpHc/QlyUB7VI/fIYGdSkBYml/K5YfyiTYIooUy6BoSaeTSxEiuahZda+zYmDAm7M0ht9LM/SkxTNmfS4bJwKZZQ0m2Gpd2rJB+LWLsimJwPY263hg3Uip1bbFGYx+BoDWDOMw6erjdtrkGV4y6bNUgAxgjE6ksziEsvp3XoqOuiF9789EoDAnNiLzidgrvn0nsG18hIhx/uxfu+53ctAX8fliANCORSMx0T5xO6xj7Bu3BasoFltTqXxnApW4d582Uam/2OLaFI2E8YGcWOZVmYgyCGIOgg8nASeVm3qS2f9GVwL9RJWpLgU9QRp3vA5dbjUtD+w4FE1ocA11QhlwZBKYwPhHICcB1Nc6JAr5Apd4PQjk420MCD6Lcz02otIxK4CZwsWNmcBJD6EaOT4wOI1zArc2jGB0dRqGErAoz1x/JRwjBlUk1i6J2YUZ+7ZzEaXtzWAj06JjIKUlRXPvNP3w+LRUhBCUVlezNKSFysm3vIluiGJwLYy2KNRrv04bBHGmgOLbgzKjL8r60FqXGyAQqS3IafG3r87szvjEJZH8bc4VfcA2VWzdQ/Ny9RN3zvEPn6ty0z0n4J4dmMWMQwoDAwD/ZH5BZstGhOA5mwojB7OWVgb37raFtnOw5VTuKGjsSxgBnxIbzW1E5b7WJo9AsKdydzQfAFOBbaoIhAngGSABOAvKAL4GrUZFlyzf7VqCPoxem8Ss6rRp18w5CmS8FgiS0OA5mOgPvANc4GZePsua/CeVAeC3qw687SmA2Vo5DrchnKBFnNDC7bTxPHSuiY7iRkdFhTI6PYFmnRB44WsiP1r0MgRSTgf/dPIJTOifx9uSePH5yF3ZkFfHmusMAlE7qx5Xn9mX8zM/YsK1m19tRbbEWxhpNYGjNYI54cWXgbpq1MTKJypLcBl3TXvq0q8dqbCOEIOru56j8ayWVm/50OLayOIuO8VPo0/x6ejebRa9majXRPHKgH2bqG4o4TnSorQwW1gjmh1rEkFNpZmNJBcN2ZzMemA20Bq6oc5gAHgDuQdUZn1P190uBwqoxM1CBlccJ3TK+YEKL4yoCWXe8F9UfVRO8dEelSDsiC2he57G/gIE+mI8/OU791xVKnBIbzlnxEdx2pKD6sR4RJvpGmsittLorpqbC1FQSI8N4+fQepMSEE2Ey8Ol5qTyz8Sjn/naAo5lFPHv7WC47K5Un3lMLKneixdbC2FZtsTt1xaBrizUaR1jSqr2JqwJZSklZ7j6MEe6vDizvd2+I28YkkP1tzCWiYxDJLcHseHVQUZxFpLHmW9QsK8kq3USzSI+6nwUFShw3zZWBzajxwtqPRRgEc9rFc9vBPI5UPWYEpmLfQ2hm1fMAt6JMuVJR7tUno4yBH4Pq82kCh06rrmII8EGArv0CqrZVE7xk4lwgZqJ6A1vzF9ARtQFSDpShUq1TUR+kwU45UIRKCQplnm4ZQ/+dWSzMLWFqQiS5lWZWFpXzeft4u22ZLLS9ZBgrzx/EM3PWMPLyj7lv5giKSspJGtHTa2nUOlKs0XifZnSljHxy2E8iHbx2Xld6IXeY9zuHc+Hkdacg1gf2/drYUqz9iczLRiQ0cyjMow7nENGmZnWQX7aLcEMC5ZV5lFZkUinLMFNOjKkNkaba0dhgrTsu4jjJ9HTrmGBq4WQvpdpuOrUNhuzK5mpUXfG3qGjjYuBsF441oCLNPwKzgLmo2uQYVPRZE1i0OK5iMnA7sBrVvsdf7EH1O3vPj9fUuI8r4jiL+uLYjDL0+hQIQ5lzlaGE8UPABQR3+oZF8AfzHP1BrNHAJ+0TmLwvh+4RJv4urWBUdBhx0+xbaFgbbkVFmHjw2hM579Tu3PL0ctZtO8ZZV43i0ctmYwozERZuxBRuIjM2iRZ9OzJ0Vo049kQYa1Gs0TQcgWAQV/MrjzKFd7x6bmdGXZuPv0Df5Nsc1rL6k8YikP1deyxzsxHxSQ7HlFZmEWGsWR2Um/MBydd7RmMgDIMhHANhFFUcokfi5fRPuYsoUyAccFynmMwml1btrM64FltUWdQDKDfqB1Frum9R0V9XmQBsBh4FRqHqkqeh1ojhVj8xKPHc0o1zazxHi+MqYoBHgDuBX1A1Av7gZeAqIM5P19N4RibO625tCejnq36skcAy1Ifqf4GHgXPx3z3nDq5sCoQKw6LDeKl1HJP35dCrfQLnjulkd6w9J+rUrsksfeN8XtxfSnl5BU9dPZeZj5xNbEI0FWUV7DAlsuK5L4lMjKHfRWPdFsaOUiC1MNZo3Gc09/IKPRjOLbSkr9fPbyuKnF2ylcySDUzosNDr12sIjUUg+wspJTIvB5HgWByXVGYSYar5Jk2OGszFvQ7VG1dYfpiNx57g8x196JV0Nf2S/02kqe6We3BQxHGiQnV1sKXGLyQCZdp6InAU6IDq8OEO0ahOJ5egDLsuQzlXn4kKppQDf1Y9v4TGkXXY2NHi2IrLgRdxPS2ioeSiUrk3+eFamobhikjchDLvcoZA7Raeiqo1eRC10/ghwedWGMpmXLb4V2Iku8oqeWB3Nu9N6W13nGUH2pZINhgEt3eKBKDs4kEs/XYzT3x5A6Yw9ZXXfmRv5p32IJ3G9mNk69qR4xGpGbUE8oGJObUE8qqppXZrizUajftEkcgY7uNH7uJSvvPJNazfnwf7SrZkvkifZtdhNLhW72vr/e2rFFZbrtruHmsLb4puv0WPC/MhIpIOy+1HeVM/OcIOYSLc4Lx2PCasDSPbvEL/5H/z17H/smBHTwa1eJB23OzNWXuFkDHkshU1rkMKKmJ8IjTof8qy9bYI1frpXmpaaF4NnAK8gqpX1vgWLY6tMKIs128BzkClwfqSj4CJQDsfX0fTcLKp3buuLmaUuP3ajXMK1M7gGcCTqF7b33s6QR+hxXF97kuJ5sy4cNrGO1+4Wqdp2RLK9141jE3/+Zavr3+fc9+ZCcDULgbWnX8Sa978npMfvsTpNeoKZI1G412GcB1/8gq7WEZXTvXptVK2FLKXBdzMDmIyPN/UcrYh1lDx7Egke2LiZX1MY4lOy/xcTIZYpJQ2099HLIxgQ86HdEm4ECFcL06KDe/AqLZv0T/5Lr7aPYKhTKYZXZwf6EeKmmBadUPoiYrutvLCuVJRrtbnAWtQLWZNwGso0XwLwZlp2JQI9VLCepyGMlB62w/XOgZu2hloAsUEVJS/xM7zP6Nqcwd4cG6Bqnffgqp5DyZ0WnV9hBCcEBVWvaP8464sLvoijc1HCxweF780rfrHgtFo4J0HJ/Ljqn3seXZxtUnI1Imd2fO/jUD9vo0jUjNwl2AyQtFoGhsmwjmVJ/mRf2N22regYZRRQBhRxJDi0+tYnOqtfzzB2hnbmw7ZDT2XPzYMO2zsjTEykfwd9be1LY7jO3Lm0T3xMo/OHx/RleGV1/E7TzR0ql7FTCUl5BCF43Rya0LhO6g7NSWSEpiEWjd60g16KjAd5UtjOb5v1fn/btg0NS6gxXEdBPAsqg50j4+v1fQ/KpoO41HC90U7z89F9anzlAjgLtwzcvAHu9Di2CEL00iKMrFgawYTPtzIxQvT2JJRQFZxOZlF6qe8sv5i2looJ8ZF8OJd43ljgRLDI9L+IXVYZzI27KSsSG3HOBPI1imEjSXqotE0JvpwHhHEs4JnfXylwK0MGiqUfYE3Rbc3ab80EWEw0WrCk6T/+B/MlTU97y1zzSheicBAStRQl89bd8NiBLfyNwvJYb/XX4On5LCXCOIxhGL16xbXNqcFqgb5PyhR+ynKtDWz6iffhXM8jGrrtNHqsfEoE1+Nb9Fp1Tboj7qhLwJ+QznF+QKJTo1oTDyDqim5nNqpMwXAV8BTDTz/TJQpw18EvjdyJaoW+mPwUZVdI2BLBvR17hg6uHUc7eMj+XhqH5bvzea0jzZSXK4EcVmlZFqfFN4/u3598ppDeXyzI5MuG48gEJRmFVY/N27vPrr2bUfs0uWUnTMJUAK5rkGXRqPxDwLBuczjHYbSkdG050SfXEcGycrAmZt2IHA39dpXtcfWUem47qeRufp1sta8RfKIm2rNcUf2XLonzbDrOO7KJkQ0zRnE1fzBU5zJaw2ee0PZzwoWcAGjuDvQUwl6zgcOozyM/g+4rupxgTLeykWZcVlTjnKubgF0AaKAQqvnx6HK93T7V9+iI8d2uA1VZP+Aj68T+K9Ajat0R6Xcb6zz+Jco+/2GWuxHodzSAx09zkLVQv+BakrvfX/W4GQfcIUHx4kvt3JCq1j25pZw7+hOHLrtJLLuGk3WXaN5ZVJ3m8eYpWRTRgEfbEznx93ZvLH2EEYhWPj0MrLyVLS4/6hubPp9ByNydts8h6PosUaj8T6JdOAs3uFz/kUJuT66SvCIUSDoIsmBxla6dnyvKRTt/6OWMK4wl7An73O6JVwKNCyN/URuZzMfk0d9h2t/IZGs5nU+4Rwm82ZoiOOq0qlbj+SzqcT95OgTgfWosrwVqLVVFsrLBepHJyUqhfoZYCXwElAKfIZad0qUOP6FYPuUaHpocWwHgWrQ/Rb49CtQf+U0HtJQKS4n13n8AxqWUm3NtahshQ1eOp+7bES5I6ai2k0Fd6dF7/J/wBzA/YpeKCqvJD68forZ7uxi4iJqP360oIzOL6+kW1IUpZVm5p3Tm5VXDeamYW3597JdDDj3fS686xuidx1m4287ah3rav2xTq3WaHxDL6bQlmFsZJ7PriGCcGUQbCnXrqZZe6v2uP3SRLvnytk0n2FFtVcB+/MX0zzyBGLD2zf4dxZLCwZyOb/xeIPO4ynlFPMVV7KWN7iKFfRkckDm4Uvs9Tj+o7CMlzKL+Tqv1OWUagvZYNM54BBKfNXNSr0ZFRwZBVyIatu0BWXEdRaqm8kclIB27qGtaQhaHDugJardzqc+Or/e+WlcvANcSW0X8wMoITvFS9eIQe0aXoTvNmVsUQo8h7rfH6/6eyjVXGxFpY+PQDlOVuPil+Gug3l0a1Y7QerV1QeZveEI4zsl8f2OTH7fn0OF2cy/FqaxP7eU3ikxRBgN/H28CIDETemMMxk4eOtILm0ZxaGMAgr2qz1m6+ixNwy6NBqN5wxiJn/xvk/OHSxp1Y5oqEgONqHtCEeiGKDk2N9wZA8d4moLRmXENcNrr3E097Kdr9nGV145n6vsZwWzGUk5xVzFSprTza/XDyRSSu49WsjkuHBWFZe7ffwuqPfb2gGMRrVj+hX4HChGda95FZVBeDLwU9V4IxCPWme+j4o8RwO288k03iKU1r8ecQUq//8aH50/+L8aNKA+vD5EpRlb8yGqriTSi9eagUqpuRxYiG/vEVl1jbtQu5K/E5oO6vejfgf5wCrULq07HK0w02r5LpjWj0qz5OFf9jB7wxEyi8t5YLmy9kuMNDG2YyIVZonJIEiODuOScAND3lxNaqSJd9rE8XNhGWFfb+OS8/tyST/ImzgZ0v5hVWoPRuTsZlWiaudhr/5Yt3XSCCFmo97O30opbVZpCCGSUOuxFsA6KeW1fpxio6cLp7CYY6SzkVYe9ShwROPZNveG8Gu3Rfi8rtnd2mNXP0NHLIxg5ZE59Ei6AoOo2TYvqjjK0cI/mJ7vvdBKDMlcwALmcxYp9KE5tkt2vEUWu1nGfzjIKk7hcfpzSVBmNPiSJQVlZFSamdsukSG7stzetjpKbX+atahASiEq6LYCtdb7BCWWBwNtgOHASFS/46dQm/ZLgIur/v6ix69I4yo6cuyE04D9qMiStwn+/WGNhR9QJlmdrB6TKJdqz5o0OOZFlJHDdFTa9nqUQPcma4AxqM2ft1EmD6EojP9EtdC6AfWltMqDcyQZBRkVZmZvOEzv1//k5305TOvTgv+c1JEt1w3jgj4p5JZWMHdTOs9N6EYrg8Dw5Vb+2zKWY71TyKmUhAvBCZEmFubVpERbUr0sLZ5crT8GnVodigghpgJGKeWJQBchhL0V9HTgIynlECBOCDHEb5NsAhgwMpDL2OCD6LFEhpwIaUgbKVdxRfA6ixLbuvaunPn0SKztVrErZz69zWcTTozL83OFdgxnPA8zn7NYyQvsYhn5pFdlG3iHYnJYyl28w1Ba0p8b2cYALg25e9L8xRbuOVrIYy1i6BhuJKJSuh2tTQRygHWoIMokVPlWNLAXWICKDN8HPI3qDNIaVdaWDVyFEs9X45/2spoatDh2ggkVyfNNApWmsRBJ/TfLWlTthy88SyOAxagPyaWoKHIzlHh9ChrUaXM/cCnKQfEK1Af3KQ04X2PnXtQXVjjwIzZ6WbuQWp1sNDB0VzafLd/D25N78stlJ7A7p5j+LdXi6Lf9ufydUcgnzaOoWL6bNmE1d1OMQdC8rJLcnVlcXVjOO9nF1UYg1tQVyHXTqzWNg65rTTZ7w9rpF5sshFhr9eMsiWkcyr8F1EfHKDvjMoG+QohEoD2qQkTjBgO5nM3Mp4Iy54PdJrSECHgnCu0p7ohiqC3KjSISIWqvDvalz2OA15xIajOEWYzlQbLZza88xuuk8gwt+IRzG2TYVUkFq3mdV+lFMVlczxbGcj/h9fyUg4dVab5zRVmQV4pJwNT4CH4vLKME1ZnEHZJRqdJno0xb9wBtUR1xQPnLlKHSrK9ABUTaVD1nANqhyuumANuA7Z6/HI2b6LRqF7gCGItqs9PQX9inwPOodIsjKDc6TfDTmfp9ry1GXL76Sm8J3GP17zJUBsONqFqVeSjB7A6rUB+0s4A3gdiGT7NR8xaQjtrVPQf15bfYg/M82jKGViYDg6PCoFMSZinZeLSA/i1iqfhiCyv2ZvN0q1hOiglnbnYxrU2GWqI7AWWw8RfwZ2E5JWZJ5MI0mJpK/NI08iam1rqeJcXaOr16RGoGq9Ja6NTqpsXxquiuTYQQb1E74WMsyksSVHnaIDuH/o4ypb8Z+LtqrMYNmtGVFPrwD9/Qh6kNOlcBGSziMnLYSz5HSKKzl2bZuPB1inXd9GpPPifrRqvjwjuTX7aHuHD1f2baspkiMunEuAbM1D4CQX8upj8XAyrToIB01jObtxnCVD6ki5vb3eUU8zFnY6ac6SzxQalA4+JAbgl3HClgbrt4Psgp4a70Aj4Et38rZwJxqPWF5a75ixpx/HvVOV9BZQYeREWOLSSgnK0/Rq0zfyU0s/sCgRbHLtATtYPzCw2LsB1FCZv3URHBltTvcaYJTjqhQiuVqDSYMtRGxxo/ziEcldq9HNWHexAqLWeoi8db6l0+QKX3hDrfAQ+h6sbHoDIAXsWzvuZnxlktmBamcXd6Ae3LzXT9eTcCeKNNHNMTI/mxoIw7DuXzYZ3jm6FqjmahDDsitx5TPZbrCOQRVfXH1uj+x6FL3VphIcRLKE8XUHtf9rLD/g+YJaXME0LcjtoD1pl7btKPi0nj0waL42XcTQIdmMizxNKKSJK8NMPGh7v9lUcsjHCrhKQhG4e20rjjwruQX7anet5LmMsApmPwU2KmQBBHa8ZyP+0ZyUIuZSjXM5p7XZpDBaV8ylSiSWYq8zBQv+tCQwmmXtnOyCut4MyPN3FT8yh+KChjYV4pv3ROovdO9/cP2wOXWP17PfAyau0BakP+dpQh6hRgMrXdrZsB36KE8zxCO8PP3+i0aheZhnKVawj3oCKNk1GRSC2MGw+RqHoQS9LSMqAXtWuQ/UUYyk36edTOpCsNRTZUjZ2NFsagfh+XoVokXAbMREWR7QrjLRkuO1e/laXaPizukIBBCIQQzEiKYlnaMS7Zm8NClJeBNc+j0t2fRaVd1aIqxdrV+mOo6Xms645DjnXUpFIPQJW22SIJ6CeEMKJK7RvP6jWI6M257GQJZRR5fI4DrGQXS5nIs7QglWia+01YBTPB5GRtVeZQj7jwTnB4b/W/t/AJ/WpJIv/RhZO5hrXsYgnzmUwFjj//KyjjM84nnFjOZa5PhLG/achGcXmlmWkLtjCqQwK7yypZXVTOn108E8Z1OYQy+nwL1S4TYDwqSDYOOAEVuLC+68eg0ql/QnUSCZ53RNMnKD+BhRBnCSHe9mcrG2ecj3L1rfTw+JUot7n/s/HcBPSWfbCTi3IytqQxl0PA9/anosI9zqLXm1CC+A3cd2FuihxA7dK+gipruBq4BRe/eJyI5NVF5TxwtIBvOibQzFTz8WreksEdwLuo+qK6tKbm3ipDbX5kudlTEXRbJw2LgOlCiOeBC4BvhRB9hBB1XaufQH3t5KJuvY/9OksPsawNSv3a6M4+MaTQhiHs5AePjjdTyXfcyASeIYK4Ws+tZzafMJVicrww08aJqwLZkXhtCK6ctyJjN3FWybBmyokK4OognjacwwccYAXSgTtJJeV8zkUIjJzHfIw+TCRt6EZHQ8uELF0eHCGl5Prv/sFkEAxtE88vheV83TGB5iaDyuJqAOWovsU3AOfWee5dVGbqi9QXZEZqp1F/BfzRoJloXCUoxbGU8msp5TUJgZ6IFV1REZ3fPDjWjEqnfhrVr8yaXagahBdRKZW+sPbQNJwlKFFjqdFthapVDSTlqKjxLAdj0oDTUSKwYYl/TYO/Ubu0t6Ped5GoNk5uY0ckrysup4XJQEuLMK4atwgV8XdlcyIHuBPoDbyRWUSltB/Uc8ecqzGltmk8Q0qZh7rFVwHjpZS5UsqtUsr764xbLaVMlVLGSiknSCnd9ZoJCJa1QQTBszpIZRpbPcwrW8c7hBNLP/5V77nNfEwxWbzDMDJ80i+jceCOsPKGSK5jiGd3Tu22CFpvqWQH39GTKdXPxdKKggCvDjYwm4FcTlh1hUVtKinnCy6hkjKm8SlGwmyO8yau/D/6YoPDHtblSeUVlVzzzXY2pBfwwJhO3LVsF593SCDO6B2JlIvyixlc5/FS4ElUeZfd307fFtXi/H1UtPkSaID1msYVglIcByvTUDWe7iJRRfW2hO8S4AzUSuYo6sY/4ukENT7jK7D6+lORvkD/Py1C7Sr2sfP8p6hV8rOoXctQ5yfU7+MB1GbXfFS9cYMSyeqI5FnNohgZHcb5B/Ior3rcDDwCPIhr0elmVXNaAnyaW8rgXdn8ui8HqJ9a7Qo6tTq0kFJmSyk/k1IGev8uJOjFuezgO8o9aLZXxHGAeumvZRRyiD+5mK8Zw33MYSx/s8gb022UuBt5dEXgujveIoit53KAP0ikIwnUpPLG0pr8AK4OKihlPbMZynU2n89hP3MYRwUlXMDnmPCfIK37+3MHe9FjW47V7qRW5+SXcv6d33AgKpyvL+rH5V9t47kJ3eh7sfdMyZJRRp/TUSVdFmajal/sOi5aR6z7tiAZFWTrXHXcE9jorqHxClocu8H5wBe4n1ptRBXV30xNIb6FJaj6w/iqc58GDEP31QgmyoHvqR31a4nazLgH+C8qMrvCz/N6G9tR4+Kqx++npnF8qDMb9Xv4FBXBvQr4hNrmFw2iSiSLtGO83iaO8IIyZqI2xh6uuuYUx2eoxoRyuOwALC8q596UaKbP38jra9zbK7Z2ZdVoNL4hlha0ZhA7WeL2saO5ByMRLOTSWo/v5RdaM5gI4hjIZVzCd3zPzazmdW9Nu9HRkF7I9oSvKwLakaDbxle1osagIsdreJ3lPMQKnmMDc3zU7ss221lMC1JJtuFrvJ2veYeh9GQKF7GIMCL9Ni9rHP1f+ip6bCu1eu/hPCZe9zm9OiXxxM2jmTR/E5O6NWPGgFb1T9DA1OpRqA4hk1GdT/5CbZo/ZGuwVbQYgKmqW0VycjQlwGPAn1U/I9CGEb5Ai2M36I5Kp3U15z8PtRi/GJWS25fav/Ay4GdUzTFVzz0IXIuqg9Q3fHDwG9CNmv5zoGz530OJmEKUw/BZqP9zf9EO2Fjnse2oD8sclDOPvT4uocQjqB3Wr4F3UJsZPwIjfXQ9U9oxPkH9XwxDRfi/wXnU2AwUoRrQWlo4COCChEiebxXL0t2OTUEsqdW67lij8S/upFabMXOQP1nGvbxOPzLYQgIdkFbf+Dv5gW5Wtn1tGcrl/MxyHuQY27w+/8ZCQ2tXbfQRd3gtR9eTSLazmJ6cXevxE7mNTowFJPkcZiXPsZG5DZq3O8TTjkx21DKJq6CMJdzBt9zAhSxkFHcH3PTN0e/X3v+NO9FjZ+zecojxNy9i5rn9GNS7JRNmfc6FFwzkuYndagZNTbV/Ag+YigqoTEAFwl7FRreROqJYntuHskozuWf0JFzA8eYqVb4r8CUqkKa/8b2PFsducj5KFDnjEZR4+QCVyrkVZcp1utWYFUAP6kev7kbd7HMaNlWNl/gB5fRcl0uBe4HHUR9yE3Dt3vAWj6GcD/dW/fsj1O7kdSh3nbr17aHIEpThxTOo1PJEVEurgT6+bgxKjJ+E2gBr6WCsGZVWZUI5ondHbYxZV4H1iTCRdqyw1nGuuFbXRdcdazTeR6VWf0shxxyOO8pmXqADX3ElAOcwh9s5yOk8j7DaPtvFErrVWi1AM7owjof4iisxe2wNqnGGq6m/WeyiguJ6PYFbMYCT+DfjeZjTeI7TeYmVPF9r88OXtOdE2nMiK3kOgGz28j5jyOQfZrGBDpzkl3m4irsbHq6ac9lKrbZEj0uKynj8qjlcdNsEVm9J57l5a1n0wtnccOFADMLBfBoYPQblP3QTyi/mfEfnn5rK62sOEfbYL0Q//isdXlrB29klpFgZhAlUWV3oOhL4Di2O3WQWanH9IPYjuwdRBlvbUWnU11C7sbeFJVDn608Rhiq8vxtddB8MbKK+kYItbkelV/tr2dIWlap/ByrT4GFURHQW2vIfVAT2ClR68nWo/oKv4b8Waimoz4Ek4Biq/ZctfkfVDVWgUuKzgH2ouiIL3SKMHMwupqi8srru2BV0SyeNxvfE0Yph3MQHnEyBgzjOcv6PEdzKDaRxKo/TjmH1InjZ7KGEHFpSv+ZxKNdjJIw/ednrr6Gx4KsWT+7Wwx5lE60ZXGtTwxadGY+RcI/S7j3lVJ5kFS+yjnd4l+GkMo1/sZhomvttDu5g6/fubnq1O9Hj2Q8tpqy4nC9eW05CbAQ/v3sB/bt7rcjKKbcAE1Ea4mugsE9K/YixlLy8+iDfvTaVrN9uIPfuMaTfO5a7U2JqnSsV2OK3mYcOWhy7STLwP1Sq5P3YFshPomoabQliayz1xrYYAFyP2mXSBJbNqJR4ZwxDpV4v8ulsanMnqpVTISqNeqAfrx3MSFR5whFUFHcDgWtj9TXq/TwNtXlhTSEq6+AyHHwYb8kgTAh6R5jYfNQ1U2GdWq3R+JfxPExvpvIB48m34VacziYOspKhXO/wPDtZQlcm2kx7NWBgCrP5lf+SbbeFddPH2hzLllGWJ+dylww208KFlYFAcCK3sZLnPZmeRyTRmcFcy688xkV8xUjucCrigxF306vrYit6vPanv1n8zq+UFJVy/VPnM+29q4mOrMnTyptYJ5W6bmq1pR64gVHkI6iMxBkGwVWH8pCWrhRVwnjxP8cpjwpjeL9WtedlmU/V9Qei6pc13kWLYw9ogRLI3wL/obZAPoRywb3TyTmOooryRzgYcw+wmvp1pRr/kYXqb5wMPAo4i7/dDn78ClTC7x9USnWck7GhxGcoUfoCykzN2UaVL8gGZqJ2iT9D9UmfjnrfLwVmoEovilARbmcMiDTxlxNxrFs6aTSBQSAYz8OkcmGVQK7tWPwrjzKSOwl3krui6o1t5ZQpmtONwVzNCp7xyrybEvZEc10B3FBBDSpFviX9+Iu5HKnlQVyfvlxEBls4ymaPr+cuJ/MYN/EP7R2uMoMHX2UEWFNWWMKTN33K4FN68eYf9zDidFfCHg6wFsouimWJMgMdCAxNiWZ/z+b8U1rJy5nF7BrXhUd+2UPP1/7kjj8O8Oj1JyGEqG47ZUsgD0SLY1+gxbGHJKNaw/yIEsKWdk1Xoha6jmoMqTruZHDYdj0CtbB+uqGT1XiMCZWi/DmqjvwccNiw4xxUDfAOH8/Lmkh0GnVdegPrgVvx/4fcbtT7tivq/tmIqgUfj0qB74bKOhmCKr34BvV54ozUSBN/H1cmK3VbOrlSd6xTqzUa3zOOB+nPdOYwjjwOIZGs4U328ztDHHalh0oq2MtyulTbdNpmOLewmfkOU7g19WmoILYmnBgKOcZS7mQep3GQP+2ONRHBIGb61ZjLgMGvbZq8gTvp1baix87aOhlMRs58bRaPfTaLZi1rXFmsex6DC9FjezgQyiUo/5O+wFORJr7uksTDLWOJMxr4okMCj+WVcuJ76zicEs9bT05m3ceXknzd6dVzsyeQ+/ROZhvKu0TjPbQ4bgDNUQL5F5Qj9UBqeo85owTlSOuMa1GGUHs9mqGmocSjDNUsLZuSUC15iuyMN6JckFf7Y3Iau/RH1eL4k0rgElR6fTQqHf9Nakf070SZ7a1G1Yu7nJi1JYOe4Ua2p7m/GNYtnTQa/zKGezmBK5nDOD7hHNbxNpfzM+HEODxOIKighEgnq4M4WpHKBazmFW9OW+MGqVzA7zxBFM04m/eYz1nsd9DQsSOjOaRXBk5pqEB2hCkijN7njmR1s27OBzcUK6G8AOiEcpd+pVMi67smMSy6KpV7aiqdL+rPzhtH8Pd3M3n61jEM7tOSP/vWtOKyGInZEsjxRgMJJoP2J/IyWhw3kCSU0Y4R5S79NBDuwnGdcE3wJqDMlp7zaHYab3ARkI7qTzcPVVd8Fvabrw9Fi+NQZCEqY2AvaoOsbZ3n/0L1JfTUEqVnhJHtpRVOx+mWThpN4BnF3QznFlJIZSYrbfadrYsBI3G0JZf9TseO5E7W8ialuOZDoPEuXZhABaV043R6MpmpzOMTzuEAq2yOb8MQjrBeO437GE/aOrmEh22dSsySW0wGPu+cyLd9W3BybDjC4og9NZWSiko+3JRO5Rn9CDMZgdqRbFv9maG2QO4ZYWRbp0SP5qexjRbHXiAR+BA41Y1jOqIcaV3hFlRNqeMmERpfcRZwGypV14hq15QCXACU2xg/FGWSpQkdJPAUcB8Qa+P5dJT5xhRU6y9PUqA6hxs5VGGmrNL20bqlk0YTXAznRk7lcbfSWxPpRI4Lq4PmdKcT41nPOw2ZosZDTIRzMo9yQpVjRDdO4xzm8Alnk86meuOjSCKWVhzjb39PtdHhDfdqa2wZc9XFaWq1h8zNKeGESBOjYuqEzarE9q1LdnLL8j1MvvlLDmUU2BXGdaPH1vQIN7LDhY1zjetocRwgOqBaPrmyh9gaVa/4uU9npLFHLMpky/JxbURFkM3A5dQXOoNRdaa2hLOmafI/VKq9xRHbDCxH9TLfgSq7mImqg/4emARuVwuGCUELo4EjC1Tjhrp1x47QLZ00msZBIh3JcbGQ6iTuYiUv+HZCGrsM44ZafY57cAaTeIWPmESmDeeRNgzlsN46dwlXBbKrtcf1xtiJyHqTSil55ngRd6fUmPDtKK3gp4Gt2XS0gHfXH2bZ0UI2fDKdU0d05KRZX7B6aRqrErtUz29FTvtqcW8vvbr9gNYcLDd7pQ+zRqHFcYCIQJnwHHE2sIpUsNEcQhMowoAFKHfy/9R5Lh5Vf+5K7bmmafAk8G/UB2oWcDaqFdsdKCHcDNUbvR1KNA9C3SP5Ts77F7Xr29uGGTh0Uke35+dubZZGowkMiXQi18W8slhaYdbbsEFFXy5gHA8zlwkUk1PruW6cxkpeoIjMwEwuhHElelwXj425qvgyr5Rko2B0dBhSSt7KKmbkoXwe+20fFy/cylMr9vPBo5NIjIvgzhlDuO/9K3nh5o8peuez6nPY6kBRkFvEtj1Z1f9uGx/BoQptyeVNHJkla3xMR1R9YjsXxu5ApWVqgoco4FOgJ/AQ1GrQ8QXKyCsSuMvfE9P4ld2oNPpvgVWoGvXzUPeALf8BE9AK6AEO7Xl+As5ApWHfUbUjnNIugfSCslpf2tVullY7zWB797whqWkajcb3JNKJ3SxzaWwWO2hGdx/PSOMug5nJDr7jb75gEFdVPz6AGWSQxjwmMoOfiCIxcJNsBLTbIuqVAI1YGFEvA6r90kSPjCdXJXapVY60KrVHvUysvImp1VlagHOBvLBm7FtZxdzQPJoCs+Taw/lsKang96uG0DPZarW45yh53VW/isnluTxaUUmn3q3pkrO7+ju92kckZzfFBaU8PukFcvJL2HHFCSAEyX8dIb3CDFu0z4i30JHjANIJ112od4D+CgxCWqLcib+t83grlLh5G3jRz3MKVSTK8Opn4HdcK1nwBu1QNejXoyLGL6EM9OwZ8+1F9cx+G/sfwGtQIvte4MNItYdZMqUXKw7m0uuiwYD6IrcnjK2xRI21MNZogp8EN9KqM9lBc70yCEr6cTFb+KTWYwLBBJ6iA6P5kNMpIS9As2v6WG8OFx84QtYfa9mzfBMFR7Nrj6uTXm2rptet+uOpqdU/44e14z2TgaEZRcR0acaft59UWxhXYRHf/37hV66Z3JsufZWdp7VwH5Gzm7LScl6a+jJ9ujZHFJWx9nA+LExjWWEZIwrKXJ+jxilaHAeQTrhmyiXR4jiY+RdKENV1r26LqkV9CdXT+k6Usdpef04uhHgDOB8Vxb+y6scfAjkceBnYg4ocn+1k/NvAhajIsS32oGqXZwMPpKZwrMJM2qhOLN6eSf/U1rRrGefUzdKyMNDCWKNpXLhqyAU6chzM9OBMDrOWQ6yt9bhAcDov0JpBvMlAFnEFq3iJffyGWXer9TqlGZmsOvlf7Hz8db66/wveGnIbx/+p3fjI6wK5ittGtKfCLLlvdEfeOasXUWFGu2OzPlvL8pX7uHPGEEak/VMdwR6Rs7taJM+d/hax0WG8NzCFS/u15MNFWykzSz7OLGaG27PTOEKL4wByIiot15nH3DFUKmYzn89I4wmXooTw2dTvf9wBVTd6F6qFz1coN+sf/Ti/UGA/8H+o3+vPqN/5YWAGzt9f3mASKlOgswtjT0VFtu35RR9AtXA7KzUFgxBcPLQtH21O591DBVw8qZddYVw3nVrXGWs0jY942gGSffzmdKyOHAcvYURxDh/wEWfUa+8kEJzJa0zjM9pxIsfZxmKuZjFX6VZPdbBlzOUOf9/9JG0vOYdh377HsG/fY/zDF/PByfdybFvtWl5fCOSoMCO/Xj6I6f1bOR3bMSGSVrHh7PmophGodYr3iLR/+Gt7Brd3jMdkMHDJ4Tw+zS1l8dZj9AK6ujUzjTO0OA4gk4EWwOtOxn2DjhoHM2GoiHALVMSv7ldbAnA6cA/wGaoR/CVogewtJHAdquVZr6rHooHFwHHU5kUw7cePQxlxrbPz/GggPMLIT4XlMDWVS/u3Yvbfx1m9JZ2W104EqOVmCbrOWKNpKhgxMZHn+JYbqHSwtZfHYY6wTkeOg5heTOFcPuBjpnC4zie+QNCWIQzhGibzBteyjhz2sZiZWiA7wVXX6ozvlpO/eRtd755V/digKydyyuMz+OCU+/wikF1FCMGVA1sz+68jtWqcraPIN/ZO4fW1h2BhGt0iTHQKM3ArcJlPZhTaaHEcQATwCqr+0JYTdS5wBfBf0M0aghwTMAeVWj3fydhRwEKUQF7i22mFBB+joq11jc+iUJH6lcA2f0/KAQZUyve7dp4XfVtwc/NoXqpKweo0fTjJiZEMP3sgkTER9b7AdZ2xRtO0SGUaMaSwxsbWuUSyifm8xQmcwFW0pF8AZqhxle5MYgJP8QO3Iu3mC0E4MVzM1+Swl8XMpFK7kDcImZ/LX7c+RepL/4cxKrL68RU57Rk44xROuHICa9/8vt5xgRTIlw1oxYKtxygoqyB+aVptIzDg8oGtWLY7mwNlavPk0uIKsoBpPplNaKPFcYDpjRLAd6OiW+uBp4HTUEY/kaieuScGaoIalzGinIUfwnmPY4tAvgIYi3I81rjPNuB2VH2uLQOsSKAbquVWMHE5qqTiDaDad7Nvi+o+hZdcdgKrDuWxoY8y5rjmzcuYfveketFia2Gs64w1mqaBQHAGr/Irj1LAUfJJZxMfsYgreYGO/M4TXMJ3jOchBA1LO9X4ngHMoIhMdvKDw3FKIH9DEZm8QEfW856fZhjcuJtaLSsqKH7mLsJGnkqzk4bYHNOyb0fyDtluqRUogdwmLoKxHROZ+fV2dmcXAzVmXfFL04iPMDEjJozXsophSwaXAZ+j2odqvIsWx0HAA6h6xRRUNPEAKk30AGrxHBu4qWncZCxKkK13YewolCHb2cApuGbOpqnhT1SK8pOoOm57dEE5hq91MMbftAOWolzOuwGvto6lxCyrXS4jTQZat03g791ZrErtQe+hndndr+ZLvm60WNcZazRNixR6M5DLeY0+vEZvtvIFbRjMdJZyHZtow+BAT1HjIgaMDOFa0ljgdKwSyIu5lO/5hYdZy9t+mGHjw15qtSwpoujeK5EFeUTe+JDd45O6tGL/b2lsmLOM8pL6Ts+uCmRvi+T3p/SiR7Mohr27jiu++psdmUU1EeSFafQMN7LpuHK3iUO1e9R4Hy2Og4A4lEHPJuBvVKr1OaA74DVSMlA9rF0hDBX5vA3laH3QV5NqYnyPqtmfjYrCOuIZ1KbF+cAIVH14sS8n5yJDUX4Ci7om8WNBGV0P5PLiqgOkj+nB6+UGIsKMNLOqMbZQN1rsaZ1x3f6RGo0muDiZx5jBMu7iOBexkGHcQAq9dLS4EVLIMRJdXhlAKwYwg5/4lUfZwPs+nFnToaIok8JbL0TEJRD99FxEVLTN70eAtkN7cPZ7t7Dl0994ocMV/HjPHLL3Hq01xhWBDN6NIidFhfHI+C7svGk4nRMjGfn+emYs2sr2jzeSVWHm4SMFPOq1q2nsocVxkNAJ5XisadxkodJkW7p53M2oPrnjUS7LGvvMRaWjLwbOdGF8IqoeeReqb/Bc1HttJsrZOqBmXX1bMDgqjK9uO4lvLurPTyVmBl44j/vf+ZMr3piBwWBwKIyt0enUGgAhREshhFOrYyHEbCHESiHE/f6Yl8Z9TETQmhMwYL8FjKZxkMl2mttt4Geb5nRjBsv4H/ezkXk+mlnjwFlqdVnuAfbMORVj/2FE3fcSwhRmd6zle7THGUOZ/v3DXPn701QUl/H2kNt4b8zdrH3nB4qzCwDbAtkfUeTEyDAeHNuZnTeOoGd6AaN3ZzNi23Gmgc4Z8QMmb5xECDEJVT77i5TSngmrRuN3nkSlpiegRFIS0B61GWH90xy8shf/D9DTw3PdARQAF6FEm965qk0p8DAq8rsc9YHjDkZgStXPIeAT4FYgE7gaeNBbE3WVqvpipqov1K6XjeAjYL6M4dDuYxwfM5bjVUPtpVFb0MJYAyCESAI+AGKcjJsKGKWUJwoh3hNCdJdS7vDBfPTaQBN05LCP9xhNGNFEkkgkicTSkkQ61fqJpx1G7Issd8jkH5rT0+3jkunJdH5kDmNpyQBa0d8r82lKFOz5mUNfXU3z4TdSfL1r3s0rctozMlG5VSf3aMukF69hwtNXsPP7dWz8cDlL73yPLqcO5LRnr2RV5y7VvYYtrErtUavVkoW8ian1jLQ8YqE6RwJwX4sYbs4o5GPU+lDje9wWx0IIE8o/yHKn3AT0RRkqX4edDiVCiDnAYSnlvUKIhwCklA+5PWONxg0EKhp7G5CDiuweAPYCK6r+3AuUUSOU+6BEWJQH10tHvakkngnk+1F1qHNQjsYaxR+oSG9vVK2x866BjmmL2oy4A9VSazp+FMd9rYRtlTC27DivSu1BFyBj1OjqIY6EsXWNsRbGjYLjhoP7aHfQ+adDEZkk0nmQEMK6XP5tKaWjIsRK4EKUUbsjxqE6y4Eqfx8FNEgc67WBprEQQTxFHOMa1lFKHiVkU0A6OexlLz+Tw15y2EsB6cTSqlosD+V62jHco2sWkO6x0G5BH07mv3zDtVzJHxj01jkAJywo4pvIOyjYtYw2Z75CXPfTYSkcmJhTa9yqtBaMSM2od7y1QAYwhYfR6+wR9Dp7BMU5BcwZfy9HN+8jqXMrViX6QSAvtHPMlgzigGvcP6PGQzyJHPcHPpZS3m15QAgRgdIfc50ce7UQ4hEPrqnReEQ/4H/AACfjclGGWHtRYZeLgC9w/w1yBkpkfYgSXO5iBN5GuZVb+mCHMvmo/tBfAi8D53npvBLIQ0WN/8H5/eE1nAhjsF9fDPaFsabRsHArC+aO4j8YnXy6rOddTuLffCOvs223Cggh3oJa4aj/SSkfEcKp+I6hxsQ9CxjkfOpO0WsDTaMgiiSiaE4Y0bSgj91xlZSTx0Fy2Es6G/mYKczgJ1rS1+1rjuIevuUGLudnj8TtIGaykbms4y2Gcp3bxzc19uQuZOWRm4k84Sy6XbcOY4Rnns11BXJ5SRnFmXkUZxVQkJ5NqwGdq5+zJ5CBeiLZ8r3ukkh2IIo1gUFI6Z4pixDieuAGoBDYDFwrpbTfqb7muDkon6IPUZmtNneHhRDXULNBkgzVmYX+IhDX1GgaQijcswmoPYymTqi8Tn/fs8ellKf78Xp2GSnulO0ZSR+m2h1jppK3GMRRNsVJKQvcvYYQ4mcp5TgHz7+EErKrqlKse0kpH3f3OnXO2ZTXBqHwGatpWoTKPRsK35mh8BohMPeszbWBJ5HjNcCpUsojQoi5qGDZYhePfQ3ljfOdvQFVKWMB864XQqyVUtrdqddogo1QuGeFEG9LKZt8VlEIvc4mf8/aYyXPdU1nwy5H4ng7X9OJ8aTLjW4LYxdZh0qlXoVKnNjuhXM22bVBKN+vmsZJqNyzofCdGQqvEYLrnvWkcGGTlPJI1d/XAt3dODYd2Iaqd9JoNBpX+TrQE/ATofI6QxYp5e4wYjjKZrtj1vAaf/KSe9a2dhBC9BFCPFbn4UXAdCHE88AFKKuDhqLXBhqNxt+EwndmKLzGoMITcTxPCDFACGFEtePd6ObxL6Dajmo0Go1LSClD4sshVF5nqPMPX5+2mldtPpdBGkbCaYh7tHVKtZRyq5Ty/jrP56GE6CpgvJTSGyl7em2g0Wj8Sih8Z4bCaww2PEmrfgSYjzLjXSylXObOwVLKDUKIXzy4rr8IWEq3RuMh+p7VNDZC/Z5ddpi1FJNNFEm1nljNqwzjRp9PQEqZTY1jtTdoymuDUL9fNY0Pfc9qGhtBc8+6bcil0Wg0Go2mYZwhXpWVlDGS26sfKyaHDxhPOn8ZpZTmAE5Po9FoNJqQRItjjUaj0Wj8jBAivhUDc69hLQaMAKzkRQB+kLd60iZdo9FoNBpNA9GdxKsQQkwSQtwuhBgc6LloNO6i719NsCCEaCaEmCCESHYyLqTvWSllXgdGsYPvATBjZiMfsITbEgM7M42FUL9HNY0bff9qgoXGti5o8uJYCHGdEOLnqp+/hBCzhRD7rR7rVzW0L/AyMNLBuR4SQvxtdexAf7wGTegghGgphPjN6t+zhRArhRD3V/3bpO9fTTBhfc8KIZKAb4BhwHIhRIq+Z+2zmld7WYy5dvID7TgRL5ljaRyg1wWaxoReF2gaG419XeCJIVejQkr5BvAGgBDiFWAequnz3XWGLgduA+Y6OeV/pZQfen2impCn6gPkAyCm6t9TAaOU8kQhxHtCiO5AHPCxvn81wUDdexboD9wupVxV9dwg4Bj6nrWJlHJ7N3E6x9nOal5lJ9+nwuuBnlaTR68LNI0FvS7QNDaawrqgyUeOLQgh2gItgSHAZCHE6qrdNxOAlHKtlPIZKeXRgE5UE8pUAhcCeVX/HkeNm+xSYBQwAn3/aoKHWveslPKXqi/AMahd4pXoe9Yhw7iBJdyOmXKklFsDPZ9QQq8LNI0AvS7QNDYa/bogZMQxcANqp3gNcKqUchgQBpzh5nnuswrlG709SU3oIqXMq5NSGQMcqvp7FmoRp+9fTdBg455FCCFQX4zZQDn6nnXIx0wxHeNvhnJDoKcSiuh1gSao0esCTWOjKawLmnxaNYAQwgCMB+4DwqWUpVVPrQW6u3k6nX6i8RcFQFTV32NRm1mb9P2rCWakaoFwgxDiUWAKsEjfs/aRUlYKIcI+5dzKT9DdI/yFXhdoGil6XaBpdDS2dUGoRI5HA39W/efME0IMqNppOAfYGNCZaTT2WYdKmQIYAOxF37+aIEYIcbcQYkbVPxOBHPQ96xQpZYXUfRX9jV4XaBojel2gaVQ0xnVBSESOgdOAX6v+/ggwHxDAYinlMjfPdZ8QYmbV39+QUn7qpTlqNHVZBPwmhGgDTELVaGxC37+a4OVt4LOqe2wLqibuEPqe1QQfel2gaYwsQq8LNI2LRrcuEHqzWqMJXqqc/SYAv0op0wM9H41Go9FoNIFDrws0Gt+ixbFGo9FoNBqNRqPRaEKeUKk51mg0Go1Go9FoNBqNxi5aHGs0Go1Go9FoNBqNJuTR4lij0Wg0Go1Go9FoNCGPFscajUaj0Wg0Go1Gowl5tDjWaDQajUaj0Wg0Gk3Io8WxRqPRaDQajUaj0WhCnv8HaWf7XV5LsdsAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1152x648 with 3 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 绘制显著性检验\n",
    "fig = plt.figure(figsize=(16, 9))\n",
    "ax1 = fig.add_axes([0.1, 0.1, 0.35, 0.8], projection=ccrs.PlateCarree(central_longitude=105))\n",
    "ax2 = fig.add_axes([0.55, 0.1, 0.35, 0.8], projection=ccrs.PlateCarree(central_longitude=105))\n",
    "ax3 = fig.add_axes([0.48, 0.26, 0.01, 0.46])\n",
    "createmap(ax1)\n",
    "createmap(ax2)\n",
    "# 标题\n",
    "ax1.set_title('ElNino年')\n",
    "ax2.set_title('LaNina年')\n",
    "\n",
    "# 绘图\n",
    "colorbar=ax1.contourf(lon,lat,t_nino,cmap='rainbow',levels=np.arange(-1,1,0.2), transform=ccrs.PlateCarree(),zorder=0,extend='both')\n",
    "plt.colorbar(colorbar,pad=0.03, fraction=0.04,shrink=0.7,cax=ax3,orientation='vertical')\n",
    "ax2.contourf(lon,lat,t_nina,cmap='rainbow',levels=np.arange(-1,1,0.2), transform=ccrs.PlateCarree(),zorder=0,extend='both')\n",
    "\n",
    "# 保存图片\n",
    "plt.savefig('../../picture/pythonhome/13/qu32.png', dpi=200)"
   ]
  }
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