diff --git a/.github/workflows/.coveragehindcastrc b/.github/workflows/.coveragehindcastrc index a6399d5ca..766d182e7 100644 --- a/.github/workflows/.coveragehindcastrc +++ b/.github/workflows/.coveragehindcastrc @@ -1,7 +1,10 @@ [run] include = - ./mhkit/wave/io/hindcast.py + ./mhkit/wave/io/hindcast/hindcast.py + ./mhkit/wave/io/hindcast/wind_toolkit.py [report] include = - ./mhkit/wave/io/hindcast.py + ./mhkit/wave/io/hindcast/hindcast.py + ./mhkit/wave/io/hindcast/wind_toolkit.py + \ No newline at end of file diff --git a/.github/workflows/.coveragerc b/.github/workflows/.coveragerc index 8239a4e47..479ca4681 100644 --- a/.github/workflows/.coveragerc +++ b/.github/workflows/.coveragerc @@ -1,11 +1,13 @@ [run] omit = - # omit everything in tests and /wave + # omit everything in tests and hindcast functions ./mhkit/tests/* - ./mhkit/wave/io/hindcast.py + ./mhkit/wave/io/hindcast/hindcast.py + ./mhkit/wave/io/hindcast/wind_toolkit.py [report] omit = - # omit everything in tests and /wave + # omit everything in tests and hindcast functions ./mhkit/tests/* - ./mhkit/wave/io/hindcast.py + ./mhkit/wave/io/hindcast/hindcast.py + ./mhkit/wave/io/hindcast/wind_toolkit.py diff --git a/.github/workflows/pytest-hindcast.ini b/.github/workflows/pytest-hindcast.ini index a9d6709ff..8acaf4e85 100644 --- a/.github/workflows/pytest-hindcast.ini +++ b/.github/workflows/pytest-hindcast.ini @@ -1,2 +1,2 @@ [pytest] -addopts = ./mhkit/tests/wave/io/test_hindcast.py \ No newline at end of file +addopts = ./mhkit/tests/wave/io/hindcast \ No newline at end of file diff --git a/.github/workflows/pytest.ini b/.github/workflows/pytest.ini index 56b7445e9..842cc3487 100644 --- a/.github/workflows/pytest.ini +++ b/.github/workflows/pytest.ini @@ -1,2 +1,2 @@ [pytest] -addopts = --ignore=./mhkit/tests/wave/io/test_hindcast.py \ No newline at end of file +addopts = --ignore=./mhkit/tests/wave/io/hindcast \ No newline at end of file diff --git a/examples/WPTO_hindcast_example.ipynb b/examples/WPTO_hindcast_example.ipynb index 1881dd6e4..9963a9ff0 100644 --- a/examples/WPTO_hindcast_example.ipynb +++ b/examples/WPTO_hindcast_example.ipynb @@ -102,7 +102,7 @@ ], "source": [ "lat_lon = [44.624076,-124.280097]\n", - "region = wave.io.hindcast.region_selection(lat_lon)\n", + "region = wave.io.hindcast.hindcast.region_selection(lat_lon)\n", "print(region)" ] }, @@ -112,7 +112,7 @@ "source": [ "### 2. Download WPTO Hindcast Data from a Single Location\n", "\n", - "In this example we will request 3-hour significant wave height for 1995 at the point (44.624076,-124.280097, near the PacWave site). We will speficy each of these as a variable and pass them to the wave IO hindacast function `request_wpto_dataset`. The data type will be a high-spatial-resolution dataset, year(s) will be 1995, latitude/longitude pairs will be for a point near PacWave, and the parameter will be significant wave height." + "In this example we will request 3-hour significant wave height for 1995 at the point (44.624076,-124.280097, near the PacWave site). We will speficy each of these as a variable and pass them to the wave IO hindcast function `request_wpto_dataset`. The data type will be a high-spatial-resolution dataset, year(s) will be 1995, latitude/longitude pairs will be for a point near PacWave, and the parameter will be significant wave height." ] }, { @@ -126,7 +126,7 @@ "lat_lon = (44.624076,-124.280097) \n", "parameter = 'significant_wave_height' \n", "\n", - "Hs, metadata= wave.io.hindcast.request_wpto_point_data(data_type,parameter,lat_lon,years)" + "Hs, metadata= wave.io.hindcast.hindcast.request_wpto_point_data(data_type,parameter,lat_lon,years)" ] }, { @@ -206,7 +206,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "#### Hindacast Data Returned \n", + "#### Hindcast Data Returned \n", "\n", "We can also take a look at the first 5 rows of the returned data by call the `head()` method on the returned data. By calling this below we can see that the returned data has a time index and a single column of significant wave height. The siginifcant wave height column has a 0 integer on the end of it refering to the index in the metadata. In out next example the importance of this integer will become more clear as we begin to request multiple locations." ] @@ -382,7 +382,7 @@ "lat_lon = ((44.624076,-124.280097),\n", " (43.489171,-125.152137)) \n", "\n", - "Te, metadata = wave.io.hindcast.request_wpto_point_data(data_type, parameter, lat_lon, years)\n", + "Te, metadata = wave.io.hindcast.hindcast.request_wpto_point_data(data_type, parameter, lat_lon, years)\n", "\n", "# View Te from two locations\n", "Te.head()" @@ -586,7 +586,7 @@ "parameter = 'omni-directional_wave_power'\n", "lat_lon = (44.624076,-124.280097) \n", "\n", - "J, metadata= wave.io.hindcast.request_wpto_point_data(data_type,parameter,lat_lon,years) \n", + "J, metadata= wave.io.hindcast.hindcast.request_wpto_point_data(data_type,parameter,lat_lon,years) \n", "\n", "J" ] @@ -675,7 +675,7 @@ "parameter = ['significant_wave_height','peak_period','mean_wave_direction']\n", "lat_lon = (44.624076,-124.280097) \n", "\n", - "data, metadata= wave.io.hindcast.request_wpto_point_data(data_type,parameter,lat_lon,years) " + "data, metadata= wave.io.hindcast.hindcast.request_wpto_point_data(data_type,parameter,lat_lon,years) " ] }, { @@ -1907,7 +1907,7 @@ "source": [ "year = '1993' # only one year can be passed at a time as a string\n", "lat_lon=(43.489171,-125.152137)\n", - "dir_spectra,meta = wave.io.hindcast.request_wpto_directional_spectrum(lat_lon,year)\n", + "dir_spectra,meta = wave.io.hindcast.hindcast.request_wpto_directional_spectrum(lat_lon,year)\n", "\n", "print(dir_spectra)" ] diff --git a/examples/data/wave/wind_toolkit/wtk_multiloc.csv b/examples/data/wave/wind_toolkit/wtk_multiloc.csv new file mode 100644 index 000000000..904afc919 --- /dev/null +++ b/examples/data/wave/wind_toolkit/wtk_multiloc.csv @@ -0,0 +1,8761 @@ +time_index,windspeed_10m_0,windspeed_10m_1 +2001-01-01 00:00:00+00:00,18.98,1.42 +2001-01-01 01:00:00+00:00,19.17,2.09 +2001-01-01 02:00:00+00:00,19.19,1.72 +2001-01-01 03:00:00+00:00,18.74,2.33 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23:00:00+00:00,13.91,2.93 diff --git a/examples/data/wave/wind_toolkit/wtk_multiloc_meta.csv b/examples/data/wave/wind_toolkit/wtk_multiloc_meta.csv new file mode 100644 index 000000000..8c4173445 --- /dev/null +++ b/examples/data/wave/wind_toolkit/wtk_multiloc_meta.csv @@ -0,0 +1,3 @@ +,latitude,longitude,country,state,county,timezone,elevation,offshore +0,39.33325,-67.211975,United States,None,None,-4,0.0,1 +1,41.303635,-75.904785,United States,Pennsylvania,Luzerne,-5,436.0,0 diff --git a/examples/data/wave/wind_toolkit/wtk_multiparm.csv b/examples/data/wave/wind_toolkit/wtk_multiparm.csv new file mode 100644 index 000000000..cd31908a6 --- /dev/null +++ b/examples/data/wave/wind_toolkit/wtk_multiparm.csv @@ -0,0 +1,8785 @@ +time_index,temperature_20m_0,temperature_40m_0 +2012-01-01 00:00:00+00:00,23.32,23.11 +2012-01-01 01:00:00+00:00,23.21,22.99 +2012-01-01 02:00:00+00:00,23.49,23.28 +2012-01-01 03:00:00+00:00,23.53,23.32 +2012-01-01 04:00:00+00:00,23.51,23.29 +2012-01-01 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+2019-12-31 12:00:00+00:00,100070.0 +2019-12-31 13:00:00+00:00,99950.0 +2019-12-31 14:00:00+00:00,99820.0 +2019-12-31 15:00:00+00:00,99910.0 +2019-12-31 16:00:00+00:00,99860.0 +2019-12-31 17:00:00+00:00,99860.0 +2019-12-31 18:00:00+00:00,99840.0 +2019-12-31 19:00:00+00:00,99740.0 +2019-12-31 20:00:00+00:00,99640.0 +2019-12-31 21:00:00+00:00,99500.0 +2019-12-31 22:00:00+00:00,99420.0 +2019-12-31 23:00:00+00:00,99380.0 diff --git a/examples/data/wave/wind_toolkit/wtk_multiyear_meta.csv b/examples/data/wave/wind_toolkit/wtk_multiyear_meta.csv new file mode 100644 index 000000000..ab4faa019 --- /dev/null +++ b/examples/data/wave/wind_toolkit/wtk_multiyear_meta.csv @@ -0,0 +1,2 @@ +,latitude,longitude,country,state,county,timezone,elevation,offshore +0,44.62472,-124.28879,United States,None,None,-8,0.0,1 diff --git a/examples/metocean_example.ipynb b/examples/metocean_example.ipynb index 4ff3c0002..e7c13dfb9 100644 --- a/examples/metocean_example.ipynb +++ b/examples/metocean_example.ipynb @@ -4,20 +4,21 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# MHKiT NDBC Metocean Data\n", + "# MHKiT Metocean Data\n", "\n", - "Metocean data is a useful addition to wave and current ocean data for the design for offshore structures, including wave energy converters (WECs). Metocean data primarily includes information pertaining to the wind, wave, and climate conditions on the ocean surface at a given location.\n", + "Metocean data is a useful addition to wave and current ocean data for the design for offshore structures, including wave energy converters (WECs). Metocean data primarily includes information pertaining to the wind, wave, and climate conditions within and over the ocean at a given location.\n", "\n", - "MHKiT includes functions to request and manipulate metocean data from the National Data Buoy Center, including spectral wave density, standard meteorological data and continuous wind speed. As a demonstration, this notebook will walk through the following steps to find the wind speeds at a given location.\n", + "MHKiT's `wave.io.ndbc` module includes functions to request and manipulate metocean data from the National Data Buoy Center, including spectral wave density, standard meteorological data and continuous wind speed. The `wave.io.hindcast.wind_toolkit` module includes function to request and manipulate metocean data from the WIND Toolkit datasets including precipitation rate, relative humidity and vertical profiles of wind speed, wind direction, precipitation, temperature, and pressure.\n", + "\n", + "As a demonstration, this notebook will walk through the following steps to compare the surface wind speed and direction at a given location using both NDBC and WIND Toolkit data, and then plot a vertical air temperature profile with WIND Toolkit data.\n", "\n", " 1. Request Continous Wind Data from NDBC\n", - " 2. Visualize Wind Data\n", - " \n", - " - Calculate and plot the hourly mean wind speeds for a given date\n", - " - Plot a wind rose of the continuous speeds for a given date\n", - " - Plot the joint PDF of wind gusts for a given date\n", + " 2. Request Surface Wind Data from WIND Toolkit\n", + " 3. Compare NDBC and WIND Toolkit Data\n", + " 4. Request Temperature Data from WIND Toolkit\n", + " 5. Visualize Temperature Data\n", "\n", - "We will start by importing the necessary python packages (`pandas`, `numpy`, `matplotlib`), and MHKiT submodule (`wave.io.ndbc`)." + "We will start by importing the necessary python packages (`pandas`, `numpy`, `matplotlib`), and MHKiT submodule (`wave.io`)." ] }, { @@ -27,6 +28,7 @@ "outputs": [], "source": [ "from mhkit.wave.io import ndbc\n", + "from mhkit.wave.io.hindcast import wind_toolkit\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt" @@ -258,10 +260,9 @@ ], "source": [ "# Specify the parameter as continuous wind speeds and the buoy number to be 46022\n", - "parameter = 'cwind'\n", - "buoy_number = '46022' \n", - "ndbc_available_data = ndbc.available_data(parameter, buoy_number)\n", - "ndbc_available_data" + "ndbc_dict = {'parameter':'cwind','buoy_number':'46022'} \n", + "available_data = ndbc.available_data(ndbc_dict['parameter'], ndbc_dict['buoy_number'])\n", + "available_data" ] }, { @@ -270,14 +271,14 @@ "source": [ "### Select years of interest\n", "\n", - "The `ndbc.available_data` function has returned a DataFrame with columns 'id', 'year', and 'filename'. The year column is of type int while the filename and id (5 digit alpha-numeric specifier) are of type string. In this case, the years returned from `ndbc_available_data` span 1996 to the last year the buoy was operational (currently 2018 for 46022 wind data). For demonstration, we have decided we are interested in the data from 2018, so we will create a new `years_of_interest` DataFrame which only contains the year 2018." + "The `ndbc.available_data` function has returned a DataFrame with columns 'id', 'year', and 'filename'. The year column is of type int while the filename and id (5 digit alpha-numeric specifier) are of type string. In this case, the years returned from `available_data` span 1996 to the last year the buoy was operational (currently 2018 for 46022 wind data). For demonstration, we have decided we are interested in the data from 2018, so we will create a new `years_of_interest` DataFrame which only contains the year 2018." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { - "scrolled": true + "scrolled": false }, "outputs": [ { @@ -329,8 +330,8 @@ ], "source": [ "# Slice the available data to only include 2018 and more recent\n", - "years_of_interest = ndbc_available_data[ndbc_available_data.year == 2018]\n", - "years_of_interest.head()\n" + "years_of_interest = available_data[available_data.year == 2018]\n", + "years_of_interest\n" ] }, { @@ -373,9 +374,9 @@ ], "source": [ "# Get dictionary of parameter data by year\n", - "filenames = years_of_interest['filename']\n", - "ndbc_requested_data = ndbc.request_data(parameter, filenames)\n", - "ndbc_requested_data" + "ndbc_dict['filenames'] = years_of_interest['filename']\n", + "requested_data = ndbc.request_data(ndbc_dict['parameter'], ndbc_dict['filenames'])\n", + "requested_data" ] }, { @@ -384,7 +385,9 @@ "source": [ "### Convert the DataFrames to DateTime Index\n", "\n", - "The data returned for each year has a variable number of columns for the year, month, day, hour, minute, and the way the columns are formatted (this is a primary reason for return a dictionary of DataFrames indexed by years). A common step a user will want to take is to remove the inconsistent NDBC date/ time columns and create a standard DateTime index. The MHKiT function `ndbc.to_datetime_index` will perform this standardization by parsing the NDBC date/ time columns into DateTime format and setting this as the DataFrame Index and removing the NDBC date/ time columns. This function operates on a DateFrame therefore we will only pass the relevant year of the `ndbc_requested_data` dictionary." + "The data returned for each year has a variable number of columns for the year, month, day, hour, minute, and the way the columns are formatted (this is a primary reason for return a dictionary of DataFrames indexed by years). A common step a user will want to take is to remove the inconsistent NDBC date/ time columns and create a standard DateTime index. The MHKiT function `ndbc.to_datetime_index` will perform this standardization by parsing the NDBC date/ time columns into DateTime format and setting this as the DataFrame Index and removing the NDBC date/ time columns. This function operates on a DateFrame therefore we will only pass the relevant year of the `ndbc_requested_data` dictionary.\n", + "\n", + "Additionally, NDBC uses '99', '999', and '9999' as NaN values. We will replace these values with `numpy.NaN` to prevent errors when manipulating the data." ] }, { @@ -393,183 +396,6 @@ "metadata": { "scrolled": false }, - "outputs": [ - { - "data": { - "text/html": [ - "
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18324 rows × 5 columns

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" - ], - "text/plain": [ - " WDIR WSPD GDR GST GTIME\n", - "date \n", - "2017-12-31 23:00:00 206 7.8 999 99.0 9999\n", - "2017-12-31 23:10:00 202 8.3 999 99.0 9999\n", - "2017-12-31 23:20:00 199 8.2 999 99.0 9999\n", - "2017-12-31 23:30:00 194 7.6 999 99.0 9999\n", - "2017-12-31 23:40:00 188 6.6 999 99.0 9999\n", - "... ... ... ... ... ...\n", - "2018-05-08 16:10:00 107 0.9 999 99.0 9999\n", - "2018-05-08 16:20:00 210 0.3 999 99.0 9999\n", - "2018-05-08 16:30:00 271 1.1 999 99.0 9999\n", - "2018-05-08 16:40:00 275 1.4 999 99.0 9999\n", - "2018-05-08 16:50:00 277 1.4 281 2.4 1642\n", - "\n", - "[18324 rows x 5 columns]" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Convert the header dates to a Datetime Index and remove NOAA date columns for each year\n", - "ndbc_data = {}\n", - "year = '2018'\n", - "year_data = ndbc_requested_data[year]\n", - "ndbc_data[year] = ndbc.to_datetime_index(parameter, year_data)\n", - "\n", - "# Display DataFrame of 46022 data from 2018\n", - "year_data = ndbc_data['2018']\n", - "year_data" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The NDBC datasets use 99, 999, 9999, etc to represent NaN values. Before manipulating data further, we will remove replace these values with the NumPy NaN value. This will prevent potential issues when averaging, plotting or otherwise manipulating the NDBC data." - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, "outputs": [ { "data": { @@ -719,33 +545,201 @@ "[18324 rows x 5 columns]" ] }, - "execution_count": 6, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "year_data = year_data.replace({99.0:np.NaN, 999:np.NaN, 9999:np.NaN})\n", - "year_data" + "# Convert the header dates to a Datetime Index and remove NOAA date columns for each year\n", + "ndbc_dict['2018'] = ndbc.to_datetime_index(ndbc_dict['parameter'], requested_data['2018'])\n", + "\n", + "# Replace 99, 999, 9999 with NaN\n", + "ndbc_dict['2018'] = ndbc_dict['2018'].replace({99.0:np.NaN, 999:np.NaN, 9999:np.NaN})\n", + "\n", + "# Display DataFrame of 46022 data from 2018\n", + "ndbc_dict['2018']" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "## 2. Visualize Wind Data\n", + "## 2. Request Surface Wind Data from WIND Toolkit\n", + "\n", + "MHKiT can be used to request historical data from [WIND Toolkit](https://www.nrel.gov/grid/wind-toolkit.html). The WIND Toolkit is a high-spatial-resolution dataset of meteorological parameters covering several offshore regions including California, Hawaii, the Northwest Pacific, and the Mid-Atlantic. The offshore datasets span 2000-2019 (or to 2020 for the Mid-Atlantic region). \n", + "\n", + "\n", + "### Included Variables: \n", + "- Dataset variables included are indexed by **'lat_lon'** (latitude and longitude), and a **'time_interval'**. The following variables can be accessed through the `request_wtk_point_data` function and are available at both '5-minute' and '1-hour' time intervals and in all offshore regions:\n", "\n", - "Wind conditions may be characterized by average wind speed and direction or gust speed and direction. A time series of hourly mean wind speeds, wind rose, and joint probability density function are useful tools to visualize this information. Using the historical 10-minute continuous wind data from NDBC, we can calculate these variables using MHKiT.\n", + "| Variable Name | Units | Height(s) above sea level (m) |\n", + "| :------------ | :---: | :--------: |\n", + "| Precipitation rate | mm | 0 |\n", + "| Roughness length| meters | none |\n", + "| Sea surface temperature | degrees Celsius | none |\n", + "| Inverse Monin-Obukhov length | per meter | 2 |\n", + "| Relative humidity | % | 2 |\n", + "| Friction velocity | meters per second | 2 |\n", + "| Wind speed | meters per second | 10, 20, 40, 60, 80, 100, 120, 140, 160, 180, 200 |\n", + "| Wind direction | degrees true | 10, 20, 40, 60, 80, 100, 120, 140, 160, 180, 200 |\n", + "| Temperature | degrees Celsius | 2, 10, 20, 40, 60, 80, 100, 120, 140, 160, 180, 200 |\n", + "| Pressure | meters | 0, 100, 200 |\n", "\n", - "### Plot the hourly mean wind speeds on January 11, 2018" + "### Setting up Access to WIND Toolkit\n", + "To access the WIND Toolkit, you will need to configure h5pyd for data access on HSDS. \n", + "To get your own API key, visit https://developer.nrel.gov/signup/. \n", + "If you have already accessed WPTO Hindcast data, you may skip this step.\n", + "\n", + "To configure h5phd type:\n", + "\n", + " hsconfigure\n", + " \n", + "and enter at the prompt:\n", + "\n", + " hs_endpoint = https://developer.nrel.gov/api/hsds\n", + " hs_username = None\n", + " hs_password = None\n", + " hs_api_key = {your key}\n", + "\n", + " \n", + "## Using the WIND Toolkit MHKiT Functions\n", + "The process of obtaining and manipulating WIND Toolkit data with MHKiT is split into the following steps:\n", + "- Choose input parameters \n", + "- Request data from WIND Toolkit\n", + "\n", + "### Choose input parameters\n", + "Looking at the help for the `wind_toolkit.request_wtk_point_data` function shows four required input parameters:\n", + "* time interval\n", + "* parameter\n", + "* location\n", + "* year\n", + "\n", + "A full list of available historical parameters can be found [here](https://github.com/NREL/hsds-examples/blob/master/datasets/WINDToolkit.md#model). Here we are interested in historical surface wind data `'windspeed_10m'`, `'winddirection_10m'`. Additionally, we will use the latitude and longitude of NDBC buoy `'46022'` to later compare to the NDBC dataset. The buoy location can be found [here](https://www.ndbc.noaa.gov/data/stations/station_table.txt). The `elevation_to_string` can be used to easily combine an array of elevations with a parameter name to create the correctly formatted parameter string. This is demonstrated for the array of temperature parameters." ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 6, "metadata": { - "scrolled": false + "scrolled": true }, + "outputs": [ + { + "data": { + "text/plain": [ + "['temperature_2m',\n", + " 'temperature_20m',\n", + " 'temperature_40m',\n", + " 'temperature_60m',\n", + " 'temperature_80m',\n", + " 'temperature_100m',\n", + " 'temperature_120m',\n", + " 'temperature_140m',\n", + " 'temperature_160m']" + ] + }, + "execution_count": 6, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Input parameters for site of interest\n", + "temperatures = wind_toolkit.elevation_to_string('temperature',[2, 20, 40, 60, 80, 100, 120, 140, 160])\n", + "temperatures" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "wtk_inputs = {'time_interval':'1-hour',\n", + " 'wind_parameters':['windspeed_10m','winddirection_10m'],\n", + " 'temp_parameters':temperatures,\n", + " 'year':[2018],\n", + " 'lat_lon':(40.748, -124.527)}" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Visualize WIND Toolkit Region\n", + "The offshore WIND Toolkit contains four possible regions, each corresponding to separate hindcast simulations: \"Offshore_CA\", \"Hawaii\", \"NW_Pacific\", \"Mid_Atlantic\". This is automatically determined by MHKiT based on the user-defined latitude-longitude pair. Note that the \"NW_Pacific\" and \"Offshore_CA\" region overlap. If you desire to use a location in this overlap region, you must specify the preferred region when calling `request_wtk_point_data`. \n", + "\n", + "If you are unsure of the appropriate region, `region_selection` function will return the region that a given latitude-longitude pair corresponds to. MHKiT also provides the `plot_region` function so that users can visualize where their chosen latitude-longitude pair lies in a given region. Note that regions are not rectangular on a latitude-longitude grid. Comparing the location and region is recommended before requesting data. These functions are demonstrated here." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "'Offshore_CA'" + ] + }, + "execution_count": 8, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "requested_region = wind_toolkit.region_selection(wtk_inputs['lat_lon'])\n", + "requested_region" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 9, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "wind_toolkit.plot_region(requested_region,lat_lon=wtk_inputs['lat_lon'])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Request data from the WIND Toolkit\n", + "To get the data we can use the `wind_toolkit.request_wtk_point_data` function with multiple parameters, locations and years. If multiple locations are input, they must correspond to the same hindcast region. If multiple parameters are input they must be available for the same time interval. \n", + "\n", + "This function will return the parameter data as a DataFrame which may be accessed by parameter name and index of the location. Here we only use the single location defined above, so the relevant DataFrame key is `'wind_speed_10m_0'`. " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, "outputs": [ { "data": { @@ -768,162 +762,138 @@ " \n", " \n", " \n", - " WDIR\n", - " WSPD\n", - " GDR\n", - " GST\n", - " GTIME\n", + " windspeed_10m_0\n", + " winddirection_10m_0\n", " \n", " \n", - " date\n", - " \n", - " \n", - " \n", + " time_index\n", " \n", " \n", " \n", " \n", " \n", " \n", - " 2018-01-11 00:00:00\n", - " 199.0\n", - " 6.6\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-01-01 00:00:00+00:00\n", + " 7.78\n", + " 179.199997\n", " \n", " \n", - " 2018-01-11 00:10:00\n", - " 197.0\n", - " 6.6\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-01-01 01:00:00+00:00\n", + " 7.81\n", + " 190.649994\n", " \n", " \n", - " 2018-01-11 00:20:00\n", - " 196.0\n", - " 6.1\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-01-01 02:00:00+00:00\n", + " 6.89\n", + " 191.690002\n", " \n", " \n", - " 2018-01-11 00:30:00\n", - " 194.0\n", - " 6.1\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-01-01 03:00:00+00:00\n", + " 7.58\n", + " 190.720001\n", " \n", " \n", - " 2018-01-11 00:40:00\n", - " 186.0\n", - " 6.3\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-01-01 04:00:00+00:00\n", + " 8.10\n", + " 183.199997\n", " \n", " \n", " ...\n", " ...\n", " ...\n", - " ...\n", - " ...\n", - " ...\n", " \n", " \n", - " 2018-01-11 23:10:00\n", - " 186.0\n", - " 10.2\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-12-31 19:00:00+00:00\n", + " 15.04\n", + " 359.070007\n", " \n", " \n", - " 2018-01-11 23:20:00\n", - " 192.0\n", - " 9.4\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-12-31 20:00:00+00:00\n", + " 14.59\n", + " 358.470001\n", " \n", " \n", - " 2018-01-11 23:30:00\n", - " 191.0\n", - " 9.2\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-12-31 21:00:00+00:00\n", + " 14.76\n", + " 358.489990\n", " \n", " \n", - " 2018-01-11 23:40:00\n", - " 196.0\n", - " 7.5\n", - " NaN\n", - " NaN\n", - " NaN\n", + " 2018-12-31 22:00:00+00:00\n", + " 14.41\n", + " 358.269989\n", " \n", " \n", - " 2018-01-11 23:50:00\n", - " 185.0\n", - " 8.7\n", - " 174.0\n", - " 12.7\n", - " 2253.0\n", + " 2018-12-31 23:00:00+00:00\n", + " 14.34\n", + " 359.769989\n", " \n", " \n", "\n", - "

144 rows × 5 columns

\n", + "

8760 rows × 2 columns

\n", "" ], "text/plain": [ - " WDIR WSPD GDR GST GTIME\n", - "date \n", - "2018-01-11 00:00:00 199.0 6.6 NaN NaN NaN\n", - "2018-01-11 00:10:00 197.0 6.6 NaN NaN NaN\n", - "2018-01-11 00:20:00 196.0 6.1 NaN NaN NaN\n", - "2018-01-11 00:30:00 194.0 6.1 NaN NaN NaN\n", - "2018-01-11 00:40:00 186.0 6.3 NaN NaN NaN\n", - "... ... ... ... ... ...\n", - "2018-01-11 23:10:00 186.0 10.2 NaN NaN NaN\n", - "2018-01-11 23:20:00 192.0 9.4 NaN NaN NaN\n", - "2018-01-11 23:30:00 191.0 9.2 NaN NaN NaN\n", - "2018-01-11 23:40:00 196.0 7.5 NaN NaN NaN\n", - "2018-01-11 23:50:00 185.0 8.7 174.0 12.7 2253.0\n", + " windspeed_10m_0 winddirection_10m_0\n", + "time_index \n", + "2018-01-01 00:00:00+00:00 7.78 179.199997\n", + "2018-01-01 01:00:00+00:00 7.81 190.649994\n", + "2018-01-01 02:00:00+00:00 6.89 191.690002\n", + "2018-01-01 03:00:00+00:00 7.58 190.720001\n", + "2018-01-01 04:00:00+00:00 8.10 183.199997\n", + "... ... ...\n", + "2018-12-31 19:00:00+00:00 15.04 359.070007\n", + "2018-12-31 20:00:00+00:00 14.59 358.470001\n", + "2018-12-31 21:00:00+00:00 14.76 358.489990\n", + "2018-12-31 22:00:00+00:00 14.41 358.269989\n", + "2018-12-31 23:00:00+00:00 14.34 359.769989\n", "\n", - "[144 rows x 5 columns]" + "[8760 rows x 2 columns]" ] }, - "execution_count": 7, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "# Display DataFrame of 46022 data from January 11, 2018\n", - "Jan_data = year_data['2018-01']\n", - "Jan_11_data = year_data['2018-01-11']\n", - "Jan_11_data" + "wtk_wind, wtk_metadata = wind_toolkit.request_wtk_point_data(\n", + " wtk_inputs['time_interval'],wtk_inputs['wind_parameters'],\n", + " wtk_inputs['lat_lon'],wtk_inputs['year'])\n", + "wtk_wind" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ - "The data for January 11, 2018 is given in 10 minute intervals. We can get the hourly mean wind speeds using the DataFrame resample() function. Then, we can plot the speed vs the hour it occurs." + "## 3. Compare NDBC and WIND Toolkit Data\n", + "\n", + "Wind conditions may be characterized by the speed and direction over a day. A hourly time series of wind speed is a useful way of visualizing the diurnal variation on a give date. A wind rose can visualize variation in wind direction over the same period. Using the historical continuous wind data from NDBC and surface wind data from WIND Toolkit, we can calculate these variables in MHKiT. \n", + "\n", + "### Plot the hourly mean wind speeds on January 11, 2018\n", + "The NDBC data for January 11, 2018 is given in 10 minute intervals. We can get the instantaneous hourly wind data using the DataFrame `resample().nearest()` function. The WIND Toolkit data is already given as instantaneous hourly data. Then, we can plot the speeds vs the hour they occur. Some variation is seen due to difference in method and height." ] }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 11, "metadata": { - "scrolled": true + "scrolled": false }, "outputs": [ { "data": { - "image/png": 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\n", + "text/plain": [ + "" + ] + }, + "execution_count": 11, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", 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" ] @@ -935,19 +905,22 @@ } ], "source": [ - "# Calculate hourly wind speeds\n", - "hourly_mean_speeds = Jan_11_data['WSPD'].resample('h').mean()\n", + "# Get WIND Toolkit and NDBC wind data for 2018-01-11\n", + "ndbc_hourly_data = ndbc_dict['2018']['2018-01-11'].resample('h').nearest()\n", + "wtk_hourly_wind = wtk_wind['2018-01-11']\n", "\n", "# Plot the timeseries\n", "fig = plt.figure()\n", "ax = fig.add_subplot(111)\n", - "ax.set_xlabel('Time (h)')\n", + "ax.set_xlabel('Time, UTC (h)')\n", "ax.set_ylabel('Speed (m/s)')\n", "ax.set_title('Hourly mean wind speeds on January 11, 2018')\n", "ax.grid()\n", "ax.set_ylim([5, 14])\n", "ax.set_xlim([0, 24])\n", - "line = ax.plot(hourly_mean_speeds.index.hour,hourly_mean_speeds.values,'o')" + "line1 = ax.plot(ndbc_hourly_data.index.hour,ndbc_hourly_data['WSPD'].values,'o',label='NDBC 4m wind speed')\n", + "line2 = ax.plot(wtk_hourly_wind.index.hour,wtk_hourly_wind['windspeed_10m_0'].values,'x',label='WIND Toolkit 10m wind speed')\n", + "ax.legend()\n" ] }, { @@ -955,19 +928,19 @@ "metadata": {}, "source": [ "### Create a mean wind speed wind rose for January 11, 2018\n", - "This exercise also considers data from January 11, 2018. We create the wind rose using the MHKiT `plot_rose` function." + "To complement the timeseries of wind speed, we can visualize the variation in wind direction over the day with a wind rose. The MHKiT `plot_rose` function will do this for us. Some variation is seen between NDBC and WIND Toolkit, possibly due to method and height. Users can further investigate different source of metocean data as desired." ] }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 12, "metadata": { "scrolled": true }, "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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" ] @@ -984,7 +957,32 @@ "width_velocity = 1 # in m/s\n", "\n", "# Plot the wind rose\n", - "ax = ndbc.plot_rose(Jan_11_data.WDIR,Jan_11_data.WSPD,\n", + "ax = ndbc.plot_rose(ndbc_hourly_data['WDIR'],ndbc_hourly_data['WSPD'],\n", + " width_direction,width_velocity)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "ax2 = ndbc.plot_rose(wtk_hourly_wind['winddirection_10m_0'],wtk_hourly_wind['windspeed_10m_0'],\n", " width_direction,width_velocity)" ] }, @@ -992,30 +990,39 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "### Create a joint PDF of the wind gusts for January, 2018\n", - "An alternative to the wind rose, the joint probability density function can be used to visualize the gust speeds and directions. These parameters are represented by `GST` and `GDR` respectively. Gust data is only provided hourly for the 'cwind' parameter, whereas continous wind is provided on a 10-minute basis. To better illustrate the joint PDF we visualize gust data for all of January here." + "### Plot vertical temperature profile\n", + "The air temperature at several vertical levels can be downloaded from the WIND Toolkit dataset. More or less vertical levels can be defined in the parameter input to `request_wtk_point_data` to increase resolution or decrease computation expense as desired. Note that times are given in UTC, can can optionally be converted to local time by finding the time zone of the chosen latitude/longitude pair. " ] }, { "cell_type": "code", - "execution_count": 10, - "metadata": { - "scrolled": true - }, + "execution_count": 14, + "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ - "c:\\users\\akeeste\\documents\\software\\github\\mhkit-python\\mhkit\\tidal\\graphics.py:265: UserWarning: FixedFormatter should only be used together with FixedLocator\n", - " ax.set_yticklabels(yticks)\n" + "WARNING:urllib3.connectionpool:Retrying (Retry(total=6, connect=10, read=10, redirect=None, status=None)) after connection broken by 'ProxyError('Cannot connect to proxy.', ConnectionResetError(10054, 'An existing connection was forcibly closed by the remote host', None, 10054, None))': /api/hsds/datasets/d-bf1ee746-f22af1ee-ce40-863b0e-18a71b?domain=%2Fnrel%2Fwtk%2Foffshore_ca%2FOffshore_CA_2018.h5&api_key=x9f0SNincVSAIeKKuGDUOhyvfRYmrTzg06vZyeuw\n", + "WARNING:urllib3.connectionpool:Retrying (Retry(total=6, connect=10, read=10, redirect=None, status=None)) after connection broken by 'ProxyError('Cannot connect to proxy.', ConnectionResetError(10054, 'An existing connection was forcibly closed by the remote host', None, 10054, None))': /api/hsds/datasets/d-bf1ee746-f22af1ee-3ec7-709e83-7740a7?domain=%2Fnrel%2Fwtk%2Foffshore_ca%2FOffshore_CA_2018.h5&api_key=x9f0SNincVSAIeKKuGDUOhyvfRYmrTzg06vZyeuw\n", + "WARNING:urllib3.connectionpool:Retrying (Retry(total=4, connect=10, read=10, redirect=None, status=None)) after connection broken by 'ProxyError('Cannot connect to proxy.', ConnectionResetError(10054, 'An existing connection was forcibly closed by the remote host', None, 10054, None))': /api/hsds/datasets/d-bf1ee746-f22af1ee-8082-2ff043-910c51?domain=%2Fnrel%2Fwtk%2Foffshore_ca%2FOffshore_CA_2018.h5&api_key=x9f0SNincVSAIeKKuGDUOhyvfRYmrTzg06vZyeuw\n" ] }, { "data": { - "image/png": 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hhMu0XSwslggrYKYYhBCVUqnce+WVV76enZ3NhotYWCyQSy+9lOTk5DitWrXqAYVCkc5OvGY5GwoCIzhm36wN67OYZVQQQoitre0KV1fX9E8++WTWli1b5DIZ20+LhcVSEQgEePHFF6W//fZbsJ+f30FHR8fHWW8MC8s/sAJmCnDG67LnyiuvfCMzM1Mxf/589u/OwmIlREVFISMjw3HlypUPnvHGBDBtEwvzsFVIrICZ1Jzxutzi4uKS/vHHHydu3bqV9bpMEiilMBgM0Ov10Ov16O7uRnt7O0wmU9/vDAYDTCYT06aymAGhUIiXX35Z+uuvvwb7+voecnJyeoz1xkxd2CTeHthp1JOUMxOjt86ePXv6+++/L5fL5UybxNIPRqMRXV1d6Orqgk6nO+f/BoOhbzMajeccRwgBl8tFb/4SIQR1dXXg8XhISUkB0CNyjEYjKD13ShuXywWXywWPxwOPx4NQKIRIJOr7t3fj8djTg6URHR2NzMxMx0cfffS/X3zxxY2EkOsppaeYtouFhQnI+Sc3FutHLBYvcnBw+OCDDz5wWrhwIetlYxCTyYTOzk60tbX1be3t7eju7gbQIybOFg5niwk+nw8ej9cnOIaTbL1v3z7MmTNnwMcppTCZTOeII51Od454OltAAQCfz4dEIoFEIoFUKoVUKoWNjQ24XNYBwCSpqalYunRpQ2Nj47NNTU1vUfZkPmWYFiaiH253Nfu6iV6FaZTSaLMvPE6wt1iTCEKIQKFQvBMXF3f9t99+a+/k5MS0SVMGk8mE1tZWaLVatLa2or29HZ2dnQB6Wsf3Xvjd3NwgkUggEAiGJUjMTa/nplc4DUVvqKpXeDU3N6OiogLt7e2glEIoFEIikcDW1hZyuRx2dnassJkgoqOjkZGR4bhu3bqnd+7cuZAQsoRS2sy0XSwsEwUrYCYJhBBvhULx64YNG9wfeOABG7Y0evw4W6xotVo0NzfDZDL1XcQVCgWkUinEYjEjIsWcEELA5/Nhb28Pe3v7cx6jlEKn06GtrQ2tra0oLi5GS0sLAMDOzg5yuRwymQwymYxRUVNWVobly5ejuroaHA4Ha9aswT333AMA2LVrF+655x4YjUasXr0aDz300AXHD2efkbJ27VosX74cCQkJY1pHLBbj008/lW3btm3Ovffem0kIuY5SenTMBrJYNBSAiU1hZUNIkwE7O7ub7O3t3/r222+dZsyYwbQ5kw69Xo+GhgY0NDSgsbERRqOxT6z0eh34fD7TZgIYOoQ0ERiNRrS0tPSJu+bmHqeAXC6Hk5MTnJychuX9MRdVVVWoqqpCZGQkWltbERUVhZ9++gkBAQHw9/fH7t274erqipiYGGzduhVnN3U0Go1D7jMaIiIikJaWZlZhV1hYiEWLFjVWVVW90tjY+H9sSGnyEhAmou9uN//8z0u9TrEhJJaJgRAiUiqVmxMSEhZu3bqVTdQ1E2cLloaGBhBC4ODgACcnJ/j7+1uMWLFUuFzuBR4bo9GIpqYmNDQ0oLi4GHq9Hvb29hMiaNRqNdRqNQDA1tYWgYGBqKioQHNzM3x9feHt7Q0AWLp0KX7++edzxElKSsqQ+/SyZMkSKJVKnDhxAmVlZfjqq6/wwQcf4MiRI5g1axY++ugjAEBOTg78/f3B5XLx2Wef4a233oJer4dMJsOBAwdG/Tp9fHyQlpbmcO+99z70ww8/zCeEXEspbRj1giwsFg4rYKwUQsg0hUKx47HHHnNdv369yNpDFUxCKUVTUxOqq6tRX1/PCpZxgMvl9omVgICAfgWNg4MDVCoVHB0dxy3kVFxcjOPHjyM2NhZ//PEH3Nzc+h5zdXVFcnLyOftXVFQMuU8vGRkZiI+Px8aNG/HEE09g1apV2LdvHxwdHaFUKrFp0yYIhULs3LkTV1xxBVpbW/Hiiy/ixIkTEAgE0Gq1Y359QqEQ7777rt0VV1wx8/bbb8/g8Xg3GAyGg2NemMWioJTASNkQEitgrBC5XH6rl5fXKz/++KNjeHg40+ZYJQaDAbW1taiurkZzczPkcjlUKhX8/PxYwTIB9CdoGhsbUV1djezsbEgkEqhUKiiVSggEArM8Z1tbG66//nq88cYbsLOzu6C8HMAFOUvD2QcAurq6oNVqce+99wLoyU1ZtWpVn+fHxsam73X8/vvv+OSTT8DlctHZ2YkNGzZgxYoViI42n+d+0aJF3OnTp6sXLVr0s7Oz86b6+von2JASy2SDFTBWBCGEq1AoNsbFxS399ttv5ezk6JHR2dmJ6upqVFdXo7u7G87OzvD09IS9vb3VJ9taO1wuF87OznB2dgalFK2traiurkZycjIIIVCpVFCpVJBKpaNaX6/X4/rrr8eyZctw3XXXAejxppSVlfXtU15eDo1Gc85xw9kHALKyshAZGQkOp+euOD09HevWrTvnGEIIOjo6oNVq+9bIzMzEjh07sGbNGqxevRp33HHHqF5ff7i7u+Po0aMOd9999z3ff/99zJkE3w6zPQELo5issPGcuWEFjJVACJE5Ozv/unr16vBnn31W2nuiZBmc7u5uVFZWory8vO9CGBYWBolEwrRpLANACIGdnR3s7Ozg7++Prq4u1NTUICsrC11dXXBxcYGLiwvEYvGw1qOUYtWqVQgMDMT999/f9/uYmBjk5+ejqKgILi4u2LZtG7Zs2XLOscPZB+gJH53tDT158iTCwsIA9IiZ3v/v3bsXF198MQAgPz8ffn5+WLp0KbKzs9HV1TWyN2oY8Hg8bNq0yTYyMnLOI488cpwQMpdSWjb0kSyWTE8nXvYawAoYK4AQ4qdQKP7YuHGj65IlS9i/2RAYjUbU1NSgrKwMOp0OGo0GUVFRw77gsVgWIpEIHh4e8PDw6BOkx44dA9DjIdFoNIOG/Q4dOoQvvvgCoaGhiIiIAAA8//zzWLBgATZu3IjLL78cRqMRK1euRHBwMABgwYIF2Lx5MzQazYD7nE1GRgZ6KwC7urrQ2dnZl8R8tpjZuXMnFi9eDAB47rnnkJSUBIlEguDgYHz44YfmecP6YfXq1cLAwEC/G2644SiPx7vOYDAcHrcnY2GZINgy6iEghFAAr1FKN5z5+T8ApADeAFAIwIlSSgkh8QAOA3CjlJYTQmQAis48PuqBNCKR6HKFQvHFjh07nNl8l4GhlKK+vh7l5eXQarVQKpVwdXWFnZ0d06ZNKJZQRj1RdHR0oLy8HFVVVbCxsYGrqyuUSiUs2TsZGRmJ5ORkxvKsysrKcPnllzdUVVU91tTU9J451hzoHEkpfYoQ8hSA2wDUnXXIHEqp1hzPPVXxC7Whr/3sa/Z1r/bJYMuoJxk6ANcRQl6glNb3/pJSqiWEVAMIBJANYCaA42f+/QZAHIDk0YoXQghxdHT8b0hIyAO//fabg0KhGPMLmYx0dXWhtLQUFRUVsLe3h7u7OyIiIticlimAjY0N/P394efnh5aWFpSXlyM3NxcKhQKenp4WGSbs9RwxhZubG1JTUx1vvPHGF5RKZXRtbe3tlFLDGJft9xx5Fq9TSl8Z43OwsFyA5d6qWA4GAB8AuK+fxw6hR7DgzL+vn/fzqNy0hBChQqH49oorrnjo8OHDrHg5j15vy9GjR5GSkgKBQIBZs2YhIiICjo6OrHiZYhBCIJPJEBwcjNmzZ0Mul+PEiRNISkpCVVVVv5VEUxkbGxts375dvm7duqXOzs6HCCH2Qx81KIOdI1nGgd5OvOberA3WAzM83gFwkhDy0nm/PwwgEcBmAN4AvgWw9sxjMwG8MNInIoQ4Ojs773n44Yf97rnnHjF7Mf4Hg8GA8vJylJSUwNbWFr6+vhe0t2eZ2nA4nL4k37a2NhQVFSE3Nxeurq7w8PAwW0m2tUMIwVNPPSWZPn165Jo1a44TQi6llBaOYcmBzpEAcB8h5F9n/t9EKb14DM/DwtIHK2CGAaW0hRDyOYC7AXSe9dAhAA8RQrwAFFNKu0gPUgBRAFJG8jyEEDeFQvH3xx9/7L5w4UJ2It4Zurq6UFhYiNraWri4uCAuLm5CW9GzWCdSqRShoaEwGAwoKytDUlISZDIZfH19R12OPdlYtGgRz93d3ePKK688RAiZTyk9Ppp1BjlHAmwIaVwwUvbmlhUww+cNAMcAfNL7C0pp/hn361UAks78Og3AvwEUUUrbhrs4ISRYpVL98cMPP6jj4+PZTyaA9vZ2FBQUQKvVwsfHB4GBgRadoMlimfB4PHh5ecHT0xN1dXVIT0+HQCCAn58f2PEbwPTp03HgwAHlpZde+odAIFja3d391yiXegPnnSNZxgcKwpZRg82BGTaU0kb0JOeuOu+hJAD34B8BkwTgXowg/4XH4810c3Pbs2fPHg0rXoCWlhakpaXh+PHjUCqVSExMhKurKyteWMYEIQQKhQIJCQnw8fFBXl4ekpKSUF9fP+XzZLy9vXHkyBEnPz+/b+zs7G4ezRqDnCNZWMYF1gMzMl4FcOd5vzsEYAGA1DM/J6EnH2ZYAkYqlV7j7e29ec+ePY6urq5mM9QaaWxsRH5+PkwmE/z8/NiEXJZxw8HBAbGxsWhubkZ+fj5yc3Ph6+sLpVI5ZT9zSqUSR44ccbjssss2Ojo6ahoaGkYT9unvHHl2DgwAXEMpLR61oSwAABM7C4ntA8Mk9vb2a728vJ7/66+/HKZyMqpWq0VOTg54PB7r1h8jU6kPjDnpDVc2Nzdj2rRpcHZ2nrJCRqfTYfHixdrk5ORP6+rq7mdnKFkePqES+vyPF05EHytL/VLZPjAsg0MIIU5OTk9HRUXduWPHDvup2iG2ra0Nubm50Ov1CAwMZIULC2NIJBKEh4ejvb0dubm5KCgoQGBg4JSschMKhfj555/lt99++8qffvpJQwhZZoZeMSxmhB0l0AMrYCYYQghRKBQfXHrppUs+//xzGY839f4EXV1dyMvLQ0tLS9/dLguLJSCRSBAVFYXm5mbk5OSAy+Vi2rRpmGqDUzkcDt5//307FxeXhe+8885uQsgVlFId03ax9EBB2CoksAJmQiGEcBQKxeeLFy++euPGjbZTzUWt1+uRn5+P2tpa+Pv7IywsbMq66VksG5lMhri4ONTX1yM9PR1SqRQBAQFTap4WIQRPPvmkxNHRMe6ZZ57Zc6ZXjPknTrKwjBJWwEwQhBCOs7Pz1qVLl85/4403ppR4oZSiuLgYxcXF8PLyQmJiIltRxGIVODk5ISEhAdXV1UhOToZKpYKfnx+43KnTpunOO+8U8fn8qMcff/xvQsgcSun5fV5YGMAaO+eaG/YdmAAIIVxnZ+dvV6xYMeXES2NjIw4cOIDOzk7MmjULnp6erHhhsSoIIVCr1UhMTASfz8f+/fun3IiCtWvXCp9//vlwZ2fn/YQQG6btYWEBWA/MuEMI4Wo0mu1Lliy55KWXXhJNFfGi0+mQnZ2Nrq4uTJ8+fcrlELBMPjgcDnx8fODi4oKsrCyUlJQgNDTUIodGjgerV68W6vX68P/9739HCSEzKKXtTNs0VaEUMLJl1KwHZjw5k/Py9bJly2Zff/31ourqaqZNGncopSgqKsLhw4ehVCoRFxfHiheWSYVIJEJUVBT8/PyQmpqK3NxcGI1Gps0ad7RaLQIDA/lPPPGEr7Oz8z5CyNRJCLI4CEzjsFkbrAdmnDiT87LllltuufzFF1+UGAwGHDlyBACgVqsZtm58aGxsRGZmJpycnDBr1ixMxQorlqmDo6MjZs2ahaKiIhw4cADTpk2DSqVi2qxxQavV4sSJE5gxYwbmzJkj4HK5oY888sjeMzkxbGIvCyOwV5hxgBBCnJ2dP1+6dOmCl19+WUoIAZ/PR1xc3KQUMUajEbm5udBqtYiMjGQH5bFMGc4OK2VmZqKiogKhoaGTaur12eLFxqYn/WX16tVCg8EQ8cQTT/x5pjqJLbGeQCjYEBLAhpDGBYVC8e71119/9ZtvvnlOwm6viCkoKEBVVRWDFpqP3iRdsViMmTNnsuKFZUoiEokQHR0NtVqNQ4cOTZrvd3/ipZfbb79d+Pjjj0c5OzvvJIRMnbIsFouBFTBmxsnJ6fHExMSl77zzTr/VRpNFxBiNRmRlZSEnJwcxMTHw9vZme7qwTHk0Gg1mzpyJiooKpKWlobu7m2mTRs1g4qWXu+66S7Ru3boZCoXiS8KeACYUIzhm34aCEPIxIaSWEJI5wOPLCCEnz2yHCSHhZn/hZ8EKGDNib2+/KiQk5P4tW7bIBisVtnYRc77XZapUYbCwDAehUGj13pjhiJdennrqKclVV121wNnZ+eUJMo+FOT4FcMUgjxcBmE0pDQPwLIAPxtMYNgfGTNjY2Cz09fV96ddff5Xz+fwh97fGnBiTyYScnBxotVrExMSwwoWFZRA0Gg0cHR1x8uRJVFZWIiwsDMM5NzDNSMQL0NMn5/3337errq5e5ejoWNnQ0PDaBJg5paEgMDEwSoBSup8Q4jnI44fP+vEIANfxtIf1wJgBQkisRqP5bO/evQ4juahbkyemvb0dhw4dglAoZL0uLCzDRCgUIiYmBiqVCocOHUJTUxPTJg3KSMVLL1wuF99//73cz8/vMTs7u6XjaCLLGZgIIY2QVQB2mnvRs2EFzBghhAS4urpu37Nnj6Ojo+OIj7cGEVNZWYmjR48iJCQEvr6+bK4LC8sIcXFxQUxMDDIzM1FYWGiRXXxHK156EQqF+OOPP+xdXV3fEQgEl4yDiSzjjxMhJPWsbc1oFiGEXIweAfNf85p3LqyAGQOEEBeVSvXXzp07Fe7u7qNex1JFjNFoRHp6OioqKpCQkAB7e3umTWJhsVokEglmzpyJjo4OpKSkWFSC71jFSy92dnbYu3evg0aj+ZoQMt2MJrKcBQVgohyzbwDqKaXRZ20jzmEhhIQB2AxgEaW0wcwv/RxYATNKCCFyhULx9zfffKMJCQkZ83qWJmJaW1tx6NAh2NnZITo62ipi9ywslg6Xy0VoaCjc3d1x6NAhNDSM6/l9WJhLvPSiVCrx119/OWk0mt8IId5mMJHFSiCEuAP4AcAtlNJT4/18bBLvKCCE8J2dnf98//33PWbNmmW2eIqlJPaWlZWhsLAQ06dPh0wmY8QGFpbJjFqthkwmw7Fjx6BQKODn58dIaNbc4qUXHx8f7NixQzV//vy/CCHTKaVasy3OAoDAyEDrf0LIVgBz0BNqKgfwJAA+AFBK3wPwBABHAJvOfJ4NlNLo8bKHFTCjQKFQbL777rsDr7nmGrO/f0yKGJPJhKysLOh0OiQkJLBeFxaWccTGxgYzZ85ETk4OUlJSEBkZOaHfufESL71ERkZi06ZNruvWrdtJCLmIUjr5B0ZNEL0hpAl/XkpvGuLx1QBWT5A5bAhppDg6Ot41c+bMRY888si4jZRnIpzU3d2NI0eOQCgUIioqihUvLCwTAIfDQXBwMFxcXHD48GG0t0/MgOfxFi+9XH/99by1a9eGOjs7bxq3J2GZsrACZgTweLxEjUbz1JYtW2Tj7e6dSBHT0tKCw4cPw8vLC/7+/myVEQvLBOPq6oqwsDCkpKSgvr5+XJ9rosRLL88884wkOjr6Brlcftu4P9kUwngmjGTOzdpgBcwwIYR4qFSqb3bt2uUgFk/MFPmJEDHV1dU4duwYIiMjraKZHgvLZMXe3h7x8fHIyclBUVHRuDzHRIsXoKfR3bfffitXq9UvEELiJuRJWaYErIAZBoQQqUKh+PP7779Xuri4TOhzj5eIoZQiPz8fp0+fxsyZM2FnZ2e2tVlYWEaHSCTCzJkz0dTUhPT0dJhMJrOtzYR46UUikeD33393VKvVPxJCxrU761SAUjJeZdRWhfVZPMEQQjgKheKnl156yT02NpYRG8wtYkwmE44dO4bOzk7ExcVBIBCYwUoWFhZzwOVyMX36dEgkEiQlJZmlXwyT4qUXd3d3fP3110qFQrGbEDIxbuxJjJFyzL5ZG2wV0hA4Ozv/34033jhjxYoVjF7lzVWdpNfrkZqaCoVCAR8fH3OayDKOUEqh1+vR1dUFg8EASilMJhMopX1bbW0t9Ho9ampqQAgBIQQcDgeEEHC5XIhEIggEAjbHyQoghMDX17dPxMyYMQOjDV1bgnjpZdasWeTZZ5/1evzxx78nhCykltiSmMVqYAXMIEgkkmujoqJWv/7667ZM2wKMXcTodDqkpKTAy8sLrq6sF9cSoJSiu7sbXV1dfZtOpzvn594wAp/Ph0gkAp/P7xMoZ4uU6upqmEwmNDY2XiBwDAYDurq6+u7mCSEQiUR9m1AovOBnSxE6K1euxC+//AKFQoHMzMy+33t6esLW1hZcLhc8Hg+pqakXHLtr1y7cc889MBqNWL16NR566KEx27N27VosX74cCQkJY15rKNRqNQQCAZKTkxEVFQVb25GdiixJvPSyZs0aYWpqasIPP/zwGHomFrOMEArAZIVJt+aGsAK4fwghHq6urkfT09OdHRwcmDbnHPR6PY4cOQJfX99hi5j29nYcPXoUQUFBUCgU42whS3/o9XpotVpotVo0Nzejra0NACAQCM4RD+cLCi6XO+zn2LdvH+bMmTPkfiaTaUDBpNPpoNPpQCmFWCyGXC6HXC6HTCaDSCQa7csfNfv374dUKsXy5csvEDCpqalwcnLq9zij0Qh/f3/s3r0brq6uiImJwdatWxEUFDQmeyIiIpCWljaiv8tYaWlpQVpaGiIiIoY90sMSxUsver0eUVFRjRkZGQsppUeYtsfa0ATL6ZqvZ5t93adDt6eNZ+M5c8N6YPrhTKfdX7dt2+ZkaeIFGLknprm5GceOHcP06dMhl8snwEKW7u7uPqGi1WrR3t4OHo8HmUwGuVwOlUoFqVTKmJeDw+HAxsZm0AsbpRQdHR1obm5GQ0MDCgsLodPpYGNj0ydo5HL5uIuaxMREFBcXj/i4lJQU+Pr6wtu7p5v90qVL8fPPP/crYJYsWQKlUokTJ06grKwMX331FT744AMcOXIEs2bNwkcffQQAyMnJgb+/P7hcLj777DO89dZb0Ov1kMlkOHDgwJhe52DY2dkhNjYWKSkpCAwMhFKpHHR/SxYvQM85bPv27Q7x8fHfEUJCKaWWPabb4iBWmbNiblgB0w8KheK1O++80yshIcFifXTDFTH19fXIzMxETEwMpFLpRJo4ZaCUorGxEQ0NDX2eFT6f33eRnzZtGqNiZbQQQiCRSCCRSKDRaAD0vNbOzk5otVo0Njbi9OnT0Ol0fZ4aBwcHODo6Toh3ghCCyy67DIQQrF27FmvWnDs4t6KiAm5ubn0/u7q6Ijk5ud+1MjIyEB8fj40bN+KJJ57AqlWrsG/fPjg6OkKpVGLTpk0QCoXYuXMnrrjiCrS2tuLFF1/EiRMnIBAIoNVqx/OlAujp3BsfH983CPLs13Y2li5eevH09MTbb7+tXL9+/feEkEvZfBiWkcIKmPMQiUTzo6Ojlz366KOW+80/w1AipqqqCvn5+YiLi2PE9T+Z0ev1qKurQ3V1NbRaLRwcHODk5AS1Wm2VYmW4EEL6PDf9iZqamhpkZWVBIpFApVJBqVRCKBSOiy2HDh2CRqNBbW0t5s2bh2nTpiExMbHv8f6uh/39Xbq6uqDVanHvvfcCAMRiMVatWtX3fbKxsemr1Pv999/xySefgMvlorOzExs2bMCKFSsQHT0xXnehUIj4+Hikpqaiu7v7gkR8axEvvSxevJi3a9euqB9++GEDgFeYtsda6BklMDnPMSOBFTBnQQjRuLi4fPLDDz/YczjW4Z4bSMRUVlaisLAQ8fHxk3IsQLdOj19/SINEKsTcheGYiL9XZ2cnqqurUV1dje7ubigUCnh5eUEul09awTIczhc1lFK0traiuroaKSkpIIRAqVSaPWzWK6AUCgWuvfZapKSknCNgXF1dUVZW1vdzeXl53zFnk5WVhcjIyL7PUHp6OtatW3fOMYQQdHR0QKvV9q2RmZmJHTt2YM2aNVi9ejXuuOMOs7yuoeDxeJgxYwZSU1NBKYWvry8A6xMvvWzcuNHu0KFDDxFC9lBKjzFtj7VgZLugsAKmF0IIV6FQ/PL55587W1uS6/kixmQyoaioCHFxcZNSvADA+6//jj+2HwfhcEBNFJcvijT7c1BK+7wKNTU14PP5UKlUCA8Pt6oLxERDCIGdnR3s7Ozg7+8PnU6H6upq5OTkoKOjA05OTlCpVHBwcBi18Gxvb4fJZIKtrS3a29vxxx9/4Iknnjhnn5iYGOTn56OoqAguLi7Ytm0btmzZcsFaGRkZCA8P7/v55MmTCAsLA9AjZnr/v3fvXlx88cUAgPz8fPj5+WHp0qXIzs5GV1fXqF7HaOFwOIiOjkZaWhry8/Ph7OxsleIF6Gnet337dsdZs2b9SAgJoZS2Mm0Ti3XACpgzODs7v7Bq1Sr/Sy65xCplba+I+fvvv8HhcDBr1qxJK14AQNvUDoPBBC4XaG7uMNu6vfks5eXlaGxshJ2dHVQqFXx8fCb1+zmeCIVCeHh4wMPDA0ajEfX19aioqEBGRgbs7Ozg6uoKhUIxoGfmpptuwr59+1BfXw9XV1c8/fTTuPjii3HttdcCAAwGA26++WZcccUVAIAFCxZg8+bN0Gg02LhxIy6//HIYjUasXLkSwcHBF6yfkZGBGTNmAOgJJ3V2dvZV+pwtZnbu3InFixcDAJ577jkkJSVBIpEgODgYH374oXnftGHA4XAQFRWF5ORkFBYWIjEx0erESy9+fn545ZVX1Bs2bPia7Q8zNBSEDSGBLaMGAAgEgovDw8O/P3LkiP1Elkaam96wEaUUfn5+k3q2UX1tCza++Cts7cRY/+ACiMRj6zPY3d2NsrIylJWVwdbWFu7u7nB0dJyQ0JQ5GW4ZtSXQ6+EqKytDQ0MD1Go13N3dLfYiHBkZieTkZIsSslqtFsePH4eNjQ0cHBzg5+fHtElj4uabb27euXPnI01NTez06kFQBTvQ5VsuNfu6L0d8Z1Vl1FNewBBCZEqlMictLU090XOOzEllZSVOnz6N3nEHI+0TMxWhlKK+vh4lJSVob2+Hm5sbXF1drXq0gjUJmLMxGAyorKxEaWkpeDwePDw8oFQqrU5ATiRn57yIRCKkpaXB3t6+LyfGGuno6EBISEh9UVFRHKW0kGl7LBVVsAP915Z5Zl/31YhvrErATPkQklKp3PzSSy85WbN4qa6uRmFh4Tk5L+YYOzBZMRgMKCsrQ0lJCWQyGby9vWFvbz+lE3GZhsfjwd3dHe7u7mhtbUVJSQlyc3Ph4uICT09PqxaV40F/CbtRUVFITU1FYWGh1Y4JsbGxwVdffeV0zTXXfE8IiaSUmm+a5SSCUsDIhpCmdhqzSCRaEBwcfOktt9xiOT7hEdLQ0IC8vDzExsae49oerynW1kxHRweysrJw4MAB6PV6xMfHY/r06XBwcGDFiwVha2uLkJCQvjyuw4cP48SJE2hpaWHaNItgoGqj3sTe2trac6qvrI34+HjccMMN3vb29huYtoXFspmyHpgzoaPNX375pb21XrxaWlqQkZGB2NjYfu9QzTUA0trRarU4deoUuru74eXlhcDAQDY0YQXweDx4eXnB09MTdXV1yM7Ohslkgq+v75QdhzFUqTSHw0FMTAySkpIgFAqt9n166aWXbH/99df/EkJ+YENJ/cMm8U5hAaNQKD56+eWXnaz1ot7R0YG0tDRER0cPOqV2KouYtrY25ObmQq/XIyAgAJY4FoJlaAghUCgUUCgUaGtrQ15eHgoKChAYGDjsuUCTgeH2eentE5OUlAQ+n2+V75FYLMaWLVscFy1axIaSWAZkSt6GikSihaGhoZf861//ssrQUXd3N44ePYrw8PBhTaedzOEkk4li9x+Z+PWXEzAaes5xXV1dSE9Px/Hjx+Hh4YH4+HhWvEwSpFIpoqKiEBwcjLy8PBw9erRvKOZkZqRN6oRCIWbMmIETJ05Y7fsTFxeHG2+80dvBweE/TNtiafSUUXPMvlkbU84DQwiRq1SqD601dGQwGJCSkoJp06aN6KI8WT0xO34+hvff+wsAUF3diJkJatTU1MDf3x9hYWED5rbo9UaUVjTCzcUeAv6U+xpYPTKZDHFxcaivr8eJEycglUoREBAwqDfSWhlth10bG5u+xN7Y2FirfG/OhJIeOBNKKmDaHkvCCOu7fpkb65NcY0SpVH70yiuvOKlUKqZNGTEmkwmpqal9JaYjZTJ6YurqWwBQBIfIILVthVgsRmJiYl/79/4wmSjWPPAF1j74JVbf/zkMRtY7ba04OTkhISEBSqUSycnJyM7Ohl6vZ9osszHW8QB2dnYIDQ1FSkqKVb4vIpEIW7dudVIoFN8TQqbc9YplcKbUB0IkEi0MCwu7+Oabb7a60BGlFCdPnoSjo+OAU2iHw2QSMZRSzEp0w/JbA+Du4Yg5c2bD09NzyATdlrZOFJXWQ9dtQFllE7Rm7OTLMvEQQqBWq5GYmAiJRIKDBw8iPz8fRqORadPGhLlmGzk6OsLf3x9Hjx6FyWR9Yn3GjBm4+eabvRwcHB5g2hZLoXeYo7k3a2PKCBhCiFgul7//+eefW2XoqKio6JzBbWNhMoiY6upq7N+/HwaDDtddvwB33b0YSqV8WMfKbMWYHe8PABAL+di9N2scLWWZKDgcDjw8PJCYmAhCCPbv34+SkpJ+p1JbOuYezKhWq+Hs7IzMzEwzWDfxvPDCC7a2trb/IYS4Mm0Li+UwZQSMs7Pzsw8++KCDNYaO6urqUFlZOWhOx0ixVhGj0+lw9OhRVFRUYMaMGQgODh5xkzNCCJ76z1UQUoJ2bRc+/uIQSssbhjwuJakAj//3Gxz4O3e05rNMAFwuF76+vrjooovQ1taGw4cPW1Ui63hNlfb19YVer0dxcbHZ1pwoRCIR3n33XQelUvkR07ZYBmwSLzBFBAwhxEcul6+4++67rS6Lrb29HZmZmYiOjoa55zRZm4ipqKjA4cOH4ebmhqioqDEnJdrZisHjckAIILERDrpvZ2c3nnrkOxw5lI8XnvoJLWzYyeLh8/kIDg5GYGBgX4daS/fGjJd4AXqEe0REBMrKylBfX2/WtSeC+fPnc0JCQqK5XO4lTNvCYhlMCQGjVCo//+ijj5x4POuqNtHr9UhNTcX06dMhEonG5TmsQcT0el2qq6uRkJAAc3jRCCHY9Oq/sHrFLLz54k1wdJAOuj+XwwGX2/N14XBI3/9ZLB8HBwfMmjULXV1dOHz4MNrb25k2qV/GU7z0wuVyER0djYyMDHR0WJ8I37x5s4OTk9PHhJApP1vCBGL2zdqY9GdhoVC4aObMmYGzZs1i2pQRQSnFsWPH4OvrC7lcPq7PZckipqKiAgcPHISrqyuioqLMOhNHpZThpsWxCPQfuqRcIOTh1Y23YMlNcXjpzWWQSMdHULKMD1wut88bc/ToUZw+fdqivDETIV56EYvFCA8PR2pqKgwGw7g+l7nx9PTE7bff7uzg4PBfpm1hkt5ZSOberI1JLWAIIWJ7e/t3Nm3aZHWtKHNycmBnZ4eJGjJpaSKm1+vy2/bDeOuFFLz5f3vMcsExmSg+2/w3nnn0O1SUN47oWP9paqxZfymCQtg8Qmul1xvT2dlpMd6YiRQvvTg4OMDLywvHjh2zKCE3HB5++GEbW1vbuwkh1juBl8UsTGoB4+zs/MwDDzxgdYm7VVVVaG1txbRp0yb0eS1FxFRWVuLw4cOQ2Tnihy2n0NlhQHpaMZq1Y3d5H/o7F99tPYIDf+fihad+NIO1LNaGJXljmBAvvbi5ucHGxgaFhdY1akgkEmHTpk0OKpVqSif0skm8k1jAEEK85XL5rffcc49VJe52dHQgNzcX06dPZ2RCMpMiRqfTITU1FZWVlUhISICvnxf8AtTg8bgICNLATjb2E7xILABFT06LWDzlw+hTml5vTEdHByPeGCbFSy9BQUGoqqpCY+PIvJFMs2DBAk5wcHAMl8u9mGlbWJjDurJaR4A1Ju6aTCYcO3YMYWFhZs31GClMjB1obGxEeno6AgICoNFo+n7/+vu3oqG+FU7OduBwxi7oomO9ce+DC1Be0oBrlsSMeT0W64bL5SIkJASNjY04evQo/P39z/n8jReWIF6Ant45UVFRSElJwcyZMxk974yUzZs3O8TFxX1MCPGnlFpfm+Ex0DMLyfpyVszNpPTAcLncuTExMUHWlribm5sLhUIBR0dHpk2ZUE9MaWkpMjMzERsbe8HFg8vlQKGUmUW8AD3VR3MvD8Wta+ZAbi8xy5os1o+DgwMSEhJQWlqKvLy8cQ0pWYp46cXGxgb+/v44ceKEVeXDeHp6YtWqVc4ymexOpm1hArYKaRIKGEIIx9nZ+Z033njDqhJ3a2tr0dzcDD8/P6ZN6WO8RYzJZEJmZiZqamowc+ZMRk7mRoMRRnYWEgt6Pu+xsbEwGAzjVqFjaeKlF41GA5FIhKKiIqZNGREPPfSQxMbG5r+EkMH7ILBMSiadgBGLxTcuXLhQ6ePjw7Qpw6arqwtZWVmM5b0MxniJGL1ej+TkZPD5fERHR4OJUF/60SJcO/N/WDLreRTmMl95xcI8hBAEBwdDqVTi8OHDZu2VYqnipZfg4GCUl5dDq9UybcqwsbW1xQMPPCBzcnJ6hGlbJhJ2FlIPk0rAEEL4dnZ2Lz7//PMypm0ZLr39XkJCQsatWd1YMbeIaW1txaFDh+Dh4YGAgADGRNtPXyWhW2dAR7sOu7cfZ8QGc2M0mnD86Gl0d1tXfw9Lw93dHSEhIUhOTkZDw9BjJobC0sUL0JMPFBkZiRMnTljV5Or169eLxGLxakKIE9O2sEwsk0rAyGSy21esWGGvVCqZNmXYFBQUwN7eHs7OzkybMijmEjE1NTVIS0vD9OnTJyRZcjDmzA+FQMCDQMhD3OyJLVkfD7RN7Sg+XYcnH/waD939JdPmWD0ODg6Ii4tDdnY2SkpKRr2ONYiXXqRSKXx8fKxq6KNAIMBzzz1nr1Qq/49pWyYStox6EgkYQoiNWCx+5NFHH7WaWGhrayuqqqoQEBDAtCnDYiwihlKKgoICFBQUID4+HjIZ806y2ZeH4qNf7sVnOzcgItabaXPGTGV5Iyil6OrU41R2JdPmTArEYjFmzpyJ+vp6nDx5EibTyPKlrEm89OLq6gq9Xo+amhqmTRk2y5Yt49nZ2S0ihHgwbcuEMA7hIzaExCCOjo4Pb9iwQW5nZ8e0KcPCZDLhxIkTCA8PB4djPX+G0YgYo9GI48ePo729HfHx8RAKBx+cOJE4K2Wwd7QazTsoAYEusLERwsZGgH+vY+fdmYve0IpYLMaRI0fQ3d09rOOsUbwAPXlAYWFhyM7OtppQEofDweuvv+6gUqneZNoWlonDeq6cg0AIcRCLxWvvuusuy0wi6YfCwkI4OztbhCdipIxExHR3dyMpKQn29vZWJ9asDS6PA42rPX7a8xCuvymOaXMmFYQQ+Pn5wdvbG4cPH0ZbW9ug+1ureOlFJBLBz8/PqkJJCxYs4Gg0mosIIcFM2zLeULBl1MAkETBKpfK5Z599Vm5Jd/aD0dLSgqqqKvj7+zNtyqgZjojp6upCUlIS/Pz84OXlNcEWsrCYH5VKhenTp+Po0aNoaWnpdx9rFy+9uLi4WFUoiRCCd955x1GlUr3HtC0sE4PVCxhCiEYqlS6+5ZZb+EzbMhxMJhPS09MnhTdiMBHT2dmJI0eOICgoCNaUVD2V0TZ34O9DeWhsYn7AoSUjk8kQHR2NtLQ0NDc3n/PYZBEvgHWGkuLi4hAUFBRECJn0Lkg2B2YSCBiFQvHEM888Y8/lcpk2ZVgUFBRYbeioP/oTMR0dHUhOTkZoaKjFV1eNBEvqUmpuWwxGE1bd9SleeO03/Hv9J9CxZdiDYmtri5iYGBw7dgxNTU0AJpd46aU3lJSRkcG0KcPm5ZdfdtBoNK8wbQfL+GPVAoYQYi8Sia674YYbrEK9tLa2orq62qpDR/1xtogpKipCSkoKwsPDLWIkgjno1huw4sWtiL7jDby7/TDT5uD5tD3w/vJFLPn9cxS0VptFzHR2dqOpqR2dXXq0tXehra3LDJZObqRSKWbMmIH09HSUlJRMOvHSi4uLCwwGA2pra5k2ZVhERkbC3d19GiEkhGlbxgu2kV0PVi1gnJycHnzooYdk1jCwkVKKzMxMhISEWH3oqD/4fD7CwsKQlZUFV1dX2Ntb1SSHQckqqUFBZQMoBT7bncqoLZRSbM4+ChATio25WJH0Jh48/iFOtY6tBbytVITlN82Eg9wGN1wbA0eHyVGZNd5IJBJMmzYNJ0+ehL+//6QTL0BPKCk0NBTZ2dkwGo1MmzMsXnjhBUe1Wv0i03aMJ6yAsWIBQwiRCASClStXrrSK8alVVVUQiURwcHBg2pRxobOzE8ePH0dcXByqqqrGfQDkROKjdoRIwAOfz4HCUYqi6kbGbKnpasV0ZxWkIhNEAj0kgg4Udp7Ak1lv4FD98MRVU1snnvzyD7zy/T7o9P+Eim69OQE/fnUn1t46e7zMn3RotVrk5uYiISEBp06dsqo2/CNBLBbDxcUFhYWFTJsyLGbPng1HR8cZhBC2esCMEEI+JoTUEkL6LU8jPbxFCCkghJwkhESOpz1WK2BkMtn6u+66y9YaKo8MBgPy8vIQFBTEtCnjQldXF5KTkxEWFgYnJ6cJm2I9UdhJRNi8YQkoj6CsoRkrXtuGN37Yj73pE3syz2yqxOV/vIX8rlLMdnUDhxDwOT2N1QwmAwraSoe1zkvf7cMvKdn45sBJbPv7xDhaDKxcuRIKhQIhIed683ft2oWAgAD4+vri//6v/waqw9lnpKxduxaHDh0yy1pn57w4ODggJiYGx48fvyCxd7Lg4+ODyspKs86HGi8IIfjf//7noFKpnmPalvGAgrFGdp8CuGKQx+cD8DuzrQHw7phf7CBYpYAhhAhEItG969evFzNty3A4deoUPD09LaqBm7nQ6XR9Cbu93qXxnmLNBDwuF4T0xJ5bO3X4fE8aHv7kN+SVjTwvYPOfKYj+79tY+/4PqGpuwZovf8S6r35CU3vnoMf9Un4SemqAnhpxrKEKsY4BoFQKGd8WbjYaLFTPGdbziwU8cAgBIQRC/viGX2+99Vbs2rXrnN8ZjUasX78eO3fuRHZ2NrZu3Yrs7OwR7zMakpOTERc39gKV/hJ2JRJJX2Jva2vrmJ/D0uBwOAgODraa3jBXXXUVRyKRzCOEqJi2ZbJAKd0PYDAX9CIAn9MejgCQE0LU42WPVQoYqVS6YsWKFba2trZMmzIkra2tqK+vh6enJ9OmmJ3u7m4kJycjKCjogoTdySZi3JzleHjJJZgV7AW5jQiUAjq9AbtS80a81rt/HIFOb8Dxogo88fOf2F9QjL35RXj6178GPU4t7qlcIwTgcXh4KWIVfpv9Aj6Z8SJei3gUTsLhhSf/c/1s/HteDO68aiYWXxQ2YvtHQmJi4gVh05SUFPj6+sLb2xsCgQBLly7Fzz//POJ9elmyZAnuvPNOXHTRRfDw8MDBgwexfPly+Pv7Y9WqVX375eTkwN/fH1wuF5999hmioqIQFhaGWbNmjeg1DVZtJJVKERUVhdTU1CGb3Vkjzs7OIIRYRUIvh8PBE088Ya9QKB5n2pbxwEIb2bkAKDvr5/IzvxsXrE7AEEK4EonksQceeMDiswzPTtxlauLyeGEymXD06FH4+/sPWCo92UTMNfEhePv2a3D/NbPBAQFMwLY9J0a8TriHGmIBH0IeD2fXD6WXVwMA6js6cOW2LzDzkw9wvLrnfTMajQgWK+FukiKYyhDWbY+8vDzk5OQgOzsbWVlZ+Pnnn9HZ2YmsrCzk5OQgNzcXhYWFqKioQH19Pdra2mAwGGAjFOCOK2filkuiwONO/CmgoqICbm5ufT+7urqioqJixPv0kpGRAW9vbxw8eBArVqzAqlWr8OKLLyIzMxM//PADdDodAGDnzp244oor0NraihdffBFJSUk4efIkduzYMWzbh1MqbWdnh8jISKSmpg577IA1ERISYjUJvTfffDNXKBQuIYTImbbFrNBxS+J1IoSknrWtGaFl/V3oxq3/hOWX75yHQCC4btGiRXInJ8ufnD6ZE3czMjKgVCqhUg3une0VMUeOHAEAqNXj5k2cMGYGe8CGz4eJUvioR14q/v7a65BRWg1vpQPyauuRXFwGQggu9fdCXV0ddmVlYLqJwNbGFieOHEGz3B4cDgc6DhABJzQZu6HjUNjZ2YHD4YCcCQeJRCIUFRXB2dkZlFKYTCYYDAZ0dHSgsbERre3tqGxogojHhVQoAI/Hg0gkgq2tLeRyOeRy+bDDnFVVWjzw323o7OrG/55ZjMBpw58s3l/Z9/kCfzj7AD35V1qtFvfeey+AnmTTVatW9X3ObGxsIBD05Pn//vvv+OSTT8DlctHZ2YkNGzZgxYoViI6OHpbdI+nzIpPJEBAQgLS0NMTGxk6qysOzE3otvSUEj8fDgw8+aPf000//B8BjTNtjBdRTSof3heifcgBuZ/3sCmDcJstanYBxcHB45tFHH7X4iY0mkwmnTp1CfHw806aYnaKiIhiNRvj4+Axr/8kmYhztJPjmiVtwqqwOM6a5j/h4Po+LUDcFtFotHAxdePPiKHR0tENmI0B1dTU0Mnt8kp+LZqMRN4VF4N8z/wlxVOfb4FBNEe4KSoDa4dz30dnZGWVlZVAoFP0+700fbkNWZQ24HA4+XnE9QtTO6Ozs7AtzFhQUoLu7GzY2Nn2CRiaTQSS6cMTYbzvTUV3TDJOJ4ouvDuP5ZxcP+/W7urqirOwfL3N5eTk0Gs2I9wGArKwsREZG9gmE9PR0rFu37pxjCCHo6OiAVqvtWyMzMxM7duzAmjVrsHr1atxxxx2D2jyaJnVqtRqtra3IyspCaGjosI6xFnx8fLB//354eHhYfG7f6tWrhc8999xqQsizlFId0/aYg94+MBbIdgB3EkK2AYgF0EwpHTf3u1UJGEJI9Lx585zd3Ud+0ZhoiouLoVarLf7LPVLq6+tRXl6OmTNnjigsNtlEjNrBDmqH4etoSimamppQVVWFuro68Hg8yGQyyOVyRIeHwdbW9pz3U+3qgqauTsx0PfezfotfNG7xG/gGSWcwIrOyBiEaZd/ztnTpYCcSokLbAr3RBEopmju7wOfzwefzYWdnBxcXl779ey/29fX1KCwshE6ng6OjI1QqFRwdHcHhcBAS4gr+Dz39I6Omewz7fQCAmJgY5Ofno6ioCC4uLti2bRu2bNky4n2AHk9geHh4388nT55EWFhPXk96enrf//fu3YuLL74YAJCfnw8/Pz8sXboU2dnZ6OoavGnfWDrs+vn5IS0tDSUlJfDwGNn7ZMlwOBz4+voiLy+v7z22VEQiEZYtWyZ55513bgTwOdP2WDOEkK0A5qAn1FQO4EkAfACglL4H4DcACwAUAOgA8O/xtMeqBIxGo3ni0Ucftfj2rgaDASUlJSNODrR02tvbkZGRgfj4eIxmdMNkEzFD0du9tLq6Gs3NzZDL5VCpVAgICMDZzRdNJorP/05DaX0zbr8sFs52UgQ59+9FGYx9p06jsK4B//3kG2yYexH+NSMCq7/4AUlFZYhyd0Fje0/5K6WAv6L/ECwhBBKJBBKJpE/UmEwmNDQ0oLq6Gn/tTUJ5ZStsJDJsfHMZDAYgIGDgv+NNN92Effv2ob6+Hq6urnj66aexatUqbNy4EZdffjmMRiNWrlyJ4OCeAcILFizA5s2bodFoBtznbDIyMjBjxgwAPeGkzs7OviaKZ4uZnTt3YvHiHi/Rc889h6SkJEgkEgQHB+PDDz8c0P6xjgcghCAiIgKHDx+GVCqdNN2pgZ4OvadPn0Z7ezskEgnT5gzKPffcI/3qq68exiQSMEx4YCilNw3xOAWwfoLMAbGk+S6DQQhx9vHxyc7Pz3ey9ITYvLw88Pl8eHt7M22K2dDr9Th8+DDCwsLG3GVXr9fjyJEj8PX1nXQipru7GxUVFaiurkZ3dzecnZ2hUqlgb28/oMfqjxOn8NjW36E3GBHl44rNd/RcaCmleOWPAzhyugwbLrsIM30Gv4N/dfcBiOqr8HZeBS4J8Mb/rp6HWa9+AKOJgsfhQMzloaNbDwGPiz0bVsPeZmRdCBoa23DDv9+DzJYHX08pFsz1A4/HhUqlgouLC8Riy+1qEBkZieTkZPD5w5/5as7ZRr3DTWNjYydVt97a2lqUlZUhKiqKaVOG5LLLLmvYvXv3FZRSZttpmwHbABWNfneZ2dfdd+lraWPMgZlQrCazzNHR8e7//Oc/MksXLzqdDlVVVZOqbJpSimPHjsHHx8csIwImW3USpRT19fVIS0tDUlISjEYjwsLCMHv2bAQFBcHBwWFUVWhpJRX4LOk4sqtqceeW7UPuf0NUKPhcLpwkNliXGAu5WIxwFzX4XA6C1ApsW7MUd14cj89XLhmxeAEAmcwGaqUc7R0m1DRwkJiYiOjoaPD5fKSlpeHIkSOoqqqCyWQa8drjzbFjxxgTL0BP4mt4eDhSU1NhMEyeQZnOzs7Q6XRW0bzv0UcfdVSr1U8wbQeL+bAKDwwhhKtUKssKCwvVlu6qzMjIgL29PVxdXZk2xWzk5OSAUmr2TsLW7onR6/UoLS1FWVkZ7Ozs4OnpOainZSBMJoov9h9Dab22L4QEAIcKSrD68x/6ihDTn7wbAt7gobt9+/Zhzpw556xd09oGha0EXDNUwuh0ehSXNsDTwwlCwbkR6JaWFpSUlKC+vh5qtRqenp79JgBbOuM5VbqkpAS1tbWIjo6eNK0VmpqakJeXZ5YGgeMJpRR+fn51hYWFgZTSBqbtGQu2ASoatelfZl/377mvsh4Yc8PhcK5YuHChjaWLl46ODjQ1NfXlDkwGKioq0NLSgsDAQLOvbW2emG83/42HV36EEyl5yMjIwMGDB0EpRUJCAiIjI0ftafloTwq+S8pAoItzn3gBgHBXFaRcPgQcDlxtbVFW24QPfjuCrOLqYa/N4RCoZbZmES8AIBTyEeCnukC8AD39T0JDQ5GYmAixWIzk5GQcO3bMquYDjad4AQAPDw+IxWKcOnXK7Gszhb29PbhcLurr65k2ZVAIIbjrrrtkcrn8NqZtYTEPViFgVCrVo/fdd5+MaTuGIjc3FwEBAZPmzkqr1aKgoACRkZHj9pqsRcTkZZTh568OwN6NIiU5FY6OjpgzZw58fX1HFJo4n+qmVrz/RzJK6prw3Pd70dX9T3hBKhLi1/tuxas3LMQ365fh1le/wXu/JmH169+iuX3wypnR8NanezHvlrfwyoe7x7QOl8uFh4cHEhMT4e7ujry8PCQlJVl8mGG8xUsvQUFBaGxstOjP+0iZNm0acnNz++3fY0nceuutAqFQeAeZBCdpC+3EO6FYvIAhhLg5OTn5nj8MztJob29He3v7gD04rA2DwYATJ04gKipqTBfo4WDpIkan06GxpQqzF3uhML0Byb9W9fUXGSu2YiEEPC6EfB7kNiLweed+JRV2UswN9oVUKICuWw9KAROl50yRNgctbV347rdj6Ojsxo4/M1DfNPY2+IQQODk5ITY2FtOmTUNWVhbS0tLQ3t5uBovNy0SJF6CnBDkqKgp5eXlWMRhxONja2sLGxsbivTAymQyzZ8+WAGBHrk8CLL6M2snJ6Z4NGzZYfCvbgoIC+Pr6ThrvS3Z2Nry8vCCVTszEBiZLrI1GEz75+G+UlTVi7dpLoHHpSVTW6/UoLCxEdXU1fH19IST2kHLUmHuNeSbE784pwInySry5+mqU1GgxK9BrwFAPn8fFy7ddiS//OoaFsYFQyAf/u1BKUadth72dGPxhlLxLxAIonOygbemArUQEmdS8FUX29vaYOXMmamtrkZaWBrlcDn9/f4vIkZlI8dKLQCBASEgI0tPTERcXNynOG76+vsjMzBxwtIilsGHDBoeDBw8+BmAf07aMFkottpHdhGLRAoYQwlEqlTffcMMNI286MoH0tjO39IZOw6Wurg7t7e0T3j2UKRHz99+5+PHHNHR16dHQ2Ia33roFxcXFfc3HEhMTweFw4OoKRM70M8tzZlfV4oEfdqLbaMTeU6fx2/pbhzxmdpgPZocNr/vxfz/4FftOFkJlb4uP/3MDnIYQPFwuB5+9shxZ+VUI9FWBzx+fr5xCoYCzszMqKytx5MgRqFQq+Pj4jLuXbyCYEC+9ODk5oaqqCiUlJZOiatHOzg5cLhdNTU1mqVYcL2JiYiAWi8MIIfaU0iam7RktlBUwFh9CumjOnDlCS7hLG4zTp0/D29t7UtxFGQwGZGVlISIigpHXw0Q4ycZGAEp7LuIatQ32798PvV6PWbNmwdvb22xzbNKrqvDE7j+RVFKKLoMBID3hoE4zh4MopfjrRD4MRhPK65px7YbNyC2qGfI4iY0QM8I9YSvp//tWX9eCZu3YQx6EELi4uCAxMREikQgHDx5EeXn5hOdPMCleegkMDERxcfGkCSX5+/sjPz+faTMGhRCClStX2trY2Cxl2haWsWHRAkaj0dx1++23W3T4SK/Xo6amZtJUHmVlZcHLy4vRpmQTLWJiY31w3/2XYfVt4ZiVqEFsbOwF3XLHit5oxL++/hZbTpzE6h9+hKejPe6/NAHzAn3x7tJFZnseoOcEvWDGmaoxE4Wh24QjJ4vHtObuXSdxy9JNuHnJ28jKKB+7kejJBfH09MRFF12Euro6HD16dMi2/ubCEsQL0DNsMDQ0FCdOnLD4BNjhYG9vD4PBgNbWVqZNGZRbbrlFJJPJJqxjrPkx/yRqawxJWayAIYQIAcxOTExk2pRBKSoqgqen56SYNltXV4fOzk5YwqypiRQxDQ0N4PMbERsbiIsumjku4q1n+FrPBYrSHi/J8thIvH3DVZimMm/OwBc/pUBu4uHh6+dArCOQiAS4OMYPlFI0NrbDZBr5hfKv3VnQ643Q6QxIPlJgVnv5fD6mT58ODw8PJCUljbs3xlLESy+Ojo6wtbVFSUkJ06aYBT8/P4v3wri5uUGlUikIIcyf7FhGjcVedTkczoLFixeLLFkYGAwGVFRUWMQFf6z0ho7Cw8MtJhQ23iLGYDDg5MmTyM/PR2xsLFxc3ZB8rAil5Y2jWi+nuhZLP9mGR7b/Ab3ReM5jAi4XH11/HRYE+OP/5l+OLTkn8V1u1rAv1JRSpKYXIzW9uO+Ytk4dnnp/Jx56azsamnsqe1rauvDxd0n4afdJpBwrxp7Nd2HXe3fAXW2PBx/YhqU3bMQ9d38xYhFz/Y0zwOdzIZEIccncC2cSmQOlUomEhATU1tbi6NGj0OnMPzjY0sRLL5MplOTk5IT29naLfy3r1q2zt7e3X8W0HaOFUmL2zdqw2CRetVp9z6pVq2yZtmMwSktL4eLiMqrBhpZGVlYWvL29LW6ezXgl9tbX1yMzMxNeXl4IDQ0FIQTPvvYL9h0+BZOJ4sXHrsOMSK8RrfnQ9j+QW1OH3Jo6xHu546rQaec8Hufuhjh3N6zbtR1/FhX2zCfi8bDQN2DItX/cdQLvfvo3AOCOW+fg2vkR+Oq3VOw+kgdKKWxEAjyx5ooLjuttONfa2okTx0tgMlGcyqtCfX0rFIrhT9OOmeGDHb8/AEIIuNzxu6kQCASIjIxEdXU1Dh8+DH9/f7OFZy1VvADnhpLi4+Mt5iZiNBBC4OPjg4KCAosubFiyZAnviSeeWEEIeYpaWfyux6NrvZ8Rc2GR7g1CiFwoFAZb8oefUorS0tJJUT3QGzpyc3Nj2pR+MacnhlKKvLw8nDp1CjNmzICHh0ffxeJ4Rhn0eiOMRhNe3vTHiNdW29lCyOOCAlDaSVHb2YZPc1Nxor4SByuLsTE9CaWtWrTodDCaTKAUaOvuHtbaBadroevWQ9etR8GZhFy5rRhcLgdcLgf2dj0XZDupCCsXx+OaeWF4ZN3lfcdLpSKEh7uDy+XAz18FR8eRl8fzeNxBxcvWzw9i+XVv45svD4947fNRqVRISEhAdXU1jh8/DuN5Hq2RYsnipZfeUFJxcTHTpowZtVqNxsZG6PV6pk0ZELlcjpCQEAkAy73QsAyKRXpgbGxslq5cudKi5wbU1dVBLpdDIBAwbcqY0Ov1yMrKQmxsrEXf9ZnDE2MwGHD8+HHY2Nj0e5d7zfwIbP7qIEABAX/kX41Xr5uPn07mwMNejhkerpj943uo7GiF3mQETABMBJ/nHMcPC/6F/x3aBxdbW1wXMLz5Uv9aHIvcgp4RAh5ujrjy1ncQ4KPEvTfPhtFowjUX/3MOvuWaGRccTwjBy6/ehKamdsjlEnA45v1ba5va8cWHf8NgMOGT9/Zi/tXTYWs3Nm9erzemqKgISUlJiI6OHlXfGGsQL70EBgbi4MGDUCqVFm/rYBBC4OrqirKyMnh7ezNtzoDccccdjidPnlwH4HambRkRtCeXbqpjkQJGJpOtX758uWXFMs7j9OnTZh9uyATZ2dkWGTrqj7GImI6ODqSmpsLT03PAnKVblsRBKOAhN78a/74pYcT2lbc1461Th0EIwecOi1Hb2d4jXs5ACdCi64KrnR3em3/1iNbWKOX4+PUVAIArb30H2pZOnMypwOKFkYiP9EanXo/k0nIYBzmrEULg4DCw52Xf7ix88MYfCA53w0PPXAcub/gOWhsbIcQ2QnR3GyAS8SESm0fYE0Lg7e0NW1tbHDlyBBEREZDL5cM+3prECzC5Qknu7u44fPgwvLy8LPZ1LFiwgBBCFhFC1lNKx+bmY5lwLC6ERAhxUyqVSksNZwA9YwOMRiPs7IafQ2CJNDU1oaOjw2JDR/0xWDjpVF4VHv3v1/hma9I5ybENDQ1ITk5GSEjIoAnXhBDceE0MnnzgKri7jrx6/4OMo6juaENVeys+zkzDxsRF8JU5gg8uOITAQyrHh3OvG/B4Sim++uIgnnrse5QUD9ySfZqvCmJRT+M3DxcHUEpx/Tdbcfsv23GqoR7twwxLnc/bL/6G+rpWJB/Kx8ljxSM6ViDk4b0v1uDuB+bj3c9uM3sjPGdnZ8TExCA9PR0VFRXDOsbaxEsvvaGk8nLzlKszhUAggFwuR11dHdOmDIhQKMTcuXOFsMLRAuwsJAv0wNjZ2d102223WW4bRwDFxcVWn/tCKUVOTg6Cg4Mt9u5oIAbyxDz56Leoq21F+vESBIW4IiTUDSUlJSgtLUVcXNy4e5kSNB745XQeACBe7QYvGwf8uuDf0FMj2vXdUNoMnpN+NPk0tn6ZhK4uPcrLG7D50zXnPE4pBSEEz/93EdIySuHh4gCNUg6DyYS8+vq+Uu2qtlb4OjiO2H5PH2fk51YBFFCPQsA5K+wwb0H4iI8bLhKJBDNnzsSxY8fQ0tKCadOmDfjZtVbx0ou/vz+SkpLg4uJi1S0avLy8kJeXZ9Ez4latWmW/d+/eNQD2MG3LcKFgO/ECFuiBkUql/1q0aJHFCateTCYTamtrJ3RWz3hQV1cHoVAImczih3z3S3+eGLFYAMIhoJRCJOIjIyMD9fX1mDlzfHq7nI+nxB5CHR8yowhb0jKw8MsvMO+zT1HX3IG/0gtxunbw8myRmA9KKTgcApHonxAMpRQvPv4D5sc+ixce+x58Hhfxkd7QKOUAAB6Hg7tj4yDh82EnFMHbfnS9H597cxkeePIavPvlGqg08lGtMd7w+XzMmDEDlFKkpKTAYLiwi7G1ixegxzOgVqutPqFXJpNBp9Ohs7OTaVMG5KKLLoLRaJw9GSZUTzWIJVWPEULs/f398/Ly8ix2GlhFRQWam5utOv+FUooDBw4gKioKEolF50oPiV6vx5EjR+Dr6wsuR4JfdxzDtEANBKJW2NjYDHqXbm5W//wj9hQVgeCfBDsRjwe7Fh50nQbwOBzseeQ22IqEA66xb082CgtrcM11MX2VQtqmdtw8/zUYjSZweRx89ct9sB+gimjfvn2YM2eOmV+ZZVJaWoqysjLMmDGjb5bSZBAvvRgMBhw4cAAXXXQRY7OizEFpaSk6OzsREDB0uwCmuOqqq+p/+eWXyymlx5i2ZTjY+Gmo/xvmb2GTfuX/0iil0WZfeJywKA8Ml8udv2TJEos+6xQXF8PDw4NpM8ZERUUF7O3trV68AOd6YoymdqxYmQieoBm2trYIDAyc0PDYHE8viHg8CHk8zDkTYpzm5IT29m50G4wwGE1o7Rq8OducS4Kw6raLzylztrUTw8XdAUIRHxpXB9jYivDBVwfw7Ju/ob6xbTxfkkXj7u4OT09PJCcnQ6/XTyrxAvQk9Hp6eqKwsJBpU8aERqNBZWWlRY9KWLZsmaOTkxM7G8nKsKhQjUql+vfixYst9qra21nSmi/8JpMJBQUFiI+PZ9oUAEBHuw7VVVp4eDmPukFar4hJSkrCqVOn4OrqCh+f4U1tNif/Co9AlMYFIh4PXvb20BkMEHC52O6fg0/2p+LqyCBo5CNP/OZyOXjni7UoPFWF1LRiPP1/PyM5uwx6gxHalk68+vj14/BqrIPeHJGDBw+CUoq4uLhJIV568fDwwP79++Hl5QWhcGDPnSXD4/Hg4OCAuro6i82FmT9/PuHxeNcDeJBpW4aLBevBCcNiBAwhhO/i4hIeHj5+SYBjpby8HK6urkybMSZKSkqgUqks4mTY1tqFVUs3oaNdh+kxXnjm5dHfAHG5XAgEArS2tjJ6AQt0/if6KTwzDHJRVBAWRY0t5CgQ8nDseCm2fpWEbi5gkHJBCEFmYz1m3PEmbrpkOu5bnIiWpnZcHfQw3H0VeGnLOthILXuSuzkQi8UwGAzg8/lWHWrpDw6HA19fX5w6dQqhoaFMmzNq3NzcUFxcbLECRiaTwcXFxZYQ4kopte7yrymEJYWQZs2dO5dnqXlUlFJUVlZCo9EwbcqoMRgMKC4uZsQ70R8lp+vQ2dENnc6AtOTTo17HZDIhLS0Nzs7OmDNnzoRNse7fForP/0zFK9/tQ1ObeRMXu/UGUErB1ZsQ7qXCFXOD0aLXwWA04YvdaTAYTWioaYG+24CK4nocP2TZA/XMQW/YKCEhAQEBAX3hpMmEi4sLmpqa0N7ezrQpo8be3h7Nzc1j7qg8nixbtkwmkUiuYdqO4cLOQrIgAaNWq/910003WWz5dEtLCyQSiVXf4RUWFsLd3d1iXoNfoBpePgoQAiy+OW5Ua1BKcfz4cchkMvj4+EzIFOuqumZs/TUV+SW1Fzy2MzUX7/6ahG1/n8DTX458HMFgLL05HldePR0LFobj+Sevx723XgI7GxHEAj6CPZXgcTmwsRVBKOaDwyHwDTGvt7C2oRVvfroXv+zJNOu6o+X8nBe1Wg0vL68Bq5OsFUIIpk2bhtzcXKZNGTWEEKhUKlRXVzNtyoBcc801AplMtoJpO4ZDz0R7VsBYRAiJEEJUKtVlllw9UVZWZtXhI51Oh8rKSiQmJjJtSh8CAQ9vbl4Jk4mOurV9Tk4OxGIx/P39+343XgMggR7BtOrxLWjt6ALvOw5+fPM2yM/MIfrpYCY++j0FRqMJoIDRZBp0neef+Ql/783BpZeF4L+PDNyZl1KKzz/aj5SkAty6Zg5iYv/xoH3/9AoUVTciwLUndKV0scdLW9ZBobGHfBTzjgbjkVe2I6+wBgIBFypnW0SHMpfMPlDCrouLC4xGI44dO4aYmBir63E0EM7OzsjPz0dzc7PVtj5wdXVFdna22YZzmpszeUYehBAppXTqZsdbEZbigQkMCQkRWEJeRn9QSlFbWwulUsm0KaMmPz+/p9TYAidnj1a8lJeXo62tDYGBgRc8Nl6eGKOJorW9CwaDCQaTCaXVTQCAptYOvLD1L5TXNcNoNGFhbCCe+tdlA67T2NCGA3/nwmSi2LM7C83ajgH3zc+rxrdbj+BUbhX+9/j35zwmFQsR6qU+Z3aTf6ib2cULAOj1RlD0ZA7qDQOLs/FmqGojd3d3SCQS5OXlMWDd+EAIQVBQEHJycpg2ZdTY2tpCp9NBpxu8Eo9JrrvuOhGHw5nHtB3DwUSJ2TdrwyIEjEwmu+7mm28eXfetCaC+vh6Ojo5W2xGzs7MTDQ0NVu1BOp+mpiYUFhYiMjJywLvs8RAxPC4Hz9y1EBq1HHoewbpXvsOBE6ch5PPA43HB4xBI+AI8dtNcONoNXK0ml0ugUsshEvHh4uoAqW3/ybZZJ8uw+Z0/YTQYwedzYT/ILCMA6OrU46Vnf8bRI0OX3v74/VFcdcXL+O+GrdDrh85NeG7DVbhsViBW35CAuAjPIfcfD4ZbKh0UFAStVovKysoJtG58sbe3B4fDQUNDA9OmjBoXFxeL/ptcd911tmq1ejnTdrAMD4sIIUml0qsvueQSy3MNnKGsrMyqe78UFhbC19d30rjTu7q6+i5iPN7gH+HxCCddPMMf+0+eRumhbBhNwJ60U5gV4Y3PHlyKg5lFmBPuAz5v8I8zl8fB+x+vRtHpOnh7KwYsIX9sw1a0t+nA43Nx3dIZuHbJhZOme9HrjSgva8DunQXY91c2tvx4N+T2A4uojz/8G52demRlliMrsxwR0y/8jNe0tGH9V9uhMxjw1tIr8cRdCwZ9XePJSPq8EEIQFRWFQ4cOQSKRWG3Y5XwCAgKQk5MDR8eRj4qwBFxcXJCamgovLy+mTemXmJgYGI3GGKbtGA5sGbUFeGAIITxCiKelCgSTyYTm5mY4OFisg2hQDAYD6urqrH70QS9GoxFHjx5FaGjosPvxjIcnZvEl4RAL+RAL+Vh8cU/pv6+LE269PAaequF9VoRCfk/XYOHAIkwo5AOkJ8y28OpIODoNPk9pJASHuEAk4oPL48Ddvf8L4ueHjyGnqhaFtQ14bfdBvPDbPmzck4Ruw8RWk4ymSR2fz0d0dDSOHz9u0WGLkSCTyWA0GtHWZp0pGiKRCBwOx2JHC/D5fLi7uwsIIRbvrmaTeC3DAzM9Li7OYt+5hoYGODg4WK33ojf52FrDX2dDKcWJEyfg6uoKJyenER1rbk9MsLca+zbdCWD0OTzD4ZVNy7FrxwlERHtC7TJ4kR6fz4WrmyMuXyjB7EuDBvW+AMAzzy/BH3syERighsMAOTPT1M4Q8LggAKqaW7EvrwhcDoGtUIAVCVF9+6WkFeGpF7bDwV6CN19cCschQl0jYSwddqVSKYKCgpCamor4+PhJ8T3w9vZGUVGR1faFUSqVqK6utlgvzNVXXy1NS0u7GMAXTNvCMjiMf5tlMtnlV155pcW6N6qrq63We0EpRUlJiVWHv86msLAQPB5v1Cc+c3tiOBwyYvFiNJpQXtE4rJwTAHB1d8Tq9ZciOvbc3j2ZGeW4/to3cevy91FX19r3e5GYj/88ehVi4obu9fPulgN4/Yu/sebxr1FS0X9exVXhgXj1hoWY5esJUDpgO/jNnx9Ae4cO1TXN2LPffOW+5hgPoFAooFKpcPLkSbPZxSQqlQr19fVW2+/G0sup586dK1ar1dcxbcdgUJjf+2KNHhjGBYxUKl108cUXM25Hf1BK+xJ4rZG6ujrI5XIIBIKhd7ZwmpubUVVVNea7zonoEzMQlFLc98BWrFz7MW5b/wkMYwjDfPLJfmi1HaioaMIfv2eMao3DaafR1d3THC/z1MDvxfYT2diTdxoFdU2Y4e2G1RfF4KbYiHP2iYvxhlDIA4dDEBJonjJZc8428vb2hsFgYKzBoTkhhMDNzQ2lpaVMmzIqJBIJuru7LbZXT2RkJAwGw8DJZiwWA6PCgRDC43A47u7u7kyaMSCtra2QSCQWWXo8HE6fPg1vb2+mzRgzJpMJ6enpCA8PN0sIgCkR09WlR2Z2BfR6Iyortag9y3MyUiIjPSAU8sDncxEUNLru0KtvTICAz4XK2Q4XRV/osfH09ERoaCi+/O/dKPjwFQAUc/y9cOel8RCcSVLetWsXAgIC8PxTtyLUpx6fvb8KgQGj91iuXbsWhw4dMvtgRkIIQkNDkZubOynyYTw8PFBWVmbRAxIHw9nZGbW1FzaCtAT4fD48PDz4hBA3pm0ZDDoOm7XBtOdjelxcHNM2DEh1dTVUKhXTZoyK9vZ2GI1G2NmNfHigpXHq1Cmo1WqzvpaJEjGdXd1IzylHR2c3xGIBZs8KACFASJALVMrRV8bcvGwmXn3tZrz3wUpMj/Qc1RrzLpqGvVvuxZY3/g2Zrbjfffbu3Yu8rEzc9PTrQLMR7395ADnFNQB6EqrXr1+PnTt3Ijs7G3/u/hVNDRWjfUkAgOTkZEybNm1cpkoLhUIEBAQgI2N0HitLgs/nw97eHnV1dUybMiosPYx01VVX2XK53DlM2zEgbCdeAAwLGLlcfoUl57/U1NRYbfO60tLSSZH7otVqUVdXNy7zm8ZbxBiNJqx68Ev859nvsfy+T2EwGPHko4uw8+f78eqLS8eU/EsIQWCQy4DVQ+bEUWoDYTMFr4Wiu9uIA+k9PWZSUlLg6+sLb29vCAQCLF26FD///HO/ayxZsgR33nknLrroInh4eODgwYNYvnw5/P39sWrVKgA9XZW9vLyQkZGBGTNm4Ntvv0VUVBTCwsIwa9Yss7wWjUYDQohF9yIZLh4eHigpKWHajFHROxvJUj1Ic+fOFVl6HgwLwwJGIpFcPWfOHIv0wOh0OhBCLGJq80gxmUxWnXzcS2/oKCIiYtyqR8wpYuhZSa6UUjQ2d6C8qgmdOj3qm9rQ1NzTbVco5FtFVRshBJdddhmioqJgo80Fn8uBWMTHJVF+AICKigq4uf3jZXd1dUVFRf8emIyMDHh7e+PgwYNYsWIFVq1ahRdffBGZmZn44YcfoNPp8MMPP8DPzw8zZsyA0WjEiy++iKSkJJw8eRI7duww2+sKDQ1FXl6e1YeS5HI5Ojs7rfJ1EEIgl8vR1NTEtCn9YhV5MGwMiTkBc6b/i4el5r9Ys/elpqYGTk5OVpu700teXh40Gg1sbc3X+6Q/zCFiCkvrMX/1Jsy7dSPSc8pw5/++xaI734dSIwOfz8Xci6bByYylxb3U1rXg/oe34eGnvkdL6+C9NXbk5uKSjz/GM3v3DuvO99ChQzh27Bh27tyJP3d8h2eWhOHP19fB98zcpf7W6E+YdXV1QavV4t577wUAiMVirFq1Cmq1GgKBADY2Nujo6MBPP/2EtWvXwsbGBlwuF52dndiwYQNSU1Mhl8uHfjOGiUAgwLRp0yZFKMmak3ktOYx0Jg+GZw39YKYyTHo/Aiy5j0FdXR2cnZ2ZNmNUTIbSaa1Wi/r6evj6+k7I841VxGzfcxItbV3o6OrGpz8mIyO/EhRARX0zfvv0Tjx214Jx8bp88Ml+nEgvQ0pqEbZ9l3LOYyZK8UX2cbx0dD+0XZ2474/fUNTWhC8yjiNrGAmUGk1PcrBCocC1116L9BPHzpm55OrqirKysr6fy8vL+445m6ysLERGRvZ50dLT0xEbG9t3jFKpRHJyMgD0hQptbGyQmZmJhIQErFmzBps2bRrJ2zIkarV6UoSSer1elhqKGQwnJyeLHotwySWXSABYbFdea86BIYTcP4xt7VDrMOmBiZo9e7ZFZphSStHS0mKV7cc7OzthMBisOnmXUoqMjAxERERMaKhlLCImPsILQj4PAj4P82YGwlUph4DPRXiAC0SDdNodK2qlDHwBF3weByrFuZ/Xnwtz8FzyPryfcRR37/0VJkJBCYWemCAdorS+vb0dra2tff//448/EBIScs4+MTExyM/PR1FREbq7u7Ft2zZcffW5U7UppTi4LwlBgcF9vzt58iTCwsIA9Hh5VCoVOjo6cOmll/btk5+fD4lEgqVLl+LKK69EV1fXyN+cIegNJVlqOe9w4PP5kMlkFi0EBoLP54NSarH9bOLj4yVKpXIO03YMBKXm3yaQBwBIAdgOsm0YahHGOvGq1epLZ8yYYZEJJh0dHbCxsbGKPIXzqaystNqhjZRS/PTdUZSXV2B6tHrcQ0f9MdqOvXERXtjy+r9hNJrgqpJj3kXTUF3XAo1SNuDn6I9dJ5GTVYElN8VBoxm8yy4AVBbVYNfXB+Aa4AyPIBW6uroQMk0A51XB4BDAaChBWxsXBw4cAOFxkVlVijkiOzQbjXAyUjiIBajXd4EDDoa62aqpqcG1114LoGccxc0334wrrrgCALBgwQJs3rwZGo0GGzduxOWXXw6j0YiVK1ciODj4nHU+en473nrlUzjbuqLuP1rY2ovQ2dkJe3t7aLVa/Pnnn7j44ouxZ88eLF68uO+45557DklJSZBIJAgODsaHH3445PszUgQCAdzd3XH69Gn4+/ubff2Jws3NDRUVFSPuTm0JODo6orGx0SLD9VFRUeDxeBcxbcck5QtK6TOD7UAIGXJWDGHK9ajRaHJzcnICLNHLUVJSAr1eP2HhC3Ny6NAhREVFQSTqf7qxJXPyRCkefWAbrl7sjtTDWrz/2e2M2aLX63HkyBH4+vqOSzJ0VkY5Hrx/C7q79XB3d8JHX1zoLW1vb0dNTQ0aGxvR2tqKwpPlqClqQmt9F66//TL4BLlDJBJBIBCAw+GAEIJ9+/YhMTERW7OO4eMTyRATApVAjNnOrqhtbICYcNBgMMBTqcKi6dGws7MbV6H+rxlPoqG6GSKxAPe+vBSzr44EcGGTusjISCQnJ4PP54+bLf1hNBqxf/9+JCQkWG3DR5PJhL///htz5syxupuu6upqNDQ0XCB8LQUXF5eayspKNbWwGJ3Qx4W6Pn+H2dc9vfSxNEpptNkXHicYCSERQrg8Hs/eEsULANTX11vl3Ux3dzeMRqNVihegZ5aPf6AdyorbYDKN/aNJKcWJ1CLk54w8z2G04aSS8gZ8sOUg0rPLB93PRHvS/ikAo8nUZ29jYyOys7Oxb98+ZGRkgBACf39/dFcL8P3zh3Fwaw4y9pRAzJPAwcEBNjY24PF4fQKGEAIulwt/hQoVpm6cNnVD7eaKw+jAxtYyvNJcgl/a6+DjrMCpU6ewb98+nDx5ErW1tTCdscOcXH/bxeBwCGztJZg+KwBA/x12jx07NuHiBQC4XC58fHyQn58/4c9tLjgcDuzs7KDVapk2ZcT0emAsFU9PTwLAOl3aVgQhJI4QsocQcogQcu1wj2MqhBQQFBRkkbcK1pz/Ultba5Gu2OHiF6DEnHkeqCjmYv09sWNeb+vHB7Dt04MApXjkhSWImzWyMMFww0mtrZ348rODsLMT48u/TqCtrQtf70jF15tWw8m+/8qj0DA33L5+HrKzy3HD0lgUFBSgvLwctra20Gg08Pf3B4/3z9dTrzOAL+BB322Au78aIXF+F6ypNxrR2NGJbaknsTgyBN9fuQw1HW2Y4+qFv8uLsKvkFEwAamk3KrjADTExMJlMqK+vR35hMX7dfQClDTosvWoOAryG393XaDRhz59Z4BCCi+cGn9Pf5trb5mDhLQngCbjgcDhm77BrDtzc3LB//350dnZCLO6/oZ+lo1KpUFNTA3v7oUORlsTZeTBMCNihmDVrls3hw4ejAJQNufNEQoEh48AWDCFERSk9uwTtfgBXAyAADgP4cTjrMCJgziTwTnyCwzCw5vyX6upq+PldeGGzFoqKihAY6IerrjJP6C7rZBl0XXpwOAQFuZUjFjDA8ETM26//jv37ckA4HHQ68HvOLZSiu3vw5NC5lwfC3YuLktIcuLu7IyEhYcCT+BXLLkJteSOaaluw8rH+b1De3Z8MXksr3j/+N1q7dLjtohiEoEfQSgQCcMGBASZQAHvLTuOGaaHgcDhQKBTYvCMdv+0vRYCrBGmpqWht6BFRw0kG/3pLEr76/CAAoKGhFTfcFH/O4wJRz2uyRPEC9JR+BwQEIDc3F9OnT2fanFGhUChQUFCAadOmMW3KiLHkPJiZM2dKFQrFbAA/MW3LJOM9QkgagJcppV0AtABuBmAC0DLcRRgJIZ1J4LXIOIe1ho9MJhNaW1uttvqou7sb5eXlo5403R+3rrsESrUcnr4KzL8matTrDBVO6mlg13PrcN2cUMyI8MT9t82FRinvd73u7m5kZWUhJSUFCoUCs2fPhre396B3oDw+FysfuxYb3loBe0X/f+Omjk5Q2hOSOq1txKtHDuJIRc+NY4zSFVd4+oMLAgmHj7Xh5/bomh7gAg6Pi/zqLkgVXn0dcY8dO4aOjo5B35/a2hYYDEboDUbU1vZ/7rFU8dKLUqlER0cHWlqGfe60KPh8Pvh8/pB/K0vE0dER9fX1TJvRL5GRkeDz+eZpA21mrLkKiVJ6DYATAH4hhNwC4F70iBcbANcMdx1Gkng1Gk1OVlbWNEt0dx4/fhyenp5W54qtq6tDVVVVX3mqtZGVlQWpVGrR/WsGSuxtbu7AZx/vh0xmg2XLE8Dj9d9A0GQyobCwEOXl5fDx8YGbmxsIITheUIEnPt0FtaMdXrv9akjFoyvOa+roxK+//4HjJj72NBahuasLAi4Pe5evhFr6j8OzurUVt373A1p0Ory76CqEn3ktOaerQQEEeffM/6KUora2Frm5uXB0dERAQEC/IqupsQ0v/98vICD4z8NXwt7+3OIBSxcvvTQ0NKCgoKCvR421cfr0aRBCzHoTMBHo9XokJyfjoossr+CHUgoXF5faqqoqlSUl8gq9XajL/9abfd2iZY8OmcRLCLkCwJsAuAA2U0r/77zHZQC+BOCOnijPK5TSTwZYiwvgDgALATxHKT0wEnsn3ANDCOFyuVxHSxUILS0tVunFsObBk3q9HnV1deivK3NzSyf27c9FXf3oJzcbDSa8+Nx2/PuW93EsrWjU6wzkiZHJbHD3fVdgxcrEAcVLc3MzDh48CEopEhMT4e7u3hemfPmbfahoaEFGUTV2peYN+PyUUnS0duK713/B/u+OXNC8zN5GDFd7GV65bj50BsOZzuAUuvP6nHybkYnCxkbUtLXhvzt/x39+3InrPvwKjdD1iRegJ7SiVCqRmJgIW1tbHDx4sN8JwvYOUjz/0lI899KN6DQakF1c3WebtYgXoMcT0OvJtEYsubPtYPD5fBgMBotsxkcI6b2pcmHaFkvgjOB4B8B8AEEAbiKEBJ2323oA2ZTScABzALxKCBGct87VhJCDAPYAyASwFMC1hJCthJBhD75jIgfG08/Pz/I+qegpqQRgdS34KaWor69HUND5nyProLS0tM8bcTYmE8WaOz9Fc0sn+Dwuvv5iHWzEIy91PZpSiAP789DVpcfLL/yCrd/dNWpbR9onxmQyIT8/H7W1tYiIiOhXHAd5KFBS0wgTBXzUjsgoqkJLexfigzzB4RB0dXbjP0vexunsSrhqbFF+vAAmowmKR5zwyJd3Y9qMf3KGDCYTOvUGfHTVtXg/7Siu8PWHp9welFJUNbfCSSpBuFoNAZeLboMRRXVNOF3VBJiA+77/FSkPXFia2XsSVygUSE9PR1VVFYKCgvq8MccKytHU2gmFTILbX/seALBsbiRunhNsNeKlF29vb5w+fRrh4eFMmzJibGxs0N3dbbEJsYMhkUjQ1tbGSO+noYiPjxcdOXIkDMDgpYUTCmPTo2cAKKCUngYAQsg2AIsAZJ+1DwVgS3pO6FIAjQDOTwj8H4B4AGIAv1FKZwC4nxDiB+A59AiaIWFCwPiHh4dbZP6LtXpfWltbIZVKrU54AT3iq6ysDAkJCRc8pjcYUVffCpOJwsg3obm5Y1QCRqmSgVIKoZAHV7eBh5+nZJfgu33puG52GOKCPQfcb7gipqurC6mpqXB2dkZCQsKAAykfvulSzAr1htLeFnXaNjzw3i8wUYqrZwbjsX/NRXZqESqK6kApRUVlCwzdBoBSVBXW4JWVm7A58zUAwHtHUmCsq8eGTR/g8yXX4dNF1/c9xwPf7sQf2flQ2Erx85234IdlN+HfW39AXWs7CAh4HA4Utv1XTBU1NeGj1FTM9/fHzNhYlJWV4dChQyByFX45XoD96afBBUGwuwomE0W3wYjswlKckOvPES81ja3o0HXjl0PZMFGKNVfHQyz850Lb3N4FAsBOwtzpQaFQICcnB93d3VbZF0ahUKCurq7fkQ6WjFwuh1artUgBExoaaiuRSIIA/Ma0LROAEyEk9ayfP6CUfnDWzy44tyKrHMD5MdeNALYDqERPR90bKaXn92hoRo9IEQPoc+tSSvMxTPECMCBgbGxsgkJDQy3vU4oed7c5h8ZNFNYcPqquroaDg0O/d4xCAQ9rV83BN9+n4JI5QVApR1fa7uWtwOtv34LionrMSgzod5+Wji7cccZ7sOdYAf56Yx1k0oFLaocSMVqtFsePH0dISMiQM7W4HA5mh/V4Tf9My0e3occTuP1gJh65+VJ4B7mAL+SBmijCYr1x9OtqGLp79hHb/WPjdxlZuMZOgnZdN2769Gv4ix1QU9+K+6+ahT+y86E3mtDY3oFTNfWY7q7Bm9csxDO/74XGzhYJnu5wkklw3VdbMMfLC3fFx/V5xK747DMYTCZszcjA7ytWwNfdHR0mDv4+lISisgZ0USM4esBITdA42YFj6sb8IIdzxMuRrGJs2Pgz9EYTCAAOh8BkMuG+G+cAAA5mFOE/7+0AIcDbd12L6IB/plxPJIQQuLu7o6SkxCor+lQqFYqKiqxSwFRXV58z3dxSCAgIIA4ODpbX3G184hj1Q+TA9Of2Od+Sy9GToHsJAB8AuwkhByilZ2fIXwvgJgB69FQfjYoJFzAODg7RAQEBFlmjrNVq4enpybQZI6ampsZqEw+Li4svmLFzNjdePwM3Xj/2qfb+AWr4Bwwc7mnv0J3zc522bVABAwwsYioqKlBQUIAZM2ZAIhmyG/Y5zJ3ui092poBSCg4ITJRC7ijFJ/seRW1FEzwCVHiwtArZSadATRR3bVzVd+yKqOlozj8FADDqKfLaGsDTAa//chDXxYbg29QM2AqFePbL3VicEIabZ0/H8/PnobRRi7mBvoh97z20dnfjVH09LvbxRqhSCZPJBMNZDe4ya2rQ0t4FDuVga2YtrvZ3gFIqRGUrwUM3XgKFlN9v2Gh/+mno9D2iixACDsg5IcNfkrL7hNvvqXmMCRigpy/MwYMH4evra3XtFHo9GZRSq7JdJpMhL2/g/C8m8ff3h8lkCmTajnOgYCqEVA7g7C+nK3o8LWfzbwD/dybpuYAQUgRgGoC+abOU0noAb4/VmAlP4qWUBlnq3BFrDCHpdDoQQqzS3b13fwbSThRj5fovx5Sk24vRYMTjd3yGa2Y8hW8/2T+iY9VOMiyICwSfxwEXBMuf/Ap/pgx9Qj0/sbeoqAilpaWYOXPmiMULAEzzUOLxZXMR6++G1+5aBB635ysqsRPDK1ADDoeDZ7f/F/e9vxZvH3ke/pHefcfeEhkBT7kcgi6AUICrBziEIMJTjaeuvhR77l+Flqp2FFY34uUf/sa+nNNY/vG3ePyn3Xjgu51wtLEBj0NggAnCM+FIDoeDG0JCwCUEQc7OePuPw1j15Y946JffsfKyOHydWQdnMR8RKgHsRWTAnJdrZoVCKhZCyOdifuw03Dw3EmsXzfzn8YtCQDgAOD02Mwmfz4e9vT3q6uoYtWM0EEJgb2+PpqYmpk0ZEQKBAHq93iITec8kdw/uRp06HAXgRwjxOpOYuxQ94aKzKQVwKQAQQpQAAgCcPnsHQsixoZ5oOPtMuIAxmUzOlthnxVoTeJuamuDgMHBehyWTmpaFjBwtmpo7sP/wqTGvdyqrAhmpRejq1OPzjX+N+PhnVs/HmoXxICbAYDThmz9PDOu4XhGTkZGJtIwc7CpoRn1rJwxGE97/9hCefncnahuHL9CuSQzFO/cvhq/KCSbThSd0sVSMectnw3f6heWyUqEA3628GdJODogRELVRLI0MBQA42NqAUALQngTpvRkFIAA69QYU1Dbg88XXQywRAHzg9p3b+0YcvHDZZTh13334+NrrUNPajk69HmXaZlwU7AmjgeKnrDpwqQn79h+Em09Avwm7/m7O2PvWHTjwzt14ZvV83LV41jn5L7Y2QggFPQ7hHw9nDvu9Gi88PDxQUlLCtBmjwtLb8w+EVCpFW1sb02ZcACEEtra2PEKIZbVppuOwDfWUlBoA3AngdwA5AL6hlGYRQm4nhPQOr3sWwExCSAaAvwD894zH5WwCCSEnB9kyAAwpFCZUwBBCxFKplGeJrk1rbQLX3NxslXk7JpMJPp5SlFR0gcshCA8Ze8jAxcMJPD4PIrEAgWGjWy8hzAtCPg98HhdXJ/4T2urW6fHY3V/i5iteQdLfuRccV1FRgW5KUK1txamiUjz86U7sOpiNLTvT8HtSLp778I9h22AyUdz58BYsXfsB1j+0pV8RMxhBbkpcrHCHpMYEbpsJmad6PLx8Lhex3m7gUwIxuJgb5IsEP094OdnjmUVzweVy0KHvhs5oRGmzFm3d3X1rHiwuwa95ebgi2A8CLheLwoLgrXDELRdHwsvBBk4SAbIq2/DL3gvLuwFAp9OjqLxhwDtsV2c5BDwexEI+gj2Y78gql8vR0dEBnU439M4WhlwuR3NzM9NmjJje8JclcqbDsfVN9x0HKKW/UUr9KaU+lNLnzvzuPUrpe2f+X0kpvYxSGkopDaGUftnPMtMAXDXIdiWAmf0cdw4TnQPja6mtrltbWy0yA34otFqtRSa+DUVDQwN8vN3w3uvxsLMVwcF+5OGW87GT22DzjvtQWliLaeEDvydNbZ3Yl1GIcC81vFWO5zzm76HAb2+sRbfeAHu7fzwJKYfykXGsGF2derzz4q+In/3P57i6uhqVlZWwUXrg2z9zsTjEGdU6LgR8Hgh67uB6vQvDobmlAzn51TAaTcgtqEZTczscB5ipNBD/vjYe2YXVEAn5WHTJP80NX117FbYnZcPFyQ6zQrzhLJMit7wWAUpnSEUCLAoIxPZTuQhXqFDZ2gqZSIRjlZVY+9PPMFGKSI0GkXIVfvk7C6ZWIx66Mh5e/HZs2ncaTR0G3JYoQ2Fh4TmT3Lt0eiy791M0tXQg1F+DN59ccoG9MokIPz61AgWVDbATC7Hl9zQkTveBq0J+zn4GgxFPP/UjsrMrcPu6SzFv3sD5U2OBEAJXV1dUVlZaXWM4qVRqlb1sbG1tLTb0FRERIdm+fbs/gAymbfkHy3MEDBdKqVncmxMtYPwjIiLGfqUaB9ra2qyu+y7QM7vJGgfQVVdXQ61WQ6FwHHrnESB3kEDuMPgFZ8Ub21DT1AZCCH554t9wsjv3IykRCyA5r1zb3csZlAIiMR++0/6p8GhpaUFy2gl8fKgMIV4uWHflRaioa8KlHgTTPO1w182JqGloxbKFwy9ikMtsEBHihuMZpQgLcoGDfORfmSAfFX59d90Fv7cRCbD04ggAQGmdFre+9jUA4LuDGfjygZvw0qWX41BJKU5W12DxN1ux79ZVqGtvByEE3QYDKppb0FraDgrg+KnTOHZchEvnzILA2RP1LR24NiEYJ46lwtbWtm+2TXm1Fk0tHdB1G5CaWQqTiZ4z8LEXe1sbBLnzsOD+96E3GLF5+xH88ebt5zQHTE8vxbFjxejq0uOdjbvHTcAAPRU9J0+etDoBw+FwwOVyra4fjFQqRVmZZc1M7CU4ONjGwcEhHMD3TNvSh+WlC004Eypg7O3tw4KDgy2yo1V7eztcXa1ranpXVxeEQqFVVRsAzDfeq2psRbfBCA4h+Gh3Ch68bs6Q76G7lzM2frkWFaUNiJ7Z413o7u7GsWPH8PGBYpQ3dqKh5TQWzwnH0tkRfWMHZgb7Qq2OGJF9hBC89vQStLZ1wVYqGre/b01TKwgh6OzWo7xe2/f7ho4O6E0mCLk8tOh0mOvjg8UhwciprcVDiYl48ovdMOk6sSRIidgzlVZXzPjHIxUdHY3Dhw9DJBZDZmcHT1dHTPNRIj2nAtddFt6veOmls1sPvcEIvcEESvXQG03nCBhXVwcQAohEfPj5jW/rAIlEgu7ubhgMhnMmg1sDMpkMzc3NVjXXzcbGxmJnOfn7+0MqlUYybQfLuUzot1IqlU631N4K7e3to6oaYRJryn/p1hmw788sqDRyePrYQyKRMJYw/eyyy/Hol7tgMJrwY1Im5oT4IDbgwjEG5+Pu5Qx3r55iBEop0tLSMG3aNNgfqUJDmwEggItTT6+akXTsLa9qwr4jpxAb4QU/LwX+2puNrV8nY+4lQVh6w/iVx0f5umJhzDSkFVRgw3WJqGhsxu8nTmFD9EzsKDqFK3z94HMmQfyxi+dg36nT4BEOPr7tShw7fhzxcXH9fmfKGlrx5t58XF5eBw//YCyIDcamZ5bCYDT1VVUNhJNMgvtvmoOf92di6WWR5yT6AoBSKcPmj1ajuLgekZGe5norBsTZ2Rm1tbVW11fFGgUMh8M5MxjV8krA/fz8oNfrLat8dhJ4YAghdwL4ilI6qtjhhAoYk8nk0d+8G6bp/dIM1CnVUrGmxnsvPfMTkg/lAwAefPpSeHgx13jviqgAfPLXUZyqqAelgJA/8q9BcXExbG1toVKp8O59i3E4sxj+bs5QnJWrMhwRYzSasOahr9DeqcOn3ybhm0234YWXfoXRaEJZeQMSZwVAo5aP+rUOxpGjhShLrsTimQGY7q3B7KfeR7fBCAGPi12PrjontPbYL7vxS1YuXEVC3B3sjTkXXQQbGxsU1jZgf24RZk/zhreiR+z8nJSJ4sZ2pJZzUNZ8DJdGBkDI5w0pXnpZfEkEFl8SMeDjKpUcKpV8LC992KhUKhQXF1udgJHL5SgoKGDajBEjEonQ1dVlcWHxM0J9ZIloLMNBBeDomZLpjwH8PpKhmRN6xTYajfaOjubNeTAHXV1dEIkscrrBoGi1Wshko+tOO9GUlzVCp+vxUmibG/vyI5jirdsWYcWlUXj2X5cjwrv/i1NWZjmSDudfUAXU3t6OkpISBAb29LYSC/m4NMoPbuclnJbXaZFXVo/Y2Ni+PjEGg/GcSpz0rDK0tHXBaKQwmii69QbY2YnA53PB4XAglYxuMvVQUErxxPM/I/dUNT7dchivbtsHnd4ICkBvNKFN11OBZDSZsD03Fz+fyoGTkIur1Q6osbGDjY0NOrv1uOmdbXhj1yHc9M5W6PQ9406i/d1BOUBqZSscbXiorK4Z0pYjqaex//CpEVdcjTf29vZobm62yP4kg2Fra2uVibyWWkoNAAKBgEcsxTVEAVBi/m2iXwaljwHwA/ARgFsB5BNCnh/uQMcJ9cDweDy+pfz9z8Yaw0dATwKvtQzJu++hK/HGi7/Aw8sRcrkEQuH4XJiHi9LeFvdePWvAx5MO5+PZp38EIQTXXBeF29ZcAqDnYnvixAmEhYUNGgLLPF2F21/+FgCw7LIorL4yDr/9/hd+3F+Mpg6CT577FxxkErzx0R7ABBAOcGl8AFTOMrz39gocPJyP6eHusLMbnztRQghkdmJomztgIhS/78sGRwpQARDuoYKnc09C+1tHkrAxJRkuYgGWOCnweXkt3oiLBwDoDEZ0GwwwmEzoMhjQbTRCyOehoq0FJrueLsI8RxVKCvPhplYOmEey869MvPleT9+emxfPwIqlQ1ZPThiEEMjlcqvrt9SbyGtt+TsSiQTt7e1Djt9gAkdHR1pSUuII4PyeJixjgFJKCSHVAKrRM/TRHsB3hJDdlNIHBzt2wjwwhBChWCy2yC5xbW1tkEqtyzuo0+kgEAiGFStubmrHZ2/vxp87jjN2JxkQpMG7n63BTf+Ohkpt+XObiovqYDSa0NWlR35edd/vy8rKYGdnN+DF7HRxHVbe+Qmeffs3GE0UXd0GHMkqBp/Px9d/VyLaXw4nW4LDx4sAAD4ezhAL+RDyeLj2iggAgEJhh+uuiYKX1/iexN997V9Yc+tsXH5ZKEiHCSKtCQECGTavX9y3T3pNDVwEAtzorMDHtdWI9vJEjLsLAEBuI8IT116KUFclnrluHmxFPaL05xPZMFIKLoeD/2fvrKPbONO+fY3IzMx2yHaYmQtJygxpU8bd7rZv293ibhfa7ra7ZcYtJ6UUUkiKYXQYDLFjZpQMwpnn+0OxE8ckx6BRvl7n+CSWZp65JUszv7kxIDSApKQkduzZR2Zx556YopI67HYHVpudwuJawBlak+UT57+5h+joaMrLy91tRq8JDAz0uH4wavbAJCQkSED34+cHESH6/2ewkSTpj5Ik7QSeBDYBY4QQtwOTgIu73ZnB9cDExMbGqtIPq1bF3x29yX/5158/Zn9GATq9lsBgX6bO6Xyg4WBQWVnZFnpRM2edPZ6tW3MxGc3cevtpgLNbc15eXqeTs4UQlJbU89yrP5GXX41GryEg0Q+7QeH2C2cDMG/KCD7/YRcXzoxCsjbzwfIt3Lx0NnOnDScmKoi0YYMr7CIjArn8oimUVxnZvq+AphYrD117Jga9jry6WgK9vLl74kQ2bnfwdmUF4xISePGCc9qtcdHk0Vw0uX0p8/WzJ/PnT77H39vA6SOHUVZjZE9WLp9+sYVrT5vGtQvbl5Rfdv5kMrPLsdrs3LRsDjl5ldx533JkWeE//7y0X5oc9oWIiAhycvreKXqwaW0Mp8awfVe0emDUSFJSkgGIRS29YFR5Ne014cBFJ/aFEUIokiSd08U+bQyqgElMTFSlB8YTc2B6I2AsLTZkRUGHFovZPrCG9UBzc/OgebtkWWHH7gLCw/wZlhIJwNb9BTz57s+MSIrkn7efhV7X+UcyKNiX5164pt1jBQUFxMXFdTp36r9PfMuvPx1E9tLg5eX8Wj1y1RnMmnasodutl83mrLmjqKs1sWXjFnburuPHnw/y7ps39ddLPiliIoP47JVb2n5/dec2ntu2lTiDgXuShnH67LkMMZk4Y7hrjUgXjxnBwvQhaDUatBoNd72zCp29hRkJgaw7mN9BwISG+PHcv65o+/25V3+ixezMwfn8651uFzA6nQ5JkjwuHOOJibze3t6q7X6cnJzsh4o8MKcIKSeKF0mS3hdCLBNCZPa086AKmKSkJFWqBE8UMEajkbi4OJe2/fO/L+XtZ34gYUgEs093T+8V6F3Yqz94/vWfWf3LQYQQPPWPSxkzMp7H3/6RytpG6owtbN6bz7xJrl2U7XY7RUVFzJnTed7MxnVZ2GwOvLR6LrhkEpMmJjNxXFKH7RKiQzDVtfDdD+UsPj2a7MPqudvMr63nvR27+bUin3CNlouCwvjJbOaud1eg02hYOnEsD50+36W1DMdd6Atr67E6ZGbFBTMqoecqxNnTh/PNmr0gYOFcZ3+ZwsIavL30REW7J2m9tSzZk7wZAQEBqg3HdIVGo0FR1BE6PJG4uDhdSEiIeroaumcadX8z6vhfJEnS4gwfucSg5cAYDIa4pKQkVWacelrHSgCz2exyAm9sQhgPP30l195xultLxQe77PtgdjkWix0h4EihM+9uaFwYPl46FCGIj3LdloKCApKSkrq8A7/4sqlIkjMsc9Xl0zsVL62MTI/lsounkV8EZy1KVkV+hcls4ar3P+GjnXuhycwVYZG8X1fFN4dyURSBTZb55XC7gbLszSnl+kc+5Ml3fm4b/NgZS2dNQJIgu1FmuH/P90yTxiex4q1b+fDNW5g/O42vv9zJbbe8zXXXvsbu3QV9faknhZrn9HRFa18VT0SNdsfGxuLn5+dSdcxvdI8kSQ9IktQIjJUkyXT0pxGoAr5ydZ1B88CEhoYOj42NVa1kVGN11Il8tmIbX32+g8XnjCcu6be+NT3xh5sX8uhT3xAVEcjCOc47+X/98Vw27DpCcmwoQ+Nda/KlKAolJSVdel8Arrl+LldcNRO9XtvjZ0mSJK5eOpOrmdnWsRe6b3Y3UNQam/l24yFe3ZNBrbAQ46Pn0shI3q4ox+RQ0KFBORps/93M9k31Hnnle8prTOSX1jFzfApjh8eSkVXMmKExRAQfCxPec/Ycfn/mDAxaDRs2bMBqteLl5UVtQzOPvPo9AH+7bTHhx+0TFnrs/5s25WCzOpAk2LO7kAkTkvv8uluarfz8wwGSksMZO6FrsdmKJ4ZjAI+sRPLy8sJms7m9UvFEYmJikCRJNY3MJPVpPJcRQvwL+JckSf8SQjxwsusM2qdar9cnu+ME3ROyLHuEEGhutvLmK78gywofvLORex+e6m6Tek1vwl79wbhR8Xz69m3tHvM26Dljeu+SmCsqKoiIiOhwESguqMFY38yo8YlIkoShFwMbW+lNx96B4I5/f0ZBTT3GSEGCv4GLYiP42mTC6FAQssC7UcOc8cO4bsZEJsa375cTFRZArbEZRQjCg/xY9uiH1Jla0Os0vPXQlby5bgdxoUHcumAq3kebBSYlJVFYWMiIESN468ut7Mx0zr5564ut3Hf96Z3auPSqmRw8UIqvr4EzzxzTL6/77w9+xoG9xUgSPPXSNaSO7L5Rnaf2VWnNKfE0AdM6JkVNxMTE4HA41FFCKfDoJF5JktKEEFnAp5IkdRjRIITY5co6g/apFkJER0ZGDtbhXMZT8l+8vfQEBHpjNtsJCNCr7svtCp7ab6eoqIhRo9qFajm4p4j7b3vX2Sfmymnc8MczTnp9d4qYWmMzslUhWefFecmRmIPD+fLSCznvufcorzSi12u4YuyYDuIF4L//dz5rtmQxNCGcoQnhlNeYUIRAVrQ8/NkP7CupwKDTkhgaxDkTnJVncXFxbNy4keHDhxMXGYThaBJ1XGTXuS3jxifxzff39uvrriw3YrM58PbWU11tIpXuBYxGo0Gj0XikN8NisXjU9661G6/amnQeDdmrMg3CA7kHuBl4qpPnBLDQlUUG7ZuoKEpAYGDgYB3OZTxFwGh1Gl79303s2pHPsNRw6hsqet6pF/zvtV/5+L1NjB6fyL+fu6rdAL3+YLATeHvC3GIj/0gVQ4dH4eXVdf6T1WrFbrcTEBDQ7vHsg6WIo51z9+7I77M9er2eKZOn8M3XP1J6xMzl15xBdNzAT0d//I5z+HDVZmal+rPkjAVtF7o3r72YV3/cSnp8JDNGdO41D/Dz5pLTx7f9/odL5vDe6h0snDicAkcjrX/q40cI6PV6goKCqK+v58rFk4gKC0AIOG3q4I6Z+fNfz+Olp9cwdEQUM2a5dmxPTORtFQOehJpt1mpdnIcx4Linc25/IYS4+ei/C/qyzqAJGFmWfdR4F+ApAgYgLDyAM5aMpbKyErOlf23+5P3NKIog51AZudkVpI3q31CPmgZP2mwObrrudYxGMzGxwbz+9k1dCqvKykqiozt6jRcuGcOar3ZTX9PI9X3wvhzPpl+zWfHafk6/MIm3X/6GBx9b1i/rdsew2EDOnxbN1KlT2yWFJ4YH8/iVi3u11pghMbSY7azadJDHbz+bpLAgwgL8WDSmvUCIiYnh+w07Wb6tiKWnTWDpaYM/5Hfk6HheevvGXu3jiX1V1CwGusLb21u14TqNRqPKViCehiRJF3X3vBBipSvrDJqA0Wg0WjXmmthstk77eqiZgRBd4yYmcXB/Cd4+BhKS+v8E3djY2MGL4S7qapuoq2vGbpcpLKjBYrbj49v5Z6CioqLTxnvBof689snv+tUuH18vbFaF1Z/mc+mNIykvLx/QcFJDQwN79uzpIF5Olq83Hmibh/T15oNsqizB6pDRa7QsGZfKXe+vwqEoPHTOPBqN9ZTVmnjms/VcOHtMh6nTaiQgIIDi4mJ3m9Er1CwGusJgMGCz2dxtRqfodDpJkiSNEML9td4enAMDnNvNcwJQl4DRdjc4xo04HA7VTT7tCYvF0u9i4LGnl5KXW0lcQih+AzBAcCBsPlmiooOYNWcEG9dnc9Y5E7oUL7IsD2rjvRnzUvnDA+dQUVbPknMmcfDQXmBgcmL6Q7xYbQ5qahrx9feiztTComlprN6WhUBg8VawyjJ2WeaLnQcpbzBxqLQKIQQrth8gxiGICvLCIbQY9Ko8NXTAU70Zam0M1xU6nQ6Hw+FuMzrFz89P4JxKbXK3LZ4sYIQQ1/fHOoPqgRmsY/UGT0vKA2deRni4ayXArqLVaRiRNnB3+2oK1UmSxMOPXNjjdrW1tYSHhw9a3o4kSZxxzvi23wcqsbc/xEtzs5Xrbnub2sYWzCEadDotFy0Yy+qnbuXR737lm4PZKJJAq4FrZk9Eg4RBp0UCRsdHMTYkmaFJ9cycPA6tCj2zneGJAqY1ideTULOACQgIUI+A8WAkSbpaCPGBJEl3d/a8EOJpV9YZlCu3JEmalJQUVZ6lPFHAqEkMuEpXNv/600HeeOlnxk5I5E8PnUdnOXKKItBoBj9hraGhgZCQgU+k7YqBqE7qr7BRXn41jU0WbJKCLIOsCNbtyuWuK+exOb8IRQjQwMi4KC6dOgYhBLEhATgUwewRSRiNRhSbmfAg9eXFdYUnNoZTczimK3Q6HbIsu9uMTgkMDJQAdbiSPeujeCKtX/w+vZeDdeX28/Pzc3/MsBN+EzCDQ1fdjp978juam61sWpfNknOLGXdCU7H3P93Kmx9sYFhKJC89sRTvQcyVaGhoIDa2+/LanigtrOG9l35iSGoMl90wt9fenP4UMf2Z85I6PIrY6CCOFNXi5eNFi83ODedN597PvqO2uQUkkCSYmhIPOL1LM4Y7/7abswv5x6c/sjQtnPTRY/AxqD//5XiEEKqppusJT7HzeNTsgQkODtagFgHjwQghXjv679/7ss5gXbn9j7reVIcsyx4nYBRFQaUpRd3S2ck0KSWCI7mVAMTEBHd4/qPPtyEElJTVs/9QKRoBdfXNLJiX1u+l3ifSH31rHr17OfmHK9i6NoshI6KZchKTwPtDxPR3wq6Xl563Xr4eq9XZS0UIgRBw399+RAB6jYbb5k3j1jkdGy4+9vkvlNY10mgJ5Oe9hzlnivvmc/WWVo+GJ/Vh0mg0yLLsMeeM1u7BaiQ4OFiLM4TkXgQeXUbdiiRJQ4DngOk4X9UW4P+EEEe63fEogxXWCTjqelMdnuiB8TS663b872eWcu9D5/LKOzcT2cmgvumTh+Bl0KHXa6mva+ahRz7nqWdX88LLPw2ozTabDb1e3+c7WIOXDo0kgQD9SXTqbaVVxOTm5vZ6dlJn4qW5yUJdbd8G/UmShLe3vu3/Go3EopHD0Ws0JIUGc/Psye16wLSSHh+Jj0FPVbONuED3CYFffzzIE//4isPZrr+fnpoH40mJvGr2GgUFBen4zQPTn3wEfIJzyncs8Cmw3NWdB+vKHXDU9aY6PE3AeFoMHroPefn4Gpi3sOs78L/cfQ75RTVERQSyes0+FEVgt8sUl9QNlLkAtLS09Ev30r8+exUr399EyvAoxk/r2xy4k/HEdCZecrMr+L/b30WWFf74pyUsPi5xuK88c/nZ1DS1EOrn02Vy7r+WLmZ9Zj4+tiYi/d0TCi0pquW/j63CZnOwbXMuK1ff49J+au0S2x1qzinxNIKDgw2oRMB48iyk45CEEO8f9/sHkiTd4erOgyUqvLy9vVUrYDzFtQpOAaPGfjoNxhZefO1nPlm5A0Vp/83qS86ORiMxNDkCfz8vliway+RJKYwYHsUfftf53JzOMJnMHNxfjMPh+km8deBgX7Ba7fy0LpOY9BgWnjOhT2u10htPTFdho+1bc7HZHNjtMmu+3XvStpSW1ZNfUN3uMUmSiAjwaxMvJrOFf61ex0trt2A7+v7rdVpOGzOM+IhQt3kzJI0EUqvNru/niR4YSZI88sZHjfj4+GgBdcQPxQD8DBKSJIVKkhQK/CpJ0v2SJCVLkpQkSdKfgW9dXadH14MkSc8AhUKIZ4/+vgYoFkLcdPT3p4DSHsqeNGr2cqjZZXkiiqJ0a2/uwRIOZhQwZ8lYQiMHb3TDE898z/aMI+h0WkKCfTlj4bHZQb3xcn2z/gD/+d/PJMeG8vLDl+Pnc6xHi5+fF4//4+Je2WUymbn+8pexWR2kj47nyeevcmm/rkRXTX0T9/3rC5otNh6/9zyGJEZ0ucbLr/3C92v2o9FICAHnnj2+V7Z3hSuemO5yXmbNS+OTD7dgtTi46LKTGwq6IyOfh//yGTYEUVFBPPfklUQd/bwJIXhu1UZ2HSnFO8yLzflFaDUS/l5eXDtjIrmF1WzclceEEeHocE9oIy4+lPsfOZ8dW/O44JIpLu+n0+mw2+0DaFn/85uA6T90Op2GXt74S5IkA/uPe2iFEOLf/WqY57ETp2RqvZjdetxzAvinK4u4clXZDFwKPCtJkgYIB46/Ms4E7uphDY1Wq/UclaBiuvPAVJc3cO8Vr6AoCl++u5H//XL/oNmlyM4kTqCDB6Y3XqNXP9mI1eagqLyebfsKWDitbzNySgprsVkdWCx2Duwtcmkfh0OmpcVMUFBHAbhy9R5yCqpQFMGL761jxqgkUofHMHZ0fIdtGxstyLKCEBINDS19eh0n0p2I6SlhNyk5nM++uxuHQ2nLYekte3YXYpUV0EBFpZH3l2/m3judowd25JawYuMezDYH2nodHHVwCgRmi51bHlmO1e4gNsyHPy9zXTz0N3PmpzNnfscuy93hiaXUGo0GRVFlEajHoXH2c+itC9wshBg/AOZ4LEKIlP5Yx5U/xCacIgVgFHAAaJQkKUSSJC8gHdjd03HUGPbwRLor4Ww8epG022Tqqwe3ffif/28xZ505lqsun87pC9rntPSm7HTq6CS8vXRIEqSm9H16+Yj0GNJHx6PXa7n6+jk9bp+x4wjnnPUUKz/fRm3tMdFRX9/MoQOlDE0KR6/T4u2lI+9wJa+/vZ4/PfwJhUW1Hda64/bTCAv1Q5YVVn23h5aW/vU2dBZOkmXZpWojnU7ba/GyN6uEux//nM9X72bJkrH4+xpAkjAYtCQnHWusGOLvgxCg12oY4h/MlVPGcdOsKSydMh6bw4FDVlAUQWOLHauH9SjxRG+GJ9qsVo7eiP92MetHJEkaLUnSZZIkXdP64+q+PXpghBBlkiQ5JElKxClktgBxwAzACOwTQvR0FvrNA9NPdBdCSkmL4dJb5rP150Nc3U8DBl0lLNSfe+9c1OlzvREwD9+ymItOH09MeCBhwX1PotXptC6HjQA+/2wHdruMwyGzc2cBY8YMo7rKxM3LXkeWFabNHMbzj1xGs9nGv/69CrtDxlurp8HYQhLtZ0iFhvpT39CCEE5vTH5BDaNG9u+QzOM9MUajkZaWFk477bR+KZU+kT8/8SWNzVZ2Hyph/ONLWfXFXWzdcQQhBDOmOhOUd+WV8P7aXSxbMJEgXx/OnpxGqP8xWwz+Pjxwy5l89cs+LjptNBrJsxqaSpLkcd4MTxQwrTarLbyv0WhOpqu8jyRJe477/V9CiI/7asupkMQrSdIjwHxgJPAdsATYCLzn0v6ufLAlSfoQWHV08adxCpiZOAVMmBCi21iFJEmnXXnlld/dcsstqpuaqKYhg66gKApms7lfKmQGC5vNhhDCI3pnNDZaqKgwEuCvIyDQDz8/b5qbrZSXNSAUgUYrMXRYFABms43q2iZ8fQyEh3XeGqKqupGGhha8vHQkJoT1KmG0NzgcDpqbmwEGrEImr6gGm5ARWokQPx9iQtp/b+yyzOGKWhDOwHZKZCgVlUYcDpnY6GB8fdp//RVFoaWlZdBmTfUHdrsdWZY9qpGk2WxGr9d7VLVlU1MTfn5+qhMw3377Lc8999wfbTbbC67uI0lSkxCiXz/kXokJIu6e/+vPJQHIv+uenUKIyf2+cBdIkrQfGAfsFkKMkyQpCnhTCNHdsMc2XP1Eb8YpWMbgDCEVA/fgnAfxtgv7K8HBwS3z589XnYBZu3Yt8+fPd7cZLmO1Wtm1axczZsxwtykuU1ZWRlNTEyNGtM9nKa8xkVlYybSRSe2SdVtZt+Mwv2zP4eIzxjN2RP94LmRZ4defD+HtrWfWnBEdTpBlJXX85Z4VjJkUzKQLJjN8RBIWi50/3/khebmV3HbH6cyfP6lXxzSbbVRUG4kMD8TPt/9FXGvOy/z589mwYQOpqan9PgBSCEFEfiVLX16OAug0Gr66/1pe3r0dRSg8PGcBF736ASV1To+Kn1nD76fE89EX+7DbZdKGW3nt6WXt1jzxs1x4pJp3X/mFESNjufy62aq7eEHXn2U1s3//fmJjYwkL6/8p8wPF2rVrmTdvnuo+A4cPH8bhcHhWFre6MQshlKNRnkCgChji6s6uCphNOAXLESGEDNRJkhSMMyfmZhf2V5QTMzt/46RQiwv7ow83s2ljDtdcO5tp04ex83AJD775HRHB/rzwhwsJ8T824bszF3adqYUrHnkPRQgSIoP56G/tL25VdY389cVvsdll1mfk8tNbf+iXoX/vvLWOlZ/tAOCOuxax5Kxx7Z7/8O0NlBTUkDjEwK9r9jN8RBLe3nqef+26kz7mM6/9xK+bstF4a5g0cyiLpqeTlhxJdkk1U0Yk4NOH8Qit4mXKlCn4+fnh5+dHbm4u0H8DIF/5cD0ffL2DUSNiCAvwo9lqw8/bwLsHdvN55gFkIahqbqba2ozdV6BzwJ8Xz2d0SAQrVmzD20vHpHFJHdZVFKVdcvej939CUX4NGVvzGJYWw+QZw/rF/s6wWOxkZ5UxdGgU/gGue1PUGNboiZ4qF9WKGm1WFAUhhPtPwINc9jyAZBzVEm/grExqAra7urOrAmY/zuqjj054zF8IUePC/spvjZT6BzXEs48cqeKD9zdhtTr4+9++4LvVf+K5zzdQbWzG2Gxh9fYsrlx4rO9JZ6Krsq4RWVGw2Bzkl3dsSqc57uTVnyey8vIGbDYHGq2GivKGDs8PT41mw0+HsNkUYhOD++WYm7bnYrE5sPhp+XF7Dut25yL56hDAkOhQ3r9/6Umte6J4Aed71d8DID/6ZidCQG5BNf+673yakZmQEst7B3YjC4EANhUXIXQCFBA6idPGDifcz5e3X7iOBmMLo9I6zpSyWq0YDMc8b94+hrahnd6deOT6CyEEf7jtf5SXNeDra+C9Fb93OaH5RNHlCai1d5QnIsuyAHorYE7MgVndU9rF/y8IIX539L+vSpK0GggUQuxzdX+XBMxRr0vgCY9d5+pB+M0D02+ooYwz4Ogdq06nIfhoou2EYbHkldWiCEFaYvvqoc7KOFMTIzljSiqbDxRw2/kdw2HhIf78++7zWbf9MOctHNup98U5BDKLocOjGTo8yiXbb751IXW1Tfj4GLj40o49UM6/bCqJKRG0WBqIju2fPjpLL57Ga++vRyOBDMgIJEVgtTs4XOqK/u9IZ+Kllf4aACk7FP7z+Nd4yQK7Toufjxejh8S0hcFunTiVjw7so6qlGb1Wg0avQXEo6LVa/I4OaIyPDSE+tvOJ3sf32mloNjP3pikM31XO+FGJjB6feFI2u4LdLlOQX40QzpL/mupG4hNCXdrXEz0wnmizWjl6HeuVgBFCDEyn1FPkiipJ0kXAbJyvaCPQvwKmH1AcDocq3+5W74Cn3KGowQMTERHI089exf59JcxfkAbAXRfPZdboFMICfRkaG95ue71e36H5l0Yj8cgNnVcttTJjXAozxnXdLuDBu5eTd7gCkHj13ZtdughFRQfx9PPLunxekiQmTh1CdXU1lZWVPa7nClddPI0rLpjCVxsP8PjyX1AkGBYdSkW9ictmjuW2m9/CP8CbvzxyIUFBPVcPdSdeWukPEbNrZz6b1mWDxU5IqC8fvnVDW66SrCjc/OKnWMotRCb4cun4MVyaNoqNhUXMSkrE54TJ45UtjRSY6kkLjSTI4BQtrQJGCMGlz31IQ4sFvVbDjbNP67WtvcFg0HHZlTP48vMdzJg9grj4zgVWZ9hsNo9K4AXPDSGpEYfDodB7D8yAcIpUIb0MDOPY/KNbJUk6XQjxe1f2HywB09LU1KSKP/qJtM4J8SQBo4YcmLS0WNKOCwtIksTUtM7vmlvbr7+/fhdFNQ3ccvpUIgL7npRfWlyH1eKchlxVaXT5LtoVvLy8+rVlvFarobrRWSXkUAQBPl589ODtPHj/Jxw+XIlWq2HV17u4etnsbtdxRby0cjIipqrCyNef7iBtdBzJQyMRgI+3nqFJ4e0SrasamsgsrgJZYCmwsLxpL59u2Me711xKckh7QVDYWM/ib99Aa2hG0ggMBPDRgmvBasXX3488UyWVRhOKkJB1WuqaW/DzHth8/5tvW8jNty3s9X6eNgcJfvPA9CeNjY12oH+7Uv7/zTxgtDh6Vy5J0ru071rcLYMlYBpNJpMq9aJOp8PhcKDXn3wi5WDiiSciLy8vquuNPL8+B7tD5khVHW/ddkmf1/3Tw+fx6vM/MHpsIuMmdEwS7Qt+fn5tZcnHk7W/hPLSemYtTMfQy+nSZ09L5/P1+2m22LhxiTN8lZwSzt49hQghSEjovkqkN+Klld6KmAfv/JCSwlr0ei1PvXYdL7x+Pfl5VcyY077qJjLYn/SESA4VVeET5kWNzQzAxzv38cCSedyR8QaHjMXcPPR0wrQxRAVU4+VrxSZ0NDTLvJW9hYulGB4rWcMhWyX6+eBVHMxFsZOIDQlkX3U58QFBhHr3fz+bvtCXuV7uwm63e8z5Te0YjUY7MLhdQrtClVfUXpMNJAKFR39PQIUhpCaj0ThIh+odrQLG01DzXdW6nHyMZgtnjU5Fp9U483aOftsE/TdRe9rMYUybOTCVKq0DPmVZbvv/wb1FPPC795CAreuyeOBfl/ZqzfiIYH548pZ2j91403xSU2Pw9tKhR6K+pomQ8I7eqZMRL630RsRYLQ7nKAhJwmZzMGJkLClDO3ZE1mo0vHvnFdSYmrnw2WM9p6YkxvNR/hayTaX465rJaXyRWG+Jy4bWogiJn6rTMOu8mRGZQkNeJYdtNW3nYUOKhXvPmMsf167ih8LD6CQtP118A9F+6unT5IkCxmazeUQPplbUfG5raGhw4KyU+Y0+IEnSKpyXgyAgU5Kk1sqjqTjbtrjEoHlgGhsbVfmJ9EQBo9frVes1+v5ANg9+9QMCOFBeyYOL5wMQ6OPNRVNHsiOvlGvm9K6PirsIDAzEZDIRcjQkUlbkrJayWOwU5FX1yzG0Wg3z5qdzz9Wvk5ddjk6n4a3v7iYo5JhI6Yt4acVVEfP3/17OB2+uY9S4REaNS+h2TY1GIsjPmxajDYPkHB2QLyp46+AGDF4yY4Nr8NI6EKIRnSSQkEgNkPhz2vVMCUlmc1EV98avpc6u8EHpDBZEJSIrNtaXFGB2OPDVSRysrSTUy5eVGQfwMeg5d3x6W6WSO+jNYFK1oGZB0Blqfo8bGhpkfvPA9Af/7Y9FBivxw6LWEfRardbjBEx/52f0JyUNJhyygsXuoLC2vu1xnd7AjxlZ5JbW8uf3vqXFqv4ZOMHBwRzvOZx7xigmThtKQnI4f3zIpUaRLpNzsBRLiw27XabsuLlK/SFeWulsdtKJDBkexV+fuIyLl0536aLnpddxzwVziQ70Z9nciVQ4TFhlhcYWb/w0w9FLXlgUPyQ0+OtC+OvovzMzcjhGoxGN9yHivUsZG1DJgyN2kujzCSsLr+fOCdPQa7QMDQ5lRkwiz6zZwBPfrePvX/3MpztcDo8PGJ4kBjwxgVfNAuZoKoQ6BIwHI4RY1/oDZAEBR38yjz7mEoPyKRFCiMTERPdnnnaCJ3pgWpNi1TgC4fJJY9hZVEp9i5kLx4/i84wDLB4zAoOXAV+9MxSjCIHsAVX1ISEh5OXlkZycDICXt56/PX3lgBzr+rvO4IOXf2Hc1CGMODrZuj/FSyt9rU4SQvDmhxvZtjOfm6+ew7RJKVw9byJXz5sIQGlLA1nGCiTgj2mXIajCoPEizCsWCW3bxbS2tpbAIB02yQuBoFE2ohEGrI4iLhoey7L0u8g0FWMVNmqaWrDLClqNRG1TS5sd63flATB34tBBuUg7HI62cKKnYLVaPSp8BOoWMEdvaNweQpLEKVOFdBnwH2AtzgkkL0iS9CchxGeu7D9onxJFUVTZyc6TBYwaCfTx5tWlF5BTUcMVry0HAV/vzeT+maO566zprNpfxEXTRxPg0/lJ1WZ18OlHWwC4dOkMDF7df0SFEGQeLMXXz4vklIh+fS1BQUGYTKZBKbO/6NrZXHTtsQqkgRAvrRwvYuobWnj5lU1otRr+8tD5hId3L4qzciv49KsMLFYHf/vP13y/4s52z8f5BvPpguObczsrdoQQNNbdirD+iF4bR2XFA0ydehGNcjRajR+mmhUEOLYiSRqarbv4d2Y9O2oPo5U0PHfa7c7uv14GrpnlbJC4YvUuXv18EwC/u2wOl585gYHGE/NfPNFmNQuYpqYmUIsHRniWZ60LHgKmCCGqACRJigB+AlQnYFTrgTmxR4naUbOAaWVDdj42h4wiBMV1Rnx8fBjq7c1zN57X7X4f/m89ny3figTYbQ6uu3VBt9t//OEW3n9vIwjB3x+7lMlTXR6j0SOSJBEaGkpdXR3h4eE979BPDKR4aaVVxHz2+XdYrY3kFzSx/OOt/OH33U8xDw70RQB6vZawEGeycU5hFbXGZqaNTu4yP0WR85GtP+GFwGZpQqNkojf+mfCQ15G8ZhHjs56yJgCFess2dtfrsCg2fLQGjJKJl6+5oN16BeV12BwyDknw9KdryS2v4aFrj9leVlbPc8+uISzMnzvvWoRXH8Y1tGI2m/Hx8el5QxVhtVp/EzD9SEtLiwSY3W3HKYSmVbwcpZZepLYMWvMTRVHsavR0eHl5YbVa3W1Gr1BzDkwrr/28DUUWSMAfFs4gMDAQVyrRbDbZ2SFVgM3W8+dl9+4CrBY7drtM5qHSfrC8PdHR0VRUVPT7ul0xGOKlFb1ej0YTyaSJYQwfFkRiD2XcADFRQTx03zmkzIjjvCsmsSurhBsfXcF9L37DMx+t7bC9XZEpMNWjSNFIUhBIEjUNo4gKzkTCjtzyAQBJQdfhpY3CSxtFUtB13Dz0TLw0eoYHxDI+uKMoveGC6aSnRCI0ICuCVZsOUms8Vvb+3LNr2JmRz6+/ZPL9d3tP/k06DqPRSGBg/3RnHiwsFovHhZDUbLOiKIpwdyfRVsQA/Aw+qyVJWiNJ0nWSJF0HfAt85+rOgyZzdTpdc1NTE8HBwYN1SJfw9vb2OAHjCR4YXy8DLTY7XlodU1PiCQz0w2Qy9bjfshvnYj8qXK6+YW6P2197wzzy86rw8/dm8QmDGfuD8PBwDh06NCiVHD2JF6vFjkarQa/vvzyMyy6dzsZNwSQmlDB+fLRL+zz7w2YKKuvYX1HF5VPHIhSB1eHgQF77xGBZUTj/m/fIbahlZGgkny9Zh8O8nLIsI+OTVyKEwK4bhQ6wKSDp5+IQGuzCh4sTZnFxwqwubYgKDeD1h6/k4of+R52phZAAH4L8jnkaQkP90em1SBJt4y76itFoZPjw4f2y1mDhiY331Jy3I/821A9JkhYDzwFa4E0hxL872WY+8CygB2qEEPM62UYCngem4BwlIAGvCyG+cNWWQRMwGo3G1NDQoEoBo3YxcCKeYPO7t17GlzsPMm1oAnGhzhOooig95pP4+nlxx71LXD7OyFFxfPLlXX01t0u0Wi0hISHU1NQQEdG/OTbH09DQwO7du5k6dWqn4mX75sP8/b5P0Om0PP3adQwd4ZrY6AlJkpgzOx2zOYXv1vxCky2LS8+djW8nwxQzS6ooqzdhd8htN2tRMYFYYzRIdokrzprIY5/9zPCYcC6dOZZqczOHG2qwKwr7aysw2fVkGlMps2USoqkmSDONBP9b2Vn9DNnGFQgBsoCcxs0sHfIhAfru32+dVsPyvy0js7CStMQodLpjwu6u/1vEiBHRBAf7Mm9+Wr+8V42Njfj7972D9GBisViIinJtTphaUKvoEkIgy7JqUiHckcQrSZIWeAk4AygBdkiS9LUQ4tBx2wQDLwOLhRBFkiR1bCSFs7hHkqQvhRCTgJUnY8+ghZCEEKWD6Yp3FU8MIXlC4nFSeDB3LprF9GHHxgu09lXxNJKTkykoKBiw9RsaGlj7yyZe/edm7rn2HVqaO34ev/p0B3a7jNlsY+2PB/t0vLWr93PtOc/y/GOr2poKfvXTAd5YmUuzqYp3Pvm5wz77iyq45sWPeeCj7xkSF8ZZk9K454K5rNx7iGbhwOEj8diatSzfsY//fL2O5Zv2kl1UTbQ+AASMDIoi2Mub3PzD5PkW8XrtDA7IFwM6Dpva33DZFQf/zvwnpS1l7R7fWFbI5d8t562DGW2P+XobmJSa0G7MAYCXl54LL5rMgoUj+8VzZrfb0Wq1HjNypBVPzIFRa+JxQ0MDGo1GPR1Z3RNCmgrkCiGOCCFswArg/BO2WQqsFEIUAZyQ43IiWyVJmuLSkTth0L6NVqv1SFe9J9yJGqY79xZP6+vQSnBwMA0NDe42o9cEBwdjtVoxm/s/d681bPT1u1kY66xUlNazd/uRDtudefY49HotXl46Zswd0clKrvPMP76iorSen7/ZS/YBZ96Q3S5jtct8ubaCYB97hz4xeRXO3jRmm4PiWiP/umYJl80eR1JYMN56HQ4Uqh1mHN5g1ss8uXodd634hup8M/pyPUcyG5BlmXBLLDV+FXhrvJkQMo3tdT9RbfNCCEDS0qIEUGkLoMjczMrSr9qOL4Tgup8+YWt1If/OWEtO/bEp3laHY8C/w0ajUZVegZ5Qcz5JV6hVdJWXl6PT6fo/0c6ziAOKj/u95OhjxzMCCJEkaa0kSTslSbqmm/UW4BQxeZIk7ZMkab8kSaobJUBNTU1uaWmpjDNupjo8rVtlawM+tWbrn8gz//uFPQdyWTQjoa2viieRkpJCXl4eo0eP7rc1W8XLmNHjCI04QnVFM1qdhuEjTzwfwLzTRzFuUjI6nRb/gL6d3GPjQyktrgMJwqOcSamXnTOJhkYzZrONwmoHX367HqEN5HfXO8N5Z44bwfd7simsruehixeS21DLI5t+JiY6gLMjU5FbFL48mIXsUAjw8cHcZMdql8Eg4aPTEeHvR0lJCUMThnH68NdQhEAjadlv3Ei5PZRKeyAjA2cS6zOG7aYv8NJIDPE7Nol8S0UhDklGksAuHPjpnR6XVzO289/Nm4gNCGDVlVcTNEAXPk8VMEIIj/Ma2e12VZ7XysvLcTgchT1vOQgMXB+YcEmSMo77/XUhxOvH/d7ZRfJES3TAJOA0wAfYIknSViFETif7up4v0AmD9ikRQpQXFBQ0A6pL428NI6lR9XeFn58fg50ULYTgl52HqTO1cO7sUXgbXCtNralv4osf94IQGI0mGpstBPh5znsNEBsbS25uLi0tLfj69n3A4PEJuw/esZz83CrQa3nyrRvaRMWJBIf0TzLqf966nq3rchgxKpbwSOexvAw6/nDtfOqNLVxw06voNHDx6YLDufkMH5aCr5ee1265qG2NC7/8gN1V5eAlt53SpDANEhr+OG0mn2zYR765gcsmjGVYaCjzhyZzcGcGs2fPJtNYyfUb30URghenX8zIwBJsioVQw1SezfkWncaXSxPmcFbMorbjBXn54KXVYpcVkgKDifN32v3Wrp0oQlBnNrO1pJhFwwYmybahoYFhwwZm7tZA4YmN91pR481kWVkZRqMxz912DDA1QojJ3TxfgnPgYivxQFkn29QIIZqBZkmS1gPjgDYBczQv5kFgGM7p0/8SQvQ6v2AwpXl5YWGhKvvHe0JS7IkEBQW5VJbcV7bvK+DWvy3ng6+38/POwzzy1mqe/WQd//6gY55EVwT6exMc4INer8Og1+LdQ3M6NSJJEmlpaWRnZ/d5rROrjUoKa50VRhqJ5sbefw537zjC0vOe4U+/fw/RQ4djIQR+/t6cfs44Ejtp/Bfg701UeAAarZaNe5soLyvudOxAuI8fBk37i6PQCHQaDc2SnXJ9CyatnQ8O7WVyUhwNFeUkJCRwz+bvufSHdzDLdqyKg5WFB7g6+V5uGPIwh0yVWBU7zQ4oaWludxEbFRrFm/Mv4U8T5vHJoqvbHj93RBoGrRYvrZYJvewq3BsaGxtV2fm6OzzRa6Rm0VVcXGxpbm4ucrcdbbgnB2YHMFySpBRJkgzAFcDXJ2zzFTBHkiSdJEm+wDQg84Rt3gOagRcAf5zVSL1mMK8kZcXFxarJ4D4eHx8fzGaz6iqkuiM4OJiSkhKSkpIG9Dj3P/M1Zoud7PwqLjl3IooQ2O0y1fWud9M26HW8/99rOXi4HL1Sj7GhYVAbw/UXkZGR5ObmYjKZet0PxG6XKS6qJSBQy8GD+9uVSv/fw+fxxnM/MHZSMqMn9P7v+dJTq6mpaqTRZGHOmV1X7hzaW8yDv3sPrU7Df964niGdVDLptBreefpaso9UkjokCr1O6nTswDMLzmZF1j4+ytvFkcY6vDRavPVeRPsGcP7QdF7ZuL1tW6vNRkVpKcMmjue7TdkoWg0aAxi0Ws6JH4tVdrC7toSFkZPYUnMQGYXLE+djV2T0Gi27aov5y65vGRYQzn+mXIBBe+y09Zd587l+wkRCfXzwMzjDSnZZBgF6Xf9cCC0Wy9GeOZ4VimloaPA4AaPmZoGFhYVmOnob3IcbUjeFEA5Jku4A1uBMB3lbCHFQkqTbjj7/qhAiU5Kk1cA+QMFZan3ghKWihRAPHf3/GkmSdp2MPYMpYKqrqqrU5xfEGY5pbm7ueUMVERQUxMGDfatGcek4/t5tDeXOmTmKqoYmqhuauP/q03q3ToAPMycOoaKigsrKSo8UMJIkkZ6ezoEDB5gxY4bLbm5FEfzx9ndobmnktDPjueiixe1KpWcvTGf2wvSTtit1VBxVlUaEIvDqxru18sMtmFucTtDvV+7k9/efDcD7P2awNauIW8+egdFuYdXuLC6ZMhpfHwN1phb8opI4fPgwAGatF1mlVcxNT+GmsZO5aexkHIqC7oSL+zsXXczrGTuYn5yCrbKSlCFD+M/WjTgUBaFoMZu8uXbUNBbEpLL01/c4UF+OXtKyevE9BBm8+ePmL/mxNIcz4kZQaK4mr7GGkuYG1pRmcm7iGOf7KgSrS5w3dosDne/fgaIKbnjhU2x2B9OTE3j29vPx7mMX3srKSo8rRQbPDHs1NzcPeAPHk6WgoMAOqK8SZZARQnzHCc3mhBCvnvD7f3DOOOoKSZKkEI7l1GiP/10IUeeKLYOZAyPHx8ersvbX39+f2tranjdUETqdzqW+Kn3llUeu4MfNWYxLiyM5NpR/3NSnnCsiIiLIysrqJ+sGn9DQUAICAigsLCQ5OZmcnAqKCmuYPScVb+/OL5TNzRZMJiMLzojlmy8LWbJEIaAfM8HufuBc5i5MJyommIKiQ11uN2thGtvWO0NgU2c7K5kOFlTwyjdbMNscZBSXYtUr2GWF1XuzCfX2oaXBil7WMGtUIovkbN7OyCWn3szQ6DBW/HEpQAfxAjAmKooXzj6H6upqcnNzKfPz4af8fOf4Fj0Ih8Sbe3cyLTKJPbWl2BQZL41g9hcvY1cUNDqns/bXslzmxiVR1mJEQebt3I1sqcnlb+PO5d3cHbxwcD0AFS0mbkidztfbD2G1O08z23OL+XLDfq44fWKf3t+KigpGjRrVpzXcgSeGvZqamlTba6e0tBRUJGA8fJhjELCT9knBrV4YAbg0E2ZQkxEcDodVjZUz/v7+rUO6PIqAgAAaGxsH1E0cHR7IsvOm9tt6Wq0WHx+ftqZgGzc4L6iz56SqMnGvM9LT09m4cSMWi4a77/oYgB9/PMATT17R6faybOXci4bwyQc5jBqTTERk/15UtDoN02Y5BUl3AmbB4rGkjY5Hq9UQGRMMOJN3ZVnB7gc2yQFH+4zKQlDd1IKkBb1ZZltWCZeddjYzSquwOWQKquu7PE5powmjxcLw4BAOHjzItGnTONJkQiDwFV7oNRqMdgsOIfg+P4e7R8/n+YPrCTL4Umx2fg8lxRnOGh4UznPTLuaHsizezt1ATmMlRc21TAlLpripHpviFCtFzU57Th83nE837UNRBHohERHSt4uhw+HAbDar9qLaFa25JJ4W9mpqaiIsrOeRFu7AZDIhhFDHIEcPRwiR3B/rDKqS0Ov1VRUVFcnx8fGDedge0ev1qm8M1xmtfVU8Kc7tcMhERUVRWVnJ6u8O8c7/nHfQN9xo4uJL+08oDSQ6nY4xY8awbdtuJEnCYrFTVNi5B681Yffcc8/g0kvPQ6vtnwvK/ox83njiO0ZOSOSW+892+UIVEx/a7vcv1u5DI9N2H2TQapmUEsfe/DLQgCILdHrB786bycQhiXyzK4vTkjQkJKd0XBzYU1HOlV98AsBDw9KZMyIVHx8fRvn4sPzCy8irqyM2MIAb1qxEAq5KH8e4yBhuSpvBpvIClv30MYoQSLKG+yYs5OoREzFotVyQNJb1VVmUtNSDJBHpE8AdI4dR0FSHhMTvR84BYOrwBFY/ciNrtmeTEB7E/Al9C6EMdAfmgcIT5zaBekNIQggcDodnTf39/4DBdoXkFRYWTlWbgAGnZ8But6PX931q7WDRXSJvQW4lH776K+njErjw6pmq8G6s/GQ7r774E8kpoVx1w0hKSpra8mtKSlwKeaqGsLAwEhNjWLy4nl9/KeW22xd22KZVvESFJXPH1W/hH+DNP55ZSkhY3+/mn/jTx9RWmig+Us2UeWlMmuVa+XBzk4X/PfcjGo3E9XeeQU5xNXa7jE+LhoBoX04bM4wHzltAhbGRvYXl7CgsYcW2fXyRmcmFc8bwt8sWYbfb2bp1K+Xl5e0SewEyykuRFYVx3n7UNjaSmHisE/P4qBjGRzm3P3DdHwHQHie8ZsUks+bcG3k3cydpoZFcNWJ8u8/tYxMu4KvivcT5BjMr0ilM3pt3rCKplajgAK45s7tKUNepqKggISGh5w1VhhrHtriC3W7HYOg4xsLd1NbWIkmSZ52k/j9gUP2LdXV1GdnZ2aqM3Pn7+3tkIm9XpdT/uOsjNvx4kHdf/Jn9OwsG17Au+PjDzQhFUF5morHRzOVXTmf0mHjGjE3gqmVdD+5TKz6GMITdQlyYlk/f3tDuueNLpT94YyNlxXXkZVfw3Rc7++XYEdFB6L10KEIQGuF6SOr9l39h9Rc7+f7zDJa/vo57rphPckwok1Pi+Oqea3jogoVoNBKxIYEsGZ/Kpzv2A3C4soas8mrA6bGcPn06ubm5HUqszx2exoSgEOYGBjNufHsBYpdlbnzzc8Y9+Byv/Ly1nXhpZXhwOI/OWMTVqRM6iG4fnYErUqYwJ6pvvV4URdBi7flmWghBfX09oaGhPW6rNjxRwKi5hDonJweNRjPwVRO94dSYRt0nBtUD09LScmj//v0mnAk8qqI1D8aTvvTdJfLqvXRoNM4LgMHQ/3/mX3Ye5uedh7l84XjGDot1aZ/Z89NYvWovOp2WuNgYZLmZZ55b1u+2DRamhhbWry5l0cVJ7Nly7ObsxD4vqaPiOLC7EKGIfhvC+I9Xr2Ptt3sYkhZLSi/WNHjp2oTBobIa/PYUs+KRZe0GIR7P7OHJbM0rJtDHm6GRxy7krSLmxBLrQK2W2+KSmDZtWoeGf5ll1ewtLMOhKLzx6w7uOGNmh+PZHA7u/Wo1h6tr+edZpzM50dmVWAjBnb9+wzdHsrlo+EiSAkNYnZ/DHybMYHHKCErrjfzz85/ZmlXEeVNG8o/Lz+z09RhbLFz2zAdUNDTxu0UzuPX0aV2+V63hWTV4L3vLbwm8/Ut2draoq6vL6HnLQWLgOvEOKpIkvS+EWNbTY10x2CGknL1796pycqKfn59HDhrsKpH3ny8u48uPtpA6Kp60sa65wGtrGtm68TBjJySRkNR1Il1FXSMPv/EdNrvMut15rH/pjjax1B133LWICy6eQmioH7JiIzMz0yPd862Mn5LCkgsmk5dZyjlXDqe5uRm73d5OvAAsu2U+o8Yl4OfvTdro/gmfBgT5cO7SGR0eF3Q/FuPq2xbg7a1nW04Ju/Mr2F1QgcVq59rLOq4F8NKy8zlSXUdcSCA+x3VeXvnrXv770VqGxYWwqLyeCqPEsovmknVwL2PHju20W3FyeHDbGuMSO28690NWLuty8zHbHTz87Y+svv06AKpamvk+PwdFCFYePoRe0mBVZP74yzd8csYVXP/251jtDiQNfL3jEPecM5egTro9ZxwpoaHZgiIEH27Y3a2AKSsrIzq6fwTnYOJwONBoNB6XwKvW/BeA/fv3N7a0tHSdIf8bJ0u78r6j064nubrzYAuYwvz8fFXezgQGBlJSUuJuM3pNV4m8kTHB3HKP6yXPQgh+f8NbNDZa0Go0fPjFHwgI7LyhlEY6VvvWKlyEEOw9VIKPl57UYZ2f9CVJIiGxVRh5Y7VaO508W1vfzH9f+xEfbz333HI6fr7qHEYnSRI33nE64Lxb37p1K5IkMW3atHYnYkmSmDR94PtxvP7jNhyVVTz9xLssv+tKyutM3P3mKrSShievP5sR8REYvPQsvXUBla//xL6CKoQGsiuraWg2E+zX8e+t0UgMi+ooZl//cgt2h0xWYQ1FhXVcNjuaX39dy7zZ07qsIgn08WbV3ddSVNtAelxkp9skhAQjBPjodQwJP+bxCfXxId4/iIqWJqL9/ClvasSg1RLm7cue4nIUoYAEkg6Sg0II8On8MzMuKQYvvQ6bLBOU7s2yHz/mL1MWMiK4faJucXUdOw5m80OJmaeuP5eYEM9JiPXEDrzgtFut4bp9+/ZZOK4VvirwYA+MJEkP4Bwl4CNJUqvnQAJswOtd7ngCgyrRhRCyxWKxKor6GvJ6YjM7cAqY/hgpIMsKDfUt2KwOZFmh0dT15OXIkACe/P15XDRvDK/96VI0GokVX+3gT//4nN8/uJwN2w67dMzExESKi4s7PP7Su2vZlJHHL5uz+fhr9Xhte0II0a9TkRVF8J+nvuOyK1/k+9U9D2h9d60zv6aqoYldR0q5+qkVFFUbya+q54ZnPmm37U1LZ3P63HQcyV78WFzABY+/Q4vV9UkfM8Yko5Uk5+tVnB6fnia7v/reOs5b9hKvvrrW2Z+zE8bFRfP+skv4x1mn88yFZwHO3Bmzxc53F1/L8rMv5/uLrmPl+Vfx4NT5fHH+VZw1JpXooAB8DXruO2seK/7vqi49guEBfqx56Eauv2IS2ZSzofIId234psN2n/66lUNVjRwqreZ/v3jOZxA8M/8F1C288vLyJEAdgxxPAYQQ/xJCBAD/EUIEHv0JEEKECSEecHWdQfcx6nS64s4uWu5GkiQMBgM2myrHNXVJcHAwdXV9T47X6bT83/1nk5AUxhXXzCQ2vvs7oVljUnjwmjNIT3Z2KN13qBSL1Y7dLpN5uMKlY8bFxVFaWtrhohcS5ItOq0Gr0RAc1P3gRCEEGZsPs2f7EZeOORC05rzMmDGDSZMmsX37durru+6T4iqHD1fw69pMamqaeO75NT1uf/rY4UiSc3TDqIRoHN3cKAT4e3PTdXOo19hpkWTq7BaqGpoQQvDNgSxW7NqHTZa73P8vNyxi4YgUYm1arpwbi6nFi7MWn95pYm8rK77eiRBw+EgVh/OrOt2mpqGJ+vImFg5JwUuno8bUzOKH32TB/a+x/Jc9jI+MwVunY2RYJNeNnki0XwCRgf6sufsGMv56B8tmT8S7h5wvH4OeV/LWIzQyeoOMt67jaTDJT8uBmhYMOi0jYj2ra3RNTY1qe6l0hRACi8WiyjECiqJgsVisQgh19do4BZJ4hRAPSJIUJ0nSTEmS5rb+uLr/oHeUUxRlf05OzoyBnuFzMgQFBdHQ0EBkZOfubTXS2hiuPxLgFp09jkVnjzupfW+4Yia5BVX4eBs4f5Fra+j1eoKDgzv02rjt6rnERgXh7aVnyYLR3a6x8oPNvP/SLwjgd/efxaILXA6f9gsnJuwCTJ06lYyMDIYOHUpfWgZERAYiSRLe3nri4kJ63P5vl53Ojz//wppLLsDXy8BTN5zDw++vwVuv5fXfX9xh+/zqevRaDXZFQdJqSIoM4bM9B/nnml8RCLYVlPDPs0/j6eXr+H5bFufMGMlD1zhDZhqNxO+XTWfrNh2yCObG62ai02o6TextZfLYRPYcLMHP10BSJwK5xWLjygfew26XCQn0ZeVTN7A9u5gWqw1ZUfhkw15uOHPKybyVbQghKG024jgacgK4eHj7z1hLSwtRQX48dMUStBqJacMTO1lJnciy7JGN99Q8A6mkpASdTqeq/AKJUyaJ9984B0Ieoq2NJgJY78r+gy5gKisrM7Kysm4444wz1NWOl2P5JJ4kYACio6OpqKhw69yT4UOi+PT1W3u9X0pKCllZWe0EjF6v5eKzXGv/fiS7AqvVjiRJHMl2zfPTX3QmXsAZjpw5cya7du3CZDKRnp7eIal2x/Y8KsuNnL5oTJcjCEJD/HjztRvIzqlgyuRjjePqTC0E+HmhP6HkVJIkDDotvl7OPhrzxwxl45O/69L+8UmxpMVFcrCkkjvOdM52qmpqQlYU7IrC6swcdhWVYs5qRpYFX206wO8unEVIgA8FBQUUFxdz1pLT2l14uqpOAnjioYvIL6ohNjoYXx+njaZGM/c99gW1Dc3cft08LFY7NruMpcaE3SEzeXg8XnodDlnhwhmdi1khBN/8tJ+q2kYuO3cSAZ0k77Zyy7rPWV92BF+DF1bsDA0M48ohE9ptk5+fT0pKCnFxcV2uo1aqq6s9svGemsNeOTk5KIqy3912nKJcCKQKIU6quGfQRYQsy9l79+41AarL1goKCurS/a1moqKi2Llzp8cNbgPne+5wOE66AuGqWxeQn1OJTq/hkmtnD4CFndOVeGlFr9czdepUsrOz2bx5M+PHj2/bbmdGPn97+HOEIti1M5+//qOjd6SVoGBf4pPC2kTOU5+u5eO1ewkN9OWTh5cR2M3Fuie89TpW/P7KdlVL106dwKGKKn7MzkNWBHUtZgIC9MgWO5H+AXjrICMjA41Gw8yZMzvt29GViNFqNQxLaX9z8P2vB8nOq8DuUPjkywzOnz+Gn7Zlc+XiSRj0OiKD/Vnz6M00ma2EBXb++fhlUzbPv/ULDofCkcJqHrvvgk63kxWFn0qc+Vkau46Vi25kZGj7IY0Oh4OqqirS009+uKY78dTGe0ajUbUCJisry1FVVaW+RKhTwAMDHAH0gGcIGCBnz5496oolHsUTm9kBeHt7oygKNptNlV0seyIlJYUjR44wZsyYXu8bmxDKy5907WUYCHoSL61IkkRaWhp1dXXs2LGDxMREUlJSqK4ygRDYbA4qK7pOwG4x21j6h7dpbLIwbmQ8T//1Er7efAiHrNDUYmV/fjmzRnfe0v9EcoqqefbjdQyJC+OSM8aRFB7SJlqO9w75e3nx0qXn8ci3P/Hx/v0E+XljqTcjawTjhgaxdetW0tLSOoSHTqQ7T8zxDE2OQKPR4O2lZdSIGO64ZgH3XtO+q7GXXoeXvutTlcViRwhn0rPZ3LFBnRCCu77/jm+ys0mIC6HU1sDQoDCGBXXMbSkuLiYuLs7jSpDB+Trr6uoYO3asu03pNQ0NDSQnJ7vbjE7ZvXu3yeFweO4EWnXTAuyRJOlnjhMxQog/urLzoAsYIURFbGys6K5XhbuQJAmdTueRQiAyMpLKykqPvPuKiYkhJyfHI953V8ULgOyQKS2pIyYuhDlz5pCVlcXmzZuZNCWNufPTKC1tYOm1s7n4qpdobrbx6CMXMnlCctv+hSW1NDVbsNocZOxzFkCcP2sUy3/ZQ4CvN2NSuhcRx/Pw699ypLyOjeXFfLhnH2dPTOPRKxZ1uf2ctBQ+zztElaOZsEgdFwZHEOavY9asWS7/jVwRMZPHJvHS41dQ39DC1AmuibETWTR/JEWldVRUm/jddfM6PF9nNvP94cMIoKLcwndX30ippZ5qSyNxfsFt2wkhKCwsZObMjg32PIHWdgqeJr5aE3hPbKegFrZt2+YA9rrbjnacIo3sgK+P/pwUbslD0Wq1RcXFxVHHz0lRC56aBxMTE0N2drZHChhJkkhJSSE3N5eRI0cO6LHKSuooL61n/KQUtJ1Un3RHb8SLEIJ7b32H3KxyomKCeWX5bYwaNYqGhgYyMzM5bVEc6emn8/nXe6lvaEFRBB9+vLWdgBmeEsmIIVHszyrl8nOds33uvmQe1y+eSoCPF7peDIYMCfBFqqlHSOBQFNbszelWwJisVnw1GhYHBTHM1w8MoVx+2gyXxYvd5uB/z6yhvqaJ6//vdLJznT3AOhMxqUP71ixOp9Ny+7UdhUsrwd7epASHUGIyEhcYyN/2fsehhgokSWLN4tuJ8nF2rD10OBdDQKDqRXRXVFRU9OgZUyOtCbxqu6EFZ1J0bW2tXQjR914V/c0pIGCEEO/2ZX+3CBir1bph586dU9QoYMLCwqitrfU4ARMQEEBTU1OnYwU8gYSEBNavX09KSsqAVSMU5Vfz+2vfRJJgxtxUHvjnRT3u02S1sXL3QeJ8DGjrq10SLwBWi53MfcUIARVl9VRXmoiNDyU4OJgZM2ZQXV3Nrl27iI/WEB7qjdFkZ86M9jN+dDotLz92JYoi2vU1CfHv+P6UVjXg30XzNoC/3bCIax54j0rFjtBIyBaZQ0WVjExsnwMihOC5XWspLCjghrhIitGyeP5CkkN6roI6njWf7eDb5Vtx2GUszVYefO7KHsNJA4VWo+Hrq67icG0tw8PCmLbqaVpkOz5aPYVNdUT5BLCvtJwtu/fwZlElt9sFN0wf3Gq2/qCqqsoj8+Bqa2tVW/adnZ2NXq/PdrcdpxqSJH0ihLhMkqT9dCLFhBAuxUHdcqWrrq5ev3nz5kZ3HLsnWgWMpyFJEmFhYdTU1LjblJNCo9GQmppKdvbAnSvyc6uQAIvZzqF9nfciqje18M6XW9mwMxeAez/7jvc2biE78yDbzXKbeCmrN3HbWyv5v/dWYTJbOqzj7WNg/iJnTs+o8YlExwa3ez4iIoLZs2czMn0ov7txHPffNZkZU2NpbDQjy+37t7SKF7ss45AVFCH4dM8B3t62E4vdwQff7ODK+97lgrvexGrvPL2stLQeTaOMthm0ZvAWWsprj43OEEJQU1PDqvW/IhVWUGo389+WPFJSE0gOCcFqd5BbUYNDdq0JpZevwdncTqvB28+r2wGQg4GXTsfoqCi8dDoeHn8moV6+zI0eysQwp8fyQFYWu41NGG12vs9UV8NVV2hpaUGv16PXd17RpmZqamoID1dnr52MjAxhMpl+dbcdneLZfWDuPPrvOcC5nfy4hLtKmXdu2LDBDKhu2pjBYECWZRwOBzqd6iq9u6W1nNrTvEetREdHk5eXR2NjI0LWsn3TYdLHxhOX0D93Z1NnD2d4egxF+TXc9n+dD/u776kvOXSkEp1Ww/MPXoLd3MJF8eG8W1iJSS7j+jnTifD3419f/crGbGdeyva8En588Ma28uVW7n/0Yu7+6/ldDtOUJIno6Giio6MxmUx8/+1mmpuNNNTZufCSuSQmxbVV+WzPK+am/32OXRLEhAVQYzOjCEFBXQMFW8qx2WX0Omfib2ekDovG388bs6kZXawPc8YPYc7oFGpqaqioqKC6uprg4GAsIX68UFqELBQkIDUkApvDwUVPvU+lsZH02Ejeu+PyHt39p503AavZTkNtExde56wOczWxd6C5JGU8l6SMb/vdbrcTLmQyzXb0Wi23z5rqFrv6QkVFhUfObYJjuTtqZOPGjQ1Go3Gzu+041RBClB/9t1CSpCigtcHTdiFE510uO8FdV+jSwsJCVSbyAoSGhlJfX+9x/RTCw8M5ePBgt8P81Exr1U5WVhYvP76F2upGNBqJd7++k6Dgvg958/Ex8NRr13W7jbHJgiwr6HVa6usbuCQpgn/uzqbB7sBHr8fnaDVMRODRRmECWmx2MkurmDSkY9M6VyeBBwYG8sn7B2k0mUkeEsjhcYUUFh3B29ubIzUt/HqkFK1OwqYIykyNaAwaFCFoMJu55twp/O2V7wnw8yLAt/NEyAB/bz546XrKK6pB2Kirq2PTxg2EhoYSHR1Neno6Wq2W+OZmlllNHKyv4NaRM5gTk0JhdT0VDY3YHDJ7i8qx2B3tBjt2xu59xXybkYssy5S/vZbf37QAX18v1YiY48nNzWXEsGGsPe00BKDxwO9ORUUF48ePd7cZvaalpQVvb2/Vhr23bNliB3a5247OOBWSeCVJugz4D7AWZ3++FyRJ+pMQ4jNX9neLgBFCiPj4+OLS0tKovnQqHSjCw8M7dIf1BDQaDf7+/jQ2NhIY6Prwufy8Kpb/bwOjxydy3iV963TaV8LDw8nNzUURVqwWOwYvHfU1Tf0iYFzhsTvP5cWP1jN6aBhKSxVzZ85k+aQprDqUxeeHDzLl9Vd57LQzuO/ceRwur2FPYRnRgf6kx0f1vHgPnLF4LF+tzKChTmbq1IkEh/jxyc87+GVvPhGBeq4dGoWXToPRLqPz0qM16FmYNoyIoAA+/tdlaDUa9u/fT1lZGTabrW1YpsViwWw2o9FoCAoKIjg4mOHDhxMYGNhO6H5zKIs/f/sDOo2GFVdfxsgopyevurEZnU6DVZY5d2J6j+IF4OFHv2jzBuUeqSYwwIdbr3cm2g60iLHbZfT6jv1pOsNisVBZWcncuXORJAnPky5OD5Ldbu90Arjaqa2tVW34SFEUampqHEKIBnfbcgrzEDCl1esiSVIE8BOgXgEDYLPZNu7cuXOyGgVMWFgYeXl57jbjpIiOjqasrKxXAuavdy+nstzIlvU5DBsRzcix7q1kSk9P55LrG/js7Sxmzk8naejghcSGJUbwt9tOO1ptNBU/Pz/8/CA+PIiqPc1YZZlnt27mopEjef/3l1PfbCbQxwttP9xB3vbHM7jkymkEBvpi8HJ+NR1oOVDRjFIqSB4RTnZTFQYJhocG8fSFi7BYLM6Q29FBkrIs09jYiMFgICAggIiICLy9vV26y12xZ//RPBuZnw8faRMwD328hmabHR8vPWeOG97tGq0EBHi3CRiNRsLXt314baBEzFNPfsv33+5l7PhE/vPU0h4rzbKzsxkxYoRqPQCuUFVV5bFh45qaGtX2f8nJyVF3Au8p4IEBNCeEjGrpRW6u2wRMdXX1us2bN990/vnnq25ohyfnwcTExLBhwwZSU1NdDiPp9FokCRACnYt3rgNJUFAQcQmR/OuVscTGxg7qsbsqlR4XFY0kSfjodCxIOdavJMTPWRH07a4s3l+3iwumjuKKWSc3TwogPKK98Lx03jgamiwYWyxcMHc0y97/FJssM3nE0E5zHiorK0lNTe3VMR2ywkerdxJh80Kv0aDXajljxNC25+NCg6hpakYIQVSQa2lrLzyxlDU/H6Cmron42BAuOrfjaIj+FjEOh8z33zrbdWQdKqOkpJak5K69qEajkcbGRo9s/HY8hYWFHvsa1Jz/4hEJvJ7PakmS1gDLj/5+BfC9qzu78+q8c8OGDS2A6gQMOPNg6urqPO7ORqfTERoaSnV1tcu2P/7cVXzx8TZGjolnRPrgCoauGDVqFJs3byY8PHzQ+nJ01+clJSSEX6+7gcrmJkZFtH9fzTY7Dy9fg0NRyCmv4bQxQ2kyWdl/uIy5k4YSHHjyrn29Tsvvzj/WWO2Xu26kvsVCUmjwSa95Ip/+tIc3vtiCIhQun5nG/deejtdxwv35a8/l+z3ZDI0OIz3Otc9UVGQg11zZc0O4/hQxOp2WceMTyTxURli4PzExXZd+K4rC3r17GT9+vEfmi7XS3OwUlp42vBGc/V/UnP+yceNG428JvAOLEOJPkiRdBMzCmQPzqhDiS1f3d6eAKcnPz1fU2rckIiKiVyJATSQlJXH48GGXbY+JC+F3dy8eYKt6h5eXF6mpqezbt4/JkycP+PFcaVIX5O1Nk92GIgTa4y56eq0WXy89zVYbWo1ES4uNG/7yIUIIPli1g0+evqFfbDxQVslHO/aycMQQFEVQbjQxLSWhz+Erh0NGCIEiQMi0Ey8A/t5eXDp94O7w+1PEPPn0UkqK64iJCW4Lw3VGTk4O0dHRvQq1qpGioiKSkpLcbcZJUVVVpeo8w3Xr1tkB9c1AOoonJ/FKktTIMR/S8XcQN0uSZAHygIeEED93t47bBIwQQiQmJu7dv39/9LhxJ+9yHygiIiLIyvLM8RfBwcGYzWasViteXl03N1M7sbGxlJWVUVZWNqChJFfEi02WWfLJu5Q0GhkXGcPH5x8rJdZpNbx80wXc/PpK7LLM6z9tByGw2hxUHtdrpTOEEKzdlENTs4XFC0d3mXwqhOC6dz+j0Wrji30H0aJBL2k4e0wqj57feUm4q1x2xgTqTC00m238/rLBG4h5PP0lYrRaDUnJ3SeFGo1GqqurmTVr1kkdQy0oikJFRQUjRoxwtyknRUVFBaNGjXK3GZ3S2NiI0Wg0qrID7ymAEKLLWLQkSVpgNPDh0X+7xK2uj6qqqpU///xz540r3IxWq8XHx4fGRlX22+uRxMREioqK3G1GnxkzZgzZ2dlYrSc1rLRHXB0PUNpooqTRiFWW2VFeQlmTiWJTQ9vz1Y3NSDjzSTblFnLxmeNJjAnhL7ct6fb4P/x6iH89+x0vvP4LL7/dfbhdFgI0oAiwo2C2O9hVVNabl9spG/blUdvcwsJpI9ibX06jeWDe654YjGZ3raGjcePGqdLz2xsqKyuJiIjodCK42nE4HJjNZtWGvjZu3Ajwi7vt6BbPbmTXJUIIWQixF3ihp23d+g22Wq0/r1q1qsGdNnRHdHQ0lZWV7jbjpIiLi6O0tBQhVPKpPElaQ0n79+/v97V7M9soMTCI8VExSMCchCRO/+xtTv/sbd496GwRMXlIPIG+3mg1Ektnj+eqc6bwf9ctZNbEId2uuy7jME1ahRbhoKq6a7EsSRKPn38GWo0EEug0GsL8fLh/cdczgFyhuLKeR95aw7dbM/n9iyt54K3vuOrxD1EU93xuBlrE5OTkEBMT4/GhI3Am76pxHIsrqL1NxerVq03l5eVfuduO7pBE//+oCSHEaz1t4+4SmyNZWVmqzYOJiooiIyPDI+eL6PV6QkJCqKqqIiqq7z1K3MlAhJJ6I17AOU9nxXmXY5UdvH1gF5sqCpGF4OOs/VyZNo5gPx9WP3gDzRYbh4truOy+d7A7ZGIjgvjo8Ws6XbOx2cKGffkIDSheGq5d2n3S65JRqSjAhrwCrps6kQAvA6+t3U5xjZGl08edVDKqcx/nmUsAZqudMpsJq6PnZnUDxUCVWJ8qoSOApqYmZFn2WCFWUVGh6sGza9assQIb3W3Hb3SPW1WDEELo9fq9+/btc6cZXeLt7Y0QAptNlVGuHhkyZAhHjhxxtxn9wtixY8nOzsZsNvd5rd6Kl1YkSaK8qYl430C8dc6Le25lHZd8styZ2KvRcP8b33LHCyupla20WO0cKe16fpCXQYe3lx69Touvj4HE+FAsdgf/25jBx9v3ISsd9zt7VCr/Pm8RadER3PXRN3yecYCnV29g0+HCLu22Wu2UlTV06o2Ljwzm0ZvP4vzZozhjwnCCfL255ezpbhMvrfS3J8bhcLBnzx7Gjx+vypul3pKfn8+QId1799SKEIL6+npCQ0PdbUqnmEwmTCaTUQjRfQKbuzlFQ0i9wd0emNY8mAXjx49X5Qz7qKgoKisrVX230BUBAc48qcbGxrb/eyoGg4ExY8aQkZHBzJkzTzruf7LiBWBdYQG3fvslVkVGp5FAlrArCoeqq2myWQn08iYjuwSHrKDVSnj7aLl2yVR02s4vmAa9jv89fjVbdh9h+rgUvA16Hl31C59lHECSJGRFYen08e32EUJQbDIS4eu0vbV3bFfel6YmC9ff8CYmk5l5c1N58MHzOmyzYOJwFkx0rUHdYNJfnhghBHv27CElJcXjvwfg7LxbU1PD6NHd5jeqltbeL2otX9+0aROoPf/lNwA3e2DAM/JgKioq3G3GSZOSknLKeGHCw8NJSEhgz549J5Xb0xfxArCttBirLIMAhyLaZuacOyKVQC/nDKIbFk9Bq5EYPyyOn1/6PTdeML3bNeMigyiRm7n/8zVkHCnBZLEiCwVFKDRaOibT3vfzD5zx4TvMeud1HrxgAZdMGc29S+Yyc1jnuRC5uZU0N1ux22U2bPS8Kcv94YnJycnB29vbY/NFTqSoqIiEhATVCoCeUPvgSU/IfxkQ78tvHpiT4kh2drZq82ACAgLa4s2emO0fFRVFVlYWNptt0BrCDSTJyckYjUby8vJ6lZvUV/ECcPmoMXyZnUm9uQWDXsel6aN4YOa8dn1YbjtvJred13MDt1Z2HCnho817Mdvs3PvBt3x+9zIURcHPy4tlMzt2r/0+LwebLGOTZW797mvWX39jWzirM9LSYomODqKwsIbzz++4HjgrpxQhMOjU+fnuiyemvLycuro6pk2bNlDmDSpCCIqLiz06j6eqqkrVeYWekP8igUfO7epv3C5ghBAiISFhz759+xarcZqqJElERUVRUVFBXFycu83pNZIkkZiYSGFhIcOHqy9McDKMGTOGrVu3EhAQ4FKCcn+IF4CkoGA2X39Lh8cdssLKX/fikBUuWTgOg971r1WYvy9CCPRaDREBfoT5+/Lfy8/ucvtrxozn5YztADRarRQ0NJAW3nU1h7e3nrfevBGbzYGXV0ehk1tZw1WvfIzV7uD5ZecxNy2lk1WgptpEbk4l4yYk4eM7+EL4ZESMyWQiOzubWbNm9enmaPWq3Wz4JZNLr57B+Emdvz+DRUVFBaGhoej17s1ROlmMRiO+vr6qtd9kMmE0Gk2qz3/5DUAFAgagqqrqs9WrV88fP368t7tt6Yz4+HgyMzM9UsCAsyfMhg0bSE5OVu2JozdoNBomT57M5s2b8fX17TSvobnFyhMvrwHFxpyJIcycMb2deCkuqOG/f1lJUIgv9z12CX4BJ//R+2h1Bm98uQUB1JlauOPSOS7vOzQqjNduupBDpVWcPSGtx+3/NHMO1c0tfHroAGOiohgWGtbjPpIktYmXFqsNm0NmZ14pJbVGaszNNFtsCOC9jbs6FTAmYws3LXsdWVaIiw/l1f/d5PLr6096I2KsViu7du1i0qRJffrMl5fW8+J/vsdmc7BvVwFf/foAGo177n2FEOTk5DBlinsnxveFkpIS1DjAt5W1a9cihFjjbjtcwgNDPv2NKmI2Npvtm+XLl6tW8QYGBmK1Wj22Gkmn05GSkkJubq67Tek3DAYDEydOZOfOnZ3+XT79dhdZuUUkRChs2d/UwfPy2pPfkb2/hF1b8vju8751C29ssaIIgawIGpstvd5/0pB4ls2ZSKh/5zOTShqNzF7+GmPffZ4tZUU8ecYi3jrvQmYkJFDZ1OTycbKKqzjtwdc57aHXuO/db3nhm43szS3DS6/DoNNy7oT0TverqjThsMtYzHYKjlT3+vX1J67kxCiKQkZGBunp6X1O2tXrtW2+eoOXHnemnZSUlBAWFoav78nP1nInQgjVT85evnx5XWVl5UfutuM3XEMVHhghRGVsbGxDbW1tZFhYz3eU7iA2NpbS0lJSUtzrQj5ZEhMTWb9+PSkpKXh7q9LR1WsCAwNJTU1lx44dTJs2rd3k8PAgPWdOj+TbDVUsmDWyw75xSeHs3+UsPY6J73ronytce85U6kwt2B0yt1/Su1b8iiLIKColKsCfpLDgtsfXFefzXMYWzkwehgOZsuZGFCF4btdmIrz9uOP7VdhkmVXZWfxy7Y0uHWv9wSNYbHYUCTQSKELgcCj8fP9N2GSZyMDOu6IOGRbF7Plp7Niax1XXdXx9uflV/PPpbwkL8eMf952Pv9/Ajq/ozhPTWnEUFRXVL/2PwiMDefyZpWRszeP0JWPdljirKAq5ubnMnOl6fpXaqKmpISQkRLW5hIqisG7dOgew1d22uILaGs+5A1UIGACLxbLi22+/feiaa65R5ac7Li6OnTt3eqyA0Wg0DB8+nJycHMaOHbjBfINNTEwMdrudHTt2MHXqVLRaLQ0NDfjpG0lKSeO62FTOWtCx3PSWexaROjqOwGBfJs/qW26Qv48Xf7lx0Unt+9j3v7Jy9yEEgg9vuIxRsc6L7m1rvsLscLCnspwJ0dEoR6uuRoVF0my3A04B0niC98kuyzzw9RrSoiK4ZuqEdhfcBWOH8c5PGdgcDqamJqII+POF8wj28+nWRo1G4v6/nN/l88+/+Qv5RTWUlNXz3U/7uez8gR++2ZmIEUKwb98+vL29GTp0aL8da+zEZMZOTO639U6GgoICYmNjPXq2WUlJiaorwTIyMtBqtduFELK7bfkN11CNgKmvr//0ww8/vP2aa65RZX9pHx8fNBoNzc3NfUoEdSexsbHk5eV59GvojMTERGRZJiMjg+HDh7Nv3z6mTp3a7WvU6rQsPNs9Q0TtDpmfdx4mKjSA7QUlmO12vHQ6DpZVtQmYYC9vzI4mFAQ7q5zzjrSSRIxfAOOiorl7+iw2FhVy57QZ7dYuqjfyRWYh3nodKWGhzB2W3Pbc8Nhwfv3XbThkBT/v/kvEHZIUTtbhCgSCxPjBa052vIgRQlBbW4tWqyU9Pd1jS4w7w263U1hYyJw5rudWqQ1ZlmloaECNhRqtfPrpp41lZWX/c7cdLvObB0YdOTBHObh37177QA3t6w/i4+MpKSlxtxknjSRJpKWlkZmZ6W5TThohBD9/uYsPXvyJRmNL2+MpKSn4+fmxZcsWJk2apGqB9uh7P/LP937kjmdXckF6OiG+3gyPDGPRqGOeoBXnXY6+tXJGAYRzmOO0GGdDxStHj8UqZH63ehUbi4914ZU41tROe0KyaWmdkVd/2Mau/NJ+fT133LiQB+9cwn8fuZTpkwa3O6xer2fatGns37+fpqYmRo0adUqJF4C8vDySkpLahUg9jcrKSqKiolT9t/niiy8siqL84G47XOa3PjDqETBCCKHRaH5at26du03pkpiYGMrLyz16QGJkZCQ2m42GhgZ3m3JSbPslkxf+9gUrXvmF//zp47bHGxoaqKmpYciQIRw6dAhZ7ugFzimq5st1+zE29X0cQSt2h8yDT33NpX94k+37Clza50h5HRabAyEgROfFlvtu57NblxLkcyw3KSkohJUXLuWGMRPRogEFvNBh0DgjrN/n5bCnspyK5ib+vv5Y09CEkGCunDSWB86Yx8yU9u7661/8lDd/3s4f3vqKw+U1fX/xR9FpNcyflcq4UYNfXSKEICsri6ioKOx2u0c3newMq9VKRUUFycnJ7jalTxQXF6u6+qigoACLxVIkhHA9K/433I5qBAxAeXn5eytWrGhwtx1dodfrCQgIoK6uzt2m9ImRI0d6rBempdkKAhRZobnRWfFzfJ+X9PR0oqKi2L59Ow6Ho22/smojNz26nKc++JXfPfFZv9mzedcRtu4poLTSyL9f+9GlfR64aiFDY8OYlp7AkmmdV/4AjImI5q+zFvLc6WczPCScm8dNYURoOACpYc5Iq69Oz7ioY11N9VoNf12ykMsndUw4rTY1AyArgg2Z+b16nWpECMHevXvRarWMGzeOGTNmDNgUa3eRk5PDsGHDVNnk01XMZjM2m03Vgye//PJLW319/bvutsNlBmAStScmBavNJ7lhzZo1diGEal2NKSkp5Ofno9ZqKVcIDg5Gp9NRU1NDeHi4u83pFfPOGktBTgWlBTXcdN9ZnTapS05ORqPRsG3bNqZMmYLBYKCmoRkkCavNTnlN/1Xsx0cHI4TA20vHkISePxMOWSHEz5cVjyxzqZ/IgfIK3tiSgd2qsCh5eNv3YkxkFF9dehUljSbmJia7ZOvwmHAyS6vQaTUEenuhKMJtPU36iizL7NmzB19fX9LS0pAkacCmWLuLlpYW6uvrPXbmUStFRUUkJSW524xu+fDDD40tLS1futuO3+gdqpL1QgibRqPZp9bp1AAhISE0NTWh5lwdV0hPTyczM9PjwmFanZYb7l3CX15chk+AtssOu4mJiQwdOpTNmzdjMpkYMyyG8+eOJiU2lL/fsrjf7BmaGMHrj17Jg7cv4rG7Ow5KPB6HQ+b6+9/nirve4q7HPuvxvX9h4xYu/mAFB6qqKDYaeXL9+nbPjwgLZ2HyEHQu3p2/fMsFXDV7PP7o+M+KX7n/rW9d2k9tWCwWtmzZQmhoaIeE3f6eYu1OMjMz28SZpyKEoKysjNjYWHeb0iVGo5GSkpJGIUSxu23pFb/lwKhLwABUVlb+7+OPP27peUv30Nqav7jYsz7rJ+Lv709gYKDHnuRdGQ8QHR3NxIkT2bVrF5WVldxz1QI+fvw65kzovxJbcIoYs07hm4xM7J3k3rRSXm2iuLweu0Nh54EirDZHl9sCfHUwC1lRQIBBo2VcdPceBbPDTp3VzOaKwk6fDw/wY/G4ESg2gd2usG6f5w35rK+vZ8uWLaSmpnbZ0uBUEDFGoxGr1UpEhCqLMl2msrKS8PBwVScgf/fdd4rD4fjC3Xb0lt9CSCoUMHa7/auPPvqoWc2egdZqJDXb6Aqpqank5OS0yxXxBHoz2ygwMJCZM2dy5MgRDh8+3O5vll1eTVZZVZ/t+WTjXh79+Gee+Hwtr3y3pcvtYqOCSE2JQiNJzJs6HO9OZhMdz03TJqFDQ5jBh/8sXsQ9s7sf4HfnhlWUN5u44efP2F7ZucAO9PdGF6RFaOCyeT33A2putlJYUK2Kz3pJSUlbiXxPF3ZPFjFCCA4ePHhKlIPn5+erPgH5lVdeqa2pqXnL3Xb8Ru9RnSwWQjTFx8fvysjIWKTWmR96vZ7Q0FAqKytVPRa+J7y9vUlKSiIzM5MxY8a42xyXOJnBjAaDgenTp3PgwAF27tzJ6LFj+fXQEf7yqTPp9q8XncZ5kzp263WVKmMTdllGkQQltcYut9NqNLz6jytoNtvw9+25IdkV48dy4eiR6LVaNN1cyD7K3MvmsiIOm2oYIwKRgLLmjnk+DofCBc+/j6wIpEC4YfHUbo9fX9fEDde+js3qYN6CdP78wLk92jwQCCHIzMyksbGRmTNnujzbyFNzYgoKCggICCAkpG8dot1NU1MTQog+j3MYSGpqajh8+LBRCOF5VQ1uuqeQJGkx8BygBd4UQvy7i+2m4OxqfLkQov8qJ45DdR4YgNLS0ufffPPNrq8EKqA1mdfTSU5OprGxkdraWneb0iN9mSqt0WgIS07m9UMHee2LL/hy/34sdgcWu4OtuUV9suuahZPQ+utQvCS2FZdgtXft0ZIkqZ14qTe2sGNfIVarvdPtvXS6bsXLgZpK/rHlF745koWx2YaPTs/ipBGcldRxMKTRYkFWnGc9ARTU1Hf7unJyKrDbZaxWB5s3He5224HCbrezfft2JEli6tSpvR7M6GmemObmZgoLC0lP77o6zVPIz89Xfefy5cuX28xm82/eFxeRJEkLvAQsAUYCV0qS1OHu7+h2TwADOhhTlQIG+HHVqlVWNYc2AgICEELQ1IthempEkiTGjx/P/v37VR1KOlnxYnU4uP6LlUx//TVe3LaV9Q0NrKqrZaqvhjmJ4UQG+nP9vL61vtfrtFgcDmQhMJqt1Da5lsJlarKw9K7/8cB/vuL3f/vkpI7dmsArAX5aA8OCwnhm9rkYOpk3E+bvy/ShCUhAakwEo+OjyC2rocXa+ZDSsWMTiY4ORpLgiiunn5R9faGmpoZNmzYRHx/fp3CKp4iY1rLwMWPGqDpnxBUcDgc1NTWq91C/9tprRqPR6Dnl08fhphyYqUCuEOKIEMIGrADO72S7PwCfA32P0XeDKr8lQgh7TEzMmp9//nnZokUnN2NmMBg6dCi5ubmqbo/tCr6+viQnJ6s2lNQXz8vagny2l5Zittv5KS8PRatwRDFTEhrIzSkpOBwOEoI7H2LoKn5eBq6bM4kVW/eyZFwqMcGuuczLq4zY7A4sVgc5Rypd2iejqBRZUZiaFO/srBwawbMLzmZbeTHXjJpI4e693e7/1k2XtP3/zte+Ymt2EQE+Xnzx8LUE+LQPa/n4GnjznZuRZQWtdvDudRwOB4cOHaK5uZlp06bh49P9rCZX8IRwUkFBAYGBgR7doqGVgoICEhMTVZ3Dc+TIEerr60uEEOpVtV3hvqqhOOD4BLsSYNrxG0iSFAdcCCwEBjQPRK0eGCoqKl565ZVXVB3XiIyMxGg0Yjb3X2dXd5GUlERjYyM1Nf3XobU/6It4ARgWGgZC4KvXkxoZjmQARSv49EgmEydOJDExkS1btlBaWtqWqHqwoILcUtfeByEEuZW13LJwKjv+eQf/uOQMl0/aw5IimD4hBT8fA7dc2fMU6y/2HuKmj1Zy8/Iv+cs3P2E76jFbnDKCR2aeRkpQ73ImNmcWYLU7aLZYySvv+qs2mOKlpqaGjRs3EhQUxPTp0/tFvLSiZk9Ma+goLa1j6M/TkGWZ4uJi1fd+effdd1tqamqed7cdKiNckqSM435uOeH5zk5uJ0qpZ4H7BmMopio9MEfZvnXrVouaBw9KksTQoUPJy8vz+GZTraGk7du3M3v2bFW4sPsqXgCGhoay6upl5NfXkxwSzNmfvQfQFmKJjo4mNDSUAwcOUFpaSq5J4sVVWxECnrz5bOaM6X62z90ffMMvmUfw0etZdc81RAS67s3RajU8dk/3vWOOZ39ZBRa7AwGs3HuQ6qZmXrvyApf3P5GrF0zkfz9lMDQmnJEJkSe9Tk+40pjyeK/L1KlT8fX1HRBb1OiJEUKwZ88exo4dq4rvXV8pLi4mNjZW1a9FCMG7777bYrPZPne3LSfNwHhgaoQQ3cXUS4CE436PB8pO2GYysOLodz4cOEuSJIcQ4sv+NBRU7IERQghZlpd/+eWXqh5tHhcXR01NDTZb53kEnkRrKOnQoUPuNqVfxEsrQ0JCOG3IEIaGhPLqovO5ccwkPj7v8rbnDQZDmzdGNJQxNNQLu0NmT96J38v2VBqb+OFALg5ZodliZX9J92EgIQRPr1zPhf94h5925fT6ddwwYxIxQQFIOMcBZFY4w8sHSyv5fl92m0emK0pqGjjrH28x/+FX2VdQzp3nz2Hnc3fywb1XYtA7LzYZ+wr5x7PfkrGv814yvaGp0cINS19h8dzH+ebLnV1u1+p1CQwMZPr06QMmXlpRmycmPz+foKAgQkMHb5L3QCGEoKCgQPXJu7t27cLhcOwWQjS62xYPYwcwXJKkFEmSDMAVwNfHbyCESBFCJAshkoHPgN8NhHgBFQsYgJqamtdffvllVQ8ekiSJ5OTkU6IiCZyhpObmZreGkvpTvJzI/MQU/jJrAcNDO45QiI6OZuTYiQwN9+WaKdEY5O5FaUVDI3okEM6boalDOh9WZ7bZccgKWcVVfLphLwWV9Tz8Xsfk/CaztdsxB/HBQaz53XXMHz6EqAB/HlmykAMlFSx7/RMe/vwH/vzJ6m7tXbn1AGX1JuqbzLzxwzbAWdrdSovZxp8fW8kP6zP582MraTH3TZTv3H6E6koTiiL48J2NHZ43mUxs27aNvLw8pk6dSlJSEocOlJCfN6B5f4B6RExzczNFRUWnRNURQFlZGeHh4RgMBneb0i1vvPGGsbS01GPDRxLuSeIVQjiAO3BWF2UCnwghDkqSdJskSbcN6IvuBPX6+AAhxOGYmJj6ioqKCDVnsyckJLB+/XqGDh2qarepK0iSxLhx49wWShpI8dId1cYmftx7mACDgZ8O1ONngNNGKmzbto309PROB9GNSYjmgkmj2JJTyJ1nzcbfu2Nvl1V7M3nwix/w8zLwypXnIwFeeh0xoe0TfUuqGlj2yAfY7TLXnTuVm86f0amdBp2OV684lvT/zZ4sJMBsd3C4ogZiuw5hTRwSxwfrdiMBM9O6yE9oDfX0Q/Jl6shYNFoJLy8dM+eMaHvcbDaTlZVFS0sL6enpbZ6Hjz/YzPv/2wBC8MjjlzJlev92TD4Rd4eTjg8daTupGvM0hBDk5uYydWr3/YXcjd1u56uvvrIywCW+pypCiO+A70547NUutr1uIG1R/dW2sbHxmddff/2pv/71rwPrV+4DWq2WhIQECgsLGTp0YE+6g4Gvry8pKSkcOnSIsWN77tbaX7hLvABc98InVBqbkCQJX72GFrvC4QYtNw0fzv79+/Hx8SEtLa1deEOjkfjbZWd0u+67W3bhUBRabDb2llXw/p+uZG9+OQvGDWu33c7MYhwOBZtD5vvNmV0KmBM5Y9QwVu/P4WBJJcGKF8ZmS5fbzh6Zwsf3XoXFZic9IarD874+Bp76y8WsWXeIRfNG4uvTt7vo6Jhg3v/0DmprmkgeEoHNZiMnJ4fa2lpSU1OJiopqlxuzZ1cBVosdjUYi61DpgAsYcK+Iyc/PJzg4+JQIHQFUVVURFBTUr4nXA8HXX3+tKIryhRCi8+ZLnoL7m2O7HVWHkACam5s/eOONN5oVRXG3Kd2SlJREUVERcjezcDyJxMREWlpaBs297k7xAlDd2IzNISMB/7njXJ698wJeuvtiQkNDmTlzJnFxcWRkZLB///5eDfK8cMIoDFoteq2WWcMSGRobzkWzxhDi3/4kP2tcCv6+Xmg1EsuWuN6Xxkuv47mrzsFcZiYzr4LyOhNltV2HoVKiQjsVL61MGJXA/b9bxIRRCV1u0xsCg3xJSArl8OHDbNq0iaCgIObOnUt0dDQZ245w/eUv8+Q/v0J2KFx70zzCwv2JTwxj8Tnj++X4ruCOcFJDQwPFxcWnRNUROL0vhw8fZvjw4e42pUeefPLJ2qqqqqfcbUdfkYTo9x9PQ/UeGCFEU2xs7I8//PDD0sWL+2+KcH+j1+uJi4ujoKDglPDCSJLExIkT2bx5M35+fp2GUPoLd4sXgCeXncXLq7cwf/RQpgxPaOcZkCSJqKgoIiMjKS0tZcuWLQQHBzNkyJAe35erpo3njJHD8NXr8ff2or7FTFFdA6NiotAdV54cHuzPt8/cgt0h42Xo3ddSQsJLr8PmcIpng04d4Qiz2cyRI0eoqqoiMTGRuXPntguV/PexVdTVNlFT08iCM0YzZfpQVnx1l1tsHUxPjMViYffu3UyZMuWUCB2B0/vi6+ur2orRVvLy8iguLi4VQrintfRv9CuqFzAA5eXlTzzxxBNnLl68uGPmpYoYMmQIGzZsIDExsdctz9WIwWBg0qRJ7Ny5k5kzZw5IYp4axAvA/NFDmT+6e+EpSRLx8fHExcVRXV3NoUOHUBSFIUOGEBkZicXm4LZ/f8qR0hr+dPVCzp/nbAoYGeDMS6lrbmHJi+9icziYlpLAq0svaLe+RiP1Wry07ve/P13Od9szSfQ2Ex7kvvdRCEFdXR1HjhzBYrGQkpJCeno6Gk1HZ29cQijNzRaEIoiKDnKDte0ZDBGjKAoZGRmMGjUKf/++NVBUC0IIsrKyUOvsuuN5/vnnG2tqav7lbjv6jPsa2akKjxAwQoh9MTEx1cXFxeEJCf3j2h4IdDodycnJ5OXlnTKu4YCAANLT08nIyGD69OmdXohOFrWIl94iSRKRkZFERkbS2NhIQUEBmZmZWISBunojNrvMqys3twmYVg5X1WJ3yJjtDrbll/SrTUNiwrjj/NmsXbu27bF9+eXIssKEYXH9eqzOsFqtFBcXU1JSQmBgIMOGDetxGOFj/72CjeuySBkaSWKyOu5NBlLEtI4KiImJITJy4PruDDYlJSWEhoYOePl7X7FarXzyySctdrv9C3fb8hv9g+pzYFppaGj49/PPP6/6wUNJSUlUVFRgsXSdTOlpREVFERERwYEDB/ptTU8VLycSEBDAmDFjmDt3LvHRESweF8ZVs2M5e3J8hw7NExJiSI+JRK/V8Pv5Aztb6Lvtmdz63Gf87sWVfLxuT7+s2djQTGF2eVvHYpvNRnFxMdu3b2fr1q1oNBpmzZrFxIkTXZqk7ONr4IwlYxk2Ql0VhgOVE9PaamHIkO6bI3oSiqKQm5vLiBEjet7YzaxYscLhcDg+9Pjk3aO4aRaSqpCEhyTuSJJkiI6OLsrPz4/y9vZ2tzndUlpaSm1t7aBW8Aw0Qgh27dpFWFgYycnJfVqrL+Ll07V7eerjtQyNDeeNP12Kr7e6+k3UGpspKqsmQC9TVVWJw+EgMjKS6OhogoKCeuxIW9fYwhvfbyMqxJ9rTpuMRtO7cua1a9cyf/58nvj4Fz5evxchYMmUNB6/fkmn23+38RB7c0q5aslkEmO6Fh1VJXXcPv+f+AYbOOOaKQyZGI0QgqioKKKjowkICFD13JuTwW63s3XrVoYNG9ZnT0xVVRU5OTnMmDHjlMl7Aec8IbvdTmpqqrtN6ZGRI0fWZGZmjhNCdN+h0gPwC08QI8/9v35fN+Ode3b20IlXVXhECAlACGGLjIz88OOPP77z2muvVfUZIDY2lry8PNQ8BqG3tI4a2Lx5M/7+/oSHn5zLv6+el9e+3oLdoVBYWc/2rGLmj1dXwnRYkB9hR3NQhg0bit1up6qqiry8PEwmE6GhoW3jCzrLk/r7Bz+w6WABep2W8EA/zpnWYVK9S1x92iS2ZxfjkBVuWtx5X46DeeX8+52fsNocfL12P2F+vrzw0KWkxB8bJijLMvX19ezauZez75qEqbaFnF1FXHbLOaj9RqKv9Fc4qampiYMHD55y4sXhcFBYWMicOXPcbUqPbN++HaPRuPdUEC+/cQyPETAA1dXVTz3xxBPXXHvtteoImHeBJEmkpaWRlZXFpEmT3G1Ov6HVapk8eTJbt25l2rRp3ca8jQ0tHNpXzKhxCQQGObc7Ubw0N1l45E8fU11l4r6/XcDIMV3nN1ntDgor6pmWnsTaPbloNRJpierOI2hqsVJa2cDQT94ELQAAZeBJREFUxBji4uJQFIW6ujoqKirIyclBlmX8/f0JDg4mODiYoKAglFaPqIC+OEfjwoP4/K/XdruN4NhkNkUIjI0tfPvrTs6aNQyj0YjJ5CzHDg4OJnX0MFb+dwOluVXc9vjlAy5erFY7iiLw6WMvmr7SVxFjt9vZuXMnEyZMOOUEX15eHklJSR7RvPPxxx+vKysr+5u77ehPPDHk09+o/5N3HEKIsri4uN2bN28+Y+bMme42p1siIyPJzc2loaGB4OBgd5vTb/j4+DB+/Hh27NjBrFmzOj152e0yt179KuZmG37+Xrz3xR9pamrs4Hn5efV+Mg+WYLfJvPLMGl54+6ZOj2l3yFz59w+orG8kOTqE1++9hNjwIEIC1Js0aGqycMW9b2O22Jk4MoGn/nwRGo2G8PDwNu+Voig0NTXR0NBAWVkZmZmZnJ8ayOSo4ei9vBkb6091dTXe3t54e3uj0+m6DdNY7A5KjCauXvEZj555GsmhHUNCDocDi8WCxWIhxFvh7ksnUFxWhV6SEQKSY7zRaDQkJycTGBjYzmPw+oa/oShKvyZyd0ZmVhl3/3k5siL45yMXMm2Ke71sJytiWsOuw4YNO6XOAeAsBS8vL2fu3LnuNqVHysvL2bZtWz2wyd22/Eb/4lECBqCsrOy+Bx98cOLatWvDet7avYwePZp9+/Yxa9asUyo/ICQkhCFDhrBr1y6mTJnS4bU1NVowNbQ4O8vaHFRWVHM4N6tD2Ch5SAQaScLbW8+ItNguj1djbKas1oTdIZNTXENSdCj+Ph3b9quJgrJazFYHFpuDjINFnW6j0Wiwa3Q8sWEPWo3E388/nWAfbxobGzGZTFgsFiqP/muxWHAcHdao1Wrx9vbGYDAgSRKSJKHRaDhUVQUOO5HmZj779VfOOBrCslgsWO02zHY7/t7e+Pn4YvDyYm1+EYfrjVw0ZQJJgREY9DoSusmDabV5oPl1XSYWq/O1rvp2j9sFDJyciMnMzCQwMJC4uIGvAhtsDh06RGpq6qB8HvrK448/3mg0Gh8RnpLw6Sqn1qs5KTxOwAghdsfGxuYfOHAgbPTo0e42p1sCAwMJDg6mqKiIpKQuZs94KAkJCZhMJg4dOsTIkSPbiZiQUD8uvGI6a1bt5txLx3UqXgDGTkzmqdeuo7a6kakzu+7gGR0awIxRSazfe4Ql09PcLl4sFhtFZfUMS47o8gSePiSaEUkRHMgt5+pzu+6P8fzPm1mXcwQJidig7dx/1jwCAwO7bZDX5kWxWmmyWfHXGxBCUGS1Y6qpIafFQnB4OAkJCej1egxeXpz59btUtTThr/diw6W3sK2wmP/lFNBit7P75w18ft1S3tu8i/TKSM4d797BgnNnp/L1t3tQFMGSRepJhO+NiCksLKSpqckjeqP0ltraWmw2G2qeT9dKfX09n376qclsNn/sblv6FQ+tGupvPE7AAJSXl9/78MMPr/zyyy9VP0QkNTWVjRs3EhMTo/oJrb1l5MiR7Nmzh+zs7A59b26+43QuvXpyjwm7I9JioYeWOZIk8cwd56MootdVOd1htdqRNBIGvetfg9r6Ji6+8VVkRRAXE8yKV27udDu9Tstrf7sSIUS33rfIAD/0Gi1IEBnoWlKzTqdD4+XF5Ss/psho5NKRo3n8tDNZHB7OqupKLh86nEvHjMb76OtqslspamxAEQKHolBraSH+aL6Nj17HkLBQ7vjwa7LKqzHotMQEBzA5ufPJ2gD5NfWUNBiZkZLYrptwfzF6VDyfL78DRREEBKgrb8QVEVNcXExpaSnTpk07pTyv4Ax7HjhwgEmTJnnEa3v66aebzWbzv49OUf6NUwz1+/86Z/22bdsqW/sqqBm9Xs+wYcPIyspytyn9TmtlUnNzMzk5Oe2eG4g+L/0pXrZkHGHJVS9wzrIXyTlS6fJ+67YcRlactz6l5Q1tj5dVNLBzXxGyfGxmV0NjC5/+sJv9h7sufLh13jQeOmcBfz1nIdfOnNjuOZssY5U7P+8eqq6isqkZWQhWZh0CnH+PQC8vlk0c3yZeAPz1Xtwyegr+egMXDxtFrF8AQ8ND+fjaK/jHktN59bLzsTocKEIgIbWNJOiM7MoaLnztA+78+Bse/Kp/h/nW1jdx5a1vcMalz7B7f5HqxEsr3fWJKS0tpaioiKlTp55SFUetFBQUEBkZ6RFdhJubm3nzzTcbTSbTG+62ZUAQA/DjYXikgBFCiJqamvv//ve/N7jbFleIj4+nsbGRhoYGd5vS70iSxIQJEzAajeTl5QHqa1InKwr1phaOD4Gv/H6Xsyuuxc7PG10Xl/NnjmjzOiTGOR2A+UU1XHvXO9z/+Bc88dKxi/of//UZL3y0njse/5TCsrpO19NpNVwyaTQXThyF9rhw1K7yMsa9/iLjX3+JbaUdu/amh0cQ7ueLTqPhvBHHXFgW2cG3RYc6CJ8Hpszn4LK7+PfsxW13zulREZw/Oh0/g4HnrjyXxaNH8PuF05kxNLHL17+3rByhEbTY7ewp7rnJW1mziT9t/pZXDmw5VmHVBes251BV04jV6uDt5erOt+xMxJSXl3PkyBGmTp3qEZU5vcVisVBYWOgRAxsBXnnlFavVan1JCOH69NXf8Cg89lvmcDi+Wb16dX1FRUWw2mOxkiQxZsyYUzKhF5yJnZMmTWLHjh1YrVaqqqpUI15sdgfX/f0j8stqSY4MwVjZzOJ5IznrtDHs3FeERpKYM3WYy+uFBvuxZvmdVFabSDgqYA7nVwFgsdrZe+iY2Kiqa8LukPH20lNvaiEp1vWI5yeHDmBxOBAI3t23i6mxce0+N34GA3+aP4v9teXclD4NgIP1FeSZanhl+y5mR6fw6uxLXT7ekIhQnr7i7G632Vldyl8z12CNcxDc4MsDi+b3uO6dG75mZ3UpXlodyQEhLEnqOl44Oi2ubR7UzCmu/03cxfHhpIaGBqqrq5kxY8YpMQetMw4dOkRaWppHiDObzcazzz5rqq+vf87dtgwEEr/lwICHemAAhBCK0Wj827///e9Gd9viCoGBgQQFBVFU1HlFiqej0WgYPnw4+fn5xMTEqEK8ABSU11Nc1YCsCPLKa2loNPP56t2MTovj8zdv44u3b2d0Wu+qRAwGXZt4AZg9dRjDUiIJDPDmjuvntz3+6B/OIS0liktOH8e41N4d4+zhIzBoNUj+MqurM7nu50/aeZC2VRbyp62reDt7O7/fuNL5WhvrkJAwy3ZyjNU9HkNWFF7asZUHfv6Bqub2UzqKGhuY88mrTFn+IgdqnSG2H4pysMgOhAQTRsewILXnlvhajQan7hLtPEydMWJoFB+9ehMvP7mUG6+a1ePaakCv1zNkyBDy8vJITk4+ZcWLJyXuArz33nt2m832nhDCI64PJ4UQ/f/jYXisgAGwWCwfrVixwuQpoZm0tLS2Kb2nGg0NDezbt4+5c+fS0NDQFk5yN8kxIcSGB6LTavDW6vD11hPg502gvzchQb4E+Pc9z8LXx8Ar/1rKt+/dwZxpx9zrk0cl8s6jV3PH0nm99rrNSUxm5eVL0eklFAQbygtYVXSAaV8/xdK171BtaUJCwiEUjDbn5+n0uBH46w0k+Yfw6OSzejzGqpwsXt6xjc8OHeDPP7bPZ3l+7yZKHHXUCBM3rnUWcCxKHIafXotBo2VZ6sTOlkQIQYvjmMf++TnncU3qRB6cuIAz4nsOPUSEBTB8SJTHeCnLy8vJy8tjwYIFFBYW9uvsJLUgyzIHDhxg9OjRHvF3kWWZxx57zFhdXe35U6d/o1vU7wvsBiGEIygo6D/PPffc44888oh6u5odRa/XM3LkSPbt29dp/xRP5cSclylTprBz505kWXb7kDeDXsdHj15DvcmMXiOxL7uM0SNi8TIM/ke/qLaBp75ZT2JYMHcumd1jBU9aSAQjQ6M4WFvJ1KgEnju0lnpbM7vrzBxsKGNCZBxekg/3jV8AgJdWR6J/CL/Mv9Ale47//GlPSJCutTU5u/RKUGNrIttUyKPZLzA8TuFPqdcyK7Jjbxab4uB3O54nr6mcs2OncW/6JewuL6Om3spZ8Z4jSlyltLSU/Pz8trDRQE2xdjdZWVnEx8d7ROIuwMqVKxWz2fy1EKLW3bYMJL+FkDzcAwNgMplee/XVV41Go9HdprhEVFQUer2e0tJSd5vSL3SWsNuaE9PY2EhWVhbu7h+l1WgID/YjKNCXOVOGERLkHq370Mdr+OVgHsu37OX7vdk9bq/VaPhiyTVsuvh2PjzjCiaGJWDQ6BDIWBU7GfUFvDr3YoYHndxkjXNHpHHPjNlcM3YCT56+uN1zfxgzq23OwLjQWNZX78Sq2LALB79Ube90vSNNZZS0VCMQfFe2jezaGv7w47esys1i2def4VCUTvfzRIqLiykoKGDatGltYaOBmmLtTurq6mhoaPCYCdqyLPPAAw/UVVZWPuJuW35j4PF4ASOEsDQ3N//zn//8Z1PPW6uD0aNHc/jwYY8PJXVXbaTRaJg4cSJms5mDBw+6XcS4g8837WfmPS9y47OfYLU7CPD2assD8ffqvCdQi8PGYVMVsnBe7DWSRJSvc9Lz/eNO47zkVCRJIEkgSc68lNSP/suslS9T1dK7r4BGkrhhwiT+Mm8BYSfMtZoYEc+W8//Ax6ddzcpF1zE7YgIGjR69pOPMmOmdrpfkF0WIIQC9pCPVL4XzV7zfVpKt1UicKv6X/Px8SkpK2omXVk4lESPLMvv27WPcuHEe4z17//337Y2NjZ8LITqW7p1KDEQJtQeeoqVT4cIiSZIuKioqd/fu3Ume4rqtqqoiPz+fqVOneszJ4Xg6Ey+VNSYee/57vL31PPyHJQQG+CCEIDMzk8bGRib+v/buO6zJc/0D+PdJAmGHvWUoGxRFVEDF0dplq9bR9tih7enwV1vb0z3P6WlPx+lpa6122XWsnlatdVWt2tZRFw5QFBCQITuDAAkh833f5/cHQrUiQwMh8HyuK5dCkve9AyG584z7TkkZsIscOzLpuU+h0Rvh7OiA//x1OoZHBuH7Q6cQ4iPDraPiLm/BYDHhpt2fQmsxIM0vAivH/6X9Ok7gcdu+99DMGWHgLLBYpBjjG4GaBjMKm1SQiiV4ZfRUDKnTYvLkyahsbEKTwYjhQZdO3fCCgDd37ENBnRIv3TwZI0I7XpSpNGpRqJEj1SccLpLWysd6zggBAtwkVx7BMgsc1CYNlh06gfUFeaCEItzLEx/dcCtG+NvHAtAraSviZjabMWrUqE7rvFgsFmRlZSEqKspup5Py8/Ph5OSEYcNs38qhO0wmE6KiolTV1dVxlNKO6xYMEG7eQ+jwG5+0+nGz1j6TTSlNtfqBe4ndj8AArWthNBrNMy+++GKTrWPpLn9/fzg6OqK62v4+KFxp5OXT1b/jVH41jp48j6f+uQH3LvkGR7LLkJCQgJCQEBw+fBgtLS02jLxvpUSFwNnRASIRQVSwL2QuTlg0LQ23pcR3mLSWNtej2WKEkedwUFF2yXUG3gy1WQcDb4ZEJMIXGXdjZcbduCksFk5iCUSEYIx/a/Xck9W1mP7latzz3Q9YfjDrkuPsOVuGddmncaqmDo9+t7nDuDVmPWbt/RjPnvgBCw5+3f59F4lTp8kLADiKJAhy9sG8xCQ4SSRwFjvg3Sk32X3yYjabkZWVBWdnZ4wePbrLInX2PhJjb1NHALB8+XKjwWD4fKAnL22IYP2LvbHrRbwXMxqNP+7cufONkpISz6io/l9DAmidSjp48CD8/Pzg5NQ/q47+WWfTRsH+Mjg4iEEpRUmFCjwn4F8f7sCONY8jNDQUrq6uOHbsGJKSkuDn52ejR9B3/vPXW5FbXoshvp7w9+x6AWS8ZyBiZf441VCDBVFj27+/qeoIfqg6iHTfcBRoVLgtZBTG+bW+sTyZPAHTw+PgKXWGn7Mr5CjAydo68IIAiyDg97LzWDIxvf1YjQYDeFCAAA1GIyil+LEkH3UtzViQkAIPRynqDBpYBB5G3oJzzYou2yF0ZHRQCE4+vBgAILWDuiGd0Wq1yMnJQVxcXI+2Edvrwt62qSN72mig1WrxwQcfNKnV6sGz88j+J0+umX2/slyEUkrFYvGjTzzxxIbt27f3+x5JQOsLXGJiIk6dOmUXfVO6qrD7wF3jMSTYGwajGZ/8dx8kjhIE+svar/fy8kJ6ejpOnDgBnU6HyMjIvgy/z0nEIoyOunJPoT9zFImxfsoD4KkAMWkdHNVzRnxYvAU8FVBnaMCGCS/BR+p+yf2iPS9dxHtrQizWnjyD+hY9/paZccl1mTERkO4SQ6AUsQF+2HG+GK8c3g1OEJBXr8Dn189CjEcArg+Kx0HFOTwS0/Mt4G3sPXEBALlcjsLCQqSkpHTaYPNK7DGJKSgoQFhYWL+p5dQdb775pk6v179FKdXbOham79j/K8xFeJ7fGxQUVJqdne09evRoW4fTLf7+/lCpVCgtLUV/HjnqTnsAiViEm6ckAgCGx4WgsESOyemXbqN2cnJCeno6cnNzodVqMXz48Ct2dO5N+hYT3nzif1DUNOHpd+YiPvnK5fO7wgsCnvriJxwtqsRfbxiLh24a1+ntm4wGPLF7B7QmI5ZOuwURnl6XXN+WvACAo8gBbhJnGHkTJCJJ+3qUNud19fji3H4kyEIwP7L1vP5ubtj9yMIOzx3o4Y6f/u8+nJWrMCEqHNvOF4LS1segMetRq29EkLMn3k6ZcxU/iYGDUoqSkhKoVCpkZGRcUyNWe0pi6urqoNfrkZSUZOtQuk2hUGDVqlWNGo3mM1vH0pfYNuoBsgbmYnK5/JHHHnvMrvb/x8fHo66uDg0N/XPq9mp6G0VH+uO2aSM6LBQnFosxatQouLq64siRIzCZ+r5Vyb5tp5CXfR41FfX49F9br+lYRdUqHC2qhNHM4bMdRy67vlbbjDmrv8ft336HGo0Wq8/k4nB1JXIVcrx1aH+nx5aIxPh63BN4InYmvh77BJzFl76RPnn8e2yrzsWywl9wXN295qZh3p64MSEaro6OmB2ViLvjRuL68GHQOVdh3oEP8MKp7y67T7PZhPt++x7TfvoCeWp5t85jr3ieR05ODgwGA9LS0qzSRd4e1sTo9XoUFRVh1KhR/X40+GIvv/yyRqvVPkcptdg6FqZvDbgEhlJ68vz588d//fVXu8lP2+qmnD59Gmaz2dbhXKK3GjMSQhAVFYWoqCgcOXIEfV3HZ8gwf4AQODk7IDLu2j4Rh/rK4OQggbOjA4ZHXL5G4vOsYzgjVyBfrsCKw1kIl8ngIBLBSSLBUK+uZzsDnDwxI2QcQlx8LrtOTERo26B88cjNn2ksWiiMl3fddhCJ8fe0qfjbmHHQWvSwUB77lQWX3OakuhqLD/+Ao8oKlGjq8dqJ3V3GbK8MBgMOHz4MHx8fjBgxwqqjg/05iREEATk5ORg+fLhVEra+UlZWhm3btikMBsN6W8fSpyhYKwEMsCmkNnK5/LHHHnssKz8/39deWtq7uLggJiamPVnoD5+A+qKrdEBAAFxcXJCdnY2YmBgEBwf3ynn+bHhqJN7974OoV2iQNiX+mo7l4eKEza8uRKlcjeHhlycwMX6+kIrFAAFi/XxxW3Qc3B2laDabMD0q9prOPSciCuuqziHAyQ8jvEJwCOdhFsxwFP3xJlTech7/KngXlFLcMWQ2bgqadtlxotwDMcTVByXNCswMGdP+fa3ZiAW/r4aR5wAJ4EScEOfpf00xX0zbbMCOffmIDPPFuOQIqx33ajQ0NCA3NxcjRoyAj8/lyaI19NfppMLCQvj7+/fa4+4tS5YsaVSpVIsppXa4h+basCmkAZrAUEpL/f3913322WcPLl68WNr1PfqH4OBg1NfXo7y83ObbF/sieWnj7u6O8ePHIycnB0qlEomJiX1SLyZ2xBDEYohVjuXp5nzFBbvzR45AqEwGSikmDY0AIQRTIqzz+91a+xsE8Gg0N+BMUwlUJjmezV2A4bJU/DXyKRBCUKApBE958JRHlvp4hwmMo0iCNRmPw8CbL1lnw1GhvYIuEQH/HHUDZg8d3u34GnV6HC6qwKTEoXBzuvxP8YV3t6CgpA4ikQgrXrsDCdF9/4YuCAKKi4uhUqkwbtw4uLj0bqXm/pbEKJVKaDQapKV1XKCwv9qzZw89ceLEaZ7nf7V1LIxtDLgppDYqleqFf/3rXw319fW2DqVHEhMTUV1dDVs2qOzL5KWNg4MDxo4dC29vbxw6dAhKpbJPztubDGYLOF4AIQSThkZg8rBIq4+sJcqGwUnkCBERwcvRGSbBAADI1+RAz7dW5h3rkwo3iSskRILbgm++4rEIIZctEvaWumCImydAAAkRgRdxkHRzWkVvNGPqayvx/NqdyHztcwgdtBJQN7XAwrX+jBq1fb+BRKPR4ODBgxCJRBg/fnyvJy9t+st0UlulbHtb92KxWPDwww+rFQrFQlvHYjOsEu/AHIEBAEqpzsXF5aknn3zy0zVr1njaOp7uEovFSElJwYkTJ65598PVsEXy0oYQgrCwMPj5+SE3Nxd1dXVISEiwy+q923IL8eLGXXCROuCHRfMR5u3Z4e1KG9R47OdtcHN0xCfTZ8DPpWc/8xfjH0RhczlCnP0hc3DDUeIICXFAsHMYnMWu0JlyYTb8jneTFsPJIRKiTtbJXMko7yGoM2gBEIS6dPw4OlJUq4LJkYKKAQN4ZJVWISM6HEYLhzM1csQG+OK1J6dj+ap9iBsagPRRfTfqKAgCzp07B6VSiZEjR17VFulrZeuRmLZ1L0lJSXZTh6rNe++9Z9BoNF9QSs/bOhbGdgZEK4ErIYSQgICAY1u3bk0dO3Zs13foR+RyOcrKypCWltZn24xtmbz8GaUUVVVVKCsrQ2Jiot0Vvpv76XfIr1VAIhbh6WkTsHB8x9v6F23fgt2lJRATgkWpY/F0+oRrOu++ffuQkBYLH6k/BEGDUzXjIVAzxCJ3jA7NAbmQwAjUBDNXAakkEoR0niCaeQ6bK0/BSFswI3Q0PB2715VYEASMeO0j8KAgAJbeOR03JETj9k/XoLJBA1cnR+xecj+cHfs2QdVoNMjNzUVgYCCioqJsso3/YrZqO5CbmwtXV9d+Xb6hI7W1tUhJSalSKBQxlFL7bih3ldy9htCRk5+w+nEPbn6WtRLoLyilVKFQ3Hv//fereZ63dTg9EhgYCF9fX+Tn5/fJ+fpT8gL8MRozbtw4lJaWIjc3FxaL/eySnJ2SCEexGI5iMTKiwq94u1gfXziJJXAQixHrc3lX6U9yszD0m//g9p/WwMhx3Tq3v1MQxEQMgRrQurZRgCDoIVAOtfX/h6KqUJyrGYESxc0oVc7ustGmo1iC3co9WF+9FfcfexMtXPfeM0QiEVYuuB2hXh6YGjcMU2KHwsILKFLUQ2+xQGswQq7tux6sgiCgqKgIp0+fxsiRIxETE2Pz5AWwzXRSeXk5eJ63mz5HF1u0aFGjWq1eNFiTFwC9swPJDgczbP/X28sopYX19fXrV65c2ffFRq5RdHQ0TCYTKioqevU8/S15uZizszPGjRsHT09PHDp0CCqVChYLh7rqhg7XVPQX88cl45enH8D+Zx9CTMDliQkACJRi7+ky0BbAn7jipqgYHCyvwJNbtuNAeevvfHnuEfCUorBRhSx5ZY9ikEpC4O48AxxcwMMdWZVx0Oq3ABBAaTMoNcJgzoVAW/tTXennyVMBdaYqiIgJPG3GiYbuJ9UZw8Lxy9/+ihXzZ8BRIoGjRIwHx6dCKhFjauwwhF9haq0niorrMOeuFZi/4DPU1jV1eButVouDBw+CEILx48fbZMqoM32ZxKhUKtTU1NhVl+k2e/bsoceOHTttsVh22DoWxvYGfAIDAEql8rnXX3+9Qa22q/p2IIRg5MiRqKioQG/F3p+TlzaEEISHh2PcuHE4d+4cPn7/ezx658f4++NrbB0aAGDp13tw/T0f4T8rf7nk+/7ubh3uvGnTZDDinEoN3ixA2diCysYmPPLjFmwrLMaiH7eg2WTCxOAIOEsksAg8FuzcgHt//qHLEZM2AuVQqvsVDTyBRdCgdSzm0g9bMpeZEIvc8Gvtf/BJ8fX4pPAGNJqrLjmOmIjg6egCqdgCZwkHPd/ckx/PZZ6+YSJyX12CpXdMh0h07W+gq78/gobGFsgVGvy0/dQl17WNupw6dapfjbp0pC+SmJaWFuTl5SE1NbXLhpT9DVu4eylCrX+xN/3zL9nKKKU6jUbz9JNPPtlk61h6SiKRYMyYMTh9+jT0euvu0rCH5OVizs7OCPIbiqpSDW69NwoarRocZ9upQW2zAZt2nYLBZMG2PXmob+z+lIiXsxNuiIsGAEyOioS/myvQ9omYAAQEn06diW+unwuepwAIjtRVoq6lewkEgRhSsR9EpHWBJqUiaAVHtEAKXjIcCSHnEOazHABQpN0FABDAIVe94bJj3RqcBkcxhUTE41RTTrcfY29qS+RGjwqHVCqBo6MEI5L+2MquVCpx8OBBAMCECRP63ahLR3ozibFYLDhx4gRGjhxpd4t2AeCDDz4waDSaL9nCXabNgN2F9GcGg2HtL7/88tTRo0dTx43rvFdNf+Ps7Izk5OT2nUkSKzTJs7fkpc2QCD9wBkdsW12Cmfcl4fDhQ4iNjYW/v79NhsNdXaQI9PNAg0YPDzcneLo7d/u+hBAsmzMdHwg3Q3xhVGDVnbOxJf8sZiTEwU3augMtLWgIRvgG4WyDEpEeXvB3cYNF4FGr0yLUTdZ+346Onxn6PZT6g9hZ+ylcSANaBC9cF/wUhrpfD0L++ATuIx2KelMJACDKY9Jlx4pwDYGjyAG8wMNZfOljNPMcPir8FVqLEU/GT4O3tHefTyaTBY+9sg7FZQo8fPcE3D17HBLiguHoKEFkhB8aGxtx9uxZSKVSjB492q6e30Dv7E6ilCInJwfDhg2Dl5dX13foZ6qrq/HBBx+o6+vr/2nrWPoNOxwxsbYBvQvpzwghw4YOHZqVn5/va4+fQCorK1FXV4cxY8Zc0zC4vSYvbSilMBrMcHaRQq/Xo7CwEAaDAfHx8fD27vtG5C0GMwpL5IgdGgA3196pm8gJAiqbmzDEvbW79/SNq3Be24RRfkFYe+td7cnbvn37MHny5Mvuf1j1LY7V/w8yx2DMj1gBqfjS37sgCChvOQRvxwh4SS8v7kcpxV7lAajNDbgl6Aa4Sv6ol/Jt6SF8VPgbeCpgWlAi3h09z4qP/HIncivw0jubYTBa4OrsiJ3fLQEA6HQ6nD17FjzPIz4+HjKZrIsj9W/W2p1EKUV+fj7EYjHi46+t6rQtUEoxceLEhiNHjszheX6frePpD9w9Q+moTOvvQjrw03N2tQtp0IzAAK0Ver29vd99/vnnX122bJm7rePpqbCwMBiNRuTm5mLkyJFXNeJg78kL0Dqy4OzSmii4uLggJSUFWq0WZ8+eBSEE8fHxcHfvu1+vq7MjRg/vfjdrRUMzcktrMS4hHDLX7iXSEpEIQ2WtyVmFthHnNU0wCzyOyath4Cxwcei8XlCG330Y63MnxMTxsudNnUGDsmYVxvimw1HU8UsCIQRTAzI7vE4qdgABIAKBk7j3X1KGhfvCQSKGIKUYOyoCBoMBRUVF0Ol0iIuLg69vx4um7Y21RmJKSkpgsViQmJhozfD6zBdffGEuKSnZzpKXS9njmhVrG1QjMABACBH5+/vnbNmyJdneSmcDrZ9G8vLyIJFIevxpaiAkL11Rq9U4e/YsXF1dERcXB2fn7k/p9IUWoxnTn/8SHC/Ay80ZW99+oMeJKC8ImLFpNfIblLhuyDB8ddPs9uuuNAJzJbX6Jszc+wkopUj1icBn6Xf3KBagdZfSd2VZ0FoMWBg1Aa6S3u/e0awzorpODcHcBJVKhdjYWAQGBtrdrpruuJaRGGuN2tpKVVUVxowZU61QKOIppX23576fc5eF0pQJS6x+3N93PG9XIzD294y+RpRSQalUzrn77rvrjUb7KyNACEFSUhJaWlpQVlbW7fsNhuQFAHx8fDB+/HgEBQXh2LFjyM/P71cdvhu0epjMHAwmC+QNzeD4nm8Fr2tuxvkKDZw0DiivbOrx/XlBgO7Cz6RMVw9KKQy8Bacbq7u8b051Ld7bexCFClX798REhHuHZWBx3HV9krzwPA95XRXk1cVwc3NDZmYmgoKC2pOX03nVmHfPJ/i/J76FttnQ6/H0tqtd2CuXy1FZWYnRo0fbZfJCKcVdd93VoFKp7mXJC9MR+3tWWwGltLSxsfHd55577tr2g9oIIQQpKSlQKBSoqanp8vaDJXlpQwhBYGAgMjMz4e7ujkOHDqGwsBAmk+1LAYX6yTBv8gj4yVzx5LyJcJD0fCurxmgCAQEnUDToe/YG3WgwYOKqLzBy5QqsOJ6Fsb4RGO0TBpmDM55NvKHz++oNWPC/H7Hy8HHM/3Z9e5PHvmKxWFBWVobff/+9dYFyZibCw8Mve3P+ZOUeqOqbUVKmxK97Cvo0xt7S0ySmoaEBRUVFGDt2rFUW/dvCypUrTSUlJdvY1NEVsF5IgzOBAYDGxsb3161bV9o2v2xvRCIRUlNTUVZW1mnjw8GWvFysrZpvZmYmnJ2dkZWVhZycHJs2yiSE4Kk7J2Pnew/j7mkdtxfoSoK/HxaljcHIoEDMjI/DnavW4rfi0m7dN6umChqTCTyl+Pb0STiKJFgcNg0RygicLdRA6GRK2cLz7VuXzTzf6W2tqaWlBWfOnMHBgwchCAImTJiAqKioK9YxSUwIhpOTA0Qigqhh/n0SY1/obhLT3NyM06dPY+zYsX3eS81aKisr8Y9//EOlVCoftXUsTP9ln6m5FVBKBULInLvvvvtoXl6eb39bK9EdbR2cjxw5AgcHh8u2Rw6m5MVotODN1zejtrYJz74wHXFxwe3XicVihIeHIywsDGq1GkVFReA4DpGRkQgMDOz3w+uUUhQp6+Hp7IxADzcQQvBYRhpmJsTjls9XwcTzWLxhK0I9ZXgoLKDTY6UGhUAqloDjBcyKTQAAPL1pByobNSiQq5AxNAyToztuqujv7oa3b70BW/LOYsGYUXDsxUJolFLU19ejrKys/XeVlJTUrTUuix++Duljh8Hbyw1DI+2rh1ZXulrYq9frkZ2djZSUlH63/qu72qaO6uvr76H0Qplo5jJsEe8gTmAAgFJa5u3t/e/nnnvu78uXL7e7XUkAIJVKMXbsWBw7dgwjR46Ep6cngMGVvADAnt/ykZ1dDpOJw4cf7MRnKx+47DaEEPj6+sLX1xctLS0oLy9HUVERgoKCEBYWBhcXlw6O3Lt4QcDvBeXwdHXCqMiQDm+z/PcsfHnkBECAtQvuREJg66iCq0PrKIOIb62wW9mkgdrHDecbGhHh3XGtDz9XVxy+/yE0Go0Icmt9yvu5uUKu1YFSCh/Xzn8GtyXF4bakuKt/wF0wm82oqqpCVVUVZDIZgsIi4OjkgkCv7v95ikQEqSmRvRajrV0piTEYDDh27BiSk5PtomjflXz++eem0tLSnziO22/rWPq1QbYBpyP9+6NnH2hsbPxg/fr1Jfv377fbZ4OLiwvGjBmDkydPQqPRDLrkBQBCQlrfsJ2cHBAe3vU2WldXVyQlJSEzMxOurq44efIksrKyUFtb26c9lpZuO4AX1vyMRz7biN8LOl6U/VtxKYwcB0GgyK6qbf++t6sL/vuXOXggbTR8XV3gJJGAgMCri0/eThKH9uQFAD65cyaevm4CPrtrJoYHB1rngfUApRQqlQonTpzAkSNHQAhBRkYGRF6BmPPhekx/+xtsPJrX53H1Z3+eTjIYDDh69ChGjBhhl4Xq2pSWluK1115TKpXKxbaOhekYIeQmQkgRIaSEEPJCB9ffTQg5feFymBCS3FuxDOoRGKB9KmnGPffck33y5El/e60h4erqijFjxiArKwuEEKSlpfU4eSkrkuOXzdkYNykOI9Psq0tt8shwvPveX6BQaJE5qfsjBGKxGEOGDMGQIUPQ3NyMiooKFBUVwd/fH0FBQfDy8urVrblFNSoYzBZIxCKUyhuQmXD59M3jmWl4atPP8HVzwY1xUe3f15nNeHz7dqj1ekyOjMD1kVFwr5dD5ty92jKFlUos+XgzHCVifPLEHIT5e1rrYXWJUgqtVgu5XI66ujrIZDIMHTr0kp/3ocLzMFk4UADbswshCBT78kvxwNQxSBna8WjVYNKWxBw+fBhmsxkpKSk2KeRoLSaTCTNnzmxQKBRz2NRR12wxhURay3d/DGAagGoAxwkhWymlF6+WLwcwiVLaSAi5GcBKAL1S/n7QJzAAQCmtdnFxeXDu3Lmr9uzZ49Xf10RcCcdx7S/+HMf16L6CIOCZ+1ZCrzNh+7pj+GbX0/Dxs69h6KThQ5A0/Orv7+7ujqSkJPA8D6VSiYqKCpw6dQpeXl4IDAyEn5+f1Xd0PDNjEp5fswPebs6YPS4JAFDf0trzyvfCdI67mxPSh4fhlqgY+Lu7td+3UKVCk9EIM89jX/l5fDprJvbtU11+kj/JLavFa//bjWa9CWqNHiIAP+zPxdPzLm8hYE2CIKC+vh5yuRxqtRpubm4IDAzE+PHj4eDgcNntbxoVizUHTsJo5nDTyBj8e/M+mCwcsktrcORt635A/23bKax4axvChvrhnZUL2wsl9nccx0EQBIjF4n5VLuBqPPHEE9q6urr3KKXHbR0Lc0VjAZRQSssAgBCyFsBMAO0JDKX08EW3zwIQil7CEpgL9Hr9TwEBAT+8++67977wwgt2t/qtbdooLS0NlFIcP34co0aNal8T0xVKAY77Y+qEt/TtFtn+RCwWIygoCEFBQaCUorGxEXK5HMXFxZBKpQgMDERAQIBVFknGhvhh8/ML2r/+vfw8Fm3eAgrgk5m3YVJkJO7f+iMMHIf9FeUYHRSC0AvrG5L8/TFE5oESdQP+kjyi2+d8c90elCsaIRGL4CARQUxESInunRENs9kMhUIBuVwOnU4HHx8fBAYGIikpqcvF00MDvHHwjf+DQCkUmmZgC0AAODla/2Xr649+hUFvRkWpEicOlWDitP5ftfbiaSMPDw+r9k7qa1u2bOE3bdp0uqGh4R1bx2IXem/bsy8h5MRFX6+klK686OsQABe3q69G56MrfwXwsxXjuwRLYC6iVCofX7p06cQpU6bE21PDx47WvIwdOxbHjx9HcnJyt+bExWIR/vXZAmxafRiZNyXBP9izl6O2D4QQeHt7tw/Nt7S0QC6XIycnBzzPIyAgAAEBAZDJZFaZatpRVAQT39phe1thESZHRkIiEgPgABA4XPSm7+TggB0L7oPBwsHF8fIRjCuJCvZBlaoRAgWev2MyRkQEISrEelOnOp0OcrkcCoUCgiDA398fsbGxcHd3R1ZFFaZ9ux5uUkd8f88dCPPy7PRYIhGBCAQh3jIs/+sMZBVXYtbYJKvF2mbk2Egc+q0AAMGwuP6fAOj1ehw7dgwjRoxof25auwFkX6msrMSiRYuUSqVyFh1speGvEgFAeudHVd9FJd6OXuQ6DIQQMgWtCcwEawTW4TnY8+VShJDIsLCwo7m5uX7dHb2wpc4W7La9yCUkJMDff+DUw+gvLBYLFAoFFAoFtFotPDw84OnpCU9PT8hksquabjpZW4t71m8AAKyaOwepoSEorFfhh4I8TIkYiglh4Z3evzutBCwcjx8O5MLVyREz0hKvKfHieR5arbZ98XhTUxOcnZ3bR6n+3DT1vu824EhFFUSE4PEJabh9RAJ4QUCYjf/WeF5A4ekqBAR7wTegf0+darVaZGdnY+TIkZd9OLFWA8i+YrFYMHbs2IYzZ87M5DjuoK3jsRceHqE0ddxjVj/u3l9f7LSVACEkHcBrlNIbL3z9IgBQSt/+0+1GANgE4GZKabHVA72AjcD8CaW03M3Nbcldd931yc8//+zVn3urdLXbyMXFBenp6Th27BjMZjNCQ3ttKnJQcnBwQGhoKEJDQyEIApqbm9HU1ITq6moUFBSA53m4u7u3JzUeHh4drvW42KjgYJx6vHV9h8OFOitxvn54NXOK1eLOK5djxYZDIARQqnV46Nbu9QTjeR4Hswtx7nw1YkNkELjWysZtiVtYWBiGDx+O840a3PPdBlgEAV//ZTYSAv5Inq+LGYacmjoQAFKpBNev+i9AKd6ZdgNm2rBTslgsQuKozpPD/kCtVuPMmTNITU3tsGGptRpA9pUXXnihubq6+hOWvFwF28zyHwcQTQiJBFAD4C4A8y++ASEkDMBGAPf2ZvICsASmQzqdbm1AQMD05cuXz12yZEn3tnT0se5ulZZKpUhPT8fx48dhMpkwbJh97S6yFyKRCDKZDDKZDOHhrW+EFyc1NTU1lyQ1MpkMnp6ecHV1hVQqvWQ9iEMvFogDgNOlteAFARwvIKug4rIEhlIKk8kEvV7fPrKi1WphtvDIKqhFbYMRB05X4+t/LuywGu4XWSdQw7W2rnlmx07suP++9usWpI5CRkQYXB0c8GVONkwXFpvvKimxaQJjD+rq6lBcXIxx48Z1uv7KXpKYXbt2CWvWrDlbX1//D1vHwnQPpZQjhDwGYBcAMYCvKaX5hJBFF67/DMDfAfgA+OTCAADXWw0iWQJzBUql8qE333wzbeLEiVGjRo2ydTiX6GmdF4lEgnHjxuHkyZMoKChAfHz8gOza299cnNS0EQQBOp0OTU1NqK2thV6vh8lkai/RL5VK4eTk1H65+GupVNqeMOSqa+EjdUGomycA4O3Dv+Pr3Gy8EhIJgVKIOvj9CoIAk8mEzMQQnDjjA0J5zMyIwKlTp2AymWA0Gi+Jw9nZGTKZDBEREfDw8EClogmvr82DycLB3UV6xVL+MtcLO3gIUKO/vN1YtK8PAODO4cOx6exZWAQeD6SkXN0PuROnT5TjfIkSU28ZATcPu1uXf4mKigpUV1cjIyOjy1E8oP8nMXV1dXjggQeUSqVyBqV08O4YuAa9tAamS5TSHQB2/Ol7n130/wcBPNgXsbA1MJ0ghMSEhYUdzM7O9usv9WGupUgdpRR5eXngOA7Jycn9voT+YNM28mE0GmE0Gi/5v9FoRLNBjxazEU0mI5otrdM3YW6e8HB0Qq5SAQEUIQ5SyDw8IO0guSCEXJYQ/TlZ6uo5sfX3PBw8VYZ7b0nF8KjgDm+jamnBDav+ixaLBQ+npuKZ8Vdew9f2+mPthPrc2Vo8s/BLCAJF7PAQvPd1n7yeWh2lFMXFxdBoNBg9evQVk8Yr6Y9rYkwmE9LS0hry8/Pnmc3mPbaOxx55eITSManWr/W3Z+9Lna6B6W/YCEwnKKXFTk5O9998883fHj582Ls7n3x607VW2CWEICkpCSUlJTh+/DhGjx5tt51qByJCSHsy8Wd6zozMbR/BLPAwcBZwFhEAguu8o/DFpBuxdMP/UN7QiEd9AzF94kS49lITvxmZSZiR2fkuID9XV2Q9/Ai0JhP8unie9tZIYIOyGYQAFjOHerm2V87R2wRBQF5eHgRBQGpq6lV94OhvIzGUUixYsEBTWVn5NkteroGddo+2NvYRvAtGo3H7+fPnlz700EMaW8ZhrfYAhBBER0cjODgYhw8fhl6vt2KU9qehQYcT2eUwm3tW+K+vNZkNMPAWGHgL2t7zCYAH4saAEIL1s+/CNzNmI8bbt9eSl56QSiRdJi+9KXVCNKbNGIXYpBA89/Zcm8VxtcxmM44ePQqpVHrNo6Xd7WLdF95//33D3r17f25oaHjfpoHYPdpavMvaFzvDppC6gRBC/P39N73yyis3Pv74432+qLe3ehs1Njbi1KlTGDFiBHx8fKx2XHuh0ehxz/0rwXMChg71x4oP77nibetqm/DJst3wD/DAosenwcGhdxfaduT9M3uwuSIP98eMxbyIkZCKJHD80wjaxduoD547jz2FpZibOhwJQd3fRl9SV49FKzaCUopPHp2N2FDbd3Q+c6YKGzdlY/KkOEzqQasIe9Tc3Izs7GzExsZadcTE1tNJu3btEu67774zSqVyLKXUvssG25iHewgdM7oXppD2v8ymkAYaSiklhNz1xhtvZCcmJsZNnTq1z0auerMxo5eXF9LS0nDixAkMGTIEERERVj1+f1dT2wSOE2A0WlB8Tg6gdYh7/cYTqKisx4K7xyPAv7UmyAfvbEPuyQo4OkowLCoAt8zo+4XdTw+fiqeHT23/mhcELM8+grrmZvxt7Hj4ufzx/FBqdXjs+60wcTy2ni7EsRcfhUjUvema7/adRL22tRXNmr3ZeOPem6z7QHqI5wU89/w6mEwcjhw5h/j4YPj79+9aLVdLoVDg7NmzSElJsXpHaVtOJxUXF2PhwoV1SqVyGkterMMWvZD6GzaF1E2UUqNKpbr+7rvvVpSVddw12Nr6oqu0s7MzMjIyoFarcfr06T7txGxrsTGBSE2JgKurFA//tbUP0OGjJfhm9UHs/CUP/3x7a/ttZZ4uEEvEAAjc+8mOlo3FBfg4+yjWnT2D5/fuuuQ6ntL2KXJeEEC7MWGeU1KNW1/9CqdLayF1kEDqIEF6nO1roxBCIBa3vVSRbidi9oRSipKSEpSUlCA9Pd3qyUsbW0wnaTQa3HzzzWq5XD6dUtp1sy6G6SY2AtMDlNI6QsiMm266aWd2drZPR4WkrKUvkpc2YrEYKSkpKCkpQVZWFlJTU+HYD9ZR9DaxWIQ3Xpt9yffa1xoQXPJG+dQL0xETFwRfX3dMmBTbl2Fe5n9ncvF+1iGEeba+yRGQy7ZNB8nc8e6cm7Ar/xzuGTcS4m6soXhn3V7UqLVwcpDggRtTcd2oaEQF2X73nUhEsPSD+djx82lkZETD17f3/u5sged5nDp1ChKJBOnp6b2+O7AvR2J4nsdtt93WqFAoFlNKc3vtRIMRW/7BEpieopSekMlkT82ePXvZrl27PHvjxaYvk5c2bYt73d3dcfjw4W73UBpo0sYMxaIHJ6Oish533/lHgTcXFynumJ9uw8j+8K8D+2DkORhUFtyZNBwiEcHjoy+vpntjYgxuTIzp9nHjw/xRrWoCpUBaXHi/SF7aREcH4onoQFuHYXUtLS3IyclBaGgoIiMj++y8fZXE/O1vf2suLCz8UqfTreuVEwxWFCCDZ7D8ilgCcxU0Gs23/v7+o5csWXL/ihUrrPpx0BbJy8UCAwPh7u6OnJwcBAcHY+jQoYOq6B0hBLNu7V+FC/8sztcPxQ31EBGCx1LTLln7ci1enT8Nk0dEIcjbHXFDWO+s3lZbW4vi4uJLGjL2pd5OYj799FPjunXrslQq1QtWPTDDXMASmKukUqme/OGHH8JCQkJuePHFF12scUxbJy9tXF1dkZGRgYKCAhw7dgyjRo0aFFNK9uK72+fhcHUl4n39rJa8AIBELMKUZOu0mqCUoqKmAT5ernB37XzjXqWqCduzz2JcTBhShoZY5fz9Gc/zyMvLg8lkwvjx47tVWbe39FYSs3HjRu4f//jHWZVKxSrt9hY2hcQSmKt1YWfSHUuXLt0bFBSUunDhQum1HK+/JC9txGIxhg8fjrq6Ohw6dGjQbrXuDdoWI55evgXKJh2eunMS8isUGD40CBNHDG2/DaX0iiNfzg4OuC6y60SjSW/E7oJzSAoJ6NE2amv44Js92LYnDw4SMVa/dx8CfDtelEopxYKP1qGhRY+v95zATy8tRKDnwFrjcrHm5macPHmyfddffxjdtHYSs3//fmHRokXlKpVqKqXUaI0YGaYjLIG5BpRSCyHkxueee+6ov79/3C233HJVxUH6W/JysaCgIMhkMuTk5MDf3x/R0dH94kXXnu04UoC8cjksHI8Xv9gBCy/AQSLGqhf/guhQX/x0rAD//O4XhPh4YNVTd8HT9ep2Pd3/3w0or29o/f/40ahu0uLRSWmI9O39tU37j56DycyBEIL8c3VXTGAAoMVkbv0wSSmM/byg4LWoqqpCaWkpRo0adUl/rP7AWknMmTNncOedd9aqVKrJlNImK4bI/BkbgGHbqK8VpbRFpVJNuv/++yuPHj3a4/v35+SljYuLCzIyMsBxHLKysmAwGGwdkl0bFuILESFwljpAJBJBoBSEAAZTa3mMz3/OAscLUDTpcCCv/KrPU9ukhYnjQSnw9eFsbDtdiMfWbu36jn+iN1uwdOdBfPzLEZi57iUY990+DiJC4OftijEjrrwVmxCCjx6ciXExYXhm1iRE+Pd+clVWVY9n/70JK9cdgiD0/ruAxWJBTk4OlEolxo8f3++SlzbXusX6/PnzuPnmmxUKheI6SmltL4TIXIRQavWLvWEjMFZAKVUTQibPmjUra+/evUFxcd2rFGoPyUsbkUiEhIQEqFQqHD16FJGRkQgLC2OjMVdhTHwYvnjhDqg1enh6OOPLbUeRGhuKEcNamyNOShqKHw+dgYgQjIi8+uH8d+fejPd2H0Ckrxd+LzkPQggcetgMEACW7TyIdUdPgxACiViER6aOu+Jtd5UV42+//oxgdw9s+vqRbrUTSIsJQ1pMWI/julqvfrgN5dVqZOdXISEqEBNGW2fdT0eUSiXy8/MRHR2NkJCQfv/3crUjMfX19bjuuuvqa2pqbqOUFvdmjAzThiUwVkIprSSE3HDDDTfsOXLkiF9ISOeLEe0pebmYn58fxo8fj4KCAtTV1SE5ORnOzv2jsFtf4AUBb67cjZyzVXjsL5m4Pu3qasIkRPyxJXjZ47Muue6Z2ZMwMy0Rvh6u8Ha/+vXhk2IiMSmmdWvullMFyKtT4v70lB4fh7/okxnfxYjFe0cPQc9ZUK3V4JfzJZifmNzj8wHAF8UHUK5T44WkG+HhaN3nl5uLFGIRAaUUrs7XtHTtiiwWC/Ly8mA2m5Gent5hg87+qqdJjE6nw5QpUxpqamrupZQe74sYGbBFvGAJjFVRSvMkEsnsKVOmbD569KjPleqo2Gvy0sbBwQHJyclQqVTIysrCsGHDMGTIkH7/6fJqcbyAdz/fjcJSOW69fgT2HD8Ho8mCd77+9aoTmM4QQhATYt3+QzNHJmDmyAQAQL5KAbXBgAlDwi8rgAcASr0OLRYzImWtW3ufvHE8xCIRHCViPDCp8zYpk8MiUd3c2vd0VEDwVcX6edHvWHa2tVHxcVU5frnxb1d1nCt5+5mZ2PxLLiKH+GBUQqhVjw38MeoSFRWF0NBQu/y76G4SY7FYcPPNNzdWVVU9ZTQad/ZljAzDEhgr4zjuoJub24OTJk366uDBg95/Lglu78nLxfz8/DBhwgQUFBSgtrZ2wI7GZJ0sx2+HimA0WfC/zccAUDhJJYgI7vvaHdfqUFUFHty2GSIQ3DMiGS+On3TJ9bmqOtz18/cQADw/OhMPJKbCzUmKF2+b3K3jv5QxCbdFx8HPxRVBbu7gBD2azOfg6RgDiah7z43S5j+qzTearb/eylvmggfmWr8oocViQX5+Pkwmk92NunSkqySG4zjMmjWrqbCw8N2mpqZVtohx0KIA2OZ0lsD0Bp1Ot9nDw8Np8uTJn+zfv9+rreXAQEpe2rSNxiiVSmRlZSEyMhLh4eF2+anzSgJ83UEphdRRgrAgLzzz8DQUV6owfmTfVU61lgKVCrwgwCgIyOlgoebhukpYBB4cpdh+vggPJHY+4qI21UBlqsQwtxQ4iKQghGCEf+v0mEAt2FV1J0x8I1wkgbhxyHoQ0vW+gReH34QT6go0mfR4beStnd72t+JS5MkVuGvUCAS4u3V57N5AKYVcLkdhYaFdj7p05EpJDMdxmDNnTtOxY8eWqVSqd2wZIzN4sQSml2i12rUymUwyZcqUj/bv3+9lsVgGXPJyMX9/f3h7e6OoqAgHDx5EUlLSgGlFEB3hj49euwNllfW4bnwcXJ0dEd4Hoy91Tc348JeDCPWS4dGpae39jPJqFahu0mBq7DA49nBR7pz4BOwoKYJKr8dLEzIvu/7WyFh8WXgIRqLH7dGdtyFoMNVhZcmTAAhCXWJxb+Qbl1xv5Btg5FQQYIHOUgGL0AJH8ZVrvFgEDi+e/hgF2nLMj5qCrRXVeCFnI0qbVXgoeiKy5FVI9AlAgEtronKmTo6/bd4BC89jz7ky3BQRhc/3HEVKRAg+f+D2q1qw3FM6nQ55eXlwdHRERkYGpNLeWVNjS39OYvz9/XHHHXdojhw58rFKpXrNttENTgT2uWvI2lgC04s0Gs0aT09PyZQpUz58/fXXZRMnThyQyUsbiUSCxMRENDc348yZM3BxcUF8fPyAeFFPiglGUszVrem4Wi/9uAvHy6vhKBEj3NcLM0bGI7e6Dvd9uwGEANfFDsP7s2/p0TG9nV2w6Y67r3i9u9QRDu468IIFn5bvwrxhydDzBng6eFw2qtBgrgNAYKFGKIx/bPfmBQPylY9DbylBkPNw1BnOIMJjRqfJCwCU6qpRoqsGBcWmmn1Q6n1BAawpO4pdxVUo1zbCQSTGgXkPQyZ1QovJAkJaFxnrTGas3HMMFl7A6So58qsVGBnee78vjuNw7tw5qFQqJCUl2aQVQF9qS2IOHz6MRx99tOXQoUMrlUrlK7aOa1BjCQyrA9Pbmpqa/ltaWvrc3//+9yZbx9JX3N3dkZ6eDn9/fxw+fBjl5eWgVvxj4zkenIW32vH6EscLyKuUQ6PvukCpk0TSvsi2baSlXN0IEMBg4VCkqLd6fBaBh3Bhct0iWPDkqbfw0IlX8eG5y5c4RLqNwFDXaAQ56pHoHgwzr0VF8w5UaldDYzoOE18LiVCBOcOyMNrvpS7PPcQlAC5iKaQiRwyXRcFFIoVUJMF1QXE426iCnrPAzHOo0WkBAOPCQ7EoYxwmR0Vi+ZxbMToyBM4OEjhJJIj0652EglKKuro6HDhwAFKpFBMnThzwyUsbkUiE5cuXa48ePfq1SqV63tbxMAyx5hsLc2Wenp4Lo6Ki3t+7d69325qYwYDjOBQXF6O+vt4qn1TPFdTiuQe/Bs8L+NfH92JEqn2tQ3n0y004XloNJ0cJfnpuYadVdpv0Bnx94ARCPGW4Y+xwEEJgsFjwxA/bUa5uwNszbkBq+KW7aPbt24fJkydfU4wrinZifeVBhLl6gCN1MAlmiCDCj+OXX3bb7ZUPot5UADFxgo+DFwy8HGJY4CUygBARfJynIsF/abfP3cIZUWesR6RrEMw8D6WxGWGu3vgi7zhW5GZhSuhQLJ00vcPdUxaex9kaJcJ9vSBzsf4CWp1OhzNnzsDJyQkJCQkDYmSxuziOw7x58zQHDx78nCUvtidzDaZpcQ9Z/bi7c17PppR2vvCtH2FTSH2kqanpvzKZjJs0adKyffv2XbY7aaCSSCRISEhAc3Mz8vPzIRKJEB8fj6tN4nZvyYFB31qxduvaYzZPYMwWDl9uOAKd3ohH7pwAmVvnO22OlVTDxLWW2C9VqDF66JW38Xq6OOOpGyde8j1nBwesnD/LGqFf0e+qPFgohxq9FhEeLrAIHCb5je3wtlKxJ0QXXkZMgho8NQLEGWHeT8NN7AVvlyk9OrerxAlRbq0/E2eJGOFurf23Hh4+Fg8P7ziGNg5iMUaEWbejMgAYjUYUFRVBq9UiMTFx0Iy4tOE4DrfffnvT0aNHP1apVGzaiOk3WALThzQazRoPDw/LhAkTPtm3b5/3YHohdHd3R1paGtRqNXJzc+Hm5obY2Ngeb7vOmBqPXZtzQCkw+ebhvRRt923YdQrrfs4GL1AYjBb8Y3Hna1Ievn4sPt2dhfgQ/155s+2pM/Vy7Kksw82RMYjx8gUA+DnKUNlSDwPP4bbA2bg+KAEeDh3v8MkMfA3Fms1wcwiGVOSIU+r34CNNRrj7XJxozMeBxr24PmA83B3sb+2XxWLBuXPnoFQqERMTgxEjRgyY3UXdZTKZcPvttzcdP358GVuw24+wbdQAWALT57Ra7To3NzdjWlraV3v27PEJDbV+Ia3+zMfHB+PHj4dcLsexY8fg6+uL6OhoODo6duv+o8YNw7c/PwWep/Dxs/1UnETSuoyMEMBB0vWul4evH4eHr79yKf68Kjn+d+gUJscPxY3Jne8CulZaswnztn0PI8dh5ZnjOHXvY3AQieEh9oLRIgGlBCfVtZgdduWRD0exG5K872n/Osh1AgAgX3MOS4u/Bkd5nGoqwD+TnuzVx2JNPM+jvLwcVVVVGDp0KDIzMyESDb7lgs3Nzbjhhhsai4uL31Kr1e/ZOh7mUmwXEktguoUQ8jKA+QB4tOa9mwCMopTOunD9iwD+SimNuvD1bQAeopTO6Oh4Op1ui0QiUaWnp2/evXu3X3x8fF88jH6DEIKgoCAEBgaiqqoKhw4dQmhoKCIjIyGRdP2U9PS2Tb2PjsyeNhImEwedwYT7Zl45Memuh77YiGajCbtPn0N8qD/CfDyvPcgrMHEceIGCAjDxHHhBgINIjBlho7CrtgACKCb5X12l4WZOBwDgKQ8tp0OZVo3vz51CRmA4poREWfFRWI8gCKiqqkJZWRlCQ0ORmZkJcR9sxe6PFAoFpk6d2lBdXb1Eo9H8rzv36eB18hEA/wYQBKCtImEJpXRub8TMDD4sgekCISQdwK0AUiilJkKILwBXAI9edLN0AFpCiD+lVAkgA8Chzo7LcdxhQsiUqVOn7t64cWNQenr64BqbRmsiExYWhpCQEJSXl+PAgQMICQlBZGQkHBwcbB1et0jEItw7s/O1GT0han8WUPT2E8LPxRXvTLwRPxSfwf2Jo+Ekaf2ZBzl6Q1/vClCCpVnHcP2cnifYY7yTcWPARJzX12BhxBzcues7KA06rDmXgx23/BWRHv1n+pTneVRVVeH8+fPw9/fHhAkT7Ob51xvKysraGjP+xWw2/9qd+1zhdbJtWPVuSumJ3op30GIjMCyB6YYgAPWUUhMAUErrAdQTQjSEkChKaQmAEAA/ojVx2Xzh3y4Xu1FK8wkhabNmzdr/9ddfh02fPn1QftwTi8WIiopCZGQkKisrcfDgQQQEBGDo0KF2X469p756ZC7WHs5FZvxQDOlg9MXC89h1oghers4Yn3TtC5jnRCdiTnTiJd9T6ltAqBgGztK+ZbnNb2WlOFJdhbuHJyOyk0KFYiLCgsg5MFgs0JpMMPE82l5uzUL/2AJvsVhw/vx5VFdXIzg4GBkZGd2eyhyoTp48iVtvvVVRW1t7C6U0pwd37eh1ctCtGWL6FktgurYbwN8JIcUAfgWwjlK6H8BhABmEEDGAcwCyANxICNkGYASAbnVlpZRWEUJS77///v3//ve/Y+6///5B+woqFovbWxHU1NTg6NGj8PT0RHR0NFxcrr4rsz2JC/bHa3OnXfH6pRv2Y/PhfADAC3dOhd5gRuwQP4yKsd5aqjGBIbgrbjiO1FbhhXF/9EoqaVDj8Z+3w8Rx2FlyDgcf6HwbZ11zM6avXg292YxZyXFoErVgcsgwxHpat1FlT5lMJpSVlUEulyMsLAwTJ07s1tTlQLdnzx5h/vz5NQqFYgqltLSHd7/S6yQA/I8Q0jaF9Aul9FlrxTx4UTYCA5bAdIlSqiOEjAYwEcAUAOsIIS+gdYooA4AYwBEAxwD8HcAoAEWU0q4rlf1xjgZCyLjnn39+V11dXcqLL77oMpg/uYhEIgwZMgShoaGQy+XIzs6Gi4sLoqKiIJPJbB2eTVUom2A0c3AQi/D51sNobNSDiAj++9JfED3EOokBIQT/yLjusu9b+NZtDxSAiet6FOVYdTXMHAeLIOBQSRUOPGT9uhU9odfrUVpaCrVajcjISEyaNGlQLs7tyLp16yyPP/54uUqlyqSUKnp6/05eJwE2hWR9FCyBAUtguoVSygPYB2AfIeQMgAUAXgDwOFoTmC8opc2EECcAk9HF+pcrnENPCJm6bNmyddXV1devWLHCfbC/uF682Le+vh6FhYXgOA4REREICgoalG8+z86bjH98uwtebs4oKlXCzPFwljpArWlpT2D2HSvG9t8LMHtaMtKTrVcnJ97PD69mTsaBygosSh3T5e3Hh4XBTSqFmeexYNQoUEpx5FwlnBwlSIkIsVpcnaGUQqVSoby8HBzHITIyEklJSWxq4yLLli0zvvnmm3kqleo6Sqm263t07AqvkwzTa1gl3i4QQmIBCJTScxe+/hcAT7QmLyoA9QCGU0othJDPAVwP4DlK6Y9XeT7i7+//fmJi4sLNmzd7DZaCd93V0tKC8+fPQ6lUIjg4GGFhYT2uJTNQnDpXg6Xr9mPEsCD87c7JEIkIftuzB//872lYOB6ODmLs+mIxnBxttyCVEwSYOA6ujo74cu8xfLbnGCileOuOG3HjiN7bJm6xWFBVVYXKykp4enoiMjJy0I/e/ZnFYsGiRYu027Zt269UKue1rV+5Gp28TiYBeIaNwFiXzDmIpg99wOrH3VXwFqvEO8C4AVhOCPEEwAEoAfAwpZQSQo4CkFFKLRduewTAw2hdH3NVaGtG+ZRMJssZPXr0hzt37vQZNmzYtT2CAcTV1RWJiYmIjY1FbW0tTpw4AalUioiICPj5+Q2qT9Yjo0Ow6pX5l3yPgEB0YSuTWCTqsOR+X5KIRJBcWBh7ploBg9kCMSEoqFFaPYE5X6GCRqOBwDdDo9FgyJAhbGHuFajVatxyyy2NZWVly+rr61+n1/5JtsPXSQAbcOkamHpK6fXXeC6GAcBGYPo1QkhKYGDgT6tXrw68/vrrB998STdpNBqcP38eDQ0NCAgIQGhoKAbryNW+ffvgFRSN/cfP4YaMeMQNDbB1SO1KFGo8ufonODs6YMWCmQiQWaeej16vx+Ejp1FeXgGN1oLoqKGYcVv6oEpmeyIvLw+33nqrSqlUPqDX67fZOh6m52TOQTQj8n6rH3fn2bfZCAxjHZTSHEJIyvz583956aWXop544gnnwfKirNUY8Owj/4W8thFP/30WMq9PuOJtZTIZkpOTwfM85HI5zp49C6PRiJCQEISEhAy6Kabk2BAkx/bNGpOeiArwwbZnFlrlWGazGbW1taipqQEA1Na14MctlTCZBIzPcMHMGYPj76SnNm/ezD3yyCO1SqXyJkrpWVvHwzDXgiUw/RylVEEIGfP2229/d+LEieu+/vpr2WAYEj+yvxB1NQ0wGTn899PfOk1g2ojF4vakxWw2o6amBtnZ2RCJRAgJCUFwcPCgLlDW206cq8b7G/dj5NBgPDtncvtU1p8ZzRy0eiP8PXs2AsPzPBQKBaqrq2EwGBAcHIyUlBQ4OzsjIrIRP+8qg9FkwT1/SbfGwxlQKKV47bXXWj799NN8lUp1E6W00dYxMdeIzZ6wBMYeXKhsOXfnzp3Pp6enP/vzzz97+/v72zqsXhWbGAICAqmTA1LTe1563tHREZGRkYiMjIRer0d1dTUOHz4MR0dHBAYGIjAwcNCNzPS2l1b9DGWTDucVjZiYNBQZ8eGX3UbZpMMdb62G3mjGwmlj8OhtGZ0e02w2Q6FQQC6XQ6fTwd/fH3FxcZdNEYYEe+H71Yus+ngGCr1ejzvvvLPp2LFjG1Qq1f9RSjlbx8RcIwpAYAkMS2DsxIVFdu84OTmdSk1N/Xbjxo1+qal2M1XZYxHD/PHlhsegrm9GbELwNR3LxcUFMTExiImJQUtLC+RyOU6ePAmO4+Dv74/AwEDIZDK2ZuIaBXq5o0lnAKUU/rKOu09nl1TDbOFh4QVszcrvMIFpbm5uT1oopQgICEBsbCzc3d3Z76iHysvLMX36dHVdXd3LjY2Nn9s6HoaxJpbA2Bmj0biTEJI+ffr07c8991zYU089NWDXxfgFeMAvwLqLcV1dXTFs2DAMGzYMFosFSqUSpaWl0Gq18Pb2hp+fH3x9fdnOlauw4v9m4ecTRYgN9UNUsG+HtxkbMwSuTo4wcxz+MnkUAIDjODQ0NECpVKK+vh7Ozs4IDAxEamrqoGslYU3r16/nlixZolAoFHMopUdtHQ9jTawSL8B2IdktQog0ICDg06SkpFnr16/38vbuP83x7JEgCGhoaIBKpYJarQbP8/D29oavry98fHzsJqHZt28fJk+e3KP7mMwcft6XD2+ZCyaOjer1UQ6jyQylSgWdVgO1Wg1KafvP2s/Pb9B2gLYWo9GIRx99VLN9+/YTSqVyLqW0ydYxMdYlcwqkGWHWrxO489y7bBcS0/suFJ16wNXVdXtycvKna9eu9R0/fvzAHIrpAyKRCL6+vvD1bR054DgOjY2NqK+vR2lpaXtC4+PjA09PTzg7Ow+Y6Yz3V/6K3w4VghDg1SW3YFKadeuzmEwmNDU1Qa1WX5awREdHs4XVVlRcXIwZM2aoVSrVWw0NDUutUN+F6a/Yr5YlMPaupaXlR0LIidtvv337kiVLIl966SWXwVhi39okEgn8/Pzg59danr9tmqOhoQGVlZUwGAxwcnKCTCaDp6dnv0pqtvx4At98vhfDR4bhH2/NhUTS+YiGUq2FyczB0UEMVYPums6tbNBg7Z6j8HQkiPF3h8FggKOjIzw9PeHj44OoqCg4Ojpi2ZYDWL9qP25MicGrd13fL35u9m716tWWZ599tk6hUMyilJ60dTxML2MJDEtgBgJKaQUhZNTy5cs/3LVr119+/PFHr4G+S6mvSSQS+Pv74+Kfq8FggEajQVNTE6qqqqDX6yGVSuHh4QE3Nze4urrCzc0NTk5OffoG/eUnv8FotOBU9nmczavB8JFhnd7+6Yem4d+f7YKftxtuvW54l8enlKJO1Yifj5zBEB9XhHq7oLm5GXq9HpXqZlTXNCK7xQLHtGTcOWXyZY9dbzJj1W/ZECjFT8fO4ubRcXjp6x0wmDks+7+ZGB1tvc7ag0FLSwsefPBBzZ49ew4qlcq/UEqbbR0Tw/QFlsAMEBfaGSx2cnLanpKS8vWqVav8rrvuOjYU04ucnZ3bF5y2MRqNaG5uhk6ng1wuR0tLC4xGIwghcHFxaU9snJ2d4eTkBCcnJ0gkEqsmOLHxwSgqrIVYJEJoWNdro4YEe2HF63dd8j2O42A0GtsvLS0t0Ol0aGlpgSAIKKpRo0qtx8kiDvfemI7hw4fD2dkZr6zeiT3lTRCLCG6ROHb4uJwcHBDqK0O9tgUuUkccyj8PtVYPCuCb3cdZAtMDeXl5mDVrllqtVr/c1NS0kk0ZDRJsGzUAlsAMOEajcceF6r2bZ86cGbt06VIPV9eOt7Qy1teWlLRNPbURBAF6vR46nQ46nQ5arRZGoxEmkwkWS2srLbFY3H5/qVQKiUTS6UUkEoEQ0p4kEEJAKcW/3rsT+acrMSTcF65ujtDr9eA47pILz/Pt/zeZTJ3G4uTkBHd3dwQFBcHV1RVisRjvvfwVatVaiAjBTE4EFxcXAMDzc6fAx90VMhcnzBnf8WiOSETw/XN3I7e8DolhASiqVmLtvlMAgMkjWN+v7uA4Dm+//bZ+xYoVtUqlchalNN/WMTFMX2O7kAYoQgjx9PR8TCaT/f3bb7/1yczMZIsM+rmLRz1MJtNlScefEw+e5wG0Tum0XXQ6XXuRN0IIRCJRp0mQWCyGVCrt8WjQCyu3Y3dOMQiAOROH46W7r60/X61aC5OFQ2Qg203XlYKCAtx5550NCoXia5VK9TKl1GzrmJi+JZMG0Izgu61+3J3nl3a5C4kQchOAZQDEAL6klL7zp+vJhetvAaAHsJBSmmP1YMFGYAasC0PJywkhW+fNm7dh1qxZMUuXLvVo+6TM9D8SiQRubm5wc7v6Jof79u1DZmamFaPqWEJEAH4/UwYACPaRXfPxgn0GZ/PNnuA4Du+8845++fLltUqlch6l9JStY2JsyAaDD4QQMYCPAUwDUA3gOCFkK6W04KKb3Qwg+sJlHIBPL/xrdSyBGeAuLPAdu379+sd37dr16urVq30mTpzIRmOYa3LP9aPh5+kGSiluGhNn63AGvMLCQsybN0+tUCi+YaMujA2NBVBCKS0DAELIWgAzAVycwMwE8O2FD9FZhBBPQkgQpbTO2sGwBGYQuPBE+ogQsnXu3Lkbbr/99ugPPviAjcYwV00kIrh5LEtcehvP8/j3v/+tX7ZsWd2FURe2PZqx5SLeEABVF31djctHVzq6TQgAqycwbJfKIEIpPa9UKsesW7fu74mJifW///47WwDFMP3U2bNnkZKSov7www8/UyqVCSx5YfqALyHkxEWXh/90fUej939+H+nObayCjcAMMhdGY5YRQrbMmzfvu8zMzLgVK1Z4BQQE2Do0hmEA6HQ6vPzyy81r166tVSqV83trASRj53pnDUx9F4t4qwEMuejrUAC1V3Ebq2AjMIPUhdGY8du2bftrcnJyzdKlS40cx9k6LGaQU8o1+GH1IRTmVds6lD5HKcXatWu5uLg45apVq15SKpWJLHlh+pnjAKIJIZGEEEcAdwHY+qfbbAVwH2mVBkDTG+tfADYCM6hdGI3ZRAjZ+fbbb7/x2WefLfjqq698J0yYYOvQmEHq6Ye+gbq+GRKxCF/9+LjVu5H3V2fPnsXChQvVFRUVvyoUisWUUrWtY2L6ORvsQqKUcoSQxwDsQus26q8ppfmEkEUXrv8MwA60bqEuQes26vt7Kx6WwDCglBoAPEMI+XTu3LmrJ0yYEPfxxx+zaSWmz2ma9OA5AWKxCC3NxgGfwDQ3N+Pll19uXrduXa1SqbyXUnrc1jEx9oDarBcSpXQHWpOUi7/32UX/pwAW90UsbAqJaUcpLVUoFOO3b9/+QHJycs0HH3zAppWYPvXqv+9A/PBQ3PPgJEREDdx+XpRSfP/991x8fLzy22+/ffHCIl2WvDBMD7BKvEyHCCHOfn5+b3h4eCz48MMPvadPny5iHYP7v3379mHy5Mm2DoPpxNGjR7F48WJ1dXX1LwqF4jE2XcT0lMzBn2b4zrP6cXfKP+myEm9/wkZgmA5RSg1KpfKZ0tLS0Q899NCWlJQU9eHDh20dFsPYrcLCQkybNq1h1qxZh7Kzs6fI5fK/sOSFYa4eWwPDdIpSWglgNiEkcc6cOZ/Gx8cnLl++3DsxMdHWoTE2RCm1agftgay6uhrPPvts0969e2sUCsUiSulBW8fEDABs9oSNwDDdQynNr6ury9y7d+9t11133Zk77rijsbKy0tZhMTawbdMJ3DLhTTw8/1O0tJhsHU6/1dDQgCVLljSPHj36/MaNGxcqFIrhLHlhrIZS61/sDEtgmB6hlB5WKBTJmzZtunfs2LFlixcv1qrVbBR8MFnz1e/geQHyuibkHC2zdTj9jl6vxxtvvKFPSEio/eabb55SKpVRJpNpC2ULDhnGqlgCw/QYpZRaLJbtCoUi+ttvv12SmJhY8+yzz+pUKpWtQ2P6wLjx0ZBKHSASiRCbEGzrcPoNnU6H//znP8bo6Gjl0qVL/6VQKIY1Nzd/SSnlbR0bM9DQ1l5I1r7YGbYLiblmhBBHV1fX+9zc3F6dMWOG7JVXXpGFhYXZOqxBqS92IVFKUVaigJ+/BzxkrCFoQ0MD3n///Zavvvqq2Ww2L29sbPyIUqqzdVzMwCVz8KMZnnOsftyd9Z+zXUjM4EIpNet0ui8VCkXkqlWrHhw3blzxvHnzGgsLC20dGtMLCCEYFh046JOXmpoaLF68WBsfH1+9fPny5xQKRURDQ8NbLHlheh0FKBWsfrE3LIFhrIZSKphMpg1yuTxuw4YNd0yZMuXUtGnT1CdOnLB1aEwvKy2qw5mc8+jLEd1taw7j33/7HyqK5X12TgA4d+4c5s+f3zR69OjSr7766hGlUhmh1Wo/oZSyFc1M32FTSGwbNWN9FxYr/gpgFCFkbH5+/ntDhgyJf+utt3ynTp3Ktt8OMMcOFuNfz60DCMH8v2birgcye/2cBTnn8eU722AyWlB4qhLf7H2x18+Zk5ODV155peHkyZM1SqXyOUEQdrGFuQxjOyyBYXoVpfQYgExCSMJ99933prOz8/innnrKc8GCBQ6urq62Do+xguKCGlgsPASB4szJCtzVB+cUS8QAACIikDiIe+08FosFP/74o/DWW281qNXqs7W1tS9SSg/12gkZprtY7swSGKZvUEoLANxOCPF99dVXH3/99dcfuv32212efvppWVRUlK3DY67BTbNG48BvBWjRmbDw0ev65JyxI4bgyXfmoTCnEjMXWr97ulwux4oVK1q++eabFp7nNygUincppRVWPxHDMFeN7UJibIIQIpFIJDP8/PxeHTJkSMhzzz3nM2PGDJGDg4OtQ7NrrBfS1RMEAXv37sV//vOf+tzc3CatVvsfvV6/+kK3dobpN2RiX5ruNsPqx92l/caudiGxERjGJiilHICNADYSQqIXL178zOOPPz7rnnvucVm8eLFbeHi4rUNkBon6+np89dVXxk8//bTZbDb/XldX9w6llK08Z5h+jiUwjM1RSs8BeIQQ8sRHH300d82aNc8EBAQEL1q0yOuOO+6QeHl52TpEZoDR6/XYunWr8PHHH6tLSko0LS0tK5qbm/9LKdXYOjaG6RY2e8KmkJj+iRAS6unpeb+Tk9P9CQkJ7o8++qjP9OnTiZOTk61D69fYFNKV8TyPPXv24LPPPlMfOnTIJAjCepVK9TmllBUsYuyKTOxL05ynW/24u1u+ZVNIDHOtKKXVAN4A8AYhZHheXt4iQsjtU6ZMkT7yyCPemZmZEIlYGSOmc5RSnDx5El988YVmy5YtJgC/1dXVrQBwhG2BZhj7xhIYpt+jlJ4BsJgQ8vjatWsn/v77748DyJw9e7b0rrvu8khLS4NY3HtbaRn7QinF6dOnsWHDBv2aNWv0Foslt6amZhmAXZRSs63jY5hrZ5/do62NJTCM3aCtta73A9hPCJGuWLHixk2bNi3keX58RkaGeP78+d433ngjcXNzs3WoTB8zmUzYv38/vv/++8ZffvmFA3BaqVT+12KxbKWUam0dH8Mw1scSGMYuXSjbvhXAVkKIaOPGjWMOHDgwXywWzwwPD3e59957PWfOnOkQGhpq61CZXqJWq7F9+3ZhzZo16tOnT1tEItGvdXV13wI4wEZamAGNwi5L/1sbS2AYu3dhZObohcsThJCI/Pz82W+99dZ9rq6uwXPnznW5+eabXceOHQupVGrjaJmrxfM8Tp06hd27dxvXrl2rValUjSaTaX1DQ8N6APlsTQszqNhh80VrYwkMM+BQSs8D+ADAB4QQ2TvvvHPDt99+O5fn+fTg4GDprbfe6jZt2jSXMWPGsISmH2tLWH799VfTTz/9pCkpKeEdHBxy5HL5jxzH7aCUKmwdI8MwtsMSGGZAu1DX44cLFxBCAk+ePDnpq6++ms0Smv6F53nk5uZelrAoFIqNZrN5z4XElGEGPQqAsikklsAwgwulVA5g3YXLZQmNj4+PNCMjw2HChAmeqampJDY2lu1w6gWUUpSXlyM7OxuHDh3SHjhwwFhbW8sSFoZhuo0lMMyg1kFC45Wfnz9q3bp1GR4eHlM4jov19vZ2TE9Pl7QlNXFxcZBI2J9Od1FKUVpaiuzsbBw8eFBz6NAhc11dHS+RSMoMBsPvarX6AIBsNiXEMN1EKVsDA5bAMMwlKKWNAPZcuPwLAAghngUFBaPWr1+fLpPJplosljhPT0/HhIQEkpyc7JqYmOgcExODqKgouLi42DR+WzKbzSgrK0NxcTEKCgpMubm5zXl5ebS+vp6TSCSler1+f0NDwyG0JitKW8fLMPaMTSGxBIZhukQpbQKw98LlLQAghLgVFRVFbdq0KcbHx2eki4vLKI7jokQikYe/vz+SkpLEycnJHvHx8Q7h4eEIDg6Gp6cnCCG2fCjXhFKK5uZm1NXVoaqqCoWFhfzp06e1Z86csdTU1MBisegdHBzKTCbTKaVSeRJAMYBzF5JChmEYq2IJDMNcBUqpDsCpC5f1F19HCPE5efJkzJo1a2ICAgLGODg4RAuCEMzzvKeDg4ODi4uLKDQ0lIaFhUnCw8Odw8PDnYOCghAYGAiZTAY3Nze4u7v3yYJii8WC5uZm6HQ6aLVaKBQK1NbWoqqqylhRUWGoqKiwVFdXQ6vVguM4CwCtRCKR8zxfolQqT3AcV4TWREXOtjEzTB9iU0ismSPD9DVCiAuAQADBAIKcnJxCvby8oh0cHMIopTJBENwFQXCllEpFIpFYLBaLRCKR2NHREW5ubtTDwwNubm4QiUREJBJBLBZDJBIRsViM5uZmd2dnZy3HcRAEAYIgUL1eD61WC51OR4xGIwRB4AVBEHie5wFYxGJxi0gkagag5Xm+SqPRlLa0tFQCqAVQB6COUtpsu58YwzAX8yDedBy5zurH/ZVusKtmjiyBYRg7QQhxBOAGwB2ACwACQHTRRQxAuOjCo3XHpRFAMwAdABMbKWEY+0YI2QnAtxcOXU8pvakXjtsrWALDMAzDMIzdEdk6AIZhGIZhmJ5iCQzDMAzDMHaHJTAMwzAMw9gdlsAwDMMwDGN3WALDMAzDMIzdYQkMwzAMwzB2hyUwDMMwDMPYHZbAMMwAQAh5mRCSTwg5TQg5RQgZZ+uYGIZhehPrhcQwdo4Qkg7gVgAplFITIcQXgKONw2IYhulVLIFhGPsXhNYS4CYAoJTW2zgehmGYXsdaCTCMnSOEuAE4iNb+SL8CWEcp3W/bqBiGYXoXWwPDMHaOUqoDMBrAwwBUANYRQhbaNCiGYZhexkZgGGaAIYTMBbCAUnqbrWNhGIbpLWwEhmHsHCEklhASfdG3RgKosFE4DMMwfYIt4mUY++cGYDkhxBMAB6AErdNJDMMwAxabQmIYhmEYxu6wKSSGYRiGYewOS2AYhmEYhrE7LIFhGIZhGMbusASGYRiGYRi7wxIYhmEYhmHsDktgGIZhGIaxOyyBYRiGYRjG7rAEhmEYhmEYu/P/E5yArGAMFZwAAAAASUVORK5CYII=\n", "text/plain": [ - "
" + "" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" ] }, "metadata": { @@ -1025,18 +1032,33 @@ } ], "source": [ - "# Set the joint probability bin widths\n", - "width_direction = 10 # in degrees\n", - "width_velocity = 1 # in m/s\n", + "wtk_temp, wtk_metadata = wind_toolkit.request_wtk_point_data(\n", + " wtk_inputs['time_interval'],wtk_inputs['temp_parameters'],\n", + " wtk_inputs['lat_lon'],wtk_inputs['year'])\n", + "# wtk_temp = wtk_temp.shift(-7) # optionally UTC to local time\n", + "\n", + "# Pick times corresponding to stable and unstable temperature profiles \n", + "stable_temp = wtk_temp.at_time('2018-01-11 03:00:00').values[0]\n", + "unstable_temp = wtk_temp.at_time('2018-01-11 15:00:00').values[0]\n", "\n", - "# Remove NaN values before calling the joint PDF\n", - "# Another resample call could be used, but the data might still contain NaNs.\n", - "# Here we know data is given hourly, so dropping all NaNs effectively resamples the dataFrame.\n", - "gust_data = Jan_data.dropna()\n", + "# Find heights from temperature DataFrame columns\n", + "heights = []\n", + "for s in wtk_temp.keys():\n", + " s = s.removeprefix('temperature_')\n", + " s = s.removesuffix('m_0')\n", + " heights.append(float(s))\n", + "heights = np.array(heights)\n", "\n", - "# Plot the joint probability distribution\n", - "ax = ndbc.plot_joint_probability_distribution(gust_data.GDR, gust_data.GST,\n", - " width_direction, width_velocity)" + "# Plot the profiles\n", + "fig = plt.figure()\n", + "ax = fig.add_subplot(111)\n", + "ax.set_xlabel('Temperature (C)')\n", + "ax.set_ylabel('Height (m)')\n", + "ax.set_title('Temperature profiles from January 11, 2018')\n", + "ax.grid()\n", + "line1 = ax.plot(stable_temp,heights,'o-',label='time=03:00:00 UTC')\n", + "line2 = ax.plot(unstable_temp,heights,'x-',label='time=15:00:00 UTC')\n", + "ax.legend()" ] } ], @@ -1056,7 +1078,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.9.7" + "version": "3.9.12" } }, "nbformat": 4, diff --git a/mhkit/tests/wave/io/hindcast/__init__.py b/mhkit/tests/wave/io/hindcast/__init__.py new file mode 100644 index 000000000..e69de29bb diff --git a/mhkit/tests/wave/io/test_hindcast.py b/mhkit/tests/wave/io/hindcast/test_hindcast.py similarity index 93% rename from mhkit/tests/wave/io/test_hindcast.py rename to mhkit/tests/wave/io/hindcast/test_hindcast.py index da55589ed..b57a53e95 100644 --- a/mhkit/tests/wave/io/test_hindcast.py +++ b/mhkit/tests/wave/io/hindcast/test_hindcast.py @@ -22,7 +22,7 @@ testdir = dirname(abspath(__file__)) -datadir = normpath(join(testdir,'..','..','..','..','examples','data','wave')) +datadir = normpath(join(testdir,'..','..','..','..','..','examples','data','wave')) class TestWPTOhindcast(unittest.TestCase): @@ -84,7 +84,7 @@ def test_multi_year(self): lat_lon = (44.624076,-124.280097) parameters = 'significant_wave_height' (wave_multiyear, - meta) = (wave.io.hindcast + meta) = (wave.io.hindcast.hindcast .request_wpto_point_data(data_type,parameters, lat_lon,years)) assert_frame_equal(self.my_swh,wave_multiyear) @@ -96,13 +96,13 @@ def test_multi_loc(self): years = [1995] lat_lon = ((44.624076,-124.280097),(43.489171,-125.152137)) parameters = 'mean_absolute_period' - wave_multiloc, meta=wave.io.hindcast.request_wpto_point_data( + wave_multiloc, meta=wave.io.hindcast.hindcast.request_wpto_point_data( data_type, parameters, lat_lon, years ) - dir_multiyear, meta_dir = (wave.io.hindcast + dir_multiyear, meta_dir = (wave.io.hindcast.hindcast .request_wpto_directional_spectrum(lat_lon,year='1995') ) dir_multiyear = dir_multiyear.sel( @@ -124,7 +124,7 @@ def test_multi_parm(self): years = [1996] lat_lon = (44.624076,-124.280097) parameters = ['energy_period','mean_zero-crossing_period'] - wave_multiparm, meta= wave.io.hindcast.request_wpto_point_data(data_type, + wave_multiparm, meta= wave.io.hindcast.hindcast.request_wpto_point_data(data_type, parameters,lat_lon,years) assert_frame_equal(self.mp,wave_multiparm) diff --git a/mhkit/tests/wave/io/hindcast/test_wind_toolkit.py b/mhkit/tests/wave/io/hindcast/test_wind_toolkit.py new file mode 100644 index 000000000..ad5e2ba96 --- /dev/null +++ b/mhkit/tests/wave/io/hindcast/test_wind_toolkit.py @@ -0,0 +1,180 @@ +from os.path import abspath, dirname, join, isfile, normpath, relpath +from pandas.testing import assert_frame_equal +from numpy.testing import assert_allclose +from scipy.interpolate import interp1d +from random import seed, randint +import matplotlib.pylab as plt +from datetime import datetime +import xarray.testing as xrt +import mhkit.wave.io.hindcast.wind_toolkit as wtk +from io import StringIO +import pandas as pd +import numpy as np +import contextlib +import unittest +import netCDF4 +import inspect +import pickle +import time +import json +import sys +import os + + +testdir = dirname(abspath(__file__)) +datadir = normpath(join(testdir,'..','..','..','..','..','examples','data','wave','wind_toolkit')) + + +class TestWINDToolkit(unittest.TestCase): + + @classmethod + def setUpClass(self): + + self.my = pd.read_csv(join(datadir,'wtk_multiyear.csv'), + index_col = 'time_index', + names = ['time_index','pressure_200m_0'], + header = 0, + dtype = {'pressure_200m_0':'float32'}) + self.my.index = pd.to_datetime(self.my.index) + + self.ml = pd.read_csv(join(datadir,'wtk_multiloc.csv'), + index_col = 'time_index', + names = ['time_index','windspeed_10m_0','windspeed_10m_1'], + header = 0, + dtype = {'windspeed_10m_0':'float32', + 'windspeed_10m_1':'float32'}) + self.ml.index = pd.to_datetime(self.ml.index) + + self.mp = pd.read_csv(join(datadir,'wtk_multiparm.csv'), + index_col = 'time_index', + names = ['time_index','temperature_20m_0','temperature_40m_0'], + header = 0, + dtype = {'temperature_20m_0':'float32', + 'temperature_40m_0':'float32'}) + self.mp.index = pd.to_datetime(self.mp.index) + + self.my_meta = pd.read_csv(join(datadir,'wtk_multiyear_meta.csv'), + index_col = 0, + names = ['latitude','longitude','country','state','county','timezone','elevation','offshore'], + header = 0, + dtype = {'latitude':'float32','longitude':'float32', + 'country':'str','state':'str','county':'str', + 'timezone':'int16','elevation':'float32','offshore':'int16'}) + + self.ml_meta = pd.read_csv(join(datadir,'wtk_multiloc_meta.csv'), + index_col = 0, + names = ['latitude','longitude','country','state','county','timezone','elevation','offshore'], + header = 0, + dtype = {'latitude':'float32','longitude':'float32', + 'country':'str','state':'str','county':'str', + 'timezone':'int16','elevation':'float32','offshore':'int16'}) + + self.mp_meta = pd.read_csv(join(datadir,'wtk_multiparm_meta.csv'), + index_col = 0, + names = ['latitude','longitude','country','state','county','timezone','elevation','offshore'], + header = 0, + dtype = {'latitude':'float32','longitude':'float32', + 'country':'str','state':'str','county':'str', + 'timezone':'int16','elevation':'float32','offshore':'int16'}) + + @classmethod + def tearDownClass(self): + pass + + ## WIND Toolkit data + def test_multi_year(self): + data_type = '1-hour' + years = [2018,2019] + lat_lon = (44.624076,-124.280097) # NW_Pacific + parameters = 'pressure_200m' + wtk_multiyear, meta = wtk.request_wtk_point_data( + data_type, parameters, + lat_lon, years) + assert_frame_equal(self.my,wtk_multiyear) + assert_frame_equal(self.my_meta,meta) + + + def test_multi_loc(self): + data_type = '1-hour' + years = [2001] + lat_lon = ((39.33,-67.21),(41.3,-75.9)) # Mid-Atlantic + parameters = 'windspeed_10m' + wtk_multiloc, meta = wtk.request_wtk_point_data( + data_type, parameters, + lat_lon, years) + assert_frame_equal(self.ml,wtk_multiloc) + assert_frame_equal(self.ml_meta,meta) + + + def test_multi_parm(self): + data_type = '1-hour' + years = [2012] + lat_lon = (17.2,-156.5) # Hawaii + parameters = ['temperature_20m','temperature_40m'] + wtk_multiparm, meta = wtk.request_wtk_point_data( + data_type, parameters, + lat_lon, years) + assert_frame_equal(self.mp,wtk_multiparm) + assert_frame_equal(self.mp_meta,meta) + + # test region_selection function and catch for the preferred region + def test_region(self): + region = wtk.region_selection((41.9,-125.3), preferred_region='Offshore_CA') + assert region=='Offshore_CA' + + region = wtk.region_selection((41.9,-125.3), preferred_region='NW_Pacific') + assert region=='NW_Pacific' + + try: + region = wtk.region_selection((41.9,-125.3)) + except TypeError: + pass + else: + assert False, 'Check wind_toolkit.region_selection() method for catching regional overlap' + + region = wtk.region_selection((36.3,-122.3), preferred_region='') + assert region=='Offshore_CA' + + region = wtk.region_selection((16.3,-155.3), preferred_region='') + assert region=='Hawaii' + + region = wtk.region_selection((45.3,-126.3), preferred_region='') + assert region=='NW_Pacific' + + region = wtk.region_selection((39.3,-70.3), preferred_region='') + assert region=='Mid_Atlantic' + + # test the check for multiple region + def test_multi_region(self): + data_type = '1-hour' + years = [2012] + lat_lon = ((17.2,-156.5),(45.3,-126.3)) + parameters = ['temperature_20m'] + try: + data, meta = wtk.request_wtk_point_data( + data_type, parameters, + lat_lon, years) + except TypeError: + pass + else: + assert False, 'Check wind_toolkit.region_selection() method for catching requests over multiple regions' + + # test plot_region() + def test_plot_region(self): + fig, ax1 = plt.subplots() + ax1 = wtk.plot_region('Mid_Atlantic',ax=ax1) + + ax2 = wtk.plot_region('NW_Pacific') + + # test elevation_to_string() + def test_elevation_to_string(self): + + parameter = 'windspeed' + elevations = [20, 40, 60, 120, 180] + parameter_list = wtk.elevation_to_string(parameter, elevations) + assert parameter_list==['windspeed_20m','windspeed_40m','windspeed_60m', + 'windspeed_120m','windspeed_180m'] + + +if __name__ == '__main__': + unittest.main() diff --git a/mhkit/wave/io/__init__.py b/mhkit/wave/io/__init__.py index 850447ab8..f6ad3f71f 100644 --- a/mhkit/wave/io/__init__.py +++ b/mhkit/wave/io/__init__.py @@ -2,10 +2,4 @@ from mhkit.wave.io import wecsim from mhkit.wave.io import cdip from mhkit.wave.io import swan -try: - from mhkit.wave.io import hindcast -except ImportError: - print("WARNING: Wave WPTO hindcast functions not imported from" - "MHKiT-Python. If you are using Windows and calling from" - "MHKiT-MATLAB this is expected.") - pass +from mhkit.wave.io import hindcast \ No newline at end of file diff --git a/mhkit/wave/io/hindcast/__init__.py b/mhkit/wave/io/hindcast/__init__.py new file mode 100644 index 000000000..5d6507b9e --- /dev/null +++ b/mhkit/wave/io/hindcast/__init__.py @@ -0,0 +1,8 @@ +from mhkit.wave.io.hindcast import wind_toolkit +try: + from mhkit.wave.io.hindcast import hindcast +except ImportError: + print("WARNING: Wave WPTO hindcast functions not imported from" + "MHKiT-Python. If you are using Windows and calling from" + "MHKiT-MATLAB this is expected.") + pass diff --git a/mhkit/wave/io/hindcast.py b/mhkit/wave/io/hindcast/hindcast.py similarity index 98% rename from mhkit/wave/io/hindcast.py rename to mhkit/wave/io/hindcast/hindcast.py index d716794dd..69787806a 100644 --- a/mhkit/wave/io/hindcast.py +++ b/mhkit/wave/io/hindcast/hindcast.py @@ -1,5 +1,5 @@ -import pandas as pd import numpy as np +import pandas as pd from rex import MultiYearWaveX, WaveX import sys from time import sleep @@ -14,7 +14,7 @@ def region_selection(lat_lon): Parameters ---------- lat_lon : list or tuple - Latitude and longitude coordinates as flaots or intigers + Latitude and longitude coordinates as flaots or integers Returns ------- @@ -47,7 +47,7 @@ def request_wpto_point_data(data_type, parameter, lat_lon, years, tree=None, """ Returns data from the WPTO wave hindcast hosted on AWS at the specified latitude and longitude point(s), - or the closest available pont(s). + or the closest available point(s). Visit https://registry.opendata.aws/wpto-pds-us-wave/ for more information about the dataset and available locations and years. @@ -99,7 +99,7 @@ def request_wpto_point_data(data_type, parameter, lat_lon, years, tree=None, assert isinstance(lat_lon, (list,tuple)), 'lat_lon must be of type list or tuple' assert isinstance(data_type, str), 'data_type must be a string' assert isinstance(years,list), 'years must be a list' - assert isinstance(tree,(str,type(None))), 'tree must be a sring' + assert isinstance(tree,(str,type(None))), 'tree must be a string' assert isinstance(unscale,bool), 'unscale must be bool type' assert isinstance(str_decode,bool), 'str_decode must be bool type' assert isinstance(hsds,bool), 'hsds must be bool type' @@ -159,7 +159,7 @@ def request_wpto_directional_spectrum(lat_lon, year, tree=None, """ Returns directional spectra data from the WPTO wave hindcast hosted on AWS at the specified latitude and longitude point(s), - or the closest available pont(s). + or the closest available point(s). Visit https://registry.opendata.aws/wpto-pds-us-wave/ for more information about the dataset and available locations and years. diff --git a/mhkit/wave/io/hindcast/wind_toolkit.py b/mhkit/wave/io/hindcast/wind_toolkit.py new file mode 100644 index 000000000..bb0fbc83f --- /dev/null +++ b/mhkit/wave/io/hindcast/wind_toolkit.py @@ -0,0 +1,268 @@ +import pandas as pd +from rex import MultiYearWindX +import matplotlib.pyplot as plt + + +def region_selection(lat_lon, preferred_region=''): + ''' + Returns the name of the predefined region in which the given coordinates reside. + Can be used to check if the passed lat/lon pair is within the WIND Toolkit hindcast dataset. + + Parameters + ---------- + lat_lon : tuple + Latitude and longitude coordinates as floats or integers + + preferred_region : string (optional) + Latitude and longitude coordinates as floats or integers + + Returns + ------- + region : string + Name of predefined region for given coordinates + ''' + assert isinstance(lat_lon, tuple), 'lat_lon must be of type list or tuple' + assert len(lat_lon)==2, 'lat_lon must be of length 2' + assert isinstance(lat_lon[0], (float,int)), 'lat_lon values must be of type float or int' + assert isinstance(lat_lon[1], (float,int)), 'lat_lon values must be of type float or int' + assert isinstance(preferred_region, str), 'preferred_region must be of type string' + + # Note that this check is fast, but not robust because region are not + # rectangular on a lat-lon grid + rDict = { + 'CA_NWP_overlap':{'lat':[41.213, 42.642], 'lon':[-129.090, -121.672]}, + 'Offshore_CA':{ 'lat':[31.932, 42.642], 'lon':[-129.090, -115.806]}, + 'Hawaii':{ 'lat':[15.565, 26.221], 'lon':[-164.451, -151.278]}, + 'NW_Pacific':{ 'lat':[41.213, 49.579], 'lon':[-130.831, -121.672]}, + 'Mid_Atlantic':{ 'lat':[37.273, 42.211], 'lon':[-76.427, -64.800]}, + } + + region_search = lambda x: all( ( True if rDict[x][dk][0] <= d <= rDict[x][dk][1] else False + for dk, d in {'lat':lat_lon[0],'lon':lat_lon[1]}.items() ) ) + region = [key for key in rDict if region_search(key)] + + if region[0] == 'CA_NWP_overlap': + if preferred_region == 'Offshore_CA': + region[0] = 'Offshore_CA' + elif preferred_region == 'NW_Pacific': + region[0] = 'NW_Pacific' + else: + raise TypeError(f"Preferred_region ({preferred_region}) must be 'Offshore_CA' or 'NW_Pacific' when lat_lon {lat_lon} falls in the overlap region") + + if len(region)==0: + raise TypeError(f'Coordinates {lat_lon} out of bounds. Must be within {rDict}') + else: + return region[0] + + +def plot_region(region,lat_lon=None,ax=None): + ''' + Visualizes the area that a given region covers. Can help users understand + the extent of a region since they are not all rectangular. + + Parameters + ---------- + region : string + Name of predefined region in the WIND Toolkit + Options: 'Offshore_CA','Hawaii','Mid_Atlantic','NW_Pacific' + lat_lon : couple (optional) + Latitude and longitude pair to plot on top of the chosen region. Useful + to inform accurate latitude-longitude selection for data analysis. + ax : matplotlib axes object (optional) + Axes for plotting. If None, then a new figure is created. + + Returns + --------- + ax : matplotlib pyplot axes + ''' + assert isinstance(region, str), 'region must be of type string' + assert region in ['Offshore_CA','Hawaii','Mid_Atlantic','NW_Pacific'], f'{region} not in list of supported regions' + + wind_path = '/nrel/wtk/'+region.lower()+'/'+region+'_*.h5' + windKwargs = {'tree':None, 'unscale':True, 'str_decode':True, 'hsds':True, + 'years':[2019]} + + # Get the latitude and longitude list from the region in rex + rex_wind = MultiYearWindX(wind_path, **windKwargs) + lats = rex_wind.lat_lon[:,0] + lons = rex_wind.lat_lon[:,1] + + # Plot the latitude longitude pairs + if ax is None: + fig, ax = plt.subplots() + ax.plot(lons,lats,'o',label=f'{region} region') + if lat_lon is not None: + ax.plot(lat_lon[1],lat_lon[0],'o',label='Specified lat-lon point') + ax.set_xlabel('Longitude (deg)') + ax.set_ylabel('Latitude (deg)') + ax.grid() + ax.set_title(f'Extent of the WIND Toolkit {region} region') + ax.legend() + + return ax + + +def elevation_to_string(parameter, elevations): + """ + Takes in a parameter (e.g. 'windspeed') and elevations (e.g. [20, 40, 120]) + and returns the formatted strings that are input to WIND Toolkit (e.g. windspeed_10m). + Does not check parameter against the elevation levels. This is done in request_wtk_point_data. + + Parameters + ---------- + parameter: string + Name of the WIND toolkit parameter. + Options: 'windspeed', 'winddirection', 'temperature', 'pressure' + elevations : list + List of elevations (float). + Values can range from approxiamtely 20 to 200 in increments of 20, depending + on the parameter in question. See Documentation for request_wtk_point_data + for the full list of available parameters. + + Returns + --------- + parameter_list: list + Formatted List of WIND Toolkit parameter strings + + """ + + assert isinstance(parameter,str) + assert isinstance(elevations,(float,list)) + assert parameter in ['windspeed','winddirection','temperature','pressure'] + + parameter_list = [] + for e in elevations: + parameter_list.append(parameter+'_'+str(e)+'m') + + return parameter_list + + +def request_wtk_point_data(time_interval, parameter, lat_lon, years, preferred_region='', + tree=None, unscale=True, str_decode=True,hsds=True): + """ + Returns data from the WIND Toolkit offshore wind hindcast hosted on AWS at the specified latitude and longitude point(s), + or the closest available point(s). + Visit https://registry.opendata.aws/nrel-pds-wtk/ for more information about the dataset and available + locations and years. + + Calls with multiple parameters must have the same time interval. Calls + with multiple locations must use the same region (use the plot_region function). + + Note: To access the WIND Toolkit hindcast data, you will need to configure h5pyd for data access on HSDS. + Please see the WTK_hindcast_example notebook for more information. + + Parameters + ---------- + time_interval : string + Data set type of interest + Options: '1-hour' '5-minute' + parameter: string or list of strings + Dataset parameter to be downloaded. Other parameters may be available. + This list is limited to those available at both 5-minute and 1-hour + time intervals for all regions. + Options: + 'precipitationrate_0m', 'inversemoninobukhovlength_2m', + 'relativehumidity_2m', 'surface_sea_temperature', + 'pressure_0m', 'pressure_100m', 'pressure_200m', + 'temperature_10m', 'temperature_20m', 'temperature_40m', + 'temperature_60m', 'temperature_80m', 'temperature_100m', + 'temperature_120m', 'temperature_140m', 'temperature_160m', + 'temperature_180m', 'temperature_200m', + 'winddirection_10m', 'winddirection_20m', 'winddirection_40m', + 'winddirection_60m', 'winddirection_80m', 'winddirection_100m', + 'winddirection_120m', 'winddirection_140m', 'winddirection_160m', + 'winddirection_180m', 'winddirection_200m', + 'windspeed_10m', 'windspeed_20m', 'windspeed_40m', + 'windspeed_60m', 'windspeed_80m', 'windspeed_100m', + 'windspeed_120m', 'windspeed_140m', 'windspeed_160m', + 'windspeed_180m', 'windspeed_200m' + lat_lon: tuple or list of tuples + Latitude longitude pairs at which to extract data. Use plot_region() or + region_selection() to see the corresponding region for a given location. + years : list + Year(s) to be accessed. The years 2000-2019 available (up to 2020 + for Mid-Atlantic). Examples: [2015] or [2004,2006,2007] + preferred_region : string (optional) + Region that the lat_lon belongs to ('Offshore_CA' or 'NW_Pacific'). + Required when a lat_lon point falls in both the Offshore California + and NW Pacific regions. Overlap region defined by + latitude = (41.213, 42.642) and longitude = (-129.090, -121.672). + Default = '' + tree : str | cKDTree (optional) + cKDTree or path to .pkl file containing pre-computed tree + of lat, lon coordinates, default = None + unscale : bool (optional) + Boolean flag to automatically unscale variables on extraction + Default = True + str_decode : bool (optional) + Boolean flag to decode the bytestring meta data into normal + strings. Setting this to False will speed up the meta data read. + Default = True + hsds : bool (optional) + Boolean flag to use h5pyd to handle .h5 'files' hosted on AWS + behind HSDS. Setting to False will indicate to look for files on + local machine, not AWS. Default = True + + Returns + --------- + data: DataFrame + Data indexed by datetime with columns named for parameter and cooresponding metadata index + meta: DataFrame + Location metadata for the requested data location + """ + + assert isinstance(parameter, (str, list)), 'parameter must be of type string or list' + assert isinstance(lat_lon, (list,tuple)), 'lat_lon must be of type list or tuple' + assert isinstance(time_interval, str), 'time_interval must be a string' + assert isinstance(years,list), 'years must be a list' + assert isinstance(preferred_region, str), 'preferred_region must be a string' + assert isinstance(tree,(str,type(None))), 'tree must be a string' + assert isinstance(unscale,bool), 'unscale must be bool type' + assert isinstance(str_decode,bool), 'str_decode must be bool type' + assert isinstance(hsds,bool), 'hsds must be bool type' + + # check for multiple region selection + if isinstance(lat_lon[0], float): + region = region_selection(lat_lon, preferred_region) + else: + reglist = [] + for loc in lat_lon: + reglist.append(region_selection(loc)) + if reglist.count(reglist[0]) == len(lat_lon): + region = reglist[0] + else: + raise TypeError('Coordinates must be within the same region!') + + if time_interval == '1-hour': + wind_path = f'/nrel/wtk/'+region.lower()+'/'+region+'_*.h5' + elif time_interval == '5-minute': + wind_path = f'/nrel/wtk/'+region.lower()+'-5min/'+region+'_*.h5' + else: + raise TypeError(f"Invalid time_interval '{time_interval}', must be '1-hour' or '5-minute'") + windKwargs = {'tree':tree,'unscale':unscale,'str_decode':str_decode, 'hsds':hsds, + 'years':years} + data_list = [] + + with MultiYearWindX(wind_path, **windKwargs) as rex_wind: + if isinstance(parameter, list): + for p in parameter: + temp_data = rex_wind.get_lat_lon_df(p,lat_lon) + col = temp_data.columns[:] + for i,c in zip(range(len(col)),col): + temp = f'{p}_{i}' + temp_data = temp_data.rename(columns={c:temp}) + + data_list.append(temp_data) + data= pd.concat(data_list, axis=1) + + else: + data = rex_wind.get_lat_lon_df(parameter,lat_lon) + col = data.columns[:] + + for i,c in zip(range(len(col)),col): + temp = f'{parameter}_{i}' + data = data.rename(columns={c:temp}) + + meta = rex_wind.meta.loc[col,:] + meta = meta.reset_index(drop=True) + return data, meta